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      "source": [
        "# Chronoferencing the Italian-Slovenian Borderlands. Citizen Science, Oral History and Output Criticism\n"
      ]
    },
    {
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      "metadata": {
        "tags": [
          "keywords"
        ]
      },
      "source": [
        "Citizen Science, Oral History, Borders, Italy, Slovenia, Digital Hermeneutics"
      ]
    },
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      "source": [
        "### Machteld Venken [![orcid](https://orcid.org/sites/default/files/images/orcid_16x16.png)](https://orcid.org/0000-0002-0358-0827)\n",
        "University of Luxembourg"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "contributor"
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      },
      "source": [
        "### Johanna Jaschik [![orcid](https://orcid.org/sites/default/files/images/orcid_16x16.png)](https://orcid.org/0000-0002-0197-6748)\n",
        "University of Luxembourg"
      ]
    },
    {
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          "copyright"
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      "source": [
        " [![cc-by](https://licensebuttons.net/l/by/4.0/88x31.png)](https://creativecommons.org/licenses/by/4.0/)\n",
        "\u00a9 Machteld Venken - Johanna Jaschik. Published by De Gruyter in cooperation with the University of Luxembourg Centre for Contemporary and Digital History. This is an Open Access article distributed under the terms of the [Creative Commons Attribution License CC-BY](https://creativecommons.org/licenses/by/4.0/)"
      ]
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      "metadata": {
        "tags": [
          "abstract"
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      "source": [
        "This article unravels the opportunities and limits for generating new academic knowledge about the use of articulations of time in interviews conducted and produced by students. We narrate the experiences of a citizen scientist throughout an interdisciplinary experiment in which citizen scientists and border scholars expressed what borders mean to them. Analysing citizen scientist Termime\u2019s (pseudonym) oral and written expressions as a case study with the help of Achim Landwehr\u2019s concept of *Chronoferenzen* (chronoferencing), we decipher the intricate links citizen scientists identify between the past, the present and the future in the way they see borders within the three different genres practised during the experiment: a monologue, a dialogue and a digital caf\u00e9.\n",
        "\n",
        "At the same time, the article also presents a reflection on the digital research process applied during the study. The hermeneutic layer evaluates the methods and tools we used throughout the workflow, from organising the experiment to analysing the oral data and presenting the findings in the *Journal of Digital History* with respect to the three well-known stages in digital hermeneutical research: digital source criticism, tool criticism and visualisation criticism. Adding \u2018output criticism\u2019 as a fourth step enables us to present our reflection on the presentation possibilities and constraints of digital publishing and propose changes.  "
      ]
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      "metadata": {
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        "tags": [
          "narrative"
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      "source": [
        "## Introducing the \u2018Talking Borders\u2019 Experiment\n",
        "\n",
        "How to consider new testimonies as a potential source of enquiry has long been a prevalent question within contemporary historiography. As Rizzo observed: \u2018Rather than assuming that knowledge comes only from archives, official records, or outside observation, collaborating with community members recognizes that their lived experience is knowledge and has value\u2019 (<cite data-cite=\"8820477/X8S2B2KD\"></cite>). Oral historians and anthropologists, most prominently, consider narrators to be experts when it comes to their past lived experiences (<cite data-cite=\"8918850/WGVEPWZA\"></cite>, 35). Within the citizen science experiment \u2018Talking Borders. From Local Expertise to Global Exchange\u2019, we considered Bachelor students in the humanities studying at universities in various border regions throughout the former Habsburg region as experts about daily life in the borderlands. To mark the hundredth anniversary of the dissolution of the Austro-Hungarian Empire, these citizen scientists were invited to participate in an exchange of ideas about international borders and the communities engendered by borders at the Second World Conference of the Association for Borderlands Studies (ABS) held in Vienna and Budapest in July 2018. We assumed that they would \u2018bring a very real authority\u2019 in giving meaning to the borders they encounter in their daily lives, an authority \u2018grounded in a culture of experience\u2019 (<cite data-cite=\"8820477/PASUJEDM\"></cite>, xxii).\n"
      ]
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        "The digital era has offered new opportunities to share authority and stimulate an active dialogue between experience and expertise (<cite data-cite=\"8820477/RVAR4E8B\"></cite>, 136). Within citizen science, researchers are currently investigating the border between expertise and experience, or, in other words, between the production and consumption of science. In a rare edited volume about citizen science in the humanities, Oswald and Smolarski wrote: \u2018The [...] borders between professional research, which generates new knowledge, and the public, who consume this knowledge, were barely challenged during the first years of the social web.\u2019(<cite data-cite=\"8820477/AVQJUUMG\"></cite>, 12) Nowadays, however, these borders are pitched in projects in linguistics, archaeology, art and philosophy, as well as history. Citizen humanities offers great potential to include citizens beyond the data collection phase, because nuances, ambiguity and room for interpretation are characteristics that are at the essence of every research stage, from formulating a hypothesis to data collection to analysis and interpretation. One example is the German project \u2018Kino in der DDR\u2019, launched in 2020, which asked citizens for testimonies and historical objects reflecting personal memories and experiences of cinema visits in the GDR as a way of exploring the everyday history of cinema culture in communist East Germany. Such a project demonstrates how concerns that citizens may lack the required skills in academic research can be embraced as part of the scientific process. Citizens\u2019 personal experiences and memories of cinema in the GDR as expressed in written and oral testimonies are considered fruitful ground for a variety of research questions (<cite data-cite=\"8820477/X2SCIUKM\"></cite>). Such an approach of citizen science methodology moves beyond the conventional understanding of citizen scientists as actors who perform tasks of 'compiling, organising, analysing and sharing sources' (<cite data-cite=\"8918850/PPQDKB7W\"></cite>, 6). Similar to the 'Kino in der DDR' project, the bachelor students in the Talking Borders experiment were regarded as actors with expertise, who were the creator of their own sources (<cite data-cite=\"8918850/GEPQU8AU\"></cite>, 69\u201370).  "
      ]
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        "Today, oral history research projects in partnership with community groups are experimenting to determine \u2018the limits of what we can expect from public expertise and contributions\u2019, as this has the potential to \u2018drive methodological innovations as well as leave us in a better position to address potentially serious objections that are likely to be raised by the wider scientific community towards the use of publicly gathered data\u2019. (Riesch and Potter, 116). These experiments range from offering intensive training to citizen scientists on how to conduct interviews to crowdsourcing by means of digitally self-recorded stories generated without the support of professional historians. \u2018Talking Borders\u2019 also offered training to citizen scientists during a try-out session the day before the experiment, but it did not provide more in-depth training on how to record each other\u2019s stories, as was offered in the project \u2018Surviving Katrina and Rita in Houston\u2019 (<cite data-cite=\"8820477/2TWIE7HC\"></cite>), for example. We asked citizen scientists to talk to each other and record their stories themselves, without the intervention of an historian, but in contrast to the idea of composing an open memory bank, for example, we selected a specific group of citizen scientists and provided the format of a one-hour conversation provoked by one question: \u2018What does a border mean to you?\u2019 (<cite data-cite=\"8820477/HD7TRXCH\"></cite>)."
      ]
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        "Without downplaying the \u2018general enthusiasm over citizen science\u2019, Riesch and Potter insist on the need to investigate \u2018potential pitfalls\u2019 of the discipline. The \u2018Talking Borders\u2019 experiment contributed to that endeavour. The border between expertise and experience was thematised by inviting citizen scientists to an academic conference to discuss their understanding of borders. We define borders as \u2018typically rooted in historically constructed structures of meanings labelled [\u2026] as discursive landscapes of social power\u2019. (<cite data-cite=\"8820477/7R9HBA6T\"></cite>, 116). In addition, we use digital hermeneutics in order to bring us closer to understanding the limits of public expertise by articulating \u2018the \u201cinterventions\u201d of the digital into historical practices\u2019 by means of a \u2018critical engagement with digital infrastructures, data and tools\u2019 (<cite data-cite=\"8820477/Q827WAU3\"></cite>, 7). Our approach enables us to reveal the relevance of the past for meaning-making purposes in the present. Indeed, in turning the Association for Borderlands Studies Second World Conference into a platform for a citizen science experiment, the Talking Borders project aimed to apply border research:"
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        "> Border research then takes on an applied dimension, as we seek to discover, and promote, those mechanisms which enable borders to be opened, reducing the frictions and tensions of socially constructed difference. This is the desire to \u201covercome\u201d borders through reimagining them as places where people can meet, to overcome the social construction of spatial fixation (<cite data-cite=\"8918850/M3C5QNR7\"></cite>). This is a major challenge of border research \u2013 to understand the functional impact and role of borders in a world which has become more spatially flexible, where territory and group affiliations and identities are undergoing a process of internal restructuring. (<cite data-cite=\"8820477/QDMEEP3Q\"></cite>, 23)\n"
      ]
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        "Could the spoken ideas gathered within Talking Borders be considered as oral history sources? As in oral history, our experiment facilitated an encounter. Alessandro Portelli referred to oral history as (<cite data-cite=\"8820477/HIZ25PXV\"></cite>, 3) \u2018what the source and the historian do together at the moment of their encounter in the interview\u2019. Shopes (<cite data-cite=\"8820477/TZKQ8RTH\"></cite>, 103) even stressed that it is a \u2018dialogue that defines the interview process itself\u2019. In this article, we demonstrate that the citizen scientists in the Talking Borders experiment expressed their thoughts about the meaning of their lives in borderlands through chronoferencing (<cite data-cite=\"8820477/RRDDC742\"></cite>). Referencing the past was essential for them to understand their contemporary reality and project their imaginations for the future."
      ]
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      "source": [
        "The citizen scientists participating in Talking Borders grew up in borderlands witnessing the opening up of state borders following the collapse of communism and experiencing how EU expansion softened border regimes (<cite data-cite=\"8820477/S957L83I\"></cite>, 1-2). They informed us about economic, cultural, political and social aspects of the transformation that took place within post-Soviet borderlands while recalling the everyday practices that they, their families and their acquaintances engaged in. They also expressed their historical knowledge about the borderlands where they came from, a knowledge that was concentrated more on the last 30 years than on earlier times. This observation was a surprise to us, as the citizen scientists had been recruited to participate in the experiment specifically to mark the hundredth anniversary of the dissolution of the Austro-Hungarian Empire."
      ]
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        "We distilled information about the way in which citizen scientists referenced time from the ideas they expressed during the experiment. As individuals, they live in a social setting, and, whether consciously or not, they exchange their representations with others. This is how people learn to gauge what practices are acceptable for the social group(s) they are part of, and what behaviour needs to be silenced for the sake of social group identification. People tend to practise the customs of their social group, although they are seldom aware of this (<cite data-cite=\"8820477/V4LJQEAY\"></cite>). In this article, we assume that individual practices as expressed during the experiment are windows onto borderland communities in which what is characteristic for these communities becomes visible and comparable (<cite data-cite=\"8820477/JDSUQQE4\"></cite>, 343). The experiment therefore enabled us to reconstruct the way in which time was referenced in the social borderland life-world during the transformation period."
      ]
    },
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      "source": [
        "To attribute meaning to borders, the citizen scientists recalled their own and their relatives\u2019 personal border experiences in the past, drew on border realities as shaped by geopolitical events and common regional border practices in the present, and used their past and present border experiences to make predictions about border regulations for the future. Achim Landwehr\u2019s notion of \u2018Chronoferenzen\u2019 (<cite data-cite=\"8820477/RRDDC742\"></cite>) encapsulates these multiple overlapping temporal layers. The concept of Chronoferenzen, derived from the Greek word chrono (time) and the Latin word referre (carry back), supports an analysis of the intricate links identified by citizen scientists between the past, the present and the future and the way in which these links influence their views of borders. Landwehr argues that individuals and groups use temporally absent imaginaries of the past and the future to attribute meaning to present realities, and he strives to include the analysis of such references in the study of the past:"
      ]
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        "\u2018The notion of chronoference can help to overcome a practised dualism that is well established in historical work (academic and non-academic): the juxtaposition of present and past (or present and future) is usually assumed to be an integral part of our understanding of time. But in reality this dualism artificially separates something that cannot be separated in this form. \u201cPast\u201d is not simply the detached counterpart of a present that has to be painstakingly regained using historical methods. Rather, the \u201cpast\u201d is always already part of a present description.\u2019 (<cite data-cite=\"8820477/RRDDC742\"></cite>, 249-250)."
      ]
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      "source": [
        "Focusing on the simultaneity of multiple temporal layers allows us to approach our citizen scientists\u2019 thoughts about borders from an angle of multiple temporalities (\u2018Vielzeitigkeit\u2019); that is, to understand the parallel occurrence of different temporal dimensions in oral and written expression. In what follows, we investigate how citizen scientists related the past and future to the present and how temporal dimensions could occur parallel or in competition to each other. We also decipher how citizen scientists navigated differences when expressing their thoughts, and what they chose to leave unmentioned, which therefore remained absent."
      ]
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      "cell_type": "markdown",
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      "source": [
        "The principle of multi-layered publishing introduced in academia by the Journal of Digital History enables us to present our dataset, research methodology and narrative interpretation together. The dataset of this article consists of all the monologues and dialogues recorded during the experiment, as well as the raw data of the project website on which the digital caf\u00e9 was hosted. The hermeneutic layer of our article includes motivations, explanations and reflections of the research methods we used throughout the different steps of our workflow: while recording, transcribing and analysing the monologue, dialogue and interventions in the digital caf\u00e9. In the narrative layer, we use our interpretation of the involvement of Termime in the experiment to reveal how she gave meaning to time in the life she lives in the Italian-Slovenian borderlands. The major advantage of displaying oral sources within the Journal of Digital History, is that it widens the possibilities for the consultation of oral sources. One can simultaneously listen to an interview fragment and read the narrative analysis of the fragment. Moreover, one can watch how the analysis was conducted in the digital tool Clarin Elan."
      ]
    },
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      "source": [
        "## Expanding the Scheme of the Digital Research Process\n",
        "\n",
        "Fickers and others developed an \u2018ideal-typical scheme of the research process, demonstrating the concept of digital hermeneutics as a combination of digital literacy (skills) and critical reflection\u2019 throughout \u2018fluent, interconnected\u2019 stages (<cite data-cite=\"8820477/Q827WAU3\"></cite>). The process distinguishes the four digital history practices of \u2018search\u2019, \u2018data management & curation\u2019, \u2018analysis\u2019 and \u2018visualisation, interpretation, publication\u2019, which are each linked to their hermeneutic counterparts \u2018algorithm criticism\u2019, \u2018digital source criticism\u2019, \u2018tool criticism\u2019 and \u2018interface and simulation criticism\u2019 (<cite data-cite=\"8820477/Q827WAU3\"></cite>, 10)."
      ]
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          "hermeneutics"
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      "source": [
        "The path we followed during our research adheres to this process to some extent, but not entirely. We distinguish a preparation stage for the citizen science experiment, including the creation of a website as well as the selection of participants, the latter only partly through a digital search method (see \u2018Preparing the Experiment and Search Criticism\u2019). This was followed by a \u2018data collection, management and curation\u2019 historical practice combined with digital source criticism (See \u2018Making Sources\u2019) and tool criticism, including reflections on the use of transcription software Wreally (See \u2018Transcribing Sources\u2019). We subsequently selected the data for our analysis, which we considered as a second moment of digital searching, this time with the help of qualitative research software MAXQDA (See \u2018Selecting Termime\u2019). We then conducted the analysis of the monologues and dialogues gathered during the experiment by means of the software program Clarin Elan, which required a critical reflection on the capacities of this digital tool. Finally, we carefully considered how to present a selection of our oral sources to the listeners and readers of this article in order to communicate our findings, a historical practice that goes beyond visualisation. We therefore propose exchanging the words \u2018visualisation, interpretation, publication\u2019 for the more general \u2018presentation\u2019, as seen in our subheading \u2018Presenting Termime\u2019s monologue\u2019."
      ]
    },
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      "source": [
        "A next step was to discuss the third genre of storytelling included in the Talking Borders project: the digital caf\u00e9. To that end, we needed to inform our readership about the selection and presentation of data in the digital caf\u00e9, and offer interface criticism as the hermeneutic counterpart (\u2018Developing the Digital Caf\u00e9\u2019). This is followed by a narrative analysis of Termime\u2019s performance in the digital caf\u00e9. Prompted by our experience of working with the Journal of Digital History template, rather than discussing \u2018publication\u2019 within the visualisation stage of the research process, as proposed by Fickers and others, we decided to add another stage to our path, composed of what we call the historical practice of \u2018digital dissemination\u2019 and accompanied by a hermeneutic \u2018output criticism\u2019. Our research process can be summarised as displayed in the following figure:"
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              "Modified Digital Hermeneutics Scheme, originally published by \u00a9 Andreas Fickers, Ghislain Sillaume et al., 2021. Licensed under Attribution-NonCommercial-ShareAlike 4.0 International. The new version removed the term 'Publication' from the fourth cycle 'Interface & Simulation Criticism' and is extended by the fifth cycle 'Output Criticism'."
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",
            "text/plain": [
              "<IPython.core.display.Image object>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "from IPython.display import Image\n",
        "display(Image(\"media/alternative_graph.png\"))"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "## Preparing the Experiment and Search Criticism"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "The Talking Borders experiment consisted of three stages: the collection of monologues, dialogues, and the digital caf\u00e9. The monologues and dialogues were produced and collected on a single day during the conference, while the digital caf\u00e9 went online after the conference. The conversations gathered within Talking Borders each consisted of a twenty-minute monologue given by either a citizen scientist or a border scholar. This was followed by a twenty-minute dialogue between two interlocutors, either two citizen scientists or a citizen scientist and a border scholar, prompted by the question: \u2018What does a border mean to you?\u2019 In total, 21 conversations between a citizen scientist and a border scholar and 18 between two citizen scientists occurred. This resulted in a total of 57 citizen science monologues and 22 border scholar monologues. We also possess 18 dialogues between two citizen scientists and 21 dialogues between a citizen scientist and a border scholar. Owing to technical problems during the experiment, 3 dialogues between a border scholar and a citizen scientist, one between two citizen scientists, as well as 5 citizen science monologues and 2 border scholar monologues were never recorded. Following the conference on 10 July 2018, we hosted a global digital caf\u00e9 that functioned as an online discussion forum. The digital caf\u00e9 operated for 100 working days, where we posted extracts from the conversations to facilitate an environment for discussions between the citizen scientists and the border scholars."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "jdh": {
          "object": {
            "source": [
              "Number of Participants per Conversation Format"
            ],
            "type": "table"
          }
        },
        "tags": [
          "hermeneutics",
          "table-participants-per-*"
        ]
      },
      "source": [
        "| Participant | Monologue | Dialogue | Digital Caf\u00e9 |\n",
        "|-----------------|-----------------|-----------------|-----------------|\n",
        "| Border Scholars  | 22 | 21 | 4 |\n",
        "| Citizen Scientists | 57  | 59 | 9 |\n",
        "\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "jdh": {
          "object": {
            "source": [
              "Number of Participants who participated in all Conversation Formats"
            ],
            "type": "table"
          }
        },
        "tags": [
          "hermeneutics",
          "table-participants-all-*"
        ]
      },
      "source": [
        "| Participant        | Number |\n",
        "|--------------------|--------|\n",
        "| Border Scholars    | 3     |\n",
        "| Citizen Scientists | 9     |\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "The citizen scientists came from a wide range of disciplinary backgrounds in the humanities and social sciences. Their specific background depended on the scholar with whom the Principal Investigator was in contact at the various border region universities and research institutes involved in the project. The scholars were recruited from within the network of scholars working at the Institute for Eastern European History at the University of Vienna. Approximately 44% of the citizen scientists were recruited from history departments, especially the participants studying at universities in Rzesz\u00f3w (Poland), Lviv (Ukraine), Sarajevo (Bosnia-Herzegovina), Novi Sad (Serbia), Cluj (Romania) and Trieste (Italy). Other disciplinary backgrounds included education science \u2013 participants from Vienna (Austria) \u2013 and anthropology \u2013 the majority of citizen scientists from Zagreb (Croatia) and Ljubljana (Slovenia). The participants recruited to represent the Czech Republic and Slovakia, about 11% of the total number of participants, studied at the multilingual Komensk\u00fd secondary school in Vienna. The Hungarian partner, employed at the Central European Service for Cross-Border Initiatives (CESCI), approached seven universities to recruit citizen scientists from Hungary. All students, with the exception of those from the University of Vienna, were invited to participate and had the option to decline. They were provided with complimentary travel, accommodation in Vienna, and a reception at the Polish Embassy. The students from the University of Vienna participated in the event as part of their 'Introduction to Scientific Methods' course at the university. The experiment was conducted during their scheduled course hours, requiring no additional time commitment from them."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        },
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "The composition of the citizen scientists was based on the indication of mother tongue in the 1910 census (published in 1912), the last of the decennial censuses conducted under the Habsburg monarchy. The methodology practised in these censuses differed slightly between regions: while citizens were asked about their mother tongue in Transleithania, in Cisleithania and Bosnia they were asked to indicate the language they used in everyday conversation. In addition, Bosnian \u2018Serbo-Croatians\u2019 (the inhabitants of Bosnia who identified \u2018Serbo-Croatian\u2019 as their mother tongue) were then differentiated according to their religion and minorities constituting less than 1% of the populace were not considered. (<cite data-cite=\"8820477/3LJPVN9B\"></cite>, 557)."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "jdh": {
          "module": "object",
          "object": {
            "source": [
              "table 1: Composition of citizen scientists based on census data from 1910"
            ]
          }
        },
        "tags": [
          "hermeneutics",
          "table-mother-tongue-*"
        ]
      },
      "source": [
        "Mother tongue|Percentage of the population in 1910|Proposed number of of Citizen Scientists|Actual number of participants\n",
        "---|---|---|---\n",
        "German|23.9|24 (from Austria)| 18\n",
        "Hungarian|20.2|20|5\n",
        "Czech|12.6|13|2\n",
        "Polish|10|10|8\n",
        "Ukrainian|7.9|8|7\n",
        "Romanian|6.4|6|6\n",
        "Croatian|5.3|5|4\n",
        "Slovakian|3.8|4|2\n",
        "Serbian|3.8|4|4\n",
        "Slovenian|2.6|3|3\n",
        "Italian|2|2|2\n",
        "Bosnian|1.2|1|1\n",
        "\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "lines_to_next_cell": 2,
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "Although some participants withdrew from the project during the preparation phase, many of them were eventually replaced. The success of the recruitment process for Talking Borders differed greatly depending on the respective country. The low participation rate for Hungary can potentially be explained by the fact that parliament passed a law at the end of June 2018 making the provision of assistance to asylum seekers a criminal activity for lawyers and activists. Although visiting a seminar on borders and migration was not included in the scope of the legislation, it may have put people off."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 2,
      "metadata": {
        "ExecuteTime": {
          "end_time": "2023-09-15T07:51:41.349968Z",
          "start_time": "2023-09-15T07:51:40.867408Z"
        },
        "execution": {
          "iopub.execute_input": "2025-03-13T09:47:16.518666Z",
          "iopub.status.busy": "2025-03-13T09:47:16.518085Z",
          "iopub.status.idle": "2025-03-13T09:47:16.719994Z",
          "shell.execute_reply": "2025-03-13T09:47:16.719422Z"
        },
        "jdh": {
          "module": "object",
          "object": {
            "source": [
              "Distribution of citizen scientists by country in percent"
            ]
          }
        },
        "scrolled": true,
        "tags": [
          "figure-pie-chart-citizen-scientists-country-*"
        ]
      },
      "outputs": [
        {
          "data": {
            "text/html": [
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              "        window.PlotlyConfig = {MathJaxConfig: 'local'};\n",
              "        if (window.MathJax && window.MathJax.Hub && window.MathJax.Hub.Config) {window.MathJax.Hub.Config({SVG: {font: \"STIX-Web\"}});}\n",
              "        if (typeof require !== 'undefined') {\n",
              "        require.undef(\"plotly\");\n",
              "        define('plotly', function(require, exports, module) {\n",
              "            /**\n",
              "* plotly.js v2.12.1\n",
              "* Copyright 2012-2022, Plotly, Inc.\n",
              "* All rights reserved.\n",
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              "/*!\n",
              " * The buffer module from node.js, for the browser.\n",
              " *\n",
              " * @author   Feross Aboukhadijeh <https://feross.org>\n",
              " * @license  MIT\n",
              " */\n",
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t[0]=s*(h*v-p*g)-f*(l*v-c*g)+m*(l*p-c*h),t[1]=-(n*(h*v-p*g)-f*(i*v-a*g)+m*(i*p-a*h)),t[2]=n*(l*v-c*g)-s*(i*v-a*g)+m*(i*c-a*l),t[3]=-(n*(l*p-c*h)-s*(i*p-a*h)+f*(i*c-a*l)),t[4]=-(o*(h*v-p*g)-u*(l*v-c*g)+d*(l*p-c*h)),t[5]=r*(h*v-p*g)-u*(i*v-a*g)+d*(i*p-a*h),t[6]=-(r*(l*v-c*g)-o*(i*v-a*g)+d*(i*c-a*l)),t[7]=r*(l*p-c*h)-o*(i*p-a*h)+u*(i*c-a*l),t[8]=o*(f*v-p*m)-u*(s*v-c*m)+d*(s*p-c*f),t[9]=-(r*(f*v-p*m)-u*(n*v-a*m)+d*(n*p-a*f)),t[10]=r*(s*v-c*m)-o*(n*v-a*m)+d*(n*c-a*s),t[11]=-(r*(s*p-c*f)-o*(n*p-a*f)+u*(n*c-a*s)),t[12]=-(o*(f*g-h*m)-u*(s*g-l*m)+d*(s*h-l*f)),t[13]=r*(f*g-h*m)-u*(n*g-i*m)+d*(n*h-i*f),t[14]=-(r*(s*g-l*m)-o*(n*g-i*m)+d*(n*l-i*s)),t[15]=r*(s*h-l*f)-o*(n*h-i*f)+u*(n*l-i*s),t}},{}],196:[function(t,e,r){e.exports=function(t){var e=new Float32Array(16);return 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t[0]=1-(p+m),t[1]=f+y,t[2]=h-v,t[3]=0,t[4]=f-y,t[5]=1-(u+m),t[6]=d+g,t[7]=0,t[8]=h+v,t[9]=d-g,t[10]=1-(u+p),t[11]=0,t[12]=r[0],t[13]=r[1],t[14]=r[2],t[15]=1,t}},{}],203:[function(t,e,r){e.exports=function(t,e){return t[0]=e[0],t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=e[1],t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=e[2],t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,t}},{}],204:[function(t,e,r){e.exports=function(t,e){return t[0]=1,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=1,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=1,t[11]=0,t[12]=e[0],t[13]=e[1],t[14]=e[2],t[15]=1,t}},{}],205:[function(t,e,r){e.exports=function(t,e){var r=Math.sin(e),n=Math.cos(e);return t[0]=1,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=n,t[6]=r,t[7]=0,t[8]=0,t[9]=-r,t[10]=n,t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,t}},{}],206:[function(t,e,r){e.exports=function(t,e){var r=Math.sin(e),n=Math.cos(e);return 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n(t);f=m-_,h=g-w,p=v-T,d=1/Math.sqrt(f*f+h*h+p*p),a=x*(p*=d)-b*(h*=d),o=b*(f*=d)-y*p,s=y*h-x*f,(d=Math.sqrt(a*a+o*o+s*s))?(a*=d=1/d,o*=d,s*=d):(a=0,o=0,s=0);l=h*s-p*o,c=p*a-f*s,u=f*o-h*a,(d=Math.sqrt(l*l+c*c+u*u))?(l*=d=1/d,c*=d,u*=d):(l=0,c=0,u=0);return t[0]=a,t[1]=l,t[2]=f,t[3]=0,t[4]=o,t[5]=c,t[6]=h,t[7]=0,t[8]=s,t[9]=u,t[10]=p,t[11]=0,t[12]=-(a*m+o*g+s*v),t[13]=-(l*m+c*g+u*v),t[14]=-(f*m+h*g+p*v),t[15]=1,t}},{\"./identity\":209}],213:[function(t,e,r){e.exports=function(t,e,r){var n=e[0],i=e[1],a=e[2],o=e[3],s=e[4],l=e[5],c=e[6],u=e[7],f=e[8],h=e[9],p=e[10],d=e[11],m=e[12],g=e[13],v=e[14],y=e[15],x=r[0],b=r[1],_=r[2],w=r[3];return t[0]=x*n+b*s+_*f+w*m,t[1]=x*i+b*l+_*h+w*g,t[2]=x*a+b*c+_*p+w*v,t[3]=x*o+b*u+_*d+w*y,x=r[4],b=r[5],_=r[6],w=r[7],t[4]=x*n+b*s+_*f+w*m,t[5]=x*i+b*l+_*h+w*g,t[6]=x*a+b*c+_*p+w*v,t[7]=x*o+b*u+_*d+w*y,x=r[8],b=r[9],_=r[10],w=r[11],t[8]=x*n+b*s+_*f+w*m,t[9]=x*i+b*l+_*h+w*g,t[10]=x*a+b*c+_*p+w*v,t[11]=x*o+b*u+_*d+w*y,x=r[12],b=r[13],_=r[14],w=r[15],t[12]=x*n+b*s+_*f+w*m,t[13]=x*i+b*l+_*h+w*g,t[14]=x*a+b*c+_*p+w*v,t[15]=x*o+b*u+_*d+w*y,t}},{}],214:[function(t,e,r){e.exports=function(t,e,r,n,i,a,o){var s=1/(e-r),l=1/(n-i),c=1/(a-o);return t[0]=-2*s,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=-2*l,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=2*c,t[11]=0,t[12]=(e+r)*s,t[13]=(i+n)*l,t[14]=(o+a)*c,t[15]=1,t}},{}],215:[function(t,e,r){e.exports=function(t,e,r,n,i){var a=1/Math.tan(e/2),o=1/(n-i);return t[0]=a/r,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=a,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=(i+n)*o,t[11]=-1,t[12]=0,t[13]=0,t[14]=2*i*n*o,t[15]=0,t}},{}],216:[function(t,e,r){e.exports=function(t,e,r,n){var i=Math.tan(e.upDegrees*Math.PI/180),a=Math.tan(e.downDegrees*Math.PI/180),o=Math.tan(e.leftDegrees*Math.PI/180),s=Math.tan(e.rightDegrees*Math.PI/180),l=2/(o+s),c=2/(i+a);return t[0]=l,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=c,t[6]=0,t[7]=0,t[8]=-(o-s)*l*.5,t[9]=(i-a)*c*.5,t[10]=n/(r-n),t[11]=-1,t[12]=0,t[13]=0,t[14]=n*r/(r-n),t[15]=0,t}},{}],217:[function(t,e,r){e.exports=function(t,e,r,n){var i,a,o,s,l,c,u,f,h,p,d,m,g,v,y,x,b,_,w,T,k,A,M,S,E=n[0],L=n[1],C=n[2],P=Math.sqrt(E*E+L*L+C*C);if(Math.abs(P)<1e-6)return null;E*=P=1/P,L*=P,C*=P,i=Math.sin(r),a=Math.cos(r),o=1-a,s=e[0],l=e[1],c=e[2],u=e[3],f=e[4],h=e[5],p=e[6],d=e[7],m=e[8],g=e[9],v=e[10],y=e[11],x=E*E*o+a,b=L*E*o+C*i,_=C*E*o-L*i,w=E*L*o-C*i,T=L*L*o+a,k=C*L*o+E*i,A=E*C*o+L*i,M=L*C*o-E*i,S=C*C*o+a,t[0]=s*x+f*b+m*_,t[1]=l*x+h*b+g*_,t[2]=c*x+p*b+v*_,t[3]=u*x+d*b+y*_,t[4]=s*w+f*T+m*k,t[5]=l*w+h*T+g*k,t[6]=c*w+p*T+v*k,t[7]=u*w+d*T+y*k,t[8]=s*A+f*M+m*S,t[9]=l*A+h*M+g*S,t[10]=c*A+p*M+v*S,t[11]=u*A+d*M+y*S,e!==t&&(t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t}},{}],218:[function(t,e,r){e.exports=function(t,e,r){var n=Math.sin(r),i=Math.cos(r),a=e[4],o=e[5],s=e[6],l=e[7],c=e[8],u=e[9],f=e[10],h=e[11];e!==t&&(t[0]=e[0],t[1]=e[1],t[2]=e[2],t[3]=e[3],t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t[4]=a*i+c*n,t[5]=o*i+u*n,t[6]=s*i+f*n,t[7]=l*i+h*n,t[8]=c*i-a*n,t[9]=u*i-o*n,t[10]=f*i-s*n,t[11]=h*i-l*n,t}},{}],219:[function(t,e,r){e.exports=function(t,e,r){var n=Math.sin(r),i=Math.cos(r),a=e[0],o=e[1],s=e[2],l=e[3],c=e[8],u=e[9],f=e[10],h=e[11];e!==t&&(t[4]=e[4],t[5]=e[5],t[6]=e[6],t[7]=e[7],t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t[0]=a*i-c*n,t[1]=o*i-u*n,t[2]=s*i-f*n,t[3]=l*i-h*n,t[8]=a*n+c*i,t[9]=o*n+u*i,t[10]=s*n+f*i,t[11]=l*n+h*i,t}},{}],220:[function(t,e,r){e.exports=function(t,e,r){var n=Math.sin(r),i=Math.cos(r),a=e[0],o=e[1],s=e[2],l=e[3],c=e[4],u=e[5],f=e[6],h=e[7];e!==t&&(t[8]=e[8],t[9]=e[9],t[10]=e[10],t[11]=e[11],t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t[0]=a*i+c*n,t[1]=o*i+u*n,t[2]=s*i+f*n,t[3]=l*i+h*n,t[4]=c*i-a*n,t[5]=u*i-o*n,t[6]=f*i-s*n,t[7]=h*i-l*n,t}},{}],221:[function(t,e,r){e.exports=function(t,e,r){var n=r[0],i=r[1],a=r[2];return t[0]=e[0]*n,t[1]=e[1]*n,t[2]=e[2]*n,t[3]=e[3]*n,t[4]=e[4]*i,t[5]=e[5]*i,t[6]=e[6]*i,t[7]=e[7]*i,t[8]=e[8]*a,t[9]=e[9]*a,t[10]=e[10]*a,t[11]=e[11]*a,t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15],t}},{}],222:[function(t,e,r){e.exports=function(t){return\"mat4(\"+t[0]+\", \"+t[1]+\", \"+t[2]+\", \"+t[3]+\", \"+t[4]+\", \"+t[5]+\", \"+t[6]+\", \"+t[7]+\", \"+t[8]+\", \"+t[9]+\", \"+t[10]+\", \"+t[11]+\", \"+t[12]+\", \"+t[13]+\", \"+t[14]+\", \"+t[15]+\")\"}},{}],223:[function(t,e,r){e.exports=function(t,e,r){var n,i,a,o,s,l,c,u,f,h,p,d,m=r[0],g=r[1],v=r[2];e===t?(t[12]=e[0]*m+e[4]*g+e[8]*v+e[12],t[13]=e[1]*m+e[5]*g+e[9]*v+e[13],t[14]=e[2]*m+e[6]*g+e[10]*v+e[14],t[15]=e[3]*m+e[7]*g+e[11]*v+e[15]):(n=e[0],i=e[1],a=e[2],o=e[3],s=e[4],l=e[5],c=e[6],u=e[7],f=e[8],h=e[9],p=e[10],d=e[11],t[0]=n,t[1]=i,t[2]=a,t[3]=o,t[4]=s,t[5]=l,t[6]=c,t[7]=u,t[8]=f,t[9]=h,t[10]=p,t[11]=d,t[12]=n*m+s*g+f*v+e[12],t[13]=i*m+l*g+h*v+e[13],t[14]=a*m+c*g+p*v+e[14],t[15]=o*m+u*g+d*v+e[15]);return t}},{}],224:[function(t,e,r){e.exports=function(t,e){if(t===e){var r=e[1],n=e[2],i=e[3],a=e[6],o=e[7],s=e[11];t[1]=e[4],t[2]=e[8],t[3]=e[12],t[4]=r,t[6]=e[9],t[7]=e[13],t[8]=n,t[9]=a,t[11]=e[14],t[12]=i,t[13]=o,t[14]=s}else t[0]=e[0],t[1]=e[4],t[2]=e[8],t[3]=e[12],t[4]=e[1],t[5]=e[5],t[6]=e[9],t[7]=e[13],t[8]=e[2],t[9]=e[6],t[10]=e[10],t[11]=e[14],t[12]=e[3],t[13]=e[7],t[14]=e[11],t[15]=e[15];return t}},{}],225:[function(t,e,r){\"use strict\";var n=t(\"css-font\"),i=t(\"pick-by-alias\"),a=t(\"regl\"),o=t(\"gl-util/context\"),s=t(\"es6-weak-map\"),l=t(\"color-normalize\"),c=t(\"font-atlas\"),u=t(\"typedarray-pool\"),f=t(\"parse-rect\"),h=t(\"is-plain-obj\"),p=t(\"parse-unit\"),d=t(\"to-px\"),m=t(\"detect-kerning\"),g=t(\"object-assign\"),v=t(\"font-measure\"),y=t(\"flatten-vertex-data\"),x=t(\"bit-twiddle\").nextPow2,b=new s,_=!1;if(document.body){var w=document.body.appendChild(document.createElement(\"div\"));w.style.font=\"italic small-caps bold condensed 16px/2 cursive\",getComputedStyle(w).fontStretch&&(_=!0),document.body.removeChild(w)}var T=function(t){!function(t){return\"function\"==typeof t&&t._gl&&t.prop&&t.texture&&t.buffer}(t)?this.gl=o(t):(t={regl:t},this.gl=t.regl._gl),this.shader=b.get(this.gl),this.shader?this.regl=this.shader.regl:this.regl=t.regl||a({gl:this.gl}),this.charBuffer=this.regl.buffer({type:\"uint8\",usage:\"stream\"}),this.sizeBuffer=this.regl.buffer({type:\"float\",usage:\"stream\"}),this.shader||(this.shader=this.createShader(),b.set(this.gl,this.shader)),this.batch=[],this.fontSize=[],this.font=[],this.fontAtlas=[],this.draw=this.shader.draw.bind(this),this.render=function(){this.regl._refresh(),this.draw(this.batch)},this.canvas=this.gl.canvas,this.update(h(t)?t:{})};T.prototype.createShader=function(){var t=this.regl,e=t({blend:{enable:!0,color:[0,0,0,1],func:{srcRGB:\"src alpha\",dstRGB:\"one minus src alpha\",srcAlpha:\"one minus dst alpha\",dstAlpha:\"one\"}},stencil:{enable:!1},depth:{enable:!1},count:t.prop(\"count\"),offset:t.prop(\"offset\"),attributes:{charOffset:{offset:4,stride:8,buffer:t.this(\"sizeBuffer\")},width:{offset:0,stride:8,buffer:t.this(\"sizeBuffer\")},char:t.this(\"charBuffer\"),position:t.this(\"position\")},uniforms:{atlasSize:function(t,e){return[e.atlas.width,e.atlas.height]},atlasDim:function(t,e){return[e.atlas.cols,e.atlas.rows]},atlas:function(t,e){return e.atlas.texture},charStep:function(t,e){return e.atlas.step},em:function(t,e){return e.atlas.em},color:t.prop(\"color\"),opacity:t.prop(\"opacity\"),viewport:t.this(\"viewportArray\"),scale:t.this(\"scale\"),align:t.prop(\"align\"),baseline:t.prop(\"baseline\"),translate:t.this(\"translate\"),positionOffset:t.prop(\"positionOffset\")},primitive:\"points\",viewport:t.this(\"viewport\"),vert:\"\\n\\t\\t\\tprecision highp float;\\n\\t\\t\\tattribute float width, charOffset, char;\\n\\t\\t\\tattribute vec2 position;\\n\\t\\t\\tuniform float fontSize, charStep, em, align, baseline;\\n\\t\\t\\tuniform vec4 viewport;\\n\\t\\t\\tuniform vec4 color;\\n\\t\\t\\tuniform vec2 atlasSize, atlasDim, scale, translate, positionOffset;\\n\\t\\t\\tvarying vec2 charCoord, charId;\\n\\t\\t\\tvarying float charWidth;\\n\\t\\t\\tvarying vec4 fontColor;\\n\\t\\t\\tvoid main () {\\n\\t\\t\\t\\tvec2 offset = floor(em * (vec2(align + charOffset, baseline)\\n\\t\\t\\t\\t\\t+ vec2(positionOffset.x, -positionOffset.y)))\\n\\t\\t\\t\\t\\t/ (viewport.zw * scale.xy);\\n\\n\\t\\t\\t\\tvec2 position = (position + translate) * scale;\\n\\t\\t\\t\\tposition += offset * scale;\\n\\n\\t\\t\\t\\tcharCoord = position * viewport.zw + viewport.xy;\\n\\n\\t\\t\\t\\tgl_Position = vec4(position * 2. - 1., 0, 1);\\n\\n\\t\\t\\t\\tgl_PointSize = charStep;\\n\\n\\t\\t\\t\\tcharId.x = mod(char, atlasDim.x);\\n\\t\\t\\t\\tcharId.y = floor(char / atlasDim.x);\\n\\n\\t\\t\\t\\tcharWidth = width * em;\\n\\n\\t\\t\\t\\tfontColor = color / 255.;\\n\\t\\t\\t}\",frag:\"\\n\\t\\t\\tprecision highp float;\\n\\t\\t\\tuniform float fontSize, charStep, opacity;\\n\\t\\t\\tuniform vec2 atlasSize;\\n\\t\\t\\tuniform vec4 viewport;\\n\\t\\t\\tuniform sampler2D atlas;\\n\\t\\t\\tvarying vec4 fontColor;\\n\\t\\t\\tvarying vec2 charCoord, charId;\\n\\t\\t\\tvarying float charWidth;\\n\\n\\t\\t\\tfloat lightness(vec4 color) {\\n\\t\\t\\t\\treturn color.r * 0.299 + color.g * 0.587 + color.b * 0.114;\\n\\t\\t\\t}\\n\\n\\t\\t\\tvoid main () {\\n\\t\\t\\t\\tvec2 uv = gl_FragCoord.xy - charCoord + charStep * .5;\\n\\t\\t\\t\\tfloat halfCharStep = floor(charStep * .5 + .5);\\n\\n\\t\\t\\t\\t// invert y and shift by 1px (FF expecially needs that)\\n\\t\\t\\t\\tuv.y = charStep - uv.y;\\n\\n\\t\\t\\t\\t// ignore points outside of character bounding box\\n\\t\\t\\t\\tfloat halfCharWidth = ceil(charWidth * .5);\\n\\t\\t\\t\\tif (floor(uv.x) > halfCharStep + halfCharWidth ||\\n\\t\\t\\t\\t\\tfloor(uv.x) < halfCharStep - halfCharWidth) return;\\n\\n\\t\\t\\t\\tuv += charId * charStep;\\n\\t\\t\\t\\tuv = uv / atlasSize;\\n\\n\\t\\t\\t\\tvec4 color = fontColor;\\n\\t\\t\\t\\tvec4 mask = texture2D(atlas, uv);\\n\\n\\t\\t\\t\\tfloat maskY = lightness(mask);\\n\\t\\t\\t\\t// float colorY = lightness(color);\\n\\t\\t\\t\\tcolor.a *= maskY;\\n\\t\\t\\t\\tcolor.a *= opacity;\\n\\n\\t\\t\\t\\t// color.a += .1;\\n\\n\\t\\t\\t\\t// antialiasing, see yiq color space y-channel formula\\n\\t\\t\\t\\t// color.rgb += (1. - color.rgb) * (1. - mask.rgb);\\n\\n\\t\\t\\t\\tgl_FragColor = color;\\n\\t\\t\\t}\"});return{regl:t,draw:e,atlas:{}}},T.prototype.update=function(t){var e=this;if(\"string\"==typeof t)t={text:t};else if(!t)return;null!=(t=i(t,{position:\"position positions coord coords coordinates\",font:\"font fontFace fontface typeface cssFont css-font family fontFamily\",fontSize:\"fontSize fontsize size font-size\",text:\"text texts chars characters value values symbols\",align:\"align alignment textAlign textbaseline\",baseline:\"baseline textBaseline textbaseline\",direction:\"dir direction textDirection\",color:\"color colour fill fill-color fillColor textColor textcolor\",kerning:\"kerning kern\",range:\"range dataBox\",viewport:\"vp viewport viewBox viewbox viewPort\",opacity:\"opacity alpha transparency visible visibility opaque\",offset:\"offset positionOffset padding shift indent indentation\"},!0)).opacity&&(Array.isArray(t.opacity)?this.opacity=t.opacity.map((function(t){return parseFloat(t)})):this.opacity=parseFloat(t.opacity)),null!=t.viewport&&(this.viewport=f(t.viewport),this.viewportArray=[this.viewport.x,this.viewport.y,this.viewport.width,this.viewport.height]),null==this.viewport&&(this.viewport={x:0,y:0,width:this.gl.drawingBufferWidth,height:this.gl.drawingBufferHeight},this.viewportArray=[this.viewport.x,this.viewport.y,this.viewport.width,this.viewport.height]),null!=t.kerning&&(this.kerning=t.kerning),null!=t.offset&&(\"number\"==typeof t.offset&&(t.offset=[t.offset,0]),this.positionOffset=y(t.offset)),t.direction&&(this.direction=t.direction),t.range&&(this.range=t.range,this.scale=[1/(t.range[2]-t.range[0]),1/(t.range[3]-t.range[1])],this.translate=[-t.range[0],-t.range[1]]),t.scale&&(this.scale=t.scale),t.translate&&(this.translate=t.translate),this.scale||(this.scale=[1/this.viewport.width,1/this.viewport.height]),this.translate||(this.translate=[0,0]),this.font.length||t.font||(t.font=T.baseFontSize+\"px sans-serif\");var r,a=!1,o=!1;if(t.font&&(Array.isArray(t.font)?t.font:[t.font]).forEach((function(t,r){if(\"string\"==typeof t)try{t=n.parse(t)}catch(e){t=n.parse(T.baseFontSize+\"px \"+t)}else t=n.parse(n.stringify(t));var i=n.stringify({size:T.baseFontSize,family:t.family,stretch:_?t.stretch:void 0,variant:t.variant,weight:t.weight,style:t.style}),s=p(t.size),l=Math.round(s[0]*d(s[1]));if(l!==e.fontSize[r]&&(o=!0,e.fontSize[r]=l),!(e.font[r]&&i==e.font[r].baseString||(a=!0,e.font[r]=T.fonts[i],e.font[r]))){var c=t.family.join(\", \"),u=[t.style];t.style!=t.variant&&u.push(t.variant),t.variant!=t.weight&&u.push(t.weight),_&&t.weight!=t.stretch&&u.push(t.stretch),e.font[r]={baseString:i,family:c,weight:t.weight,stretch:t.stretch,style:t.style,variant:t.variant,width:{},kerning:{},metrics:v(c,{origin:\"top\",fontSize:T.baseFontSize,fontStyle:u.join(\" \")})},T.fonts[i]=e.font[r]}})),(a||o)&&this.font.forEach((function(r,i){var a=n.stringify({size:e.fontSize[i],family:r.family,stretch:_?r.stretch:void 0,variant:r.variant,weight:r.weight,style:r.style});if(e.fontAtlas[i]=e.shader.atlas[a],!e.fontAtlas[i]){var o=r.metrics;e.shader.atlas[a]=e.fontAtlas[i]={fontString:a,step:2*Math.ceil(e.fontSize[i]*o.bottom*.5),em:e.fontSize[i],cols:0,rows:0,height:0,width:0,chars:[],ids:{},texture:e.regl.texture()}}null==t.text&&(t.text=e.text)})),\"string\"==typeof t.text&&t.position&&t.position.length>2){for(var s=Array(.5*t.position.length),h=0;h<s.length;h++)s[h]=t.text;t.text=s}if(null!=t.text||a){if(this.textOffsets=[0],Array.isArray(t.text)){this.count=t.text[0].length,this.counts=[this.count];for(var b=1;b<t.text.length;b++)this.textOffsets[b]=this.textOffsets[b-1]+t.text[b-1].length,this.count+=t.text[b].length,this.counts.push(t.text[b].length);this.text=t.text.join(\"\")}else this.text=t.text,this.count=this.text.length,this.counts=[this.count];r=[],this.font.forEach((function(t,n){T.atlasContext.font=t.baseString;for(var i=e.fontAtlas[n],a=0;a<e.text.length;a++){var o=e.text.charAt(a);if(null==i.ids[o]&&(i.ids[o]=i.chars.length,i.chars.push(o),r.push(o)),null==t.width[o]&&(t.width[o]=T.atlasContext.measureText(o).width/T.baseFontSize,e.kerning)){var s=[];for(var l in t.width)s.push(l+o,o+l);g(t.kerning,m(t.family,{pairs:s}))}}}))}if(t.position)if(t.position.length>2){for(var w=!t.position[0].length,k=u.mallocFloat(2*this.count),A=0,M=0;A<this.counts.length;A++){var S=this.counts[A];if(w)for(var E=0;E<S;E++)k[M++]=t.position[2*A],k[M++]=t.position[2*A+1];else for(var L=0;L<S;L++)k[M++]=t.position[A][0],k[M++]=t.position[A][1]}this.position.call?this.position({type:\"float\",data:k}):this.position=this.regl.buffer({type:\"float\",data:k}),u.freeFloat(k)}else this.position.destroy&&this.position.destroy(),this.position={constant:t.position};if(t.text||a){var C=u.mallocUint8(this.count),P=u.mallocFloat(2*this.count);this.textWidth=[];for(var I=0,O=0;I<this.counts.length;I++){for(var z=this.counts[I],D=this.font[I]||this.font[0],R=this.fontAtlas[I]||this.fontAtlas[0],F=0;F<z;F++){var B=this.text.charAt(O),N=this.text.charAt(O-1);if(C[O]=R.ids[B],P[2*O]=D.width[B],F){var j=P[2*O-2],U=P[2*O],V=P[2*O-1]+.5*j+.5*U;if(this.kerning){var H=D.kerning[N+B];H&&(V+=.001*H)}P[2*O+1]=V}else P[2*O+1]=.5*P[2*O];O++}this.textWidth.push(P.length?.5*P[2*O-2]+P[2*O-1]:0)}t.align||(t.align=this.align),this.charBuffer({data:C,type:\"uint8\",usage:\"stream\"}),this.sizeBuffer({data:P,type:\"float\",usage:\"stream\"}),u.freeUint8(C),u.freeFloat(P),r.length&&this.font.forEach((function(t,r){var n=e.fontAtlas[r],i=n.step,a=Math.floor(T.maxAtlasSize/i),o=Math.min(a,n.chars.length),s=Math.ceil(n.chars.length/o),l=x(o*i),u=x(s*i);n.width=l,n.height=u,n.rows=s,n.cols=o,n.em&&n.texture({data:c({canvas:T.atlasCanvas,font:n.fontString,chars:n.chars,shape:[l,u],step:[i,i]})})}))}if(t.align&&(this.align=t.align,this.alignOffset=this.textWidth.map((function(t,r){var n=Array.isArray(e.align)?e.align.length>1?e.align[r]:e.align[0]:e.align;if(\"number\"==typeof n)return n;switch(n){case\"right\":case\"end\":return-t;case\"center\":case\"centre\":case\"middle\":return.5*-t}return 0}))),null==this.baseline&&null==t.baseline&&(t.baseline=0),null!=t.baseline&&(this.baseline=t.baseline,Array.isArray(this.baseline)||(this.baseline=[this.baseline]),this.baselineOffset=this.baseline.map((function(t,r){var n=(e.font[r]||e.font[0]).metrics,i=0;return i+=.5*n.bottom,i+=\"number\"==typeof t?t-n.baseline:-n[t],i*=-1}))),null!=t.color)if(t.color||(t.color=\"transparent\"),\"string\"!=typeof t.color&&isNaN(t.color)){var q;if(\"number\"==typeof t.color[0]&&t.color.length>this.counts.length){var G=t.color.length;q=u.mallocUint8(G);for(var Y=(t.color.subarray||t.color.slice).bind(t.color),W=0;W<G;W+=4)q.set(l(Y(W,W+4),\"uint8\"),W)}else{var X=t.color.length;q=u.mallocUint8(4*X);for(var Z=0;Z<X;Z++)q.set(l(t.color[Z]||0,\"uint8\"),4*Z)}this.color=q}else this.color=l(t.color,\"uint8\");if(t.position||t.text||t.color||t.baseline||t.align||t.font||t.offset||t.opacity)if(this.color.length>4||this.baselineOffset.length>1||this.align&&this.align.length>1||this.fontAtlas.length>1||this.positionOffset.length>2){var J=Math.max(.5*this.position.length||0,.25*this.color.length||0,this.baselineOffset.length||0,this.alignOffset.length||0,this.font.length||0,this.opacity.length||0,.5*this.positionOffset.length||0);this.batch=Array(J);for(var 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this.count?this.batch=[{count:this.count,offset:0,color:this.color||[0,0,0,255],opacity:Array.isArray(this.opacity)?this.opacity[0]:this.opacity,baseline:this.baselineOffset[0],align:this.alignOffset?this.alignOffset[0]:0,atlas:this.fontAtlas[0],positionOffset:this.positionOffset}]:this.batch=[]},T.prototype.destroy=function(){},T.prototype.kerning=!0,T.prototype.position={constant:new Float32Array(2)},T.prototype.translate=null,T.prototype.scale=null,T.prototype.font=null,T.prototype.text=\"\",T.prototype.positionOffset=[0,0],T.prototype.opacity=1,T.prototype.color=new 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r=e.parse(t[1],1,Bt);if(!r)return null;var n=[],i=null;e.expectedType&&\"value\"!==e.expectedType.kind&&(i=e.expectedType);for(var a=1;a<t.length;a+=2){var o=1===a?-1/0:t[a],s=t[a+1],l=a,c=a+1;if(\"number\"!=typeof o)return e.error('Input/output pairs for \"step\" expressions must be defined using literal numeric values (not computed expressions) for the input values.',l);if(n.length&&n[n.length-1][0]>=o)return e.error('Input/output pairs for \"step\" expressions must be arranged with input values in strictly ascending order.',l);var u=e.parse(s,c,i);if(!u)return null;i=i||u.type,n.push([o,u])}return new He(i,r,n)},He.prototype.evaluate=function(t){var e=this.labels,r=this.outputs;if(1===e.length)return r[0].evaluate(t);var n=this.input.evaluate(t);if(n<=e[0])return r[0].evaluate(t);var i=e.length;return n>=e[i-1]?r[i-1].evaluate(t):r[Ve(e,n)].evaluate(t)},He.prototype.eachChild=function(t){t(this.input);for(var e=0,r=this.outputs;e<r.length;e+=1){t(r[e])}},He.prototype.outputDefined=function(){return this.outputs.every((function(t){return t.outputDefined()}))},He.prototype.serialize=function(){for(var t=[\"step\",this.input.serialize()],e=0;e<this.labels.length;e++)e>0&&t.push(this.labels[e]),t.push(this.outputs[e].serialize());return t};var Ge=Object.freeze({__proto__:null,number:qe,color:function(t,e,r){return new te(qe(t.r,e.r,r),qe(t.g,e.g,r),qe(t.b,e.b,r),qe(t.a,e.a,r))},array:function(t,e,r){return t.map((function(t,n){return qe(t,e[n],r)}))}}),Ye=6/29,We=3*Ye*Ye,Xe=Math.PI/180,Ze=180/Math.PI;function Je(t){return t>.008856451679035631?Math.pow(t,1/3):t/We+4/29}function Ke(t){return t>Ye?t*t*t:We*(t-4/29)}function Qe(t){return 255*(t<=.0031308?12.92*t:1.055*Math.pow(t,1/2.4)-.055)}function $e(t){return(t/=255)<=.04045?t/12.92:Math.pow((t+.055)/1.055,2.4)}function tr(t){var e=$e(t.r),r=$e(t.g),n=$e(t.b),i=Je((.4124564*e+.3575761*r+.1804375*n)/.95047),a=Je((.2126729*e+.7151522*r+.072175*n)/1);return{l:116*a-16,a:500*(i-a),b:200*(a-Je((.0193339*e+.119192*r+.9503041*n)/1.08883)),alpha:t.a}}function er(t){var e=(t.l+16)/116,r=isNaN(t.a)?e:e+t.a/500,n=isNaN(t.b)?e:e-t.b/200;return e=1*Ke(e),r=.95047*Ke(r),n=1.08883*Ke(n),new te(Qe(3.2404542*r-1.5371385*e-.4985314*n),Qe(-.969266*r+1.8760108*e+.041556*n),Qe(.0556434*r-.2040259*e+1.0572252*n),t.alpha)}function rr(t,e,r){var n=e-t;return t+r*(n>180||n<-180?n-360*Math.round(n/360):n)}var nr={forward:tr,reverse:er,interpolate:function(t,e,r){return{l:qe(t.l,e.l,r),a:qe(t.a,e.a,r),b:qe(t.b,e.b,r),alpha:qe(t.alpha,e.alpha,r)}}},ir={forward:function(t){var e=tr(t),r=e.l,n=e.a,i=e.b,a=Math.atan2(i,n)*Ze;return{h:a<0?a+360:a,c:Math.sqrt(n*n+i*i),l:r,alpha:t.a}},reverse:function(t){var e=t.h*Xe,r=t.c;return er({l:t.l,a:Math.cos(e)*r,b:Math.sin(e)*r,alpha:t.alpha})},interpolate:function(t,e,r){return{h:rr(t.h,e.h,r),c:qe(t.c,e.c,r),l:qe(t.l,e.l,r),alpha:qe(t.alpha,e.alpha,r)}}},ar=Object.freeze({__proto__:null,lab:nr,hcl:ir}),or=function(t,e,r,n,i){this.type=t,this.operator=e,this.interpolation=r,this.input=n,this.labels=[],this.outputs=[];for(var a=0,o=i;a<o.length;a+=1){var s=o[a],l=s[0],c=s[1];this.labels.push(l),this.outputs.push(c)}};function sr(t,e,r,n){var i=n-r,a=t-r;return 0===i?0:1===e?a/i:(Math.pow(e,a)-1)/(Math.pow(e,i)-1)}or.interpolationFactor=function(t,e,n,i){var a=0;if(\"exponential\"===t.name)a=sr(e,t.base,n,i);else if(\"linear\"===t.name)a=sr(e,1,n,i);else if(\"cubic-bezier\"===t.name){var o=t.controlPoints;a=new r(o[0],o[1],o[2],o[3]).solve(sr(e,1,n,i))}return a},or.parse=function(t,e){var r=t[0],n=t[1],i=t[2],a=t.slice(3);if(!Array.isArray(n)||0===n.length)return e.error(\"Expected an interpolation type expression.\",1);if(\"linear\"===n[0])n={name:\"linear\"};else if(\"exponential\"===n[0]){var o=n[1];if(\"number\"!=typeof o)return e.error(\"Exponential interpolation requires a numeric base.\",1,1);n={name:\"exponential\",base:o}}else{if(\"cubic-bezier\"!==n[0])return e.error(\"Unknown interpolation type \"+String(n[0]),1,0);var s=n.slice(1);if(4!==s.length||s.some((function(t){return\"number\"!=typeof t||t<0||t>1})))return e.error(\"Cubic bezier interpolation requires four numeric arguments with values between 0 and 1.\",1);n={name:\"cubic-bezier\",controlPoints:s}}if(t.length-1<4)return e.error(\"Expected at least 4 arguments, but found only \"+(t.length-1)+\".\");if((t.length-1)%2!=0)return e.error(\"Expected an even number of arguments.\");if(!(i=e.parse(i,2,Bt)))return null;var l=[],c=null;\"interpolate-hcl\"===r||\"interpolate-lab\"===r?c=Ut:e.expectedType&&\"value\"!==e.expectedType.kind&&(c=e.expectedType);for(var u=0;u<a.length;u+=2){var f=a[u],h=a[u+1],p=u+3,d=u+4;if(\"number\"!=typeof f)return e.error('Input/output pairs for 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a=Ve(e,n),o=e[a],s=e[a+1],l=or.interpolationFactor(this.interpolation,n,o,s),c=r[a].evaluate(t),u=r[a+1].evaluate(t);return\"interpolate\"===this.operator?Ge[this.type.kind.toLowerCase()](c,u,l):\"interpolate-hcl\"===this.operator?ir.reverse(ir.interpolate(ir.forward(c),ir.forward(u),l)):nr.reverse(nr.interpolate(nr.forward(c),nr.forward(u),l))},or.prototype.eachChild=function(t){t(this.input);for(var e=0,r=this.outputs;e<r.length;e+=1){t(r[e])}},or.prototype.outputDefined=function(){return this.outputs.every((function(t){return t.outputDefined()}))},or.prototype.serialize=function(){var t;t=\"linear\"===this.interpolation.name?[\"linear\"]:\"exponential\"===this.interpolation.name?1===this.interpolation.base?[\"linear\"]:[\"exponential\",this.interpolation.base]:[\"cubic-bezier\"].concat(this.interpolation.controlPoints);for(var e=[this.operator,t,this.input.serialize()],r=0;r<this.labels.length;r++)e.push(this.labels[r],this.outputs[r].serialize());return e};var lr=function(t,e){this.type=t,this.args=e};lr.parse=function(t,e){if(t.length<2)return e.error(\"Expectected at least one argument.\");var r=null,n=e.expectedType;n&&\"value\"!==n.kind&&(r=n);for(var i=[],a=0,o=t.slice(1);a<o.length;a+=1){var s=o[a],l=e.parse(s,1+i.length,r,void 0,{typeAnnotation:\"omit\"});if(!l)return null;r=r||l.type,i.push(l)}var c=n&&i.some((function(t){return Jt(n,t.type)}));return new lr(c?Ht:r,i)},lr.prototype.evaluate=function(t){for(var e,r=null,n=0,i=0,a=this.args;i<a.length;i+=1){if(n++,(r=a[i].evaluate(t))&&r instanceof ie&&!r.available&&(e||(e=r.name),r=null,n===this.args.length&&(r=e)),null!==r)break}return r},lr.prototype.eachChild=function(t){this.args.forEach(t)},lr.prototype.outputDefined=function(){return this.args.every((function(t){return t.outputDefined()}))},lr.prototype.serialize=function(){var t=[\"coalesce\"];return this.eachChild((function(e){t.push(e.serialize())})),t};var cr=function(t,e){this.type=e.type,this.bindings=[].concat(t),this.result=e};cr.prototype.evaluate=function(t){return this.result.evaluate(t)},cr.prototype.eachChild=function(t){for(var e=0,r=this.bindings;e<r.length;e+=1){t(r[e][1])}t(this.result)},cr.parse=function(t,e){if(t.length<4)return e.error(\"Expected at least 3 arguments, but found \"+(t.length-1)+\" instead.\");for(var r=[],n=1;n<t.length-1;n+=2){var i=t[n];if(\"string\"!=typeof i)return e.error(\"Expected string, but found \"+typeof i+\" instead.\",n);if(/[^a-zA-Z0-9_]/.test(i))return e.error(\"Variable names must contain only alphanumeric characters or '_'.\",n);var a=e.parse(t[n+1],n+1);if(!a)return null;r.push([i,a])}var o=e.parse(t[t.length-1],t.length-1,e.expectedType,r);return o?new cr(r,o):null},cr.prototype.outputDefined=function(){return this.result.outputDefined()},cr.prototype.serialize=function(){for(var t=[\"let\"],e=0,r=this.bindings;e<r.length;e+=1){var n=r[e],i=n[0],a=n[1];t.push(i,a.serialize())}return t.push(this.result.serialize()),t};var ur=function(t,e,r){this.type=t,this.index=e,this.input=r};ur.parse=function(t,e){if(3!==t.length)return e.error(\"Expected 2 arguments, but found \"+(t.length-1)+\" instead.\");var r=e.parse(t[1],1,Bt),n=e.parse(t[2],2,Wt(e.expectedType||Ht));if(!r||!n)return null;var i=n.type;return new ur(i.itemType,r,n)},ur.prototype.evaluate=function(t){var e=this.index.evaluate(t),r=this.input.evaluate(t);if(e<0)throw new ue(\"Array index out of bounds: \"+e+\" < 0.\");if(e>=r.length)throw new ue(\"Array index out of bounds: \"+e+\" > \"+(r.length-1)+\".\");if(e!==Math.floor(e))throw new ue(\"Array index must be an integer, but found \"+e+\" instead.\");return r[e]},ur.prototype.eachChild=function(t){t(this.index),t(this.input)},ur.prototype.outputDefined=function(){return!1},ur.prototype.serialize=function(){return[\"at\",this.index.serialize(),this.input.serialize()]};var fr=function(t,e){this.type=jt,this.needle=t,this.haystack=e};fr.parse=function(t,e){if(3!==t.length)return e.error(\"Expected 2 arguments, but found \"+(t.length-1)+\" instead.\");var r=e.parse(t[1],1,Ht),n=e.parse(t[2],2,Ht);return r&&n?Kt(r.type,[jt,Nt,Bt,Ft,Ht])?new fr(r,n):e.error(\"Expected first argument to be of type boolean, string, number or null, but found \"+Xt(r.type)+\" instead\"):null},fr.prototype.evaluate=function(t){var e=this.needle.evaluate(t),r=this.haystack.evaluate(t);if(!r)return!1;if(!Qt(e,[\"boolean\",\"string\",\"number\",\"null\"]))throw new ue(\"Expected first argument to be of type boolean, string, number or null, but found \"+Xt(se(e))+\" instead.\");if(!Qt(r,[\"string\",\"array\"]))throw new ue(\"Expected second argument to be of type array or string, but found \"+Xt(se(r))+\" instead.\");return r.indexOf(e)>=0},fr.prototype.eachChild=function(t){t(this.needle),t(this.haystack)},fr.prototype.outputDefined=function(){return!0},fr.prototype.serialize=function(){return[\"in\",this.needle.serialize(),this.haystack.serialize()]};var hr=function(t,e,r){this.type=Bt,this.needle=t,this.haystack=e,this.fromIndex=r};hr.parse=function(t,e){if(t.length<=2||t.length>=5)return e.error(\"Expected 3 or 4 arguments, but found \"+(t.length-1)+\" instead.\");var r=e.parse(t[1],1,Ht),n=e.parse(t[2],2,Ht);if(!r||!n)return null;if(!Kt(r.type,[jt,Nt,Bt,Ft,Ht]))return e.error(\"Expected first argument to be of type boolean, string, number or null, but found \"+Xt(r.type)+\" instead\");if(4===t.length){var i=e.parse(t[3],3,Bt);return i?new hr(r,n,i):null}return new hr(r,n)},hr.prototype.evaluate=function(t){var e=this.needle.evaluate(t),r=this.haystack.evaluate(t);if(!Qt(e,[\"boolean\",\"string\",\"number\",\"null\"]))throw new ue(\"Expected first argument to be of type boolean, string, number or null, but found \"+Xt(se(e))+\" instead.\");if(!Qt(r,[\"string\",\"array\"]))throw new ue(\"Expected second argument to be of type array or string, but found \"+Xt(se(r))+\" instead.\");if(this.fromIndex){var n=this.fromIndex.evaluate(t);return r.indexOf(e,n)}return r.indexOf(e)},hr.prototype.eachChild=function(t){t(this.needle),t(this.haystack),this.fromIndex&&t(this.fromIndex)},hr.prototype.outputDefined=function(){return!1},hr.prototype.serialize=function(){if(null!=this.fromIndex&&void 0!==this.fromIndex){var t=this.fromIndex.serialize();return[\"index-of\",this.needle.serialize(),this.haystack.serialize(),t]}return[\"index-of\",this.needle.serialize(),this.haystack.serialize()]};var pr=function(t,e,r,n,i,a){this.inputType=t,this.type=e,this.input=r,this.cases=n,this.outputs=i,this.otherwise=a};pr.parse=function(t,e){if(t.length<5)return e.error(\"Expected at least 4 arguments, but found only \"+(t.length-1)+\".\");if(t.length%2!=1)return e.error(\"Expected an even number of 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m?\"value\"!==d.type.kind&&e.concat(1).checkSubtype(r,d.type)?null:new pr(r,n,d,i,a,m):null},pr.prototype.evaluate=function(t){var e=this.input.evaluate(t);return(se(e)===this.inputType&&this.outputs[this.cases[e]]||this.otherwise).evaluate(t)},pr.prototype.eachChild=function(t){t(this.input),this.outputs.forEach(t),t(this.otherwise)},pr.prototype.outputDefined=function(){return this.outputs.every((function(t){return t.outputDefined()}))&&this.otherwise.outputDefined()},pr.prototype.serialize=function(){for(var t=this,e=[\"match\",this.input.serialize()],r=[],n={},i=0,a=Object.keys(this.cases).sort();i<a.length;i+=1){var o=a[i];void 0===(f=n[this.cases[o]])?(n[this.cases[o]]=r.length,r.push([this.cases[o],[o]])):r[f][1].push(o)}for(var s=function(e){return\"number\"===t.inputType.kind?Number(e):e},l=0,c=r;l<c.length;l+=1){var u=c[l],f=u[0],h=u[1];1===h.length?e.push(s(h[0])):e.push(h.map(s)),e.push(this.outputs[outputIndex$1].serialize())}return e.push(this.otherwise.serialize()),e};var dr=function(t,e,r){this.type=t,this.branches=e,this.otherwise=r};dr.parse=function(t,e){if(t.length<4)return e.error(\"Expected at least 3 arguments, but found only \"+(t.length-1)+\".\");if(t.length%2!=0)return e.error(\"Expected an odd number of arguments.\");var r;e.expectedType&&\"value\"!==e.expectedType.kind&&(r=e.expectedType);for(var n=[],i=1;i<t.length-1;i+=2){var a=e.parse(t[i],i,jt);if(!a)return null;var o=e.parse(t[i+1],i+1,r);if(!o)return null;n.push([a,o]),r=r||o.type}var s=e.parse(t[t.length-1],t.length-1,r);return s?new dr(r,n,s):null},dr.prototype.evaluate=function(t){for(var e=0,r=this.branches;e<r.length;e+=1){var n=r[e],i=n[0],a=n[1];if(i.evaluate(t))return a.evaluate(t)}return this.otherwise.evaluate(t)},dr.prototype.eachChild=function(t){for(var e=0,r=this.branches;e<r.length;e+=1){var n=r[e],i=n[0],a=n[1];t(i),t(a)}t(this.otherwise)},dr.prototype.outputDefined=function(){return this.branches.every((function(t){t[0];return 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or?a.interpolation:void 0;return Ir(new Zr(n?\"camera\":\"composite\",t.value,a.labels,o))}Zr.prototype.evaluateWithoutErrorHandling=function(t,e,r,n,i,a){return this._styleExpression.evaluateWithoutErrorHandling(t,e,r,n,i,a)},Zr.prototype.evaluate=function(t,e,r,n,i,a){return this._styleExpression.evaluate(t,e,r,n,i,a)},Zr.prototype.interpolationFactor=function(t,e,r){return this.interpolationType?or.interpolationFactor(this.interpolationType,t,e,r):0};var Kr=function(t,e){this._parameters=t,this._specification=e,It(this,function t(e,r){var n,i,a,o=\"color\"===r.type,s=e.stops&&\"object\"==typeof e.stops[0][0],l=s||void 0!==e.property,c=s||!l,u=e.type||(Rr(r)?\"exponential\":\"interval\");if(o&&((e=It({},e)).stops&&(e.stops=e.stops.map((function(t){return[t[0],te.parse(t[1])]}))),e.default?e.default=te.parse(e.default):e.default=te.parse(r.default)),e.colorSpace&&\"rgb\"!==e.colorSpace&&!ar[e.colorSpace])throw new Error(\"Unknown color space: 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n&&r<n.minimum?[new Ct(e,r,r+\" is less than the minimum value \"+n.minimum)]:\"maximum\"in n&&r>n.maximum?[new Ct(e,r,r+\" is greater than the maximum value \"+n.maximum)]:[]}function en(t){var e,r,n,i=t.valueSpec,a=Ot(t.value.type),o={},s=\"categorical\"!==a&&void 0===t.value.property,l=!s,c=\"array\"===Fr(t.value.stops)&&\"array\"===Fr(t.value.stops[0])&&\"object\"===Fr(t.value.stops[0][0]),u=Qr({key:t.key,value:t.value,valueSpec:t.styleSpec.function,style:t.style,styleSpec:t.styleSpec,objectElementValidators:{stops:function(t){if(\"identity\"===a)return[new Ct(t.key,t.value,'identity function may not have a \"stops\" property')];var e=[],r=t.value;e=e.concat($r({key:t.key,value:r,valueSpec:t.valueSpec,style:t.style,styleSpec:t.styleSpec,arrayElementValidator:f})),\"array\"===Fr(r)&&0===r.length&&e.push(new Ct(t.key,r,\"array must have at least one stop\"));return e},default:function(t){return kn({key:t.key,value:t.value,valueSpec:i,style:t.style,styleSpec:t.styleSpec})}}});return\"identity\"===a&&s&&u.push(new Ct(t.key,t.value,'missing required property \"property\"')),\"identity\"===a||t.value.stops||u.push(new Ct(t.key,t.value,'missing required property \"stops\"')),\"exponential\"===a&&t.valueSpec.expression&&!Rr(t.valueSpec)&&u.push(new Ct(t.key,t.value,\"exponential functions not supported\")),t.styleSpec.$version>=8&&(l&&!zr(t.valueSpec)?u.push(new Ct(t.key,t.value,\"property functions not supported\")):s&&!Dr(t.valueSpec)&&u.push(new Ct(t.key,t.value,\"zoom functions not supported\"))),\"categorical\"!==a&&!c||void 0!==t.value.property||u.push(new Ct(t.key,t.value,'\"property\" property is required')),u;function f(t){var e=[],a=t.value,s=t.key;if(\"array\"!==Fr(a))return[new Ct(s,a,\"array expected, \"+Fr(a)+\" found\")];if(2!==a.length)return[new Ct(s,a,\"array length 2 expected, length \"+a.length+\" found\")];if(c){if(\"object\"!==Fr(a[0]))return[new Ct(s,a,\"object expected, \"+Fr(a[0])+\" found\")];if(void 0===a[0].zoom)return[new Ct(s,a,\"object stop key must have zoom\")];if(void 0===a[0].value)return[new Ct(s,a,\"object stop key must have value\")];if(n&&n>Ot(a[0].zoom))return[new Ct(s,a[0].zoom,\"stop zoom values must appear in ascending order\")];Ot(a[0].zoom)!==n&&(n=Ot(a[0].zoom),r=void 0,o={}),e=e.concat(Qr({key:s+\"[0]\",value:a[0],valueSpec:{zoom:{}},style:t.style,styleSpec:t.styleSpec,objectElementValidators:{zoom:tn,value:h}}))}else e=e.concat(h({key:s+\"[0]\",value:a[0],valueSpec:{},style:t.style,styleSpec:t.styleSpec},a));return Yr(zt(a[1]))?e.concat([new Ct(s+\"[1]\",a[1],\"expressions are not allowed in function stops.\")]):e.concat(kn({key:s+\"[1]\",value:a[1],valueSpec:i,style:t.style,styleSpec:t.styleSpec}))}function h(t,n){var s=Fr(t.value),l=Ot(t.value),c=null!==t.value?t.value:n;if(e){if(s!==e)return[new Ct(t.key,c,s+\" stop domain type must match previous stop domain type \"+e)]}else e=s;if(\"number\"!==s&&\"string\"!==s&&\"boolean\"!==s)return[new Ct(t.key,c,\"stop domain value must be a number, string, or boolean\")];if(\"number\"!==s&&\"categorical\"!==a){var u=\"number expected, \"+s+\" found\";return zr(i)&&void 0===a&&(u+='\\nIf you intended to use a categorical function, specify `\"type\": \"categorical\"`.'),[new Ct(t.key,c,u)]}return\"categorical\"!==a||\"number\"!==s||isFinite(l)&&Math.floor(l)===l?\"categorical\"!==a&&\"number\"===s&&void 0!==r&&l<r?[new Ct(t.key,c,\"stop domain values must appear in ascending order\")]:(r=l,\"categorical\"===a&&l in o?[new Ct(t.key,c,\"stop domain values must be unique\")]:(o[l]=!0,[])):[new Ct(t.key,c,\"integer expected, found \"+l)]}}function rn(t){var e=(\"property\"===t.expressionContext?Jr:Wr)(zt(t.value),t.valueSpec);if(\"error\"===e.result)return e.value.map((function(e){return new Ct(\"\"+t.key+e.key,t.value,e.message)}));var r=e.value.expression||e.value._styleExpression.expression;if(\"property\"===t.expressionContext&&\"text-font\"===t.propertyKey&&!r.outputDefined())return[new Ct(t.key,t.value,'Invalid data expression for \"'+t.propertyKey+'\". Output values must be contained as literals within the expression.')];if(\"property\"===t.expressionContext&&\"layout\"===t.propertyType&&!Be(r))return[new Ct(t.key,t.value,'\"feature-state\" data expressions are not supported with layout properties.')];if(\"filter\"===t.expressionContext&&!Be(r))return[new Ct(t.key,t.value,'\"feature-state\" data expressions are not supported with filters.')];if(t.expressionContext&&0===t.expressionContext.indexOf(\"cluster\")){if(!Ne(r,[\"zoom\",\"feature-state\"]))return[new Ct(t.key,t.value,'\"zoom\" and \"feature-state\" expressions are not supported with cluster properties.')];if(\"cluster-initial\"===t.expressionContext&&!Fe(r))return[new Ct(t.key,t.value,\"Feature data expressions are not supported with initial expression part of cluster properties.\")]}return[]}function nn(t){var e=t.key,r=t.value,n=t.valueSpec,i=[];return Array.isArray(n.values)?-1===n.values.indexOf(Ot(r))&&i.push(new Ct(e,r,\"expected one of [\"+n.values.join(\", \")+\"], 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on={type:\"boolean\",default:!1,transition:!1,\"property-type\":\"data-driven\",expression:{interpolated:!1,parameters:[\"zoom\",\"feature\"]}};function sn(t){if(null==t)return{filter:function(){return!0},needGeometry:!1};an(t)||(t=cn(t));var e=Wr(t,on);if(\"error\"===e.result)throw new Error(e.value.map((function(t){return t.key+\": \"+t.message})).join(\", \"));return{filter:function(t,r,n){return e.value.evaluate(t,r,{},n)},needGeometry:function t(e){if(!Array.isArray(e))return!1;if(\"within\"===e[0])return!0;for(var r=1;r<e.length;r++)if(t(e[r]))return!0;return!1}(t)}}function ln(t,e){return t<e?-1:t>e?1:0}function cn(t){if(!t)return!0;var e,r=t[0];return t.length<=1?\"any\"!==r:\"==\"===r?un(t[1],t[2],\"==\"):\"!=\"===r?pn(un(t[1],t[2],\"==\")):\"<\"===r||\">\"===r||\"<=\"===r||\">=\"===r?un(t[1],t[2],r):\"any\"===r?(e=t.slice(1),[\"any\"].concat(e.map(cn))):\"all\"===r?[\"all\"].concat(t.slice(1).map(cn)):\"none\"===r?[\"all\"].concat(t.slice(1).map(cn).map(pn)):\"in\"===r?fn(t[1],t.slice(2)):\"!in\"===r?pn(fn(t[1],t.slice(2))):\"has\"===r?hn(t[1]):\"!has\"===r?pn(hn(t[1])):\"within\"!==r||t}function un(t,e,r){switch(t){case\"$type\":return[\"filter-type-\"+r,e];case\"$id\":return[\"filter-id-\"+r,e];default:return[\"filter-\"+r,t,e]}}function fn(t,e){if(0===e.length)return!1;switch(t){case\"$type\":return[\"filter-type-in\",[\"literal\",e]];case\"$id\":return[\"filter-id-in\",[\"literal\",e]];default:return e.length>200&&!e.some((function(t){return typeof t!=typeof e[0]}))?[\"filter-in-large\",t,[\"literal\",e.sort(ln)]]:[\"filter-in-small\",t,[\"literal\",e]]}}function hn(t){switch(t){case\"$type\":return!0;case\"$id\":return[\"filter-has-id\"];default:return[\"filter-has\",t]}}function pn(t){return[\"!\",t]}function dn(t){return an(zt(t.value))?rn(It({},t,{expressionContext:\"filter\",valueSpec:{value:\"boolean\"}})):function t(e){var r=e.value,n=e.key;if(\"array\"!==Fr(r))return[new Ct(n,r,\"array expected, \"+Fr(r)+\" found\")];var i,a=e.styleSpec,o=[];if(r.length<1)return[new Ct(n,r,\"filter array must have at least 1 element\")];switch(o=o.concat(nn({key:n+\"[0]\",value:r[0],valueSpec:a.filter_operator,style:e.style,styleSpec:e.styleSpec})),Ot(r[0])){case\"<\":case\"<=\":case\">\":case\">=\":r.length>=2&&\"$type\"===Ot(r[1])&&o.push(new Ct(n,r,'\"$type\" cannot be use with operator \"'+r[0]+'\"'));case\"==\":case\"!=\":3!==r.length&&o.push(new Ct(n,r,'filter array for operator \"'+r[0]+'\" must have 3 elements'));case\"in\":case\"!in\":r.length>=2&&\"string\"!==(i=Fr(r[1]))&&o.push(new Ct(n+\"[1]\",r[1],\"string expected, \"+i+\" 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r=t.key,n=t.style,i=t.styleSpec,a=t.value,o=t.objectKey,s=i[e+\"_\"+t.layerType];if(!s)return[];var l=o.match(/^(.*)-transition$/);if(\"paint\"===e&&l&&s[l[1]]&&s[l[1]].transition)return kn({key:r,value:a,valueSpec:i.transition,style:n,styleSpec:i});var c,u=t.valueSpec||s[o];if(!u)return[new Ct(r,a,'unknown property \"'+o+'\"')];if(\"string\"===Fr(a)&&zr(u)&&!u.tokens&&(c=/^{([^}]+)}$/.exec(a)))return[new Ct(r,a,'\"'+o+'\" does not support interpolation syntax\\nUse an identity property function instead: `{ \"type\": \"identity\", \"property\": '+JSON.stringify(c[1])+\" }`.\")];var f=[];return\"symbol\"===t.layerType&&(\"text-field\"===o&&n&&!n.glyphs&&f.push(new Ct(r,a,'use of \"text-field\" requires a style \"glyphs\" property')),\"text-font\"===o&&Br(zt(a))&&\"identity\"===Ot(a.type)&&f.push(new Ct(r,a,'\"text-font\" does not support identity 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null!=hi.applyArabicShaping&&null!=hi.processBidirectionalText&&null!=hi.processStyledBidirectionalText},getPluginURL:function(){return oi}},pi=function(t,e){this.zoom=t,e?(this.now=e.now,this.fadeDuration=e.fadeDuration,this.zoomHistory=e.zoomHistory,this.transition=e.transition):(this.now=0,this.fadeDuration=0,this.zoomHistory=new Gn,this.transition={})};pi.prototype.isSupportedScript=function(t){return function(t,e){for(var r=0,n=t;r<n.length;r+=1){if(!Qn(n[r].charCodeAt(0),e))return!1}return!0}(t,hi.isLoaded())},pi.prototype.crossFadingFactor=function(){return 0===this.fadeDuration?1:Math.min((this.now-this.zoomHistory.lastIntegerZoomTime)/this.fadeDuration,1)},pi.prototype.getCrossfadeParameters=function(){var t=this.zoom,e=t-Math.floor(t),r=this.crossFadingFactor();return t>this.zoomHistory.lastIntegerZoom?{fromScale:2,toScale:1,t:e+(1-e)*r}:{fromScale:.5,toScale:1,t:1-(1-r)*e}};var di=function(t,e){this.property=t,this.value=e,this.expression=function(t,e){if(Br(t))return new Kr(t,e);if(Yr(t)){var r=Jr(t,e);if(\"error\"===r.result)throw new Error(r.value.map((function(t){return t.key+\": \"+t.message})).join(\", \"));return r.value}var n=t;return\"string\"==typeof t&&\"color\"===e.type&&(n=te.parse(t)),{kind:\"constant\",evaluate:function(){return n}}}(void 0===e?t.specification.default:e,t.specification)};di.prototype.isDataDriven=function(){return\"source\"===this.expression.kind||\"composite\"===this.expression.kind},di.prototype.possiblyEvaluate=function(t,e,r){return this.property.possiblyEvaluate(this,t,e,r)};var mi=function(t){this.property=t,this.value=new di(t,void 0)};mi.prototype.transitioned=function(t,e){return new vi(this.property,this.value,e,u({},t.transition,this.transition),t.now)},mi.prototype.untransitioned=function(){return new vi(this.property,this.value,null,{},0)};var gi=function(t){this._properties=t,this._values=Object.create(t.defaultTransitionablePropertyValues)};gi.prototype.getValue=function(t){return x(this._values[t].value.value)},gi.prototype.setValue=function(t,e){this._values.hasOwnProperty(t)||(this._values[t]=new mi(this._values[t].property)),this._values[t].value=new di(this._values[t].property,null===e?void 0:x(e))},gi.prototype.getTransition=function(t){return x(this._values[t].transition)},gi.prototype.setTransition=function(t,e){this._values.hasOwnProperty(t)||(this._values[t]=new mi(this._values[t].property)),this._values[t].transition=x(e)||void 0},gi.prototype.serialize=function(){for(var t={},e=0,r=Object.keys(this._values);e<r.length;e+=1){var n=r[e],i=this.getValue(n);void 0!==i&&(t[n]=i);var a=this.getTransition(n);void 0!==a&&(t[n+\"-transition\"]=a)}return t},gi.prototype.transitioned=function(t,e){for(var r=new yi(this._properties),n=0,i=Object.keys(this._values);n<i.length;n+=1){var a=i[n];r._values[a]=this._values[a].transitioned(t,e._values[a])}return r},gi.prototype.untransitioned=function(){for(var t=new yi(this._properties),e=0,r=Object.keys(this._values);e<r.length;e+=1){var n=r[e];t._values[n]=this._values[n].untransitioned()}return t};var vi=function(t,e,r,n,i){this.property=t,this.value=e,this.begin=i+n.delay||0,this.end=this.begin+n.duration||0,t.specification.transition&&(n.delay||n.duration)&&(this.prior=r)};vi.prototype.possiblyEvaluate=function(t,e,r){var n=t.now||0,i=this.value.possiblyEvaluate(t,e,r),a=this.prior;if(a){if(n>this.end)return this.prior=null,i;if(this.value.isDataDriven())return this.prior=null,i;if(n<this.begin)return a.possiblyEvaluate(t,e,r);var o=(n-this.begin)/(this.end-this.begin);return this.property.interpolate(a.possiblyEvaluate(t,e,r),i,function(t){if(t<=0)return 0;if(t>=1)return 1;var e=t*t,r=e*t;return 4*(t<.5?r:3*(t-e)+r-.75)}(o))}return i};var yi=function(t){this._properties=t,this._values=Object.create(t.defaultTransitioningPropertyValues)};yi.prototype.possiblyEvaluate=function(t,e,r){for(var n=new _i(this._properties),i=0,a=Object.keys(this._values);i<a.length;i+=1){var o=a[i];n._values[o]=this._values[o].possiblyEvaluate(t,e,r)}return n},yi.prototype.hasTransition=function(){for(var t=0,e=Object.keys(this._values);t<e.length;t+=1){var r=e[t];if(this._values[r].prior)return!0}return!1};var xi=function(t){this._properties=t,this._values=Object.create(t.defaultPropertyValues)};xi.prototype.getValue=function(t){return x(this._values[t].value)},xi.prototype.setValue=function(t,e){this._values[t]=new di(this._values[t].property,null===e?void 0:x(e))},xi.prototype.serialize=function(){for(var t={},e=0,r=Object.keys(this._values);e<r.length;e+=1){var n=r[e],i=this.getValue(n);void 0!==i&&(t[n]=i)}return t},xi.prototype.possiblyEvaluate=function(t,e,r){for(var n=new _i(this._properties),i=0,a=Object.keys(this._values);i<a.length;i+=1){var o=a[i];n._values[o]=this._values[o].possiblyEvaluate(t,e,r)}return n};var bi=function(t,e,r){this.property=t,this.value=e,this.parameters=r};bi.prototype.isConstant=function(){return\"constant\"===this.value.kind},bi.prototype.constantOr=function(t){return\"constant\"===this.value.kind?this.value.value:t},bi.prototype.evaluate=function(t,e,r,n){return this.property.evaluate(this.value,this.parameters,t,e,r,n)};var _i=function(t){this._properties=t,this._values=Object.create(t.defaultPossiblyEvaluatedValues)};_i.prototype.get=function(t){return this._values[t]};var wi=function(t){this.specification=t};wi.prototype.possiblyEvaluate=function(t,e){return t.expression.evaluate(e)},wi.prototype.interpolate=function(t,e,r){var n=Ge[this.specification.type];return n?n(t,e,r):t};var Ti=function(t,e){this.specification=t,this.overrides=e};Ti.prototype.possiblyEvaluate=function(t,e,r,n){return\"constant\"===t.expression.kind||\"camera\"===t.expression.kind?new bi(this,{kind:\"constant\",value:t.expression.evaluate(e,null,{},r,n)},e):new bi(this,t.expression,e)},Ti.prototype.interpolate=function(t,e,r){if(\"constant\"!==t.value.kind||\"constant\"!==e.value.kind)return t;if(void 0===t.value.value||void 0===e.value.value)return new bi(this,{kind:\"constant\",value:void 0},t.parameters);var n=Ge[this.specification.type];return n?new bi(this,{kind:\"constant\",value:n(t.value.value,e.value.value,r)},t.parameters):t},Ti.prototype.evaluate=function(t,e,r,n,i,a){return\"constant\"===t.kind?t.value:t.evaluate(e,r,n,i,a)};var ki=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.possiblyEvaluate=function(t,e,r,n){if(void 0===t.value)return new bi(this,{kind:\"constant\",value:void 0},e);if(\"constant\"===t.expression.kind){var i=t.expression.evaluate(e,null,{},r,n),a=\"resolvedImage\"===t.property.specification.type&&\"string\"!=typeof i?i.name:i,o=this._calculate(a,a,a,e);return new bi(this,{kind:\"constant\",value:o},e)}if(\"camera\"===t.expression.kind){var s=this._calculate(t.expression.evaluate({zoom:e.zoom-1}),t.expression.evaluate({zoom:e.zoom}),t.expression.evaluate({zoom:e.zoom+1}),e);return new bi(this,{kind:\"constant\",value:s},e)}return new bi(this,t.expression,e)},e.prototype.evaluate=function(t,e,r,n,i,a){if(\"source\"===t.kind){var o=t.evaluate(e,r,n,i,a);return this._calculate(o,o,o,e)}return\"composite\"===t.kind?this._calculate(t.evaluate({zoom:Math.floor(e.zoom)-1},r,n),t.evaluate({zoom:Math.floor(e.zoom)},r,n),t.evaluate({zoom:Math.floor(e.zoom)+1},r,n),e):t.value},e.prototype._calculate=function(t,e,r,n){return n.zoom>n.zoomHistory.lastIntegerZoom?{from:t,to:e}:{from:r,to:e}},e.prototype.interpolate=function(t){return t},e}(Ti),Ai=function(t){this.specification=t};Ai.prototype.possiblyEvaluate=function(t,e,r,n){if(void 0!==t.value){if(\"constant\"===t.expression.kind){var i=t.expression.evaluate(e,null,{},r,n);return this._calculate(i,i,i,e)}return this._calculate(t.expression.evaluate(new pi(Math.floor(e.zoom-1),e)),t.expression.evaluate(new pi(Math.floor(e.zoom),e)),t.expression.evaluate(new pi(Math.floor(e.zoom+1),e)),e)}},Ai.prototype._calculate=function(t,e,r,n){return n.zoom>n.zoomHistory.lastIntegerZoom?{from:t,to:e}:{from:r,to:e}},Ai.prototype.interpolate=function(t){return t};var Mi=function(t){this.specification=t};Mi.prototype.possiblyEvaluate=function(t,e,r,n){return!!t.expression.evaluate(e,null,{},r,n)},Mi.prototype.interpolate=function(){return!1};var Si=function(t){for(var e in this.properties=t,this.defaultPropertyValues={},this.defaultTransitionablePropertyValues={},this.defaultTransitioningPropertyValues={},this.defaultPossiblyEvaluatedValues={},this.overridableProperties=[],t){var r=t[e];r.specification.overridable&&this.overridableProperties.push(e);var n=this.defaultPropertyValues[e]=new di(r,void 0),i=this.defaultTransitionablePropertyValues[e]=new mi(r);this.defaultTransitioningPropertyValues[e]=i.untransitioned(),this.defaultPossiblyEvaluatedValues[e]=n.possiblyEvaluate({})}};Nn(\"DataDrivenProperty\",Ti),Nn(\"DataConstantProperty\",wi),Nn(\"CrossFadedDataDrivenProperty\",ki),Nn(\"CrossFadedProperty\",Ai),Nn(\"ColorRampProperty\",Mi);var Ei=function(t){function e(e,r){if(t.call(this),this.id=e.id,this.type=e.type,this._featureFilter={filter:function(){return!0},needGeometry:!1},\"custom\"!==e.type&&(e=e,this.metadata=e.metadata,this.minzoom=e.minzoom,this.maxzoom=e.maxzoom,\"background\"!==e.type&&(this.source=e.source,this.sourceLayer=e[\"source-layer\"],this.filter=e.filter),r.layout&&(this._unevaluatedLayout=new xi(r.layout)),r.paint)){for(var n in this._transitionablePaint=new gi(r.paint),e.paint)this.setPaintProperty(n,e.paint[n],{validate:!1});for(var i in e.layout)this.setLayoutProperty(i,e.layout[i],{validate:!1});this._transitioningPaint=this._transitionablePaint.untransitioned(),this.paint=new _i(r.paint)}}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.getCrossfadeParameters=function(){return this._crossfadeParameters},e.prototype.getLayoutProperty=function(t){return\"visibility\"===t?this.visibility:this._unevaluatedLayout.getValue(t)},e.prototype.setLayoutProperty=function(t,e,r){if(void 0===r&&(r={}),null!=e){var n=\"layers.\"+this.id+\".layout.\"+t;if(this._validate(In,n,t,e,r))return}\"visibility\"!==t?this._unevaluatedLayout.setValue(t,e):this.visibility=e},e.prototype.getPaintProperty=function(t){return g(t,\"-transition\")?this._transitionablePaint.getTransition(t.slice(0,-\"-transition\".length)):this._transitionablePaint.getValue(t)},e.prototype.setPaintProperty=function(t,e,r){if(void 0===r&&(r={}),null!=e){var n=\"layers.\"+this.id+\".paint.\"+t;if(this._validate(Pn,n,t,e,r))return!1}if(g(t,\"-transition\"))return this._transitionablePaint.setTransition(t.slice(0,-\"-transition\".length),e||void 0),!1;var i=this._transitionablePaint._values[t],a=\"cross-faded-data-driven\"===i.property.specification[\"property-type\"],o=i.value.isDataDriven(),s=i.value;this._transitionablePaint.setValue(t,e),this._handleSpecialPaintPropertyUpdate(t);var l=this._transitionablePaint._values[t].value;return l.isDataDriven()||o||a||this._handleOverridablePaintPropertyUpdate(t,s,l)},e.prototype._handleSpecialPaintPropertyUpdate=function(t){},e.prototype._handleOverridablePaintPropertyUpdate=function(t,e,r){return!1},e.prototype.isHidden=function(t){return!!(this.minzoom&&t<this.minzoom)||(!!(this.maxzoom&&t>=this.maxzoom)||\"none\"===this.visibility)},e.prototype.updateTransitions=function(t){this._transitioningPaint=this._transitionablePaint.transitioned(t,this._transitioningPaint)},e.prototype.hasTransition=function(){return this._transitioningPaint.hasTransition()},e.prototype.recalculate=function(t,e){t.getCrossfadeParameters&&(this._crossfadeParameters=t.getCrossfadeParameters()),this._unevaluatedLayout&&(this.layout=this._unevaluatedLayout.possiblyEvaluate(t,void 0,e)),this.paint=this._transitioningPaint.possiblyEvaluate(t,void 0,e)},e.prototype.serialize=function(){var t={id:this.id,type:this.type,source:this.source,\"source-layer\":this.sourceLayer,metadata:this.metadata,minzoom:this.minzoom,maxzoom:this.maxzoom,filter:this.filter,layout:this._unevaluatedLayout&&this._unevaluatedLayout.serialize(),paint:this._transitionablePaint&&this._transitionablePaint.serialize()};return this.visibility&&(t.layout=t.layout||{},t.layout.visibility=this.visibility),y(t,(function(t,e){return!(void 0===t||\"layout\"===e&&!Object.keys(t).length||\"paint\"===e&&!Object.keys(t).length)}))},e.prototype._validate=function(t,e,r,n,i){return void 0===i&&(i={}),(!i||!1!==i.validate)&&On(this,t.call(Ln,{key:e,layerType:this.type,objectKey:r,value:n,styleSpec:Lt,style:{glyphs:!0,sprite:!0}}))},e.prototype.is3D=function(){return!1},e.prototype.isTileClipped=function(){return!1},e.prototype.hasOffscreenPass=function(){return!1},e.prototype.resize=function(){},e.prototype.isStateDependent=function(){for(var t in this.paint._values){var e=this.paint.get(t);if(e instanceof bi&&zr(e.property.specification)&&((\"source\"===e.value.kind||\"composite\"===e.value.kind)&&e.value.isStateDependent))return!0}return!1},e}(Et),Li={Int8:Int8Array,Uint8:Uint8Array,Int16:Int16Array,Uint16:Uint16Array,Int32:Int32Array,Uint32:Uint32Array,Float32:Float32Array},Ci=function(t,e){this._structArray=t,this._pos1=e*this.size,this._pos2=this._pos1/2,this._pos4=this._pos1/4,this._pos8=this._pos1/8},Pi=function(){this.isTransferred=!1,this.capacity=-1,this.resize(0)};function Ii(t,e){void 0===e&&(e=1);var r=0,n=0;return{members:t.map((function(t){var i,a=(i=t.type,Li[i].BYTES_PER_ELEMENT),o=r=Oi(r,Math.max(e,a)),s=t.components||1;return n=Math.max(n,a),r+=a*s,{name:t.name,type:t.type,components:s,offset:o}})),size:Oi(r,Math.max(n,e)),alignment:e}}function Oi(t,e){return Math.ceil(t/e)*e}Pi.serialize=function(t,e){return t._trim(),e&&(t.isTransferred=!0,e.push(t.arrayBuffer)),{length:t.length,arrayBuffer:t.arrayBuffer}},Pi.deserialize=function(t){var e=Object.create(this.prototype);return e.arrayBuffer=t.arrayBuffer,e.length=t.length,e.capacity=t.arrayBuffer.byteLength/e.bytesPerElement,e._refreshViews(),e},Pi.prototype._trim=function(){this.length!==this.capacity&&(this.capacity=this.length,this.arrayBuffer=this.arrayBuffer.slice(0,this.length*this.bytesPerElement),this._refreshViews())},Pi.prototype.clear=function(){this.length=0},Pi.prototype.resize=function(t){this.reserve(t),this.length=t},Pi.prototype.reserve=function(t){if(t>this.capacity){this.capacity=Math.max(t,Math.floor(5*this.capacity),128),this.arrayBuffer=new ArrayBuffer(this.capacity*this.bytesPerElement);var e=this.uint8;this._refreshViews(),e&&this.uint8.set(e)}},Pi.prototype._refreshViews=function(){throw new Error(\"_refreshViews() must be implemented by each concrete StructArray layout\")};var zi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e){var r=this.length;return this.resize(r+1),this.emplace(r,t,e)},e.prototype.emplace=function(t,e,r){var n=2*t;return this.int16[n+0]=e,this.int16[n+1]=r,t},e}(Pi);zi.prototype.bytesPerElement=4,Nn(\"StructArrayLayout2i4\",zi);var Di=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n){var i=this.length;return this.resize(i+1),this.emplace(i,t,e,r,n)},e.prototype.emplace=function(t,e,r,n,i){var a=4*t;return this.int16[a+0]=e,this.int16[a+1]=r,this.int16[a+2]=n,this.int16[a+3]=i,t},e}(Pi);Di.prototype.bytesPerElement=8,Nn(\"StructArrayLayout4i8\",Di);var Ri=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a){var o=this.length;return this.resize(o+1),this.emplace(o,t,e,r,n,i,a)},e.prototype.emplace=function(t,e,r,n,i,a,o){var s=6*t;return this.int16[s+0]=e,this.int16[s+1]=r,this.int16[s+2]=n,this.int16[s+3]=i,this.int16[s+4]=a,this.int16[s+5]=o,t},e}(Pi);Ri.prototype.bytesPerElement=12,Nn(\"StructArrayLayout2i4i12\",Ri);var Fi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a){var o=this.length;return this.resize(o+1),this.emplace(o,t,e,r,n,i,a)},e.prototype.emplace=function(t,e,r,n,i,a,o){var s=4*t,l=8*t;return this.int16[s+0]=e,this.int16[s+1]=r,this.uint8[l+4]=n,this.uint8[l+5]=i,this.uint8[l+6]=a,this.uint8[l+7]=o,t},e}(Pi);Fi.prototype.bytesPerElement=8,Nn(\"StructArrayLayout2i4ub8\",Fi);var Bi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a,o,s,l,c){var u=this.length;return this.resize(u+1),this.emplace(u,t,e,r,n,i,a,o,s,l,c)},e.prototype.emplace=function(t,e,r,n,i,a,o,s,l,c,u){var f=9*t,h=18*t;return this.uint16[f+0]=e,this.uint16[f+1]=r,this.uint16[f+2]=n,this.uint16[f+3]=i,this.uint16[f+4]=a,this.uint16[f+5]=o,this.uint16[f+6]=s,this.uint16[f+7]=l,this.uint8[h+16]=c,this.uint8[h+17]=u,t},e}(Pi);Bi.prototype.bytesPerElement=18,Nn(\"StructArrayLayout8ui2ub18\",Bi);var Ni=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a,o,s,l,c,u,f){var h=this.length;return this.resize(h+1),this.emplace(h,t,e,r,n,i,a,o,s,l,c,u,f)},e.prototype.emplace=function(t,e,r,n,i,a,o,s,l,c,u,f,h){var p=12*t;return this.int16[p+0]=e,this.int16[p+1]=r,this.int16[p+2]=n,this.int16[p+3]=i,this.uint16[p+4]=a,this.uint16[p+5]=o,this.uint16[p+6]=s,this.uint16[p+7]=l,this.int16[p+8]=c,this.int16[p+9]=u,this.int16[p+10]=f,this.int16[p+11]=h,t},e}(Pi);Ni.prototype.bytesPerElement=24,Nn(\"StructArrayLayout4i4ui4i24\",Ni);var ji=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r){var n=this.length;return this.resize(n+1),this.emplace(n,t,e,r)},e.prototype.emplace=function(t,e,r,n){var i=3*t;return this.float32[i+0]=e,this.float32[i+1]=r,this.float32[i+2]=n,t},e}(Pi);ji.prototype.bytesPerElement=12,Nn(\"StructArrayLayout3f12\",ji);var Ui=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t){var e=this.length;return this.resize(e+1),this.emplace(e,t)},e.prototype.emplace=function(t,e){var r=1*t;return this.uint32[r+0]=e,t},e}(Pi);Ui.prototype.bytesPerElement=4,Nn(\"StructArrayLayout1ul4\",Ui);var Vi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a,o,s,l){var c=this.length;return this.resize(c+1),this.emplace(c,t,e,r,n,i,a,o,s,l)},e.prototype.emplace=function(t,e,r,n,i,a,o,s,l,c){var u=10*t,f=5*t;return this.int16[u+0]=e,this.int16[u+1]=r,this.int16[u+2]=n,this.int16[u+3]=i,this.int16[u+4]=a,this.int16[u+5]=o,this.uint32[f+3]=s,this.uint16[u+8]=l,this.uint16[u+9]=c,t},e}(Pi);Vi.prototype.bytesPerElement=20,Nn(\"StructArrayLayout6i1ul2ui20\",Vi);var Hi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a){var o=this.length;return this.resize(o+1),this.emplace(o,t,e,r,n,i,a)},e.prototype.emplace=function(t,e,r,n,i,a,o){var s=6*t;return this.int16[s+0]=e,this.int16[s+1]=r,this.int16[s+2]=n,this.int16[s+3]=i,this.int16[s+4]=a,this.int16[s+5]=o,t},e}(Pi);Hi.prototype.bytesPerElement=12,Nn(\"StructArrayLayout2i2i2i12\",Hi);var qi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i){var a=this.length;return this.resize(a+1),this.emplace(a,t,e,r,n,i)},e.prototype.emplace=function(t,e,r,n,i,a){var o=4*t,s=8*t;return this.float32[o+0]=e,this.float32[o+1]=r,this.float32[o+2]=n,this.int16[s+6]=i,this.int16[s+7]=a,t},e}(Pi);qi.prototype.bytesPerElement=16,Nn(\"StructArrayLayout2f1f2i16\",qi);var Gi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n){var i=this.length;return this.resize(i+1),this.emplace(i,t,e,r,n)},e.prototype.emplace=function(t,e,r,n,i){var a=12*t,o=3*t;return this.uint8[a+0]=e,this.uint8[a+1]=r,this.float32[o+1]=n,this.float32[o+2]=i,t},e}(Pi);Gi.prototype.bytesPerElement=12,Nn(\"StructArrayLayout2ub2f12\",Gi);var Yi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r){var n=this.length;return this.resize(n+1),this.emplace(n,t,e,r)},e.prototype.emplace=function(t,e,r,n){var i=3*t;return this.uint16[i+0]=e,this.uint16[i+1]=r,this.uint16[i+2]=n,t},e}(Pi);Yi.prototype.bytesPerElement=6,Nn(\"StructArrayLayout3ui6\",Yi);var Wi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,m,g){var v=this.length;return this.resize(v+1),this.emplace(v,t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,m,g)},e.prototype.emplace=function(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,m,g,v){var y=24*t,x=12*t,b=48*t;return this.int16[y+0]=e,this.int16[y+1]=r,this.uint16[y+2]=n,this.uint16[y+3]=i,this.uint32[x+2]=a,this.uint32[x+3]=o,this.uint32[x+4]=s,this.uint16[y+10]=l,this.uint16[y+11]=c,this.uint16[y+12]=u,this.float32[x+7]=f,this.float32[x+8]=h,this.uint8[b+36]=p,this.uint8[b+37]=d,this.uint8[b+38]=m,this.uint32[x+10]=g,this.int16[y+22]=v,t},e}(Pi);Wi.prototype.bytesPerElement=48,Nn(\"StructArrayLayout2i2ui3ul3ui2f3ub1ul1i48\",Wi);var Xi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,m,g,v,y,x,b,_,w,T,k,A,M,S){var E=this.length;return this.resize(E+1),this.emplace(E,t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,m,g,v,y,x,b,_,w,T,k,A,M,S)},e.prototype.emplace=function(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,m,g,v,y,x,b,_,w,T,k,A,M,S,E){var L=34*t,C=17*t;return this.int16[L+0]=e,this.int16[L+1]=r,this.int16[L+2]=n,this.int16[L+3]=i,this.int16[L+4]=a,this.int16[L+5]=o,this.int16[L+6]=s,this.int16[L+7]=l,this.uint16[L+8]=c,this.uint16[L+9]=u,this.uint16[L+10]=f,this.uint16[L+11]=h,this.uint16[L+12]=p,this.uint16[L+13]=d,this.uint16[L+14]=m,this.uint16[L+15]=g,this.uint16[L+16]=v,this.uint16[L+17]=y,this.uint16[L+18]=x,this.uint16[L+19]=b,this.uint16[L+20]=_,this.uint16[L+21]=w,this.uint16[L+22]=T,this.uint32[C+12]=k,this.float32[C+13]=A,this.float32[C+14]=M,this.float32[C+15]=S,this.float32[C+16]=E,t},e}(Pi);Xi.prototype.bytesPerElement=68,Nn(\"StructArrayLayout8i15ui1ul4f68\",Xi);var Zi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t){var e=this.length;return this.resize(e+1),this.emplace(e,t)},e.prototype.emplace=function(t,e){var r=1*t;return this.float32[r+0]=e,t},e}(Pi);Zi.prototype.bytesPerElement=4,Nn(\"StructArrayLayout1f4\",Zi);var Ji=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.int16=new Int16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r){var n=this.length;return this.resize(n+1),this.emplace(n,t,e,r)},e.prototype.emplace=function(t,e,r,n){var i=3*t;return this.int16[i+0]=e,this.int16[i+1]=r,this.int16[i+2]=n,t},e}(Pi);Ji.prototype.bytesPerElement=6,Nn(\"StructArrayLayout3i6\",Ji);var Ki=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint32=new Uint32Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r){var n=this.length;return this.resize(n+1),this.emplace(n,t,e,r)},e.prototype.emplace=function(t,e,r,n){var i=2*t,a=4*t;return this.uint32[i+0]=e,this.uint16[a+2]=r,this.uint16[a+3]=n,t},e}(Pi);Ki.prototype.bytesPerElement=8,Nn(\"StructArrayLayout1ul2ui8\",Ki);var Qi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e){var r=this.length;return this.resize(r+1),this.emplace(r,t,e)},e.prototype.emplace=function(t,e,r){var n=2*t;return this.uint16[n+0]=e,this.uint16[n+1]=r,t},e}(Pi);Qi.prototype.bytesPerElement=4,Nn(\"StructArrayLayout2ui4\",Qi);var $i=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.uint16=new Uint16Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t){var e=this.length;return this.resize(e+1),this.emplace(e,t)},e.prototype.emplace=function(t,e){var r=1*t;return this.uint16[r+0]=e,t},e}(Pi);$i.prototype.bytesPerElement=2,Nn(\"StructArrayLayout1ui2\",$i);var ta=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e){var r=this.length;return this.resize(r+1),this.emplace(r,t,e)},e.prototype.emplace=function(t,e,r){var n=2*t;return this.float32[n+0]=e,this.float32[n+1]=r,t},e}(Pi);ta.prototype.bytesPerElement=8,Nn(\"StructArrayLayout2f8\",ta);var ea=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._refreshViews=function(){this.uint8=new Uint8Array(this.arrayBuffer),this.float32=new Float32Array(this.arrayBuffer)},e.prototype.emplaceBack=function(t,e,r,n){var i=this.length;return this.resize(i+1),this.emplace(i,t,e,r,n)},e.prototype.emplace=function(t,e,r,n,i){var a=4*t;return this.float32[a+0]=e,this.float32[a+1]=r,this.float32[a+2]=n,this.float32[a+3]=i,t},e}(Pi);ea.prototype.bytesPerElement=16,Nn(\"StructArrayLayout4f16\",ea);var ra=function(t){function e(){t.apply(this,arguments)}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var r={anchorPointX:{configurable:!0},anchorPointY:{configurable:!0},x1:{configurable:!0},y1:{configurable:!0},x2:{configurable:!0},y2:{configurable:!0},featureIndex:{configurable:!0},sourceLayerIndex:{configurable:!0},bucketIndex:{configurable:!0},anchorPoint:{configurable:!0}};return r.anchorPointX.get=function(){return this._structArray.int16[this._pos2+0]},r.anchorPointY.get=function(){return this._structArray.int16[this._pos2+1]},r.x1.get=function(){return this._structArray.int16[this._pos2+2]},r.y1.get=function(){return this._structArray.int16[this._pos2+3]},r.x2.get=function(){return this._structArray.int16[this._pos2+4]},r.y2.get=function(){return this._structArray.int16[this._pos2+5]},r.featureIndex.get=function(){return this._structArray.uint32[this._pos4+3]},r.sourceLayerIndex.get=function(){return this._structArray.uint16[this._pos2+8]},r.bucketIndex.get=function(){return this._structArray.uint16[this._pos2+9]},r.anchorPoint.get=function(){return new i(this.anchorPointX,this.anchorPointY)},Object.defineProperties(e.prototype,r),e}(Ci);ra.prototype.size=20;var na=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.get=function(t){return new ra(this,t)},e}(Vi);Nn(\"CollisionBoxArray\",na);var ia=function(t){function e(){t.apply(this,arguments)}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var r={anchorX:{configurable:!0},anchorY:{configurable:!0},glyphStartIndex:{configurable:!0},numGlyphs:{configurable:!0},vertexStartIndex:{configurable:!0},lineStartIndex:{configurable:!0},lineLength:{configurable:!0},segment:{configurable:!0},lowerSize:{configurable:!0},upperSize:{configurable:!0},lineOffsetX:{configurable:!0},lineOffsetY:{configurable:!0},writingMode:{configurable:!0},placedOrientation:{configurable:!0},hidden:{configurable:!0},crossTileID:{configurable:!0},associatedIconIndex:{configurable:!0}};return r.anchorX.get=function(){return this._structArray.int16[this._pos2+0]},r.anchorY.get=function(){return this._structArray.int16[this._pos2+1]},r.glyphStartIndex.get=function(){return this._structArray.uint16[this._pos2+2]},r.numGlyphs.get=function(){return this._structArray.uint16[this._pos2+3]},r.vertexStartIndex.get=function(){return this._structArray.uint32[this._pos4+2]},r.lineStartIndex.get=function(){return this._structArray.uint32[this._pos4+3]},r.lineLength.get=function(){return this._structArray.uint32[this._pos4+4]},r.segment.get=function(){return this._structArray.uint16[this._pos2+10]},r.lowerSize.get=function(){return this._structArray.uint16[this._pos2+11]},r.upperSize.get=function(){return this._structArray.uint16[this._pos2+12]},r.lineOffsetX.get=function(){return this._structArray.float32[this._pos4+7]},r.lineOffsetY.get=function(){return this._structArray.float32[this._pos4+8]},r.writingMode.get=function(){return this._structArray.uint8[this._pos1+36]},r.placedOrientation.get=function(){return this._structArray.uint8[this._pos1+37]},r.placedOrientation.set=function(t){this._structArray.uint8[this._pos1+37]=t},r.hidden.get=function(){return this._structArray.uint8[this._pos1+38]},r.hidden.set=function(t){this._structArray.uint8[this._pos1+38]=t},r.crossTileID.get=function(){return this._structArray.uint32[this._pos4+10]},r.crossTileID.set=function(t){this._structArray.uint32[this._pos4+10]=t},r.associatedIconIndex.get=function(){return this._structArray.int16[this._pos2+22]},Object.defineProperties(e.prototype,r),e}(Ci);ia.prototype.size=48;var aa=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.get=function(t){return new ia(this,t)},e}(Wi);Nn(\"PlacedSymbolArray\",aa);var oa=function(t){function e(){t.apply(this,arguments)}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var r={anchorX:{configurable:!0},anchorY:{configurable:!0},rightJustifiedTextSymbolIndex:{configurable:!0},centerJustifiedTextSymbolIndex:{configurable:!0},leftJustifiedTextSymbolIndex:{configurable:!0},verticalPlacedTextSymbolIndex:{configurable:!0},placedIconSymbolIndex:{configurable:!0},verticalPlacedIconSymbolIndex:{configurable:!0},key:{configurable:!0},textBoxStartIndex:{configurable:!0},textBoxEndIndex:{configurable:!0},verticalTextBoxStartIndex:{configurable:!0},verticalTextBoxEndIndex:{configurable:!0},iconBoxStartIndex:{configurable:!0},iconBoxEndIndex:{configurable:!0},verticalIconBoxStartIndex:{configurable:!0},verticalIconBoxEndIndex:{configurable:!0},featureIndex:{configurable:!0},numHorizontalGlyphVertices:{configurable:!0},numVerticalGlyphVertices:{configurable:!0},numIconVertices:{configurable:!0},numVerticalIconVertices:{configurable:!0},useRuntimeCollisionCircles:{configurable:!0},crossTileID:{configurable:!0},textBoxScale:{configurable:!0},textOffset0:{configurable:!0},textOffset1:{configurable:!0},collisionCircleDiameter:{configurable:!0}};return r.anchorX.get=function(){return this._structArray.int16[this._pos2+0]},r.anchorY.get=function(){return this._structArray.int16[this._pos2+1]},r.rightJustifiedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+2]},r.centerJustifiedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+3]},r.leftJustifiedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+4]},r.verticalPlacedTextSymbolIndex.get=function(){return this._structArray.int16[this._pos2+5]},r.placedIconSymbolIndex.get=function(){return this._structArray.int16[this._pos2+6]},r.verticalPlacedIconSymbolIndex.get=function(){return this._structArray.int16[this._pos2+7]},r.key.get=function(){return this._structArray.uint16[this._pos2+8]},r.textBoxStartIndex.get=function(){return this._structArray.uint16[this._pos2+9]},r.textBoxEndIndex.get=function(){return this._structArray.uint16[this._pos2+10]},r.verticalTextBoxStartIndex.get=function(){return this._structArray.uint16[this._pos2+11]},r.verticalTextBoxEndIndex.get=function(){return this._structArray.uint16[this._pos2+12]},r.iconBoxStartIndex.get=function(){return this._structArray.uint16[this._pos2+13]},r.iconBoxEndIndex.get=function(){return this._structArray.uint16[this._pos2+14]},r.verticalIconBoxStartIndex.get=function(){return this._structArray.uint16[this._pos2+15]},r.verticalIconBoxEndIndex.get=function(){return this._structArray.uint16[this._pos2+16]},r.featureIndex.get=function(){return this._structArray.uint16[this._pos2+17]},r.numHorizontalGlyphVertices.get=function(){return this._structArray.uint16[this._pos2+18]},r.numVerticalGlyphVertices.get=function(){return this._structArray.uint16[this._pos2+19]},r.numIconVertices.get=function(){return this._structArray.uint16[this._pos2+20]},r.numVerticalIconVertices.get=function(){return this._structArray.uint16[this._pos2+21]},r.useRuntimeCollisionCircles.get=function(){return 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c=t.readVarint();n=7&c,a=c>>3}if(a--,1===n||2===n)o+=t.readSVarint(),s+=t.readSVarint(),1===n&&(e&&l.push(e),e=[]),e.push(new i(o,s));else{if(7!==n)throw new Error(\"unknown command \"+n);e&&e.push(e[0].clone())}}return e&&l.push(e),l},ws.prototype.bbox=function(){var t=this._pbf;t.pos=this._geometry;for(var e=t.readVarint()+t.pos,r=1,n=0,i=0,a=0,o=1/0,s=-1/0,l=1/0,c=-1/0;t.pos<e;){if(n<=0){var u=t.readVarint();r=7&u,n=u>>3}if(n--,1===r||2===r)(i+=t.readSVarint())<o&&(o=i),i>s&&(s=i),(a+=t.readSVarint())<l&&(l=a),a>c&&(c=a);else if(7!==r)throw new Error(\"unknown command \"+r)}return[o,l,s,c]},ws.prototype.toGeoJSON=function(t,e,r){var n,i,a=this.extent*Math.pow(2,r),o=this.extent*t,s=this.extent*e,l=this.loadGeometry(),c=ws.types[this.type];function u(t){for(var e=0;e<t.length;e++){var r=t[e],n=180-360*(r.y+s)/a;t[e]=[360*(r.x+o)/a-180,360/Math.PI*Math.atan(Math.exp(n*Math.PI/180))-90]}}switch(this.type){case 1:var f=[];for(n=0;n<l.length;n++)f[n]=l[n][0];u(l=f);break;case 2:for(n=0;n<l.length;n++)u(l[n]);break;case 3:for(l=function(t){var e=t.length;if(e<=1)return[t];for(var r,n,i=[],a=0;a<e;a++){var o=ks(t[a]);0!==o&&(void 0===n&&(n=o<0),n===o<0?(r&&i.push(r),r=[t[a]]):r.push(t[a]))}r&&i.push(r);return i}(l),n=0;n<l.length;n++)for(i=0;i<l[n].length;i++)u(l[n][i])}1===l.length?l=l[0]:c=\"Multi\"+c;var h={type:\"Feature\",geometry:{type:c,coordinates:l},properties:this.properties};return\"id\"in this&&(h.id=this.id),h};var As=Ms;function Ms(t,e){this.version=1,this.name=null,this.extent=4096,this.length=0,this._pbf=t,this._keys=[],this._values=[],this._features=[],t.readFields(Ss,this,e),this.length=this._features.length}function Ss(t,e,r){15===t?e.version=r.readVarint():1===t?e.name=r.readString():5===t?e.extent=r.readVarint():2===t?e._features.push(r.pos):3===t?e._keys.push(r.readString()):4===t&&e._values.push(function(t){var e=null,r=t.readVarint()+t.pos;for(;t.pos<r;){var n=t.readVarint()>>3;e=1===n?t.readString():2===n?t.readFloat():3===n?t.readDouble():4===n?t.readVarint64():5===n?t.readVarint():6===n?t.readSVarint():7===n?t.readBoolean():null}return e}(r))}function Es(t,e,r){if(3===t){var n=new As(r,r.readVarint()+r.pos);n.length&&(e[n.name]=n)}}Ms.prototype.feature=function(t){if(t<0||t>=this._features.length)throw new Error(\"feature index out of bounds\");this._pbf.pos=this._features[t];var e=this._pbf.readVarint()+this._pbf.pos;return new _s(this._pbf,e,this.extent,this._keys,this._values)};var Ls={VectorTile:function(t,e){this.layers=t.readFields(Es,{},e)},VectorTileFeature:_s,VectorTileLayer:As},Cs=Ls.VectorTileFeature.types,Ps=Math.pow(2,13);function Is(t,e,r,n,i,a,o,s){t.emplaceBack(e,r,2*Math.floor(n*Ps)+o,i*Ps*2,a*Ps*2,Math.round(s))}var Os=function(t){this.zoom=t.zoom,this.overscaling=t.overscaling,this.layers=t.layers,this.layerIds=this.layers.map((function(t){return t.id})),this.index=t.index,this.hasPattern=!1,this.layoutVertexArray=new Ri,this.indexArray=new Yi,this.programConfigurations=new Ua(bs,t.layers,t.zoom),this.segments=new pa,this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id}))};function zs(t,e){return t.x===e.x&&(t.x<0||t.x>8192)||t.y===e.y&&(t.y<0||t.y>8192)}function Ds(t){return t.every((function(t){return t.x<0}))||t.every((function(t){return t.x>8192}))||t.every((function(t){return t.y<0}))||t.every((function(t){return t.y>8192}))}Os.prototype.populate=function(t,e,r){this.features=[],this.hasPattern=ds(\"fill-extrusion\",this.layers,e);for(var n=0,i=t;n<i.length;n+=1){var a=i[n],o=a.feature,s=a.id,l=a.index,c=a.sourceLayerIndex,u=this.layers[0]._featureFilter.needGeometry,f={type:o.type,id:s,properties:o.properties,geometry:u?Ya(o):[]};if(this.layers[0]._featureFilter.filter(new pi(this.zoom),f,r)){var h={id:s,sourceLayerIndex:c,index:l,geometry:u?f.geometry:Ya(o),properties:o.properties,type:o.type,patterns:{}};void 0!==o.id&&(h.id=o.id),this.hasPattern?this.features.push(ms(\"fill-extrusion\",this.layers,h,this.zoom,e)):this.addFeature(h,h.geometry,l,r,{}),e.featureIndex.insert(o,h.geometry,l,c,this.index,!0)}}},Os.prototype.addFeatures=function(t,e,r){for(var n=0,i=this.features;n<i.length;n+=1){var a=i[n],o=a.geometry;this.addFeature(a,o,a.index,e,r)}},Os.prototype.update=function(t,e,r){this.stateDependentLayers.length&&this.programConfigurations.updatePaintArrays(t,e,this.stateDependentLayers,r)},Os.prototype.isEmpty=function(){return 0===this.layoutVertexArray.length},Os.prototype.uploadPending=function(){return!this.uploaded||this.programConfigurations.needsUpload},Os.prototype.upload=function(t){this.uploaded||(this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,bs),this.indexBuffer=t.createIndexBuffer(this.indexArray)),this.programConfigurations.upload(t),this.uploaded=!0},Os.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy())},Os.prototype.addFeature=function(t,e,r,n,i){for(var a=0,o=hs(e,500);a<o.length;a+=1){for(var s=o[a],l=0,c=0,u=s;c<u.length;c+=1){l+=u[c].length}for(var f=this.segments.prepareSegment(4,this.layoutVertexArray,this.indexArray),h=0,p=s;h<p.length;h+=1){var d=p[h];if(0!==d.length&&!Ds(d))for(var m=0,g=0;g<d.length;g++){var v=d[g];if(g>=1){var y=d[g-1];if(!zs(v,y)){f.vertexLength+4>pa.MAX_VERTEX_ARRAY_LENGTH&&(f=this.segments.prepareSegment(4,this.layoutVertexArray,this.indexArray));var x=v.sub(y)._perp()._unit(),b=y.dist(v);m+b>32768&&(m=0),Is(this.layoutVertexArray,v.x,v.y,x.x,x.y,0,0,m),Is(this.layoutVertexArray,v.x,v.y,x.x,x.y,0,1,m),m+=b,Is(this.layoutVertexArray,y.x,y.y,x.x,x.y,0,0,m),Is(this.layoutVertexArray,y.x,y.y,x.x,x.y,0,1,m);var _=f.vertexLength;this.indexArray.emplaceBack(_,_+2,_+1),this.indexArray.emplaceBack(_+1,_+2,_+3),f.vertexLength+=4,f.primitiveLength+=2}}}}if(f.vertexLength+l>pa.MAX_VERTEX_ARRAY_LENGTH&&(f=this.segments.prepareSegment(l,this.layoutVertexArray,this.indexArray)),\"Polygon\"===Cs[t.type]){for(var w=[],T=[],k=f.vertexLength,A=0,M=s;A<M.length;A+=1){var S=M[A];if(0!==S.length){S!==s[0]&&T.push(w.length/2);for(var E=0;E<S.length;E++){var L=S[E];Is(this.layoutVertexArray,L.x,L.y,0,0,1,1,0),w.push(L.x),w.push(L.y)}}}for(var C=Do(w,T),P=0;P<C.length;P+=3)this.indexArray.emplaceBack(k+C[P],k+C[P+2],k+C[P+1]);f.primitiveLength+=C.length/3,f.vertexLength+=l}}this.programConfigurations.populatePaintArrays(this.layoutVertexArray.length,t,r,i,n)},Nn(\"FillExtrusionBucket\",Os,{omit:[\"layers\",\"features\"]});var Rs={paint:new Si({\"fill-extrusion-opacity\":new wi(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-opacity\"]),\"fill-extrusion-color\":new Ti(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-color\"]),\"fill-extrusion-translate\":new wi(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-translate\"]),\"fill-extrusion-translate-anchor\":new wi(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-translate-anchor\"]),\"fill-extrusion-pattern\":new ki(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-pattern\"]),\"fill-extrusion-height\":new Ti(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-height\"]),\"fill-extrusion-base\":new Ti(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-base\"]),\"fill-extrusion-vertical-gradient\":new wi(Lt[\"paint_fill-extrusion\"][\"fill-extrusion-vertical-gradient\"])})},Fs=function(t){function e(e){t.call(this,e,Rs)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.createBucket=function(t){return new Os(t)},e.prototype.queryRadius=function(){return so(this.paint.get(\"fill-extrusion-translate\"))},e.prototype.is3D=function(){return!0},e.prototype.queryIntersectsFeature=function(t,e,r,n,a,o,s,l){var c=lo(t,this.paint.get(\"fill-extrusion-translate\"),this.paint.get(\"fill-extrusion-translate-anchor\"),o.angle,s),u=this.paint.get(\"fill-extrusion-height\").evaluate(e,r),f=this.paint.get(\"fill-extrusion-base\").evaluate(e,r),h=function(t,e,r,n){for(var a=[],o=0,s=t;o<s.length;o+=1){var l=s[o],c=[l.x,l.y,n,1];xo(c,c,e),a.push(new i(c[0]/c[3],c[1]/c[3]))}return a}(c,l,0,0),p=function(t,e,r,n){for(var a=[],o=[],s=n[8]*e,l=n[9]*e,c=n[10]*e,u=n[11]*e,f=n[8]*r,h=n[9]*r,p=n[10]*r,d=n[11]*r,m=0,g=t;m<g.length;m+=1){for(var v=g[m],y=[],x=[],b=0,_=v;b<_.length;b+=1){var w=_[b],T=w.x,k=w.y,A=n[0]*T+n[4]*k+n[12],M=n[1]*T+n[5]*k+n[13],S=n[2]*T+n[6]*k+n[14],E=n[3]*T+n[7]*k+n[15],L=S+c,C=E+u,P=A+f,I=M+h,O=S+p,z=E+d,D=new i((A+s)/C,(M+l)/C);D.z=L/C,y.push(D);var R=new i(P/z,I/z);R.z=O/z,x.push(R)}a.push(y),o.push(x)}return[a,o]}(n,f,u,l);return function(t,e,r){var n=1/0;Ka(r,e)&&(n=Ns(r,e[0]));for(var i=0;i<e.length;i++)for(var a=e[i],o=t[i],s=0;s<a.length-1;s++){var l=a[s],c=a[s+1],u=o[s],f=o[s+1],h=[l,c,f,u,l];Za(r,h)&&(n=Math.min(n,Ns(r,h)))}return n!==1/0&&n}(p[0],p[1],h)},e}(Ei);function Bs(t,e){return t.x*e.x+t.y*e.y}function Ns(t,e){if(1===t.length){for(var r,n=0,i=e[n++];!r||i.equals(r);)if(!(r=e[n++]))return 1/0;for(;n<e.length;n++){var a=e[n],o=t[0],s=r.sub(i),l=a.sub(i),c=o.sub(i),u=Bs(s,s),f=Bs(s,l),h=Bs(l,l),p=Bs(c,s),d=Bs(c,l),m=u*h-f*f,g=(h*p-f*d)/m,v=(u*d-f*p)/m,y=1-g-v,x=i.z*y+r.z*g+a.z*v;if(isFinite(x))return x}return 1/0}for(var b=1/0,_=0,w=e;_<w.length;_+=1){var T=w[_];b=Math.min(b,T.z)}return b}var js=Ii([{name:\"a_pos_normal\",components:2,type:\"Int16\"},{name:\"a_data\",components:4,type:\"Uint8\"}],4).members,Us=Ls.VectorTileFeature.types,Vs=Math.cos(Math.PI/180*37.5),Hs=Math.pow(2,14)/.5,qs=function(t){this.zoom=t.zoom,this.overscaling=t.overscaling,this.layers=t.layers,this.layerIds=this.layers.map((function(t){return t.id})),this.index=t.index,this.hasPattern=!1,this.patternFeatures=[],this.layoutVertexArray=new Fi,this.indexArray=new Yi,this.programConfigurations=new Ua(js,t.layers,t.zoom),this.segments=new pa,this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id}))};qs.prototype.populate=function(t,e,r){this.hasPattern=ds(\"line\",this.layers,e);for(var n=this.layers[0].layout.get(\"line-sort-key\"),i=[],a=0,o=t;a<o.length;a+=1){var s=o[a],l=s.feature,c=s.id,u=s.index,f=s.sourceLayerIndex,h=this.layers[0]._featureFilter.needGeometry,p={type:l.type,id:c,properties:l.properties,geometry:h?Ya(l):[]};if(this.layers[0]._featureFilter.filter(new pi(this.zoom),p,r)){h||(p.geometry=Ya(l));var d=n?n.evaluate(p,{},r):void 0,m={id:c,properties:l.properties,type:l.type,sourceLayerIndex:f,index:u,geometry:p.geometry,patterns:{},sortKey:d};i.push(m)}}n&&i.sort((function(t,e){return t.sortKey-e.sortKey}));for(var g=0,v=i;g<v.length;g+=1){var y=v[g],x=y,b=x.geometry,_=x.index,w=x.sourceLayerIndex;if(this.hasPattern){var T=ms(\"line\",this.layers,y,this.zoom,e);this.patternFeatures.push(T)}else this.addFeature(y,b,_,r,{});var k=t[_].feature;e.featureIndex.insert(k,b,_,w,this.index)}},qs.prototype.update=function(t,e,r){this.stateDependentLayers.length&&this.programConfigurations.updatePaintArrays(t,e,this.stateDependentLayers,r)},qs.prototype.addFeatures=function(t,e,r){for(var n=0,i=this.patternFeatures;n<i.length;n+=1){var a=i[n];this.addFeature(a,a.geometry,a.index,e,r)}},qs.prototype.isEmpty=function(){return 0===this.layoutVertexArray.length},qs.prototype.uploadPending=function(){return!this.uploaded||this.programConfigurations.needsUpload},qs.prototype.upload=function(t){this.uploaded||(this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,js),this.indexBuffer=t.createIndexBuffer(this.indexArray)),this.programConfigurations.upload(t),this.uploaded=!0},qs.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy())},qs.prototype.addFeature=function(t,e,r,n,i){for(var a=this.layers[0].layout,o=a.get(\"line-join\").evaluate(t,{}),s=a.get(\"line-cap\"),l=a.get(\"line-miter-limit\"),c=a.get(\"line-round-limit\"),u=0,f=e;u<f.length;u+=1){var h=f[u];this.addLine(h,t,o,s,l,c)}this.programConfigurations.populatePaintArrays(this.layoutVertexArray.length,t,r,i,n)},qs.prototype.addLine=function(t,e,r,n,i,a){if(this.distance=0,this.scaledDistance=0,this.totalDistance=0,e.properties&&e.properties.hasOwnProperty(\"mapbox_clip_start\")&&e.properties.hasOwnProperty(\"mapbox_clip_end\")){this.clipStart=+e.properties.mapbox_clip_start,this.clipEnd=+e.properties.mapbox_clip_end;for(var o=0;o<t.length-1;o++)this.totalDistance+=t[o].dist(t[o+1]);this.updateScaledDistance()}for(var s=\"Polygon\"===Us[e.type],l=t.length;l>=2&&t[l-1].equals(t[l-2]);)l--;for(var c=0;c<l-1&&t[c].equals(t[c+1]);)c++;if(!(l<(s?3:2))){\"bevel\"===r&&(i=1.05);var u,f=this.overscaling<=16?122880/(512*this.overscaling):0,h=this.segments.prepareSegment(10*l,this.layoutVertexArray,this.indexArray),p=void 0,d=void 0,m=void 0,g=void 0;this.e1=this.e2=-1,s&&(u=t[l-2],g=t[c].sub(u)._unit()._perp());for(var v=c;v<l;v++)if(!(d=v===l-1?s?t[c+1]:void 0:t[v+1])||!t[v].equals(d)){g&&(m=g),u&&(p=u),u=t[v],g=d?d.sub(u)._unit()._perp():m;var y=(m=m||g).add(g);0===y.x&&0===y.y||y._unit();var x=m.x*g.x+m.y*g.y,b=y.x*g.x+y.y*g.y,_=0!==b?1/b:1/0,w=2*Math.sqrt(2-2*b),T=b<Vs&&p&&d,k=m.x*g.y-m.y*g.x>0;if(T&&v>c){var A=u.dist(p);if(A>2*f){var M=u.sub(u.sub(p)._mult(f/A)._round());this.updateDistance(p,M),this.addCurrentVertex(M,m,0,0,h),p=M}}var S=p&&d,E=S?r:s?\"butt\":n;if(S&&\"round\"===E&&(_<a?E=\"miter\":_<=2&&(E=\"fakeround\")),\"miter\"===E&&_>i&&(E=\"bevel\"),\"bevel\"===E&&(_>2&&(E=\"flipbevel\"),_<i&&(E=\"miter\")),p&&this.updateDistance(p,u),\"miter\"===E)y._mult(_),this.addCurrentVertex(u,y,0,0,h);else if(\"flipbevel\"===E){if(_>100)y=g.mult(-1);else{var L=_*m.add(g).mag()/m.sub(g).mag();y._perp()._mult(L*(k?-1:1))}this.addCurrentVertex(u,y,0,0,h),this.addCurrentVertex(u,y.mult(-1),0,0,h)}else if(\"bevel\"===E||\"fakeround\"===E){var C=-Math.sqrt(_*_-1),P=k?C:0,I=k?0:C;if(p&&this.addCurrentVertex(u,m,P,I,h),\"fakeround\"===E)for(var O=Math.round(180*w/Math.PI/20),z=1;z<O;z++){var D=z/O;if(.5!==D){var R=D-.5;D+=D*R*(D-1)*((1.0904+x*(x*(3.55645-1.43519*x)-3.2452))*R*R+(.848013+x*(.215638*x-1.06021)))}var F=g.sub(m)._mult(D)._add(m)._unit()._mult(k?-1:1);this.addHalfVertex(u,F.x,F.y,!1,k,0,h)}d&&this.addCurrentVertex(u,g,-P,-I,h)}else if(\"butt\"===E)this.addCurrentVertex(u,y,0,0,h);else if(\"square\"===E){var B=p?1:-1;this.addCurrentVertex(u,y,B,B,h)}else\"round\"===E&&(p&&(this.addCurrentVertex(u,m,0,0,h),this.addCurrentVertex(u,m,1,1,h,!0)),d&&(this.addCurrentVertex(u,g,-1,-1,h,!0),this.addCurrentVertex(u,g,0,0,h)));if(T&&v<l-1){var N=u.dist(d);if(N>2*f){var j=u.add(d.sub(u)._mult(f/N)._round());this.updateDistance(u,j),this.addCurrentVertex(j,g,0,0,h),u=j}}}}},qs.prototype.addCurrentVertex=function(t,e,r,n,i,a){void 0===a&&(a=!1);var o=e.x+e.y*r,s=e.y-e.x*r,l=-e.x+e.y*n,c=-e.y-e.x*n;this.addHalfVertex(t,o,s,a,!1,r,i),this.addHalfVertex(t,l,c,a,!0,-n,i),this.distance>Hs/2&&0===this.totalDistance&&(this.distance=0,this.addCurrentVertex(t,e,r,n,i,a))},qs.prototype.addHalfVertex=function(t,e,r,n,i,a,o){var s=t.x,l=t.y,c=.5*this.scaledDistance;this.layoutVertexArray.emplaceBack((s<<1)+(n?1:0),(l<<1)+(i?1:0),Math.round(63*e)+128,Math.round(63*r)+128,1+(0===a?0:a<0?-1:1)|(63&c)<<2,c>>6);var u=o.vertexLength++;this.e1>=0&&this.e2>=0&&(this.indexArray.emplaceBack(this.e1,this.e2,u),o.primitiveLength++),i?this.e2=u:this.e1=u},qs.prototype.updateScaledDistance=function(){this.scaledDistance=this.totalDistance>0?(this.clipStart+(this.clipEnd-this.clipStart)*this.distance/this.totalDistance)*(Hs-1):this.distance},qs.prototype.updateDistance=function(t,e){this.distance+=t.dist(e),this.updateScaledDistance()},Nn(\"LineBucket\",qs,{omit:[\"layers\",\"patternFeatures\"]});var Gs=new Si({\"line-cap\":new 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e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.possiblyEvaluate=function(e,r){return r=new pi(Math.floor(r.zoom),{now:r.now,fadeDuration:r.fadeDuration,zoomHistory:r.zoomHistory,transition:r.transition}),t.prototype.possiblyEvaluate.call(this,e,r)},e.prototype.evaluate=function(e,r,n,i){return r=u({},r,{zoom:Math.floor(r.zoom)}),t.prototype.evaluate.call(this,e,r,n,i)},e}(Ti))(Ys.paint.properties[\"line-width\"].specification);Ws.useIntegerZoom=!0;var Xs=function(t){function e(e){t.call(this,e,Ys)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._handleSpecialPaintPropertyUpdate=function(t){\"line-gradient\"===t&&this._updateGradient()},e.prototype._updateGradient=function(){var 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o=t[a],s=[],l=0;l<o.length;l++){var c=o[l-1],u=o[l],f=o[l+1],h=0===l?n:u.sub(c)._unit()._perp(),p=l===o.length-1?n:f.sub(u)._unit()._perp(),d=h._add(p)._unit(),m=d.x*p.x+d.y*p.y;d._mult(1/m),s.push(d._mult(e)._add(u))}r.push(s)}return r}(n,u*s)),function(t,e,r){for(var n=0;n<e.length;n++){var i=e[n];if(t.length>=3)for(var a=0;a<i.length;a++)if(io(t,i[a]))return!0;if(Qa(t,i,r))return!0}return!1}(l,n,c)},e.prototype.isTileClipped=function(){return!0},e}(Ei);function Zs(t,e){return e>0?e+2*t:t}var 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nl=function(t,e,r,n,i){var a,o,s=8*i-n-1,l=(1<<s)-1,c=l>>1,u=-7,f=r?i-1:0,h=r?-1:1,p=t[e+f];for(f+=h,a=p&(1<<-u)-1,p>>=-u,u+=s;u>0;a=256*a+t[e+f],f+=h,u-=8);for(o=a&(1<<-u)-1,a>>=-u,u+=n;u>0;o=256*o+t[e+f],f+=h,u-=8);if(0===a)a=1-c;else{if(a===l)return o?NaN:1/0*(p?-1:1);o+=Math.pow(2,n),a-=c}return(p?-1:1)*o*Math.pow(2,a-n)},il=function(t,e,r,n,i,a){var o,s,l,c=8*a-i-1,u=(1<<c)-1,f=u>>1,h=23===i?Math.pow(2,-24)-Math.pow(2,-77):0,p=n?0:a-1,d=n?1:-1,m=e<0||0===e&&1/e<0?1:0;for(e=Math.abs(e),isNaN(e)||e===1/0?(s=isNaN(e)?1:0,o=u):(o=Math.floor(Math.log(e)/Math.LN2),e*(l=Math.pow(2,-o))<1&&(o--,l*=2),(e+=o+f>=1?h/l:h*Math.pow(2,1-f))*l>=2&&(o++,l/=2),o+f>=u?(s=0,o=u):o+f>=1?(s=(e*l-1)*Math.pow(2,i),o+=f):(s=e*Math.pow(2,f-1)*Math.pow(2,i),o=0));i>=8;t[r+p]=255&s,p+=d,s/=256,i-=8);for(o=o<<i|s,c+=i;c>0;t[r+p]=255&o,p+=d,o/=256,c-=8);t[r+p-d]|=128*m},al=ol;function ol(t){this.buf=ArrayBuffer.isView&&ArrayBuffer.isView(t)?t:new 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e=ll(this);for(t=t||[];this.pos<e;)t.push(this.readSFixed32());return t},readPackedFixed64:function(t){if(this.type!==ol.Bytes)return t.push(this.readFixed64());var e=ll(this);for(t=t||[];this.pos<e;)t.push(this.readFixed64());return t},readPackedSFixed64:function(t){if(this.type!==ol.Bytes)return t.push(this.readSFixed64());var e=ll(this);for(t=t||[];this.pos<e;)t.push(this.readSFixed64());return t},skip:function(t){var e=7&t;if(e===ol.Varint)for(;this.buf[this.pos++]>127;);else if(e===ol.Bytes)this.pos=this.readVarint()+this.pos;else if(e===ol.Fixed32)this.pos+=4;else{if(e!==ol.Fixed64)throw new Error(\"Unimplemented type: \"+e);this.pos+=8}},writeTag:function(t,e){this.writeVarint(t<<3|e)},realloc:function(t){for(var e=this.length||16;e<this.pos+t;)e*=2;if(e!==this.length){var r=new Uint8Array(e);r.set(this.buf),this.buf=r,this.length=e}},finish:function(){return 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r=(7&t)<<4;if(e.buf[e.pos++]|=r|((t>>>=3)?128:0),!t)return;if(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),!t)return;if(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),!t)return;if(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),!t)return;if(e.buf[e.pos++]=127&t|((t>>>=7)?128:0),!t)return;e.buf[e.pos++]=127&t}(n,e)}(t,this):(this.realloc(4),this.buf[this.pos++]=127&t|(t>127?128:0),t<=127||(this.buf[this.pos++]=127&(t>>>=7)|(t>127?128:0),t<=127||(this.buf[this.pos++]=127&(t>>>=7)|(t>127?128:0),t<=127||(this.buf[this.pos++]=t>>>7&127))))},writeSVarint:function(t){this.writeVarint(t<0?2*-t-1:2*t)},writeBoolean:function(t){this.writeVarint(Boolean(t))},writeString:function(t){t=String(t),this.realloc(4*t.length),this.pos++;var e=this.pos;this.pos=function(t,e,r){for(var n,i,a=0;a<e.length;a++){if((n=e.charCodeAt(a))>55295&&n<57344){if(!i){n>56319||a+1===e.length?(t[r++]=239,t[r++]=191,t[r++]=189):i=n;continue}if(n<56320){t[r++]=239,t[r++]=191,t[r++]=189,i=n;continue}n=i-55296<<10|n-56320|65536,i=null}else i&&(t[r++]=239,t[r++]=191,t[r++]=189,i=null);n<128?t[r++]=n:(n<2048?t[r++]=n>>6|192:(n<65536?t[r++]=n>>12|224:(t[r++]=n>>18|240,t[r++]=n>>12&63|128),t[r++]=n>>6&63|128),t[r++]=63&n|128)}return r}(this.buf,t,this.pos);var r=this.pos-e;r>=128&&ul(e,r,this),this.pos=e-1,this.writeVarint(r),this.pos+=r},writeFloat:function(t){this.realloc(4),il(this.buf,t,this.pos,!0,23,4),this.pos+=4},writeDouble:function(t){this.realloc(8),il(this.buf,t,this.pos,!0,52,8),this.pos+=8},writeBytes:function(t){var e=t.length;this.writeVarint(e),this.realloc(e);for(var r=0;r<e;r++)this.buf[this.pos++]=t[r]},writeRawMessage:function(t,e){this.pos++;var r=this.pos;t(e,this);var n=this.pos-r;n>=128&&ul(r,n,this),this.pos=r-1,this.writeVarint(n),this.pos+=n},writeMessage:function(t,e,r){this.writeTag(t,ol.Bytes),this.writeRawMessage(e,r)},writePackedVarint:function(t,e){e.length&&this.writeMessage(t,fl,e)},writePackedSVarint:function(t,e){e.length&&this.writeMessage(t,hl,e)},writePackedBoolean:function(t,e){e.length&&this.writeMessage(t,ml,e)},writePackedFloat:function(t,e){e.length&&this.writeMessage(t,pl,e)},writePackedDouble:function(t,e){e.length&&this.writeMessage(t,dl,e)},writePackedFixed32:function(t,e){e.length&&this.writeMessage(t,gl,e)},writePackedSFixed32:function(t,e){e.length&&this.writeMessage(t,vl,e)},writePackedFixed64:function(t,e){e.length&&this.writeMessage(t,yl,e)},writePackedSFixed64:function(t,e){e.length&&this.writeMessage(t,xl,e)},writeBytesField:function(t,e){this.writeTag(t,ol.Bytes),this.writeBytes(e)},writeFixed32Field:function(t,e){this.writeTag(t,ol.Fixed32),this.writeFixed32(e)},writeSFixed32Field:function(t,e){this.writeTag(t,ol.Fixed32),this.writeSFixed32(e)},writeFixed64Field:function(t,e){this.writeTag(t,ol.Fixed64),this.writeFixed64(e)},writeSFixed64Field:function(t,e){this.writeTag(t,ol.Fixed64),this.writeSFixed64(e)},writeVarintField:function(t,e){this.writeTag(t,ol.Varint),this.writeVarint(e)},writeSVarintField:function(t,e){this.writeTag(t,ol.Varint),this.writeSVarint(e)},writeStringField:function(t,e){this.writeTag(t,ol.Bytes),this.writeString(e)},writeFloatField:function(t,e){this.writeTag(t,ol.Fixed32),this.writeFloat(e)},writeDoubleField:function(t,e){this.writeTag(t,ol.Fixed64),this.writeDouble(e)},writeBooleanField:function(t,e){this.writeVarintField(t,Boolean(e))}};function Tl(t,e,r){1===t&&r.readMessage(kl,e)}function kl(t,e,r){if(3===t){var n=r.readMessage(Al,{}),i=n.id,a=n.bitmap,o=n.width,s=n.height,l=n.left,c=n.top,u=n.advance;e.push({id:i,bitmap:new So({width:o+6,height:s+6},a),metrics:{width:o,height:s,left:l,top:c,advance:u}})}}function Al(t,e,r){1===t?e.id=r.readVarint():2===t?e.bitmap=r.readBytes():3===t?e.width=r.readVarint():4===t?e.height=r.readVarint():5===t?e.left=r.readSVarint():6===t?e.top=r.readSVarint():7===t&&(e.advance=r.readVarint())}function Ml(t){for(var e=0,r=0,n=0,i=t;n<i.length;n+=1){var a=i[n];e+=a.w*a.h,r=Math.max(r,a.w)}t.sort((function(t,e){return e.h-t.h}));for(var o=[{x:0,y:0,w:Math.max(Math.ceil(Math.sqrt(e/.95)),r),h:1/0}],s=0,l=0,c=0,u=t;c<u.length;c+=1)for(var f=u[c],h=o.length-1;h>=0;h--){var p=o[h];if(!(f.w>p.w||f.h>p.h)){if(f.x=p.x,f.y=p.y,l=Math.max(l,f.y+f.h),s=Math.max(s,f.x+f.w),f.w===p.w&&f.h===p.h){var d=o.pop();h<o.length&&(o[h]=d)}else 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Eo({width:o||1,height:s||1});for(var c in t){var u=t[c],f=r[c].paddedRect;Eo.copy(u.data,l,{x:0,y:0},{x:f.x+1,y:f.y+1},u.data)}for(var h in e){var p=e[h],d=n[h].paddedRect,m=d.x+1,g=d.y+1,v=p.data.width,y=p.data.height;Eo.copy(p.data,l,{x:0,y:0},{x:m,y:g},p.data),Eo.copy(p.data,l,{x:0,y:y-1},{x:m,y:g-1},{width:v,height:1}),Eo.copy(p.data,l,{x:0,y:0},{x:m,y:g+y},{width:v,height:1}),Eo.copy(p.data,l,{x:v-1,y:0},{x:m-1,y:g},{width:1,height:y}),Eo.copy(p.data,l,{x:0,y:0},{x:m+v,y:g},{width:1,height:y})}this.image=l,this.iconPositions=r,this.patternPositions=n};Ll.prototype.addImages=function(t,e,r){for(var n in t){var i=t[n],a={x:0,y:0,w:i.data.width+2,h:i.data.height+2};r.push(a),e[n]=new Sl(a,i),i.hasRenderCallback&&this.haveRenderCallbacks.push(n)}},Ll.prototype.patchUpdatedImages=function(t,e){for(var r in t.dispatchRenderCallbacks(this.haveRenderCallbacks),t.updatedImages)this.patchUpdatedImage(this.iconPositions[r],t.getImage(r),e),this.patchUpdatedImage(this.patternPositions[r],t.getImage(r),e)},Ll.prototype.patchUpdatedImage=function(t,e,r){if(t&&e&&t.version!==e.version){t.version=e.version;var n=t.tl,i=n[0],a=n[1];r.update(e.data,void 0,{x:i,y:a})}},Nn(\"ImagePosition\",Sl),Nn(\"ImageAtlas\",Ll);var Cl={horizontal:1,vertical:2,horizontalOnly:3};var Pl=function(){this.scale=1,this.fontStack=\"\",this.imageName=null};Pl.forText=function(t,e){var r=new Pl;return r.scale=t||1,r.fontStack=e,r},Pl.forImage=function(t){var e=new Pl;return e.imageName=t,e};var Il=function(){this.text=\"\",this.sectionIndex=[],this.sections=[],this.imageSectionID=null};function Ol(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,m){var g,v=Il.fromFeature(t,i);f===Cl.vertical&&v.verticalizePunctuation();var y=hi.processBidirectionalText,x=hi.processStyledBidirectionalText;if(y&&1===v.sections.length){g=[];for(var b=0,_=y(v.toString(),jl(v,c,a,e,n,p,d));b<_.length;b+=1){var w=_[b],T=new Il;T.text=w,T.sections=v.sections;for(var k=0;k<w.length;k++)T.sectionIndex.push(0);g.push(T)}}else if(x){g=[];for(var A=0,M=x(v.text,v.sectionIndex,jl(v,c,a,e,n,p,d));A<M.length;A+=1){var S=M[A],E=new Il;E.text=S[0],E.sectionIndex=S[1],E.sections=v.sections,g.push(E)}}else g=function(t,e){for(var r=[],n=t.text,i=0,a=0,o=e;a<o.length;a+=1){var s=o[a];r.push(t.substring(i,s)),i=s}return i<n.length&&r.push(t.substring(i,n.length)),r}(v,jl(v,c,a,e,n,p,d));var L=[],C={positionedLines:L,text:v.toString(),top:u[1],bottom:u[1],left:u[0],right:u[0],writingMode:f,iconsInText:!1,verticalizable:!1};return function(t,e,r,n,i,a,o,s,l,c,u,f){for(var h=0,p=-17,d=0,m=0,g=\"right\"===s?1:\"left\"===s?0:.5,v=0,y=0,x=i;y<x.length;y+=1){var b=x[y];b.trim();var _=b.getMaxScale(),w=24*(_-1),T={positionedGlyphs:[],lineOffset:0};t.positionedLines[v]=T;var k=T.positionedGlyphs,A=0;if(b.length()){for(var M=0;M<b.length();M++){var S=b.getSection(M),E=b.getSectionIndex(M),L=b.getCharCode(M),C=0,P=null,I=null,O=null,z=24,D=!(l===Cl.horizontal||!u&&!Zn(L)||u&&(zl[L]||(Y=L,Yn.Arabic(Y)||Yn[\"Arabic Supplement\"](Y)||Yn[\"Arabic Extended-A\"](Y)||Yn[\"Arabic Presentation Forms-A\"](Y)||Yn[\"Arabic Presentation Forms-B\"](Y))));if(S.imageName){var R=n[S.imageName];if(!R)continue;O=S.imageName,t.iconsInText=t.iconsInText||!0,I=R.paddedRect;var F=R.displaySize;S.scale=24*S.scale/f,P={width:F[0],height:F[1],left:1,top:-3,advance:D?F[1]:F[0]};var B=24-F[1]*S.scale;C=w+B,z=P.advance;var N=D?F[0]*S.scale-24*_:F[1]*S.scale-24*_;N>0&&N>A&&(A=N)}else{var j=r[S.fontStack],U=j&&j[L];if(U&&U.rect)I=U.rect,P=U.metrics;else{var V=e[S.fontStack],H=V&&V[L];if(!H)continue;P=H.metrics}C=24*(_-S.scale)}D?(t.verticalizable=!0,k.push({glyph:L,imageName:O,x:h,y:p+C,vertical:D,scale:S.scale,fontStack:S.fontStack,sectionIndex:E,metrics:P,rect:I}),h+=z*S.scale+c):(k.push({glyph:L,imageName:O,x:h,y:p+C,vertical:D,scale:S.scale,fontStack:S.fontStack,sectionIndex:E,metrics:P,rect:I}),h+=P.advance*S.scale+c)}if(0!==k.length){var q=h-c;d=Math.max(q,d),Vl(k,0,k.length-1,g,A)}h=0;var G=a*_+A;T.lineOffset=Math.max(A,w),p+=G,m=Math.max(G,m),++v}else p+=a,++v}var Y;var W=p- -17,X=Ul(o),Z=X.horizontalAlign,J=X.verticalAlign;(function(t,e,r,n,i,a,o,s,l){var c=(e-r)*i,u=0;u=a!==o?-s*n- -17:(-n*l+.5)*o;for(var f=0,h=t;f<h.length;f+=1)for(var p=h[f],d=0,m=p.positionedGlyphs;d<m.length;d+=1){var g=m[d];g.x+=c,g.y+=u}})(t.positionedLines,g,Z,J,d,m,a,W,i.length),t.top+=-J*W,t.bottom=t.top+W,t.left+=-Z*d,t.right=t.left+d}(C,e,r,n,g,o,s,l,f,c,h,m),!function(t){for(var e=0,r=t;e<r.length;e+=1){if(0!==r[e].positionedGlyphs.length)return!1}return!0}(L)&&C}Il.fromFeature=function(t,e){for(var r=new Il,n=0;n<t.sections.length;n++){var i=t.sections[n];i.image?r.addImageSection(i):r.addTextSection(i,e)}return r},Il.prototype.length=function(){return this.text.length},Il.prototype.getSection=function(t){return this.sections[this.sectionIndex[t]]},Il.prototype.getSectionIndex=function(t){return this.sectionIndex[t]},Il.prototype.getCharCode=function(t){return this.text.charCodeAt(t)},Il.prototype.verticalizePunctuation=function(){this.text=function(t){for(var e=\"\",r=0;r<t.length;r++){var n=t.charCodeAt(r+1)||null,i=t.charCodeAt(r-1)||null;(!n||!Jn(n)||rl[t[r+1]])&&(!i||!Jn(i)||rl[t[r-1]])&&rl[t[r]]?e+=rl[t[r]]:e+=t[r]}return e}(this.text)},Il.prototype.trim=function(){for(var t=0,e=0;e<this.text.length&&zl[this.text.charCodeAt(e)];e++)t++;for(var 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e=this.data,r=this.compare,n=this.length>>1,i=e[t];t<n;){var a=1+(t<<1),o=e[a],s=a+1;if(s<this.length&&r(e[s],o)<0&&(a=s,o=e[s]),r(o,i)>=0)break;e[t]=o,t=a}e[t]=i};var pc=Number.POSITIVE_INFINITY;function dc(t,e){return e[1]!==pc?function(t,e,r){var n=0,i=0;switch(e=Math.abs(e),r=Math.abs(r),t){case\"top-right\":case\"top-left\":case\"top\":i=r-7;break;case\"bottom-right\":case\"bottom-left\":case\"bottom\":i=7-r}switch(t){case\"top-right\":case\"bottom-right\":case\"right\":n=-e;break;case\"top-left\":case\"bottom-left\":case\"left\":n=e}return[n,i]}(t,e[0],e[1]):function(t,e){var r=0,n=0;e<0&&(e=0);var i=e/Math.sqrt(2);switch(t){case\"top-right\":case\"top-left\":n=i-7;break;case\"bottom-right\":case\"bottom-left\":n=7-i;break;case\"bottom\":n=7-e;break;case\"top\":n=e-7}switch(t){case\"top-right\":case\"bottom-right\":r=-i;break;case\"top-left\":case\"bottom-left\":r=i;break;case\"left\":r=e;break;case\"right\":r=-e}return[r,n]}(t,e[0])}function mc(t){switch(t){case\"right\":case\"top-right\":case\"bottom-right\":return\"right\";case\"left\":case\"top-left\":case\"bottom-left\":return\"left\"}return\"center\"}function gc(t,e,r,n,a,o,s,l,c,u,f,h,p,d,m){var g=function(t,e,r,n,a,o,s,l){for(var c=n.layout.get(\"text-rotate\").evaluate(o,{})*Math.PI/180,u=[],f=0,h=e.positionedLines;f<h.length;f+=1)for(var p=h[f],d=0,m=p.positionedGlyphs;d<m.length;d+=1){var g=m[d];if(g.rect){var v=g.rect||{},y=4,x=!0,b=1,_=0,w=(a||l)&&g.vertical,T=g.metrics.advance*g.scale/2;if(l&&e.verticalizable){var k=24*(g.scale-1),A=(24-g.metrics.width*g.scale)/2;_=p.lineOffset/2-(g.imageName?-A:k)}if(g.imageName){var M=s[g.imageName];x=M.sdf,y=1/(b=M.pixelRatio)}var S=a?[g.x+T,g.y]:[0,0],E=a?[0,0]:[g.x+T+r[0],g.y+r[1]-_],L=[0,0];w&&(L=E,E=[0,0]);var C=(g.metrics.left-y)*g.scale-T+E[0],P=(-g.metrics.top-y)*g.scale+E[1],I=C+v.w*g.scale/b,O=P+v.h*g.scale/b,z=new i(C,P),D=new i(I,P),R=new i(C,O),F=new i(I,O);if(w){var B=new i(-T,T- -17),N=-Math.PI/2,j=12-T,U=g.imageName?j:0,V=new i(22-j,-U),H=new(Function.prototype.bind.apply(i,[null].concat(L)));z._rotateAround(N,B)._add(V)._add(H),D._rotateAround(N,B)._add(V)._add(H),R._rotateAround(N,B)._add(V)._add(H),F._rotateAround(N,B)._add(V)._add(H)}if(c){var q=Math.sin(c),G=Math.cos(c),Y=[G,-q,q,G];z._matMult(Y),D._matMult(Y),R._matMult(Y),F._matMult(Y)}var W=new i(0,0),X=new i(0,0);u.push({tl:z,tr:D,bl:R,br:F,tex:v,writingMode:e.writingMode,glyphOffset:S,sectionIndex:g.sectionIndex,isSDF:x,pixelOffsetTL:W,pixelOffsetBR:X,minFontScaleX:0,minFontScaleY:0})}}return u}(0,r,l,a,o,s,n,t.allowVerticalPlacement),v=t.textSizeData,y=null;\"source\"===v.kind?(y=[128*a.layout.get(\"text-size\").evaluate(s,{})])[0]>32640&&_(t.layerIds[0]+': Value for \"text-size\" is >= 255. Reduce your \"text-size\".'):\"composite\"===v.kind&&((y=[128*d.compositeTextSizes[0].evaluate(s,{},m),128*d.compositeTextSizes[1].evaluate(s,{},m)])[0]>32640||y[1]>32640)&&_(t.layerIds[0]+': Value for \"text-size\" is >= 255. Reduce your \"text-size\".'),t.addSymbols(t.text,g,y,l,o,s,u,e,c.lineStartIndex,c.lineLength,p,m);for(var x=0,b=f;x<b.length;x+=1){h[b[x]]=t.text.placedSymbolArray.length-1}return 4*g.length}function vc(t){for(var e in t)return t[e];return null}function yc(t,e,r,n){var i=t.compareText;if(e in i){for(var a=i[e],o=a.length-1;o>=0;o--)if(n.dist(a[o])<r)return!0}else i[e]=[];return i[e].push(n),!1}var xc=Ls.VectorTileFeature.types,bc=[{name:\"a_fade_opacity\",components:1,type:\"Uint8\",offset:0}];function _c(t,e,r,n,i,a,o,s,l,c,u,f,h){var p=s?Math.min(32640,Math.round(s[0])):0,d=s?Math.min(32640,Math.round(s[1])):0;t.emplaceBack(e,r,Math.round(32*n),Math.round(32*i),a,o,(p<<1)+(l?1:0),d,16*c,16*u,256*f,256*h)}function wc(t,e,r){t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r),t.emplaceBack(e.x,e.y,r)}function Tc(t){for(var e=0,r=t.sections;e<r.length;e+=1){if($n(r[e].text))return!0}return!1}var kc=function(t){this.layoutVertexArray=new Ni,this.indexArray=new Yi,this.programConfigurations=t,this.segments=new pa,this.dynamicLayoutVertexArray=new ji,this.opacityVertexArray=new Ui,this.placedSymbolArray=new aa};kc.prototype.isEmpty=function(){return 0===this.layoutVertexArray.length&&0===this.indexArray.length&&0===this.dynamicLayoutVertexArray.length&&0===this.opacityVertexArray.length},kc.prototype.upload=function(t,e,r,n){this.isEmpty()||(r&&(this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,Js.members),this.indexBuffer=t.createIndexBuffer(this.indexArray,e),this.dynamicLayoutVertexBuffer=t.createVertexBuffer(this.dynamicLayoutVertexArray,Ks.members,!0),this.opacityVertexBuffer=t.createVertexBuffer(this.opacityVertexArray,bc,!0),this.opacityVertexBuffer.itemSize=1),(r||n)&&this.programConfigurations.upload(t))},kc.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.programConfigurations.destroy(),this.segments.destroy(),this.dynamicLayoutVertexBuffer.destroy(),this.opacityVertexBuffer.destroy())},Nn(\"SymbolBuffers\",kc);var Ac=function(t,e,r){this.layoutVertexArray=new t,this.layoutAttributes=e,this.indexArray=new r,this.segments=new pa,this.collisionVertexArray=new Gi};Ac.prototype.upload=function(t){this.layoutVertexBuffer=t.createVertexBuffer(this.layoutVertexArray,this.layoutAttributes),this.indexBuffer=t.createIndexBuffer(this.indexArray),this.collisionVertexBuffer=t.createVertexBuffer(this.collisionVertexArray,Qs.members,!0)},Ac.prototype.destroy=function(){this.layoutVertexBuffer&&(this.layoutVertexBuffer.destroy(),this.indexBuffer.destroy(),this.segments.destroy(),this.collisionVertexBuffer.destroy())},Nn(\"CollisionBuffers\",Ac);var Mc=function(t){this.collisionBoxArray=t.collisionBoxArray,this.zoom=t.zoom,this.overscaling=t.overscaling,this.layers=t.layers,this.layerIds=this.layers.map((function(t){return t.id})),this.index=t.index,this.pixelRatio=t.pixelRatio,this.sourceLayerIndex=t.sourceLayerIndex,this.hasPattern=!1,this.hasRTLText=!1,this.sortKeyRanges=[],this.collisionCircleArray=[],this.placementInvProjMatrix=ho([]),this.placementViewportMatrix=ho([]);var e=this.layers[0]._unevaluatedLayout._values;this.textSizeData=Gl(this.zoom,e[\"text-size\"]),this.iconSizeData=Gl(this.zoom,e[\"icon-size\"]);var r=this.layers[0].layout,n=r.get(\"symbol-sort-key\"),i=r.get(\"symbol-z-order\");this.sortFeaturesByKey=\"viewport-y\"!==i&&void 0!==n.constantOr(1);var a=\"viewport-y\"===i||\"auto\"===i&&!this.sortFeaturesByKey;this.sortFeaturesByY=a&&(r.get(\"text-allow-overlap\")||r.get(\"icon-allow-overlap\")||r.get(\"text-ignore-placement\")||r.get(\"icon-ignore-placement\")),\"point\"===r.get(\"symbol-placement\")&&(this.writingModes=r.get(\"text-writing-mode\").map((function(t){return Cl[t]}))),this.stateDependentLayerIds=this.layers.filter((function(t){return t.isStateDependent()})).map((function(t){return t.id})),this.sourceID=t.sourceID};Mc.prototype.createArrays=function(){this.text=new kc(new Ua(Js.members,this.layers,this.zoom,(function(t){return/^text/.test(t)}))),this.icon=new kc(new Ua(Js.members,this.layers,this.zoom,(function(t){return/^icon/.test(t)}))),this.glyphOffsetArray=new la,this.lineVertexArray=new ca,this.symbolInstances=new sa},Mc.prototype.calculateGlyphDependencies=function(t,e,r,n,i){for(var a=0;a<t.length;a++)if(e[t.charCodeAt(a)]=!0,(r||n)&&i){var o=rl[t.charAt(a)];o&&(e[o.charCodeAt(0)]=!0)}},Mc.prototype.populate=function(t,e,r){var n=this.layers[0],i=n.layout,a=i.get(\"text-font\"),o=i.get(\"text-field\"),s=i.get(\"icon-image\"),l=(\"constant\"!==o.value.kind||o.value.value instanceof ne&&!o.value.value.isEmpty()||o.value.value.toString().length>0)&&(\"constant\"!==a.value.kind||a.value.value.length>0),c=\"constant\"!==s.value.kind||!!s.value.value||Object.keys(s.parameters).length>0,u=i.get(\"symbol-sort-key\");if(this.features=[],l||c){for(var f=e.iconDependencies,h=e.glyphDependencies,p=e.availableImages,d=new pi(this.zoom),m=0,g=t;m<g.length;m+=1){var v=g[m],y=v.feature,x=v.id,b=v.index,_=v.sourceLayerIndex,w=n._featureFilter.needGeometry,T={type:y.type,id:x,properties:y.properties,geometry:w?Ya(y):[]};if(n._featureFilter.filter(d,T,r)){w||(T.geometry=Ya(y));var k=void 0;if(l){var A=n.getValueAndResolveTokens(\"text-field\",T,r,p),M=ne.factory(A);Tc(M)&&(this.hasRTLText=!0),(!this.hasRTLText||\"unavailable\"===ui()||this.hasRTLText&&hi.isParsed())&&(k=el(M,n,T))}var S=void 0;if(c){var E=n.getValueAndResolveTokens(\"icon-image\",T,r,p);S=E instanceof ie?E:ie.fromString(E)}if(k||S){var L=this.sortFeaturesByKey?u.evaluate(T,{},r):void 0,C={id:x,text:k,icon:S,index:b,sourceLayerIndex:_,geometry:Ya(y),properties:y.properties,type:xc[y.type],sortKey:L};if(this.features.push(C),S&&(f[S.name]=!0),k){var P=a.evaluate(T,{},r).join(\",\"),I=\"map\"===i.get(\"text-rotation-alignment\")&&\"point\"!==i.get(\"symbol-placement\");this.allowVerticalPlacement=this.writingModes&&this.writingModes.indexOf(Cl.vertical)>=0;for(var O=0,z=k.sections;O<z.length;O+=1){var D=z[O];if(D.image)f[D.image.name]=!0;else{var R=Wn(k.toString()),F=D.fontStack||P,B=h[F]=h[F]||{};this.calculateGlyphDependencies(D.text,B,I,this.allowVerticalPlacement,R)}}}}}}\"line\"===i.get(\"symbol-placement\")&&(this.features=function(t){var e={},r={},n=[],i=0;function a(e){n.push(t[e]),i++}function o(t,e,i){var a=r[t];return delete r[t],r[e]=a,n[a].geometry[0].pop(),n[a].geometry[0]=n[a].geometry[0].concat(i[0]),a}function s(t,r,i){var a=e[r];return delete e[r],e[t]=a,n[a].geometry[0].shift(),n[a].geometry[0]=i[0].concat(n[a].geometry[0]),a}function l(t,e,r){var n=r?e[0][e[0].length-1]:e[0][0];return t+\":\"+n.x+\":\"+n.y}for(var c=0;c<t.length;c++){var u=t[c],f=u.geometry,h=u.text?u.text.toString():null;if(h){var p=l(h,f),d=l(h,f,!0);if(p in r&&d in e&&r[p]!==e[d]){var m=s(p,d,f),g=o(p,d,n[m].geometry);delete e[p],delete r[d],r[l(h,n[g].geometry,!0)]=g,n[m].geometry=null}else p in r?o(p,d,f):d in e?s(p,d,f):(a(c),e[p]=i-1,r[d]=i-1)}else a(c)}return n.filter((function(t){return t.geometry}))}(this.features)),this.sortFeaturesByKey&&this.features.sort((function(t,e){return t.sortKey-e.sortKey}))}},Mc.prototype.update=function(t,e,r){this.stateDependentLayers.length&&(this.text.programConfigurations.updatePaintArrays(t,e,this.layers,r),this.icon.programConfigurations.updatePaintArrays(t,e,this.layers,r))},Mc.prototype.isEmpty=function(){return 0===this.symbolInstances.length&&!this.hasRTLText},Mc.prototype.uploadPending=function(){return!this.uploaded||this.text.programConfigurations.needsUpload||this.icon.programConfigurations.needsUpload},Mc.prototype.upload=function(t){!this.uploaded&&this.hasDebugData()&&(this.textCollisionBox.upload(t),this.iconCollisionBox.upload(t)),this.text.upload(t,this.sortFeaturesByY,!this.uploaded,this.text.programConfigurations.needsUpload),this.icon.upload(t,this.sortFeaturesByY,!this.uploaded,this.icon.programConfigurations.needsUpload),this.uploaded=!0},Mc.prototype.destroyDebugData=function(){this.textCollisionBox.destroy(),this.iconCollisionBox.destroy()},Mc.prototype.destroy=function(){this.text.destroy(),this.icon.destroy(),this.hasDebugData()&&this.destroyDebugData()},Mc.prototype.addToLineVertexArray=function(t,e){var r=this.lineVertexArray.length;if(void 0!==t.segment){for(var n=t.dist(e[t.segment+1]),i=t.dist(e[t.segment]),a={},o=t.segment+1;o<e.length;o++)a[o]={x:e[o].x,y:e[o].y,tileUnitDistanceFromAnchor:n},o<e.length-1&&(n+=e[o+1].dist(e[o]));for(var s=t.segment||0;s>=0;s--)a[s]={x:e[s].x,y:e[s].y,tileUnitDistanceFromAnchor:i},s>0&&(i+=e[s-1].dist(e[s]));for(var l=0;l<e.length;l++){var c=a[l];this.lineVertexArray.emplaceBack(c.x,c.y,c.tileUnitDistanceFromAnchor)}}return{lineStartIndex:r,lineLength:this.lineVertexArray.length-r}},Mc.prototype.addSymbols=function(t,e,r,n,i,a,o,s,l,c,u,f){for(var h=t.indexArray,p=t.layoutVertexArray,d=t.segments.prepareSegment(4*e.length,p,h,a.sortKey),m=this.glyphOffsetArray.length,g=d.vertexLength,v=this.allowVerticalPlacement&&o===Cl.vertical?Math.PI/2:0,y=a.text&&a.text.sections,x=0;x<e.length;x++){var b=e[x],_=b.tl,w=b.tr,T=b.bl,k=b.br,A=b.tex,M=b.pixelOffsetTL,S=b.pixelOffsetBR,E=b.minFontScaleX,L=b.minFontScaleY,C=b.glyphOffset,P=b.isSDF,I=b.sectionIndex,O=d.vertexLength,z=C[1];_c(p,s.x,s.y,_.x,z+_.y,A.x,A.y,r,P,M.x,M.y,E,L),_c(p,s.x,s.y,w.x,z+w.y,A.x+A.w,A.y,r,P,S.x,M.y,E,L),_c(p,s.x,s.y,T.x,z+T.y,A.x,A.y+A.h,r,P,M.x,S.y,E,L),_c(p,s.x,s.y,k.x,z+k.y,A.x+A.w,A.y+A.h,r,P,S.x,S.y,E,L),wc(t.dynamicLayoutVertexArray,s,v),h.emplaceBack(O,O+1,O+2),h.emplaceBack(O+1,O+2,O+3),d.vertexLength+=4,d.primitiveLength+=2,this.glyphOffsetArray.emplaceBack(C[0]),x!==e.length-1&&I===e[x+1].sectionIndex||t.programConfigurations.populatePaintArrays(p.length,a,a.index,{},f,y&&y[I])}t.placedSymbolArray.emplaceBack(s.x,s.y,m,this.glyphOffsetArray.length-m,g,l,c,s.segment,r?r[0]:0,r?r[1]:0,n[0],n[1],o,0,!1,0,u)},Mc.prototype._addCollisionDebugVertex=function(t,e,r,n,i,a){return e.emplaceBack(0,0),t.emplaceBack(r.x,r.y,n,i,Math.round(a.x),Math.round(a.y))},Mc.prototype.addCollisionDebugVertices=function(t,e,r,n,a,o,s){var l=a.segments.prepareSegment(4,a.layoutVertexArray,a.indexArray),c=l.vertexLength,u=a.layoutVertexArray,f=a.collisionVertexArray,h=s.anchorX,p=s.anchorY;this._addCollisionDebugVertex(u,f,o,h,p,new i(t,e)),this._addCollisionDebugVertex(u,f,o,h,p,new i(r,e)),this._addCollisionDebugVertex(u,f,o,h,p,new i(r,n)),this._addCollisionDebugVertex(u,f,o,h,p,new i(t,n)),l.vertexLength+=4;var d=a.indexArray;d.emplaceBack(c,c+1),d.emplaceBack(c+1,c+2),d.emplaceBack(c+2,c+3),d.emplaceBack(c+3,c),l.primitiveLength+=4},Mc.prototype.addDebugCollisionBoxes=function(t,e,r,n){for(var i=t;i<e;i++){var a=this.collisionBoxArray.get(i),o=a.x1,s=a.y1,l=a.x2,c=a.y2;this.addCollisionDebugVertices(o,s,l,c,n?this.textCollisionBox:this.iconCollisionBox,a.anchorPoint,r)}},Mc.prototype.generateCollisionDebugBuffers=function(){this.hasDebugData()&&this.destroyDebugData(),this.textCollisionBox=new Ac(Hi,$s.members,Qi),this.iconCollisionBox=new Ac(Hi,$s.members,Qi);for(var t=0;t<this.symbolInstances.length;t++){var e=this.symbolInstances.get(t);this.addDebugCollisionBoxes(e.textBoxStartIndex,e.textBoxEndIndex,e,!0),this.addDebugCollisionBoxes(e.verticalTextBoxStartIndex,e.verticalTextBoxEndIndex,e,!0),this.addDebugCollisionBoxes(e.iconBoxStartIndex,e.iconBoxEndIndex,e,!1),this.addDebugCollisionBoxes(e.verticalIconBoxStartIndex,e.verticalIconBoxEndIndex,e,!1)}},Mc.prototype._deserializeCollisionBoxesForSymbol=function(t,e,r,n,i,a,o,s,l){for(var c={},u=e;u<r;u++){var f=t.get(u);c.textBox={x1:f.x1,y1:f.y1,x2:f.x2,y2:f.y2,anchorPointX:f.anchorPointX,anchorPointY:f.anchorPointY},c.textFeatureIndex=f.featureIndex;break}for(var h=n;h<i;h++){var p=t.get(h);c.verticalTextBox={x1:p.x1,y1:p.y1,x2:p.x2,y2:p.y2,anchorPointX:p.anchorPointX,anchorPointY:p.anchorPointY},c.verticalTextFeatureIndex=p.featureIndex;break}for(var d=a;d<o;d++){var m=t.get(d);c.iconBox={x1:m.x1,y1:m.y1,x2:m.x2,y2:m.y2,anchorPointX:m.anchorPointX,anchorPointY:m.anchorPointY},c.iconFeatureIndex=m.featureIndex;break}for(var g=s;g<l;g++){var v=t.get(g);c.verticalIconBox={x1:v.x1,y1:v.y1,x2:v.x2,y2:v.y2,anchorPointX:v.anchorPointX,anchorPointY:v.anchorPointY},c.verticalIconFeatureIndex=v.featureIndex;break}return c},Mc.prototype.deserializeCollisionBoxes=function(t){this.collisionArrays=[];for(var e=0;e<this.symbolInstances.length;e++){var r=this.symbolInstances.get(e);this.collisionArrays.push(this._deserializeCollisionBoxesForSymbol(t,r.textBoxStartIndex,r.textBoxEndIndex,r.verticalTextBoxStartIndex,r.verticalTextBoxEndIndex,r.iconBoxStartIndex,r.iconBoxEndIndex,r.verticalIconBoxStartIndex,r.verticalIconBoxEndIndex))}},Mc.prototype.hasTextData=function(){return this.text.segments.get().length>0},Mc.prototype.hasIconData=function(){return this.icon.segments.get().length>0},Mc.prototype.hasDebugData=function(){return this.textCollisionBox&&this.iconCollisionBox},Mc.prototype.hasTextCollisionBoxData=function(){return this.hasDebugData()&&this.textCollisionBox.segments.get().length>0},Mc.prototype.hasIconCollisionBoxData=function(){return this.hasDebugData()&&this.iconCollisionBox.segments.get().length>0},Mc.prototype.addIndicesForPlacedSymbol=function(t,e){for(var r=t.placedSymbolArray.get(e),n=r.vertexStartIndex+4*r.numGlyphs,i=r.vertexStartIndex;i<n;i+=4)t.indexArray.emplaceBack(i,i+1,i+2),t.indexArray.emplaceBack(i+1,i+2,i+3)},Mc.prototype.getSortedSymbolIndexes=function(t){if(this.sortedAngle===t&&void 0!==this.symbolInstanceIndexes)return this.symbolInstanceIndexes;for(var e=Math.sin(t),r=Math.cos(t),n=[],i=[],a=[],o=0;o<this.symbolInstances.length;++o){a.push(o);var s=this.symbolInstances.get(o);n.push(0|Math.round(e*s.anchorX+r*s.anchorY)),i.push(s.featureIndex)}return a.sort((function(t,e){return n[t]-n[e]||i[e]-i[t]})),a},Mc.prototype.addToSortKeyRanges=function(t,e){var r=this.sortKeyRanges[this.sortKeyRanges.length-1];r&&r.sortKey===e?r.symbolInstanceEnd=t+1:this.sortKeyRanges.push({sortKey:e,symbolInstanceStart:t,symbolInstanceEnd:t+1})},Mc.prototype.sortFeatures=function(t){var e=this;if(this.sortFeaturesByY&&this.sortedAngle!==t&&!(this.text.segments.get().length>1||this.icon.segments.get().length>1)){this.symbolInstanceIndexes=this.getSortedSymbolIndexes(t),this.sortedAngle=t,this.text.indexArray.clear(),this.icon.indexArray.clear(),this.featureSortOrder=[];for(var r=0,n=this.symbolInstanceIndexes;r<n.length;r+=1){var i=n[r],a=this.symbolInstances.get(i);this.featureSortOrder.push(a.featureIndex),[a.rightJustifiedTextSymbolIndex,a.centerJustifiedTextSymbolIndex,a.leftJustifiedTextSymbolIndex].forEach((function(t,r,n){t>=0&&n.indexOf(t)===r&&e.addIndicesForPlacedSymbol(e.text,t)})),a.verticalPlacedTextSymbolIndex>=0&&this.addIndicesForPlacedSymbol(this.text,a.verticalPlacedTextSymbolIndex),a.placedIconSymbolIndex>=0&&this.addIndicesForPlacedSymbol(this.icon,a.placedIconSymbolIndex),a.verticalPlacedIconSymbolIndex>=0&&this.addIndicesForPlacedSymbol(this.icon,a.verticalPlacedIconSymbolIndex)}this.text.indexBuffer&&this.text.indexBuffer.updateData(this.text.indexArray),this.icon.indexBuffer&&this.icon.indexBuffer.updateData(this.icon.indexArray)}},Nn(\"SymbolBucket\",Mc,{omit:[\"layers\",\"collisionBoxArray\",\"features\",\"compareText\"]}),Mc.MAX_GLYPHS=65535,Mc.addDynamicAttributes=wc;var Sc=new Si({\"symbol-placement\":new wi(Lt.layout_symbol[\"symbol-placement\"]),\"symbol-spacing\":new wi(Lt.layout_symbol[\"symbol-spacing\"]),\"symbol-avoid-edges\":new wi(Lt.layout_symbol[\"symbol-avoid-edges\"]),\"symbol-sort-key\":new Ti(Lt.layout_symbol[\"symbol-sort-key\"]),\"symbol-z-order\":new wi(Lt.layout_symbol[\"symbol-z-order\"]),\"icon-allow-overlap\":new wi(Lt.layout_symbol[\"icon-allow-overlap\"]),\"icon-ignore-placement\":new wi(Lt.layout_symbol[\"icon-ignore-placement\"]),\"icon-optional\":new wi(Lt.layout_symbol[\"icon-optional\"]),\"icon-rotation-alignment\":new wi(Lt.layout_symbol[\"icon-rotation-alignment\"]),\"icon-size\":new Ti(Lt.layout_symbol[\"icon-size\"]),\"icon-text-fit\":new wi(Lt.layout_symbol[\"icon-text-fit\"]),\"icon-text-fit-padding\":new wi(Lt.layout_symbol[\"icon-text-fit-padding\"]),\"icon-image\":new Ti(Lt.layout_symbol[\"icon-image\"]),\"icon-rotate\":new Ti(Lt.layout_symbol[\"icon-rotate\"]),\"icon-padding\":new wi(Lt.layout_symbol[\"icon-padding\"]),\"icon-keep-upright\":new wi(Lt.layout_symbol[\"icon-keep-upright\"]),\"icon-offset\":new Ti(Lt.layout_symbol[\"icon-offset\"]),\"icon-anchor\":new Ti(Lt.layout_symbol[\"icon-anchor\"]),\"icon-pitch-alignment\":new wi(Lt.layout_symbol[\"icon-pitch-alignment\"]),\"text-pitch-alignment\":new wi(Lt.layout_symbol[\"text-pitch-alignment\"]),\"text-rotation-alignment\":new wi(Lt.layout_symbol[\"text-rotation-alignment\"]),\"text-field\":new Ti(Lt.layout_symbol[\"text-field\"]),\"text-font\":new Ti(Lt.layout_symbol[\"text-font\"]),\"text-size\":new Ti(Lt.layout_symbol[\"text-size\"]),\"text-max-width\":new Ti(Lt.layout_symbol[\"text-max-width\"]),\"text-line-height\":new wi(Lt.layout_symbol[\"text-line-height\"]),\"text-letter-spacing\":new Ti(Lt.layout_symbol[\"text-letter-spacing\"]),\"text-justify\":new Ti(Lt.layout_symbol[\"text-justify\"]),\"text-radial-offset\":new Ti(Lt.layout_symbol[\"text-radial-offset\"]),\"text-variable-anchor\":new wi(Lt.layout_symbol[\"text-variable-anchor\"]),\"text-anchor\":new Ti(Lt.layout_symbol[\"text-anchor\"]),\"text-max-angle\":new wi(Lt.layout_symbol[\"text-max-angle\"]),\"text-writing-mode\":new wi(Lt.layout_symbol[\"text-writing-mode\"]),\"text-rotate\":new Ti(Lt.layout_symbol[\"text-rotate\"]),\"text-padding\":new wi(Lt.layout_symbol[\"text-padding\"]),\"text-keep-upright\":new wi(Lt.layout_symbol[\"text-keep-upright\"]),\"text-transform\":new Ti(Lt.layout_symbol[\"text-transform\"]),\"text-offset\":new Ti(Lt.layout_symbol[\"text-offset\"]),\"text-allow-overlap\":new wi(Lt.layout_symbol[\"text-allow-overlap\"]),\"text-ignore-placement\":new wi(Lt.layout_symbol[\"text-ignore-placement\"]),\"text-optional\":new wi(Lt.layout_symbol[\"text-optional\"])}),Ec={paint:new Si({\"icon-opacity\":new Ti(Lt.paint_symbol[\"icon-opacity\"]),\"icon-color\":new Ti(Lt.paint_symbol[\"icon-color\"]),\"icon-halo-color\":new Ti(Lt.paint_symbol[\"icon-halo-color\"]),\"icon-halo-width\":new Ti(Lt.paint_symbol[\"icon-halo-width\"]),\"icon-halo-blur\":new Ti(Lt.paint_symbol[\"icon-halo-blur\"]),\"icon-translate\":new wi(Lt.paint_symbol[\"icon-translate\"]),\"icon-translate-anchor\":new wi(Lt.paint_symbol[\"icon-translate-anchor\"]),\"text-opacity\":new Ti(Lt.paint_symbol[\"text-opacity\"]),\"text-color\":new Ti(Lt.paint_symbol[\"text-color\"],{runtimeType:Ut,getOverride:function(t){return t.textColor},hasOverride:function(t){return!!t.textColor}}),\"text-halo-color\":new Ti(Lt.paint_symbol[\"text-halo-color\"]),\"text-halo-width\":new Ti(Lt.paint_symbol[\"text-halo-width\"]),\"text-halo-blur\":new Ti(Lt.paint_symbol[\"text-halo-blur\"]),\"text-translate\":new wi(Lt.paint_symbol[\"text-translate\"]),\"text-translate-anchor\":new wi(Lt.paint_symbol[\"text-translate-anchor\"])}),layout:Sc},Lc=function(t){this.type=t.property.overrides?t.property.overrides.runtimeType:Ft,this.defaultValue=t};Lc.prototype.evaluate=function(t){if(t.formattedSection){var e=this.defaultValue.property.overrides;if(e&&e.hasOverride(t.formattedSection))return e.getOverride(t.formattedSection)}return t.feature&&t.featureState?this.defaultValue.evaluate(t.feature,t.featureState):this.defaultValue.property.specification.default},Lc.prototype.eachChild=function(t){this.defaultValue.isConstant()||t(this.defaultValue.value._styleExpression.expression)},Lc.prototype.outputDefined=function(){return!1},Lc.prototype.serialize=function(){return null},Nn(\"FormatSectionOverride\",Lc,{omit:[\"defaultValue\"]});var Cc=function(t){function e(e){t.call(this,e,Ec)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.recalculate=function(e,r){if(t.prototype.recalculate.call(this,e,r),\"auto\"===this.layout.get(\"icon-rotation-alignment\")&&(\"point\"!==this.layout.get(\"symbol-placement\")?this.layout._values[\"icon-rotation-alignment\"]=\"map\":this.layout._values[\"icon-rotation-alignment\"]=\"viewport\"),\"auto\"===this.layout.get(\"text-rotation-alignment\")&&(\"point\"!==this.layout.get(\"symbol-placement\")?this.layout._values[\"text-rotation-alignment\"]=\"map\":this.layout._values[\"text-rotation-alignment\"]=\"viewport\"),\"auto\"===this.layout.get(\"text-pitch-alignment\")&&(this.layout._values[\"text-pitch-alignment\"]=this.layout.get(\"text-rotation-alignment\")),\"auto\"===this.layout.get(\"icon-pitch-alignment\")&&(this.layout._values[\"icon-pitch-alignment\"]=this.layout.get(\"icon-rotation-alignment\")),\"point\"===this.layout.get(\"symbol-placement\")){var n=this.layout.get(\"text-writing-mode\");if(n){for(var i=[],a=0,o=n;a<o.length;a+=1){var s=o[a];i.indexOf(s)<0&&i.push(s)}this.layout._values[\"text-writing-mode\"]=i}else this.layout._values[\"text-writing-mode\"]=[\"horizontal\"]}this._setPaintOverrides()},e.prototype.getValueAndResolveTokens=function(t,e,r,n){var i=this.layout.get(t).evaluate(e,{},r,n),a=this._unevaluatedLayout._values[t];return a.isDataDriven()||Yr(a.value)||!i?i:function(t,e){return e.replace(/{([^{}]+)}/g,(function(e,r){return r in t?String(t[r]):\"\"}))}(e.properties,i)},e.prototype.createBucket=function(t){return new Mc(t)},e.prototype.queryRadius=function(){return 0},e.prototype.queryIntersectsFeature=function(){return!1},e.prototype._setPaintOverrides=function(){for(var t=0,r=Ec.paint.overridableProperties;t<r.length;t+=1){var n=r[t];if(e.hasPaintOverride(this.layout,n)){var i=this.paint.get(n),a=new Lc(i),o=new Gr(a,i.property.specification),s=null;s=\"constant\"===i.value.kind||\"source\"===i.value.kind?new Xr(\"source\",o):new Zr(\"composite\",o,i.value.zoomStops,i.value._interpolationType),this.paint._values[n]=new bi(i.property,s,i.parameters)}}},e.prototype._handleOverridablePaintPropertyUpdate=function(t,r,n){return!(!this.layout||r.isDataDriven()||n.isDataDriven())&&e.hasPaintOverride(this.layout,t)},e.hasPaintOverride=function(t,e){var r=t.get(\"text-field\"),n=Ec.paint.properties[e],i=!1,a=function(t){for(var e=0,r=t;e<r.length;e+=1){var a=r[e];if(n.overrides&&n.overrides.hasOverride(a))return void(i=!0)}};if(\"constant\"===r.value.kind&&r.value.value instanceof ne)a(r.value.value.sections);else if(\"source\"===r.value.kind){var o=function(t){if(!i)if(t instanceof ce&&se(t.value)===Gt){var e=t.value;a(e.sections)}else t instanceof pe?a(t.sections):t.eachChild(o)},s=r.value;s._styleExpression&&o(s._styleExpression.expression)}return i},e}(Ei),Pc={paint:new Si({\"background-color\":new wi(Lt.paint_background[\"background-color\"]),\"background-pattern\":new Ai(Lt.paint_background[\"background-pattern\"]),\"background-opacity\":new wi(Lt.paint_background[\"background-opacity\"])})},Ic=function(t){function e(e){t.call(this,e,Pc)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e}(Ei),Oc={paint:new Si({\"raster-opacity\":new wi(Lt.paint_raster[\"raster-opacity\"]),\"raster-hue-rotate\":new wi(Lt.paint_raster[\"raster-hue-rotate\"]),\"raster-brightness-min\":new wi(Lt.paint_raster[\"raster-brightness-min\"]),\"raster-brightness-max\":new wi(Lt.paint_raster[\"raster-brightness-max\"]),\"raster-saturation\":new wi(Lt.paint_raster[\"raster-saturation\"]),\"raster-contrast\":new wi(Lt.paint_raster[\"raster-contrast\"]),\"raster-resampling\":new wi(Lt.paint_raster[\"raster-resampling\"]),\"raster-fade-duration\":new wi(Lt.paint_raster[\"raster-fade-duration\"])})},zc=function(t){function e(e){t.call(this,e,Oc)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e}(Ei);var Dc=function(t){function e(e){t.call(this,e,{}),this.implementation=e}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.is3D=function(){return\"3d\"===this.implementation.renderingMode},e.prototype.hasOffscreenPass=function(){return void 0!==this.implementation.prerender},e.prototype.recalculate=function(){},e.prototype.updateTransitions=function(){},e.prototype.hasTransition=function(){},e.prototype.serialize=function(){},e.prototype.onAdd=function(t){this.implementation.onAdd&&this.implementation.onAdd(t,t.painter.context.gl)},e.prototype.onRemove=function(t){this.implementation.onRemove&&this.implementation.onRemove(t,t.painter.context.gl)},e}(Ei),Rc={circle:_o,heatmap:Po,hillshade:Oo,fill:xs,\"fill-extrusion\":Fs,line:Xs,symbol:Cc,background:Ic,raster:zc};var Fc=self.HTMLImageElement,Bc=self.HTMLCanvasElement,Nc=self.HTMLVideoElement,jc=self.ImageData,Uc=self.ImageBitmap,Vc=function(t,e,r,n){this.context=t,this.format=r,this.texture=t.gl.createTexture(),this.update(e,n)};Vc.prototype.update=function(t,e,r){var n=t.width,i=t.height,a=!(this.size&&this.size[0]===n&&this.size[1]===i||r),o=this.context,s=o.gl;if(this.useMipmap=Boolean(e&&e.useMipmap),s.bindTexture(s.TEXTURE_2D,this.texture),o.pixelStoreUnpackFlipY.set(!1),o.pixelStoreUnpack.set(1),o.pixelStoreUnpackPremultiplyAlpha.set(this.format===s.RGBA&&(!e||!1!==e.premultiply)),a)this.size=[n,i],t instanceof Fc||t instanceof Bc||t instanceof Nc||t instanceof jc||Uc&&t instanceof Uc?s.texImage2D(s.TEXTURE_2D,0,this.format,this.format,s.UNSIGNED_BYTE,t):s.texImage2D(s.TEXTURE_2D,0,this.format,n,i,0,this.format,s.UNSIGNED_BYTE,t.data);else{var l=r||{x:0,y:0},c=l.x,u=l.y;t instanceof Fc||t instanceof Bc||t instanceof Nc||t instanceof jc||Uc&&t instanceof Uc?s.texSubImage2D(s.TEXTURE_2D,0,c,u,s.RGBA,s.UNSIGNED_BYTE,t):s.texSubImage2D(s.TEXTURE_2D,0,c,u,n,i,s.RGBA,s.UNSIGNED_BYTE,t.data)}this.useMipmap&&this.isSizePowerOfTwo()&&s.generateMipmap(s.TEXTURE_2D)},Vc.prototype.bind=function(t,e,r){var n=this.context.gl;n.bindTexture(n.TEXTURE_2D,this.texture),r!==n.LINEAR_MIPMAP_NEAREST||this.isSizePowerOfTwo()||(r=n.LINEAR),t!==this.filter&&(n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MAG_FILTER,t),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MIN_FILTER,r||t),this.filter=t),e!==this.wrap&&(n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_S,e),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_T,e),this.wrap=e)},Vc.prototype.isSizePowerOfTwo=function(){return this.size[0]===this.size[1]&&Math.log(this.size[0])/Math.LN2%1==0},Vc.prototype.destroy=function(){this.context.gl.deleteTexture(this.texture),this.texture=null};var Hc=function(t){var e=this;this._callback=t,this._triggered=!1,\"undefined\"!=typeof MessageChannel&&(this._channel=new MessageChannel,this._channel.port2.onmessage=function(){e._triggered=!1,e._callback()})};Hc.prototype.trigger=function(){var t=this;this._triggered||(this._triggered=!0,this._channel?this._channel.port1.postMessage(!0):setTimeout((function(){t._triggered=!1,t._callback()}),0))},Hc.prototype.remove=function(){delete this._channel,this._callback=function(){}};var qc=function(t,e,r){this.target=t,this.parent=e,this.mapId=r,this.callbacks={},this.tasks={},this.taskQueue=[],this.cancelCallbacks={},m([\"receive\",\"process\"],this),this.invoker=new Hc(this.process),this.target.addEventListener(\"message\",this.receive,!1),this.globalScope=k()?t:self};function Gc(t,e,r){var n=2*Math.PI*6378137/256/Math.pow(2,r);return[t*n-2*Math.PI*6378137/2,e*n-2*Math.PI*6378137/2]}qc.prototype.send=function(t,e,r,n,i){var a=this;void 0===i&&(i=!1);var o=Math.round(1e18*Math.random()).toString(36).substring(0,10);r&&(this.callbacks[o]=r);var s=S(this.globalScope)?void 0:[];return this.target.postMessage({id:o,type:t,hasCallback:!!r,targetMapId:n,mustQueue:i,sourceMapId:this.mapId,data:Hn(e,s)},s),{cancel:function(){r&&delete a.callbacks[o],a.target.postMessage({id:o,type:\"<cancel>\",targetMapId:n,sourceMapId:a.mapId})}}},qc.prototype.receive=function(t){var e=t.data,r=e.id;if(r&&(!e.targetMapId||this.mapId===e.targetMapId))if(\"<cancel>\"===e.type){delete this.tasks[r];var n=this.cancelCallbacks[r];delete this.cancelCallbacks[r],n&&n()}else k()||e.mustQueue?(this.tasks[r]=e,this.taskQueue.push(r),this.invoker.trigger()):this.processTask(r,e)},qc.prototype.process=function(){if(this.taskQueue.length){var t=this.taskQueue.shift(),e=this.tasks[t];delete this.tasks[t],this.taskQueue.length&&this.invoker.trigger(),e&&this.processTask(t,e)}},qc.prototype.processTask=function(t,e){var r=this;if(\"<response>\"===e.type){var n=this.callbacks[t];delete this.callbacks[t],n&&(e.error?n(qn(e.error)):n(null,qn(e.data)))}else{var i=!1,a=S(this.globalScope)?void 0:[],o=e.hasCallback?function(e,n){i=!0,delete r.cancelCallbacks[t],r.target.postMessage({id:t,type:\"<response>\",sourceMapId:r.mapId,error:e?Hn(e):null,data:Hn(n,a)},a)}:function(t){i=!0},s=null,l=qn(e.data);if(this.parent[e.type])s=this.parent[e.type](e.sourceMapId,l,o);else if(this.parent.getWorkerSource){var c=e.type.split(\".\");s=this.parent.getWorkerSource(e.sourceMapId,c[0],l.source)[c[1]](l,o)}else o(new Error(\"Could not find function \"+e.type));!i&&s&&s.cancel&&(this.cancelCallbacks[t]=s.cancel)}},qc.prototype.remove=function(){this.invoker.remove(),this.target.removeEventListener(\"message\",this.receive,!1)};var Yc=function(t,e){t&&(e?this.setSouthWest(t).setNorthEast(e):4===t.length?this.setSouthWest([t[0],t[1]]).setNorthEast([t[2],t[3]]):this.setSouthWest(t[0]).setNorthEast(t[1]))};Yc.prototype.setNorthEast=function(t){return this._ne=t instanceof Wc?new Wc(t.lng,t.lat):Wc.convert(t),this},Yc.prototype.setSouthWest=function(t){return this._sw=t instanceof Wc?new Wc(t.lng,t.lat):Wc.convert(t),this},Yc.prototype.extend=function(t){var e,r,n=this._sw,i=this._ne;if(t instanceof Wc)e=t,r=t;else{if(!(t instanceof Yc)){if(Array.isArray(t)){if(4===t.length||t.every(Array.isArray)){var a=t;return this.extend(Yc.convert(a))}var o=t;return this.extend(Wc.convert(o))}return this}if(e=t._sw,r=t._ne,!e||!r)return this}return n||i?(n.lng=Math.min(e.lng,n.lng),n.lat=Math.min(e.lat,n.lat),i.lng=Math.max(r.lng,i.lng),i.lat=Math.max(r.lat,i.lat)):(this._sw=new Wc(e.lng,e.lat),this._ne=new Wc(r.lng,r.lat)),this},Yc.prototype.getCenter=function(){return new Wc((this._sw.lng+this._ne.lng)/2,(this._sw.lat+this._ne.lat)/2)},Yc.prototype.getSouthWest=function(){return this._sw},Yc.prototype.getNorthEast=function(){return this._ne},Yc.prototype.getNorthWest=function(){return new Wc(this.getWest(),this.getNorth())},Yc.prototype.getSouthEast=function(){return new Wc(this.getEast(),this.getSouth())},Yc.prototype.getWest=function(){return this._sw.lng},Yc.prototype.getSouth=function(){return this._sw.lat},Yc.prototype.getEast=function(){return this._ne.lng},Yc.prototype.getNorth=function(){return this._ne.lat},Yc.prototype.toArray=function(){return[this._sw.toArray(),this._ne.toArray()]},Yc.prototype.toString=function(){return\"LngLatBounds(\"+this._sw.toString()+\", \"+this._ne.toString()+\")\"},Yc.prototype.isEmpty=function(){return!(this._sw&&this._ne)},Yc.prototype.contains=function(t){var e=Wc.convert(t),r=e.lng,n=e.lat,i=this._sw.lat<=n&&n<=this._ne.lat,a=this._sw.lng<=r&&r<=this._ne.lng;return this._sw.lng>this._ne.lng&&(a=this._sw.lng>=r&&r>=this._ne.lng),i&&a},Yc.convert=function(t){return!t||t instanceof Yc?t:new Yc(t)};var Wc=function(t,e){if(isNaN(t)||isNaN(e))throw new Error(\"Invalid LngLat object: (\"+t+\", \"+e+\")\");if(this.lng=+t,this.lat=+e,this.lat>90||this.lat<-90)throw new Error(\"Invalid LngLat latitude value: must be between -90 and 90\")};Wc.prototype.wrap=function(){return new Wc(c(this.lng,-180,180),this.lat)},Wc.prototype.toArray=function(){return[this.lng,this.lat]},Wc.prototype.toString=function(){return\"LngLat(\"+this.lng+\", \"+this.lat+\")\"},Wc.prototype.distanceTo=function(t){var e=Math.PI/180,r=this.lat*e,n=t.lat*e,i=Math.sin(r)*Math.sin(n)+Math.cos(r)*Math.cos(n)*Math.cos((t.lng-this.lng)*e);return 6371008.8*Math.acos(Math.min(i,1))},Wc.prototype.toBounds=function(t){void 0===t&&(t=0);var e=360*t/40075017,r=e/Math.cos(Math.PI/180*this.lat);return new Yc(new Wc(this.lng-r,this.lat-e),new Wc(this.lng+r,this.lat+e))},Wc.convert=function(t){if(t instanceof Wc)return t;if(Array.isArray(t)&&(2===t.length||3===t.length))return new Wc(Number(t[0]),Number(t[1]));if(!Array.isArray(t)&&\"object\"==typeof t&&null!==t)return new Wc(Number(\"lng\"in t?t.lng:t.lon),Number(t.lat));throw new Error(\"`LngLatLike` argument must be specified as a LngLat instance, an object {lng: <lng>, lat: <lat>}, an object {lon: <lng>, lat: <lat>}, or an array of [<lng>, <lat>]\")};var Xc=2*Math.PI*6371008.8;function Zc(t){return Xc*Math.cos(t*Math.PI/180)}function Jc(t){return(180+t)/360}function Kc(t){return(180-180/Math.PI*Math.log(Math.tan(Math.PI/4+t*Math.PI/360)))/360}function Qc(t,e){return t/Zc(e)}function $c(t){var e=180-360*t;return 360/Math.PI*Math.atan(Math.exp(e*Math.PI/180))-90}var tu=function(t,e,r){void 0===r&&(r=0),this.x=+t,this.y=+e,this.z=+r};tu.fromLngLat=function(t,e){void 0===e&&(e=0);var r=Wc.convert(t);return new tu(Jc(r.lng),Kc(r.lat),Qc(e,r.lat))},tu.prototype.toLngLat=function(){return new Wc(360*this.x-180,$c(this.y))},tu.prototype.toAltitude=function(){return t=this.z,e=this.y,t*Zc($c(e));var t,e},tu.prototype.meterInMercatorCoordinateUnits=function(){return 1/Xc*(t=$c(this.y),1/Math.cos(t*Math.PI/180));var t};var eu=function(t,e,r){this.z=t,this.x=e,this.y=r,this.key=iu(0,t,t,e,r)};eu.prototype.equals=function(t){return this.z===t.z&&this.x===t.x&&this.y===t.y},eu.prototype.url=function(t,e){var r,n,i,a,o,s=(r=this.x,n=this.y,i=this.z,a=Gc(256*r,256*(n=Math.pow(2,i)-n-1),i),o=Gc(256*(r+1),256*(n+1),i),a[0]+\",\"+a[1]+\",\"+o[0]+\",\"+o[1]),l=function(t,e,r){for(var n,i=\"\",a=t;a>0;a--)i+=(e&(n=1<<a-1)?1:0)+(r&n?2:0);return i}(this.z,this.x,this.y);return t[(this.x+this.y)%t.length].replace(\"{prefix}\",(this.x%16).toString(16)+(this.y%16).toString(16)).replace(\"{z}\",String(this.z)).replace(\"{x}\",String(this.x)).replace(\"{y}\",String(\"tms\"===e?Math.pow(2,this.z)-this.y-1:this.y)).replace(\"{quadkey}\",l).replace(\"{bbox-epsg-3857}\",s)},eu.prototype.getTilePoint=function(t){var e=Math.pow(2,this.z);return new i(8192*(t.x*e-this.x),8192*(t.y*e-this.y))},eu.prototype.toString=function(){return this.z+\"/\"+this.x+\"/\"+this.y};var ru=function(t,e){this.wrap=t,this.canonical=e,this.key=iu(t,e.z,e.z,e.x,e.y)},nu=function(t,e,r,n,i){this.overscaledZ=t,this.wrap=e,this.canonical=new eu(r,+n,+i),this.key=iu(e,t,r,n,i)};function iu(t,e,r,n,i){(t*=2)<0&&(t=-1*t-1);var a=1<<r;return(a*a*t+a*i+n).toString(36)+r.toString(36)+e.toString(36)}nu.prototype.equals=function(t){return this.overscaledZ===t.overscaledZ&&this.wrap===t.wrap&&this.canonical.equals(t.canonical)},nu.prototype.scaledTo=function(t){var e=this.canonical.z-t;return t>this.canonical.z?new nu(t,this.wrap,this.canonical.z,this.canonical.x,this.canonical.y):new nu(t,this.wrap,t,this.canonical.x>>e,this.canonical.y>>e)},nu.prototype.calculateScaledKey=function(t,e){var r=this.canonical.z-t;return t>this.canonical.z?iu(this.wrap*+e,t,this.canonical.z,this.canonical.x,this.canonical.y):iu(this.wrap*+e,t,t,this.canonical.x>>r,this.canonical.y>>r)},nu.prototype.isChildOf=function(t){if(t.wrap!==this.wrap)return!1;var e=this.canonical.z-t.canonical.z;return 0===t.overscaledZ||t.overscaledZ<this.overscaledZ&&t.canonical.x===this.canonical.x>>e&&t.canonical.y===this.canonical.y>>e},nu.prototype.children=function(t){if(this.overscaledZ>=t)return[new nu(this.overscaledZ+1,this.wrap,this.canonical.z,this.canonical.x,this.canonical.y)];var e=this.canonical.z+1,r=2*this.canonical.x,n=2*this.canonical.y;return[new nu(e,this.wrap,e,r,n),new nu(e,this.wrap,e,r+1,n),new nu(e,this.wrap,e,r,n+1),new nu(e,this.wrap,e,r+1,n+1)]},nu.prototype.isLessThan=function(t){return this.wrap<t.wrap||!(this.wrap>t.wrap)&&(this.overscaledZ<t.overscaledZ||!(this.overscaledZ>t.overscaledZ)&&(this.canonical.x<t.canonical.x||!(this.canonical.x>t.canonical.x)&&this.canonical.y<t.canonical.y))},nu.prototype.wrapped=function(){return new nu(this.overscaledZ,0,this.canonical.z,this.canonical.x,this.canonical.y)},nu.prototype.unwrapTo=function(t){return new nu(this.overscaledZ,t,this.canonical.z,this.canonical.x,this.canonical.y)},nu.prototype.overscaleFactor=function(){return Math.pow(2,this.overscaledZ-this.canonical.z)},nu.prototype.toUnwrapped=function(){return new ru(this.wrap,this.canonical)},nu.prototype.toString=function(){return this.overscaledZ+\"/\"+this.canonical.x+\"/\"+this.canonical.y},nu.prototype.getTilePoint=function(t){return this.canonical.getTilePoint(new tu(t.x-this.wrap,t.y))},Nn(\"CanonicalTileID\",eu),Nn(\"OverscaledTileID\",nu,{omit:[\"posMatrix\"]});var au=function(t,e,r){if(this.uid=t,e.height!==e.width)throw new RangeError(\"DEM tiles must be square\");if(r&&\"mapbox\"!==r&&\"terrarium\"!==r)return _('\"'+r+'\" is not a valid encoding type. Valid types include \"mapbox\" and \"terrarium\".');this.stride=e.height;var n=this.dim=e.height-2;this.data=new Uint32Array(e.data.buffer),this.encoding=r||\"mapbox\";for(var i=0;i<n;i++)this.data[this._idx(-1,i)]=this.data[this._idx(0,i)],this.data[this._idx(n,i)]=this.data[this._idx(n-1,i)],this.data[this._idx(i,-1)]=this.data[this._idx(i,0)],this.data[this._idx(i,n)]=this.data[this._idx(i,n-1)];this.data[this._idx(-1,-1)]=this.data[this._idx(0,0)],this.data[this._idx(n,-1)]=this.data[this._idx(n-1,0)],this.data[this._idx(-1,n)]=this.data[this._idx(0,n-1)],this.data[this._idx(n,n)]=this.data[this._idx(n-1,n-1)]};au.prototype.get=function(t,e){var r=new Uint8Array(this.data.buffer),n=4*this._idx(t,e);return(\"terrarium\"===this.encoding?this._unpackTerrarium:this._unpackMapbox)(r[n],r[n+1],r[n+2])},au.prototype.getUnpackVector=function(){return\"terrarium\"===this.encoding?[256,1,1/256,32768]:[6553.6,25.6,.1,1e4]},au.prototype._idx=function(t,e){if(t<-1||t>=this.dim+1||e<-1||e>=this.dim+1)throw new RangeError(\"out of range source coordinates for DEM data\");return(e+1)*this.stride+(t+1)},au.prototype._unpackMapbox=function(t,e,r){return(256*t*256+256*e+r)/10-1e4},au.prototype._unpackTerrarium=function(t,e,r){return 256*t+e+r/256-32768},au.prototype.getPixels=function(){return new Eo({width:this.stride,height:this.stride},new Uint8Array(this.data.buffer))},au.prototype.backfillBorder=function(t,e,r){if(this.dim!==t.dim)throw new Error(\"dem dimension mismatch\");var n=e*this.dim,i=e*this.dim+this.dim,a=r*this.dim,o=r*this.dim+this.dim;switch(e){case-1:n=i-1;break;case 1:i=n+1}switch(r){case-1:a=o-1;break;case 1:o=a+1}for(var s=-e*this.dim,l=-r*this.dim,c=a;c<o;c++)for(var u=n;u<i;u++)this.data[this._idx(u,c)]=t.data[this._idx(u+s,c+l)]},Nn(\"DEMData\",au);var ou=function(t){this._stringToNumber={},this._numberToString=[];for(var e=0;e<t.length;e++){var r=t[e];this._stringToNumber[r]=e,this._numberToString[e]=r}};ou.prototype.encode=function(t){return this._stringToNumber[t]},ou.prototype.decode=function(t){return this._numberToString[t]};var su=function(t,e,r,n,i){this.type=\"Feature\",this._vectorTileFeature=t,t._z=e,t._x=r,t._y=n,this.properties=t.properties,this.id=i},lu={geometry:{configurable:!0}};lu.geometry.get=function(){return void 0===this._geometry&&(this._geometry=this._vectorTileFeature.toGeoJSON(this._vectorTileFeature._x,this._vectorTileFeature._y,this._vectorTileFeature._z).geometry),this._geometry},lu.geometry.set=function(t){this._geometry=t},su.prototype.toJSON=function(){var t={geometry:this.geometry};for(var e in this)\"_geometry\"!==e&&\"_vectorTileFeature\"!==e&&(t[e]=this[e]);return t},Object.defineProperties(su.prototype,lu);var cu=function(){this.state={},this.stateChanges={},this.deletedStates={}};cu.prototype.updateState=function(t,e,r){var n=String(e);if(this.stateChanges[t]=this.stateChanges[t]||{},this.stateChanges[t][n]=this.stateChanges[t][n]||{},u(this.stateChanges[t][n],r),null===this.deletedStates[t])for(var i in this.deletedStates[t]={},this.state[t])i!==n&&(this.deletedStates[t][i]=null);else if(this.deletedStates[t]&&null===this.deletedStates[t][n])for(var a in this.deletedStates[t][n]={},this.state[t][n])r[a]||(this.deletedStates[t][n][a]=null);else for(var o in r){this.deletedStates[t]&&this.deletedStates[t][n]&&null===this.deletedStates[t][n][o]&&delete this.deletedStates[t][n][o]}},cu.prototype.removeFeatureState=function(t,e,r){if(!(null===this.deletedStates[t])){var n=String(e);if(this.deletedStates[t]=this.deletedStates[t]||{},r&&void 0!==e)null!==this.deletedStates[t][n]&&(this.deletedStates[t][n]=this.deletedStates[t][n]||{},this.deletedStates[t][n][r]=null);else if(void 0!==e){if(this.stateChanges[t]&&this.stateChanges[t][n])for(r in this.deletedStates[t][n]={},this.stateChanges[t][n])this.deletedStates[t][n][r]=null;else this.deletedStates[t][n]=null}else this.deletedStates[t]=null}},cu.prototype.getState=function(t,e){var r=String(e),n=this.state[t]||{},i=this.stateChanges[t]||{},a=u({},n[r],i[r]);if(null===this.deletedStates[t])return{};if(this.deletedStates[t]){var o=this.deletedStates[t][e];if(null===o)return{};for(var s in o)delete a[s]}return a},cu.prototype.initializeTileState=function(t,e){t.setFeatureState(this.state,e)},cu.prototype.coalesceChanges=function(t,e){var r={};for(var n in this.stateChanges){this.state[n]=this.state[n]||{};var i={};for(var a in this.stateChanges[n])this.state[n][a]||(this.state[n][a]={}),u(this.state[n][a],this.stateChanges[n][a]),i[a]=this.state[n][a];r[n]=i}for(var o in this.deletedStates){this.state[o]=this.state[o]||{};var s={};if(null===this.deletedStates[o])for(var l in this.state[o])s[l]={},this.state[o][l]={};else for(var c in this.deletedStates[o]){if(null===this.deletedStates[o][c])this.state[o][c]={};else for(var f=0,h=Object.keys(this.deletedStates[o][c]);f<h.length;f+=1){var p=h[f];delete this.state[o][c][p]}s[c]=this.state[o][c]}r[o]=r[o]||{},u(r[o],s)}if(this.stateChanges={},this.deletedStates={},0!==Object.keys(r).length)for(var d in t){t[d].setFeatureState(r,e)}};var uu=function(t,e){this.tileID=t,this.x=t.canonical.x,this.y=t.canonical.y,this.z=t.canonical.z,this.grid=new zn(8192,16,0),this.grid3D=new zn(8192,16,0),this.featureIndexArray=new fa,this.promoteId=e};function fu(t,e,r,n,i){return v(t,(function(t,a){var o=e instanceof _i?e.get(a):null;return o&&o.evaluate?o.evaluate(r,n,i):o}))}function hu(t){for(var e=1/0,r=1/0,n=-1/0,i=-1/0,a=0,o=t;a<o.length;a+=1){var s=o[a];e=Math.min(e,s.x),r=Math.min(r,s.y),n=Math.max(n,s.x),i=Math.max(i,s.y)}return{minX:e,minY:r,maxX:n,maxY:i}}function pu(t,e){return e-t}uu.prototype.insert=function(t,e,r,n,i,a){var o=this.featureIndexArray.length;this.featureIndexArray.emplaceBack(r,n,i);for(var s=a?this.grid3D:this.grid,l=0;l<e.length;l++){for(var c=e[l],u=[1/0,1/0,-1/0,-1/0],f=0;f<c.length;f++){var h=c[f];u[0]=Math.min(u[0],h.x),u[1]=Math.min(u[1],h.y),u[2]=Math.max(u[2],h.x),u[3]=Math.max(u[3],h.y)}u[0]<8192&&u[1]<8192&&u[2]>=0&&u[3]>=0&&s.insert(o,u[0],u[1],u[2],u[3])}},uu.prototype.loadVTLayers=function(){return this.vtLayers||(this.vtLayers=new Ls.VectorTile(new al(this.rawTileData)).layers,this.sourceLayerCoder=new ou(this.vtLayers?Object.keys(this.vtLayers).sort():[\"_geojsonTileLayer\"])),this.vtLayers},uu.prototype.query=function(t,e,r,n){var a=this;this.loadVTLayers();for(var o=t.params||{},s=8192/t.tileSize/t.scale,l=sn(o.filter),c=t.queryGeometry,u=t.queryPadding*s,f=hu(c),h=this.grid.query(f.minX-u,f.minY-u,f.maxX+u,f.maxY+u),p=hu(t.cameraQueryGeometry),d=this.grid3D.query(p.minX-u,p.minY-u,p.maxX+u,p.maxY+u,(function(e,r,n,a){return function(t,e,r,n,a){for(var o=0,s=t;o<s.length;o+=1){var l=s[o];if(e<=l.x&&r<=l.y&&n>=l.x&&a>=l.y)return!0}var c=[new i(e,r),new i(e,a),new i(n,a),new i(n,r)];if(t.length>2)for(var u=0,f=c;u<f.length;u+=1){if(io(t,f[u]))return!0}for(var h=0;h<t.length-1;h++){if(ao(t[h],t[h+1],c))return!0}return!1}(t.cameraQueryGeometry,e-u,r-u,n+u,a+u)})),m=0,g=d;m<g.length;m+=1){var v=g[m];h.push(v)}h.sort(pu);for(var y,x={},b=function(i){var u=h[i];if(u!==y){y=u;var f=a.featureIndexArray.get(u),p=null;a.loadMatchingFeature(x,f.bucketIndex,f.sourceLayerIndex,f.featureIndex,l,o.layers,o.availableImages,e,r,n,(function(e,r,n){return p||(p=Ya(e)),r.queryIntersectsFeature(c,e,n,p,a.z,t.transform,s,t.pixelPosMatrix)}))}},_=0;_<h.length;_++)b(_);return x},uu.prototype.loadMatchingFeature=function(t,e,r,n,i,a,o,s,l,c,u){var f=this.bucketLayerIDs[e];if(!a||function(t,e){for(var r=0;r<t.length;r++)if(e.indexOf(t[r])>=0)return!0;return!1}(a,f)){var h=this.sourceLayerCoder.decode(r),p=this.vtLayers[h].feature(n);if(i.filter(new pi(this.tileID.overscaledZ),p))for(var d=this.getId(p,h),m=0;m<f.length;m++){var g=f[m];if(!(a&&a.indexOf(g)<0)){var v=s[g];if(v){var y={};void 0!==d&&c&&(y=c.getState(v.sourceLayer||\"_geojsonTileLayer\",d));var x=l[g];x.paint=fu(x.paint,v.paint,p,y,o),x.layout=fu(x.layout,v.layout,p,y,o);var b=!u||u(p,v,y);if(b){var _=new su(p,this.z,this.x,this.y,d);_.layer=x;var w=t[g];void 0===w&&(w=t[g]=[]),w.push({featureIndex:n,feature:_,intersectionZ:b})}}}}}},uu.prototype.lookupSymbolFeatures=function(t,e,r,n,i,a,o,s){var l={};this.loadVTLayers();for(var c=sn(i),u=0,f=t;u<f.length;u+=1){var h=f[u];this.loadMatchingFeature(l,r,n,h,c,a,o,s,e)}return l},uu.prototype.hasLayer=function(t){for(var e=0,r=this.bucketLayerIDs;e<r.length;e+=1)for(var n=0,i=r[e];n<i.length;n+=1){if(t===i[n])return!0}return!1},uu.prototype.getId=function(t,e){var r=t.id;if(this.promoteId){var n=\"string\"==typeof this.promoteId?this.promoteId:this.promoteId[e];\"boolean\"==typeof(r=t.properties[n])&&(r=Number(r))}return r},Nn(\"FeatureIndex\",uu,{omit:[\"rawTileData\",\"sourceLayerCoder\"]});var du=function(t,e){this.tileID=t,this.uid=h(),this.uses=0,this.tileSize=e,this.buckets={},this.expirationTime=null,this.queryPadding=0,this.hasSymbolBuckets=!1,this.hasRTLText=!1,this.dependencies={},this.expiredRequestCount=0,this.state=\"loading\"};du.prototype.registerFadeDuration=function(t){var e=t+this.timeAdded;e<R.now()||this.fadeEndTime&&e<this.fadeEndTime||(this.fadeEndTime=e)},du.prototype.wasRequested=function(){return\"errored\"===this.state||\"loaded\"===this.state||\"reloading\"===this.state},du.prototype.loadVectorData=function(t,e,r){if(this.hasData()&&this.unloadVectorData(),this.state=\"loaded\",t){for(var n in t.featureIndex&&(this.latestFeatureIndex=t.featureIndex,t.rawTileData?(this.latestRawTileData=t.rawTileData,this.latestFeatureIndex.rawTileData=t.rawTileData):this.latestRawTileData&&(this.latestFeatureIndex.rawTileData=this.latestRawTileData)),this.collisionBoxArray=t.collisionBoxArray,this.buckets=function(t,e){var r={};if(!e)return r;for(var n=function(){var t=a[i],n=t.layerIds.map((function(t){return e.getLayer(t)})).filter(Boolean);if(0!==n.length){t.layers=n,t.stateDependentLayerIds&&(t.stateDependentLayers=t.stateDependentLayerIds.map((function(t){return n.filter((function(e){return e.id===t}))[0]})));for(var o=0,s=n;o<s.length;o+=1){var l=s[o];r[l.id]=t}}},i=0,a=t;i<a.length;i+=1)n();return r}(t.buckets,e.style),this.hasSymbolBuckets=!1,this.buckets){var i=this.buckets[n];if(i instanceof Mc){if(this.hasSymbolBuckets=!0,!r)break;i.justReloaded=!0}}if(this.hasRTLText=!1,this.hasSymbolBuckets)for(var a in this.buckets){var o=this.buckets[a];if(o instanceof Mc&&o.hasRTLText){this.hasRTLText=!0,hi.isLoading()||hi.isLoaded()||\"deferred\"!==ui()||fi();break}}for(var s in this.queryPadding=0,this.buckets){var l=this.buckets[s];this.queryPadding=Math.max(this.queryPadding,e.style.getLayer(s).queryRadius(l))}t.imageAtlas&&(this.imageAtlas=t.imageAtlas),t.glyphAtlasImage&&(this.glyphAtlasImage=t.glyphAtlasImage)}else this.collisionBoxArray=new na},du.prototype.unloadVectorData=function(){for(var t in this.buckets)this.buckets[t].destroy();this.buckets={},this.imageAtlasTexture&&this.imageAtlasTexture.destroy(),this.imageAtlas&&(this.imageAtlas=null),this.glyphAtlasTexture&&this.glyphAtlasTexture.destroy(),this.latestFeatureIndex=null,this.state=\"unloaded\"},du.prototype.getBucket=function(t){return this.buckets[t.id]},du.prototype.upload=function(t){for(var e in this.buckets){var r=this.buckets[e];r.uploadPending()&&r.upload(t)}var n=t.gl;this.imageAtlas&&!this.imageAtlas.uploaded&&(this.imageAtlasTexture=new Vc(t,this.imageAtlas.image,n.RGBA),this.imageAtlas.uploaded=!0),this.glyphAtlasImage&&(this.glyphAtlasTexture=new Vc(t,this.glyphAtlasImage,n.ALPHA),this.glyphAtlasImage=null)},du.prototype.prepare=function(t){this.imageAtlas&&this.imageAtlas.patchUpdatedImages(t,this.imageAtlasTexture)},du.prototype.queryRenderedFeatures=function(t,e,r,n,i,a,o,s,l,c){return this.latestFeatureIndex&&this.latestFeatureIndex.rawTileData?this.latestFeatureIndex.query({queryGeometry:n,cameraQueryGeometry:i,scale:a,tileSize:this.tileSize,pixelPosMatrix:c,transform:s,params:o,queryPadding:this.queryPadding*l},t,e,r):{}},du.prototype.querySourceFeatures=function(t,e){var r=this.latestFeatureIndex;if(r&&r.rawTileData){var n=r.loadVTLayers(),i=e?e.sourceLayer:\"\",a=n._geojsonTileLayer||n[i];if(a)for(var o=sn(e&&e.filter),s=this.tileID.canonical,l=s.z,c=s.x,u=s.y,f={z:l,x:c,y:u},h=0;h<a.length;h++){var p=a.feature(h);if(o.filter(new pi(this.tileID.overscaledZ),p)){var d=r.getId(p,i),m=new su(p,l,c,u,d);m.tile=f,t.push(m)}}}},du.prototype.hasData=function(){return\"loaded\"===this.state||\"reloading\"===this.state||\"expired\"===this.state},du.prototype.patternsLoaded=function(){return this.imageAtlas&&!!Object.keys(this.imageAtlas.patternPositions).length},du.prototype.setExpiryData=function(t){var e=this.expirationTime;if(t.cacheControl){var r=A(t.cacheControl);r[\"max-age\"]&&(this.expirationTime=Date.now()+1e3*r[\"max-age\"])}else t.expires&&(this.expirationTime=new Date(t.expires).getTime());if(this.expirationTime){var n=Date.now(),i=!1;if(this.expirationTime>n)i=!1;else if(e)if(this.expirationTime<e)i=!0;else{var a=this.expirationTime-e;a?this.expirationTime=n+Math.max(a,3e4):i=!0}else i=!0;i?(this.expiredRequestCount++,this.state=\"expired\"):this.expiredRequestCount=0}},du.prototype.getExpiryTimeout=function(){if(this.expirationTime)return this.expiredRequestCount?1e3*(1<<Math.min(this.expiredRequestCount-1,31)):Math.min(this.expirationTime-(new Date).getTime(),Math.pow(2,31)-1)},du.prototype.setFeatureState=function(t,e){if(this.latestFeatureIndex&&this.latestFeatureIndex.rawTileData&&0!==Object.keys(t).length){var r=this.latestFeatureIndex.loadVTLayers();for(var n in this.buckets)if(e.style.hasLayer(n)){var i=this.buckets[n],a=i.layers[0].sourceLayer||\"_geojsonTileLayer\",o=r[a],s=t[a];if(o&&s&&0!==Object.keys(s).length){i.update(s,o,this.imageAtlas&&this.imageAtlas.patternPositions||{});var l=e&&e.style&&e.style.getLayer(n);l&&(this.queryPadding=Math.max(this.queryPadding,l.queryRadius(i)))}}}},du.prototype.holdingForFade=function(){return void 0!==this.symbolFadeHoldUntil},du.prototype.symbolFadeFinished=function(){return!this.symbolFadeHoldUntil||this.symbolFadeHoldUntil<R.now()},du.prototype.clearFadeHold=function(){this.symbolFadeHoldUntil=void 0},du.prototype.setHoldDuration=function(t){this.symbolFadeHoldUntil=R.now()+t},du.prototype.setDependencies=function(t,e){for(var r={},n=0,i=e;n<i.length;n+=1){r[i[n]]=!0}this.dependencies[t]=r},du.prototype.hasDependency=function(t,e){for(var r=0,n=t;r<n.length;r+=1){var i=n[r],a=this.dependencies[i];if(a)for(var o=0,s=e;o<s.length;o+=1){if(a[s[o]])return!0}}return!1};var 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r},t.makeRequest=yt,t.mapObject=v,t.mercatorXfromLng=Jc,t.mercatorYfromLat=Kc,t.mercatorZfromAltitude=Qc,t.mul=mo,t.multiply=po,t.mvt=Ls,t.normalize=function(t,e){var r=e[0],n=e[1],i=e[2],a=r*r+n*n+i*i;return a>0&&(a=1/Math.sqrt(a)),t[0]=e[0]*a,t[1]=e[1]*a,t[2]=e[2]*a,t},t.number=qe,t.offscreenCanvasSupported=pt,t.ortho=function(t,e,r,n,i,a,o){var s=1/(e-r),l=1/(n-i),c=1/(a-o);return t[0]=-2*s,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=-2*l,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=2*c,t[11]=0,t[12]=(e+r)*s,t[13]=(i+n)*l,t[14]=(o+a)*c,t[15]=1,t},t.parseGlyphPBF=function(t){return new al(t).readFields(Tl,[])},t.pbf=al,t.performSymbolLayout=function(t,e,r,n,i,a,o){t.createArrays();var s=512*t.overscaling;t.tilePixelRatio=8192/s,t.compareText={},t.iconsNeedLinear=!1;var l=t.layers[0].layout,c=t.layers[0]._unevaluatedLayout._values,u={};if(\"composite\"===t.textSizeData.kind){var f=t.textSizeData,h=f.minZoom,p=f.maxZoom;u.compositeTextSizes=[c[\"text-size\"].possiblyEvaluate(new 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g=(c+1)%2;(0===c?r-i<=d:n-i<=m)&&(o.push(f),o.push(p-1),o.push(g)),(0===c?r+i>=d:n+i>=m)&&(o.push(p+1),o.push(u),o.push(g))}}return s}(this.ids,this.coords,t,e,r,this.nodeSize)};var j={minZoom:0,maxZoom:16,radius:40,extent:512,nodeSize:64,log:!1,generateId:!1,reduce:null,map:function(t){return t}},U=function(t){this.options=X(Object.create(j),t),this.trees=new Array(this.options.maxZoom+1)};function V(t,e,r,n,i){return{x:t,y:e,zoom:1/0,id:r,parentId:-1,numPoints:n,properties:i}}function H(t,e){var r=t.geometry.coordinates,n=r[0],i=r[1];return{x:Y(n),y:W(i),zoom:1/0,index:e,parentId:-1}}function q(t){return{type:\"Feature\",id:t.id,properties:G(t),geometry:{type:\"Point\",coordinates:[(n=t.x,360*(n-.5)),(e=t.y,r=(180-360*e)*Math.PI/180,360*Math.atan(Math.exp(r))/Math.PI-90)]}};var e,r,n}function G(t){var e=t.numPoints,r=e>=1e4?Math.round(e/1e3)+\"k\":e>=1e3?Math.round(e/100)/10+\"k\":e;return 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r=0;r<e.length;r+=3)t.minX=Math.min(t.minX,e[r]),t.minY=Math.min(t.minY,e[r+1]),t.maxX=Math.max(t.maxX,e[r]),t.maxY=Math.max(t.maxY,e[r+1])}function tt(t,e,r,n){if(e.geometry){var i=e.geometry.coordinates,a=e.geometry.type,o=Math.pow(r.tolerance/((1<<r.maxZoom)*r.extent),2),s=[],l=e.id;if(r.promoteId?l=e.properties[r.promoteId]:r.generateId&&(l=n||0),\"Point\"===a)et(i,s);else if(\"MultiPoint\"===a)for(var c=0;c<i.length;c++)et(i[c],s);else if(\"LineString\"===a)rt(i,s,o,!1);else if(\"MultiLineString\"===a){if(r.lineMetrics){for(c=0;c<i.length;c++)s=[],rt(i[c],s,o,!1),t.push(Q(l,\"LineString\",s,e.properties));return}nt(i,s,o,!1)}else if(\"Polygon\"===a)nt(i,s,o,!0);else{if(\"MultiPolygon\"!==a){if(\"GeometryCollection\"===a){for(c=0;c<e.geometry.geometries.length;c++)tt(t,{id:l,geometry:e.geometry.geometries[c],properties:e.properties},r,n);return}throw new Error(\"Input data is not a valid GeoJSON object.\")}for(c=0;c<i.length;c++){var 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u=t[c],f=u.geometry,h=u.type,p=0===i?u.minX:u.minY,d=0===i?u.maxX:u.maxY;if(p>=r&&d<n)l.push(u);else if(!(d<r||p>=n)){var m=[];if(\"Point\"===h||\"MultiPoint\"===h)st(f,m,r,n,i);else if(\"LineString\"===h)lt(f,m,r,n,i,!1,s.lineMetrics);else if(\"MultiLineString\"===h)ut(f,m,r,n,i,!1);else if(\"Polygon\"===h)ut(f,m,r,n,i,!0);else if(\"MultiPolygon\"===h)for(var g=0;g<f.length;g++){var v=[];ut(f[g],v,r,n,i,!0),v.length&&m.push(v)}if(m.length){if(s.lineMetrics&&\"LineString\"===h){for(g=0;g<m.length;g++)l.push(Q(u.id,h,m[g],u.tags));continue}\"LineString\"!==h&&\"MultiLineString\"!==h||(1===m.length?(h=\"LineString\",m=m[0]):h=\"MultiLineString\"),\"Point\"!==h&&\"MultiPoint\"!==h||(h=3===m.length?\"Point\":\"MultiPoint\"),l.push(Q(u.id,h,m,u.tags))}}}return l.length?l:null}function st(t,e,r,n,i){for(var a=0;a<t.length;a+=3){var o=t[a+i];o>=r&&o<=n&&(e.push(t[a]),e.push(t[a+1]),e.push(t[a+2]))}}function lt(t,e,r,n,i,a,o){for(var 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r=[],n=0;n<t.length;n++){var i,a=t[n],o=a.type;if(\"Point\"===o||\"MultiPoint\"===o||\"LineString\"===o)i=mt(a.geometry,e);else if(\"MultiLineString\"===o||\"Polygon\"===o){i=[];for(var s=0;s<a.geometry.length;s++)i.push(mt(a.geometry[s],e))}else if(\"MultiPolygon\"===o)for(i=[],s=0;s<a.geometry.length;s++){for(var l=[],c=0;c<a.geometry[s].length;c++)l.push(mt(a.geometry[s][c],e));i.push(l)}r.push(Q(a.id,o,i,a.tags))}return r}function mt(t,e){var r=[];r.size=t.size,void 0!==t.start&&(r.start=t.start,r.end=t.end);for(var n=0;n<t.length;n+=3)r.push(t[n]+e,t[n+1],t[n+2]);return r}function gt(t,e){if(t.transformed)return t;var r,n,i,a=1<<t.z,o=t.x,s=t.y;for(r=0;r<t.features.length;r++){var l=t.features[r],c=l.geometry,u=l.type;if(l.geometry=[],1===u)for(n=0;n<c.length;n+=2)l.geometry.push(vt(c[n],c[n+1],e,a,o,s));else for(n=0;n<c.length;n++){var f=[];for(i=0;i<c[n].length;i+=2)f.push(vt(c[n][i],c[n][i+1],e,a,o,s));l.geometry.push(f)}}return t.transformed=!0,t}function 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u={},e.tags)u[f]=e.tags[f];u.mapbox_clip_start=i.start/i.size,u.mapbox_clip_end=i.end/i.size}var h={geometry:o,type:\"Polygon\"===a||\"MultiPolygon\"===a?3:\"LineString\"===a||\"MultiLineString\"===a?2:1,tags:u};null!==e.id&&(h.id=e.id),t.features.push(h)}}function bt(t,e,r,n,i,a){var o=n*n;if(n>0&&e.size<(i?o:n))r.numPoints+=e.length/3;else{for(var s=[],l=0;l<e.length;l+=3)(0===n||e[l+2]>o)&&(r.numSimplified++,s.push(e[l]),s.push(e[l+1])),r.numPoints++;i&&function(t,e){for(var r=0,n=0,i=t.length,a=i-2;n<i;a=n,n+=2)r+=(t[n]-t[a])*(t[n+1]+t[a+1]);if(r>0===e)for(n=0,i=t.length;n<i/2;n+=2){var o=t[n],s=t[n+1];t[n]=t[i-2-n],t[n+1]=t[i-1-n],t[i-2-n]=o,t[i-1-n]=s}}(s,a),t.push(s)}}function _t(t,e){var r=(e=this.options=function(t,e){for(var r in e)t[r]=e[r];return t}(Object.create(this.options),e)).debug;if(r&&console.time(\"preprocess data\"),e.maxZoom<0||e.maxZoom>24)throw new Error(\"maxZoom should be in the 0-24 range\");if(e.promoteId&&e.generateId)throw new Error(\"promoteId and generateId cannot be used together.\");var n=function(t,e){var r=[];if(\"FeatureCollection\"===t.type)for(var n=0;n<t.features.length;n++)tt(r,t.features[n],e,n);else\"Feature\"===t.type?tt(r,t,e):tt(r,{geometry:t},e);return r}(t,e);this.tiles={},this.tileCoords=[],r&&(console.timeEnd(\"preprocess data\"),console.log(\"index: maxZoom: %d, maxPoints: %d\",e.indexMaxZoom,e.indexMaxPoints),console.time(\"generate tiles\"),this.stats={},this.total=0),(n=function(t,e){var r=e.buffer/e.extent,n=t,i=ot(t,1,-1-r,r,0,-1,2,e),a=ot(t,1,1-r,2+r,0,-1,2,e);return(i||a)&&(n=ot(t,1,-r,1+r,0,-1,2,e)||[],i&&(n=dt(i,1).concat(n)),a&&(n=n.concat(dt(a,-1)))),n}(n,e)).length&&this.splitTile(n,0,0,0),r&&(n.length&&console.log(\"features: %d, points: %d\",this.tiles[0].numFeatures,this.tiles[0].numPoints),console.timeEnd(\"generate tiles\"),console.log(\"tiles generated:\",this.total,JSON.stringify(this.stats)))}function wt(t,e,r){return 32*((1<<t)*r+e)+t}function Tt(t,e){var r=t.tileID.canonical;if(!this._geoJSONIndex)return e(null,null);var n=this._geoJSONIndex.getTile(r.z,r.x,r.y);if(!n)return e(null,null);var i=new g(n.features),a=_(i);0===a.byteOffset&&a.byteLength===a.buffer.byteLength||(a=new Uint8Array(a)),e(null,{vectorTile:i,rawData:a.buffer})}U.prototype.load=function(t){var e=this.options,r=e.log,n=e.minZoom,i=e.maxZoom,a=e.nodeSize;r&&console.time(\"total time\");var o=\"prepare \"+t.length+\" points\";r&&console.time(o),this.points=t;for(var s=[],l=0;l<t.length;l++)t[l].geometry&&s.push(H(t[l],l));this.trees[i+1]=new N(s,Z,J,a,Float32Array),r&&console.timeEnd(o);for(var c=i;c>=n;c--){var u=+Date.now();s=this._cluster(s,c),this.trees[c]=new N(s,Z,J,a,Float32Array),r&&console.log(\"z%d: %d clusters in %dms\",c,s.length,+Date.now()-u)}return r&&console.timeEnd(\"total time\"),this},U.prototype.getClusters=function(t,e){var r=((t[0]+180)%360+360)%360-180,n=Math.max(-90,Math.min(90,t[1])),i=180===t[2]?180:((t[2]+180)%360+360)%360-180,a=Math.max(-90,Math.min(90,t[3]));if(t[2]-t[0]>=360)r=-180,i=180;else if(r>i){var o=this.getClusters([r,n,180,a],e),s=this.getClusters([-180,n,i,a],e);return o.concat(s)}for(var l=this.trees[this._limitZoom(e)],c=[],u=0,f=l.range(Y(r),W(a),Y(i),W(n));u<f.length;u+=1){var h=f[u],p=l.points[h];c.push(p.numPoints?q(p):this.points[p.index])}return c},U.prototype.getChildren=function(t){var e=this._getOriginId(t),r=this._getOriginZoom(t),n=\"No cluster with the specified id.\",i=this.trees[r];if(!i)throw new Error(n);var a=i.points[e];if(!a)throw new Error(n);for(var o=this.options.radius/(this.options.extent*Math.pow(2,r-1)),s=[],l=0,c=i.within(a.x,a.y,o);l<c.length;l+=1){var u=c[l],f=i.points[u];f.parentId===t&&s.push(f.numPoints?q(f):this.points[f.index])}if(0===s.length)throw new Error(n);return s},U.prototype.getLeaves=function(t,e,r){e=e||10,r=r||0;var n=[];return this._appendLeaves(n,t,e,r,0),n},U.prototype.getTile=function(t,e,r){var n=this.trees[this._limitZoom(t)],i=Math.pow(2,t),a=this.options,o=a.extent,s=a.radius/o,l=(r-s)/i,c=(r+1+s)/i,u={features:[]};return this._addTileFeatures(n.range((e-s)/i,l,(e+1+s)/i,c),n.points,e,r,i,u),0===e&&this._addTileFeatures(n.range(1-s/i,l,1,c),n.points,i,r,i,u),e===i-1&&this._addTileFeatures(n.range(0,l,s/i,c),n.points,-1,r,i,u),u.features.length?u:null},U.prototype.getClusterExpansionZoom=function(t){for(var e=this._getOriginZoom(t)-1;e<=this.options.maxZoom;){var r=this.getChildren(t);if(e++,1!==r.length)break;t=r[0].properties.cluster_id}return e},U.prototype._appendLeaves=function(t,e,r,n,i){for(var a=0,o=this.getChildren(e);a<o.length;a+=1){var s=o[a],l=s.properties;if(l&&l.cluster?i+l.point_count<=n?i+=l.point_count:i=this._appendLeaves(t,l.cluster_id,r,n,i):i<n?i++:t.push(s),t.length===r)break}return i},U.prototype._addTileFeatures=function(t,e,r,n,i,a){for(var o=0,s=t;o<s.length;o+=1){var l=e[s[o]],c=l.numPoints,u={type:1,geometry:[[Math.round(this.options.extent*(l.x*i-r)),Math.round(this.options.extent*(l.y*i-n))]],tags:c?G(l):this.points[l.index].properties},f=void 0;c?f=l.id:this.options.generateId?f=l.index:this.points[l.index].id&&(f=this.points[l.index].id),void 0!==f&&(u.id=f),a.features.push(u)}},U.prototype._limitZoom=function(t){return Math.max(this.options.minZoom,Math.min(t,this.options.maxZoom+1))},U.prototype._cluster=function(t,e){for(var r=[],n=this.options,i=n.radius,a=n.extent,o=n.reduce,s=i/(a*Math.pow(2,e)),l=0;l<t.length;l++){var c=t[l];if(!(c.zoom<=e)){c.zoom=e;for(var u=this.trees[e+1],f=u.within(c.x,c.y,s),h=c.numPoints||1,p=c.x*h,d=c.y*h,m=o&&h>1?this._map(c,!0):null,g=(l<<5)+(e+1)+this.points.length,v=0,y=f;v<y.length;v+=1){var x=y[v],b=u.points[x];if(!(b.zoom<=e)){b.zoom=e;var _=b.numPoints||1;p+=b.x*_,d+=b.y*_,h+=_,b.parentId=g,o&&(m||(m=this._map(c,!0)),o(m,this._map(b)))}}1===h?r.push(c):(c.parentId=g,r.push(V(p/h,d/h,g,h,m)))}}return r},U.prototype._getOriginId=function(t){return t-this.points.length>>5},U.prototype._getOriginZoom=function(t){return(t-this.points.length)%32},U.prototype._map=function(t,e){if(t.numPoints)return e?X({},t.properties):t.properties;var r=this.points[t.index].properties,n=this.options.map(r);return e&&n===r?X({},n):n},_t.prototype.options={maxZoom:14,indexMaxZoom:5,indexMaxPoints:1e5,tolerance:3,extent:4096,buffer:64,lineMetrics:!1,promoteId:null,generateId:!1,debug:0},_t.prototype.splitTile=function(t,e,r,n,i,a,o){for(var s=[t,e,r,n],l=this.options,c=l.debug;s.length;){n=s.pop(),r=s.pop(),e=s.pop(),t=s.pop();var u=1<<e,f=wt(e,r,n),h=this.tiles[f];if(!h&&(c>1&&console.time(\"creation\"),h=this.tiles[f]=yt(t,e,r,n,l),this.tileCoords.push({z:e,x:r,y:n}),c)){c>1&&(console.log(\"tile z%d-%d-%d (features: %d, points: %d, simplified: %d)\",e,r,n,h.numFeatures,h.numPoints,h.numSimplified),console.timeEnd(\"creation\"));var p=\"z\"+e;this.stats[p]=(this.stats[p]||0)+1,this.total++}if(h.source=t,i){if(e===l.maxZoom||e===i)continue;var d=1<<i-e;if(r!==Math.floor(a/d)||n!==Math.floor(o/d))continue}else if(e===l.indexMaxZoom||h.numPoints<=l.indexMaxPoints)continue;if(h.source=null,0!==t.length){c>1&&console.time(\"clipping\");var m,g,v,y,x,b,_=.5*l.buffer/l.extent,w=.5-_,T=.5+_,k=1+_;m=g=v=y=null,x=ot(t,u,r-_,r+T,0,h.minX,h.maxX,l),b=ot(t,u,r+w,r+k,0,h.minX,h.maxX,l),t=null,x&&(m=ot(x,u,n-_,n+T,1,h.minY,h.maxY,l),g=ot(x,u,n+w,n+k,1,h.minY,h.maxY,l),x=null),b&&(v=ot(b,u,n-_,n+T,1,h.minY,h.maxY,l),y=ot(b,u,n+w,n+k,1,h.minY,h.maxY,l),b=null),c>1&&console.timeEnd(\"clipping\"),s.push(m||[],e+1,2*r,2*n),s.push(g||[],e+1,2*r,2*n+1),s.push(v||[],e+1,2*r+1,2*n),s.push(y||[],e+1,2*r+1,2*n+1)}}},_t.prototype.getTile=function(t,e,r){var n=this.options,i=n.extent,a=n.debug;if(t<0||t>24)return null;var o=1<<t,s=wt(t,e=(e%o+o)%o,r);if(this.tiles[s])return gt(this.tiles[s],i);a>1&&console.log(\"drilling down to z%d-%d-%d\",t,e,r);for(var l,c=t,u=e,f=r;!l&&c>0;)c--,u=Math.floor(u/2),f=Math.floor(f/2),l=this.tiles[wt(c,u,f)];return l&&l.source?(a>1&&console.log(\"found parent tile z%d-%d-%d\",c,u,f),a>1&&console.time(\"drilling down\"),this.splitTile(l.source,c,u,f,t,e,r),a>1&&console.timeEnd(\"drilling down\"),this.tiles[s]?gt(this.tiles[s],i):null):null};var kt=function(e){function r(t,r,n,i){e.call(this,t,r,n,Tt),i&&(this.loadGeoJSON=i)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.loadData=function(t,e){this._pendingCallback&&this._pendingCallback(null,{abandoned:!0}),this._pendingCallback=e,this._pendingLoadDataParams=t,this._state&&\"Idle\"!==this._state?this._state=\"NeedsLoadData\":(this._state=\"Coalescing\",this._loadData())},r.prototype._loadData=function(){var e=this;if(this._pendingCallback&&this._pendingLoadDataParams){var r=this._pendingCallback,n=this._pendingLoadDataParams;delete this._pendingCallback,delete this._pendingLoadDataParams;var i=!!(n&&n.request&&n.request.collectResourceTiming)&&new t.RequestPerformance(n.request);this.loadGeoJSON(n,(function(a,o){if(a||!o)return r(a);if(\"object\"!=typeof o)return r(new Error(\"Input data given to '\"+n.source+\"' is not a valid GeoJSON object.\"));f(o,!0);try{e._geoJSONIndex=n.cluster?new U(function(e){var r=e.superclusterOptions,n=e.clusterProperties;if(!n||!r)return r;for(var i={},a={},o={accumulated:null,zoom:0},s={properties:null},l=Object.keys(n),c=0,u=l;c<u.length;c+=1){var f=u[c],h=n[f],p=h[0],d=h[1],m=t.createExpression(d),g=t.createExpression(\"string\"==typeof p?[p,[\"accumulated\"],[\"get\",f]]:p);i[f]=m.value,a[f]=g.value}return r.map=function(t){s.properties=t;for(var e={},r=0,n=l;r<n.length;r+=1){var a=n[r];e[a]=i[a].evaluate(o,s)}return e},r.reduce=function(t,e){s.properties=e;for(var r=0,n=l;r<n.length;r+=1){var i=n[r];o.accumulated=t[i],t[i]=a[i].evaluate(o,s)}},r}(n)).load(o.features):function(t,e){return new _t(t,e)}(o,n.geojsonVtOptions)}catch(a){return r(a)}e.loaded={};var s={};if(i){var l=i.finish();l&&(s.resourceTiming={},s.resourceTiming[n.source]=JSON.parse(JSON.stringify(l)))}r(null,s)}))}},r.prototype.coalesce=function(){\"Coalescing\"===this._state?this._state=\"Idle\":\"NeedsLoadData\"===this._state&&(this._state=\"Coalescing\",this._loadData())},r.prototype.reloadTile=function(t,r){var n=this.loaded,i=t.uid;return n&&n[i]?e.prototype.reloadTile.call(this,t,r):this.loadTile(t,r)},r.prototype.loadGeoJSON=function(e,r){if(e.request)t.getJSON(e.request,r);else{if(\"string\"!=typeof e.data)return r(new Error(\"Input data given to '\"+e.source+\"' is not a valid GeoJSON object.\"));try{return r(null,JSON.parse(e.data))}catch(t){return r(new Error(\"Input data given to '\"+e.source+\"' is not a valid GeoJSON 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t.Point(r.clientX-n.left-e.clientLeft,r.clientY-n.top-e.clientTop)},r.touchPos=function(e,r){for(var n=e.getBoundingClientRect(),i=[],a=0;a<r.length;a++)i.push(new t.Point(r[a].clientX-n.left-e.clientLeft,r[a].clientY-n.top-e.clientTop));return i},r.mouseButton=function(e){return void 0!==t.window.InstallTrigger&&2===e.button&&e.ctrlKey&&t.window.navigator.platform.toUpperCase().indexOf(\"MAC\")>=0?0:e.button},r.remove=function(t){t.parentNode&&t.parentNode.removeChild(t)};var h=function(e){function r(){e.call(this),this.images={},this.updatedImages={},this.callbackDispatchedThisFrame={},this.loaded=!1,this.requestors=[],this.patterns={},this.atlasImage=new t.RGBAImage({width:1,height:1}),this.dirty=!0}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.isLoaded=function(){return this.loaded},r.prototype.setLoaded=function(t){if(this.loaded!==t&&(this.loaded=t,t)){for(var e=0,r=this.requestors;e<r.length;e+=1){var n=r[e],i=n.ids,a=n.callback;this._notify(i,a)}this.requestors=[]}},r.prototype.getImage=function(t){return this.images[t]},r.prototype.addImage=function(t,e){this._validate(t,e)&&(this.images[t]=e)},r.prototype._validate=function(e,r){var n=!0;return this._validateStretch(r.stretchX,r.data&&r.data.width)||(this.fire(new t.ErrorEvent(new Error('Image \"'+e+'\" has invalid \"stretchX\" value'))),n=!1),this._validateStretch(r.stretchY,r.data&&r.data.height)||(this.fire(new t.ErrorEvent(new Error('Image \"'+e+'\" has invalid \"stretchY\" value'))),n=!1),this._validateContent(r.content,r)||(this.fire(new t.ErrorEvent(new Error('Image \"'+e+'\" has invalid \"content\" value'))),n=!1),n},r.prototype._validateStretch=function(t,e){if(!t)return!0;for(var r=0,n=0,i=t;n<i.length;n+=1){var a=i[n];if(a[0]<r||a[1]<a[0]||e<a[1])return!1;r=a[1]}return!0},r.prototype._validateContent=function(t,e){return!t||4===t.length&&(!(t[0]<0||e.data.width<t[0])&&(!(t[1]<0||e.data.height<t[1])&&(!(t[2]<0||e.data.width<t[2])&&(!(t[3]<0||e.data.height<t[3])&&(!(t[2]<t[0])&&!(t[3]<t[1]))))))},r.prototype.updateImage=function(t,e){var r=this.images[t];e.version=r.version+1,this.images[t]=e,this.updatedImages[t]=!0},r.prototype.removeImage=function(t){var e=this.images[t];delete this.images[t],delete this.patterns[t],e.userImage&&e.userImage.onRemove&&e.userImage.onRemove()},r.prototype.listImages=function(){return Object.keys(this.images)},r.prototype.getImages=function(t,e){var r=!0;if(!this.isLoaded())for(var n=0,i=t;n<i.length;n+=1){var a=i[n];this.images[a]||(r=!1)}this.isLoaded()||r?this._notify(t,e):this.requestors.push({ids:t,callback:e})},r.prototype._notify=function(e,r){for(var n={},i=0,a=e;i<a.length;i+=1){var o=a[i];this.images[o]||this.fire(new t.Event(\"styleimagemissing\",{id:o}));var s=this.images[o];s?n[o]={data:s.data.clone(),pixelRatio:s.pixelRatio,sdf:s.sdf,version:s.version,stretchX:s.stretchX,stretchY:s.stretchY,content:s.content,hasRenderCallback:Boolean(s.userImage&&s.userImage.render)}:t.warnOnce('Image \"'+o+'\" could not be loaded. Please make sure you have added the image with map.addImage() or a \"sprite\" property in your style. You can provide missing images by listening for the \"styleimagemissing\" map event.')}r(null,n)},r.prototype.getPixelSize=function(){var t=this.atlasImage;return{width:t.width,height:t.height}},r.prototype.getPattern=function(e){var r=this.patterns[e],n=this.getImage(e);if(!n)return null;if(r&&r.position.version===n.version)return r.position;if(r)r.position.version=n.version;else{var i={w:n.data.width+2,h:n.data.height+2,x:0,y:0},a=new t.ImagePosition(i,n);this.patterns[e]={bin:i,position:a}}return this._updatePatternAtlas(),this.patterns[e].position},r.prototype.bind=function(e){var r=e.gl;this.atlasTexture?this.dirty&&(this.atlasTexture.update(this.atlasImage),this.dirty=!1):this.atlasTexture=new t.Texture(e,this.atlasImage,r.RGBA),this.atlasTexture.bind(r.LINEAR,r.CLAMP_TO_EDGE)},r.prototype._updatePatternAtlas=function(){var e=[];for(var r in this.patterns)e.push(this.patterns[r].bin);var n=t.potpack(e),i=n.w,a=n.h,o=this.atlasImage;for(var s in o.resize({width:i||1,height:a||1}),this.patterns){var l=this.patterns[s].bin,c=l.x+1,u=l.y+1,f=this.images[s].data,h=f.width,p=f.height;t.RGBAImage.copy(f,o,{x:0,y:0},{x:c,y:u},{width:h,height:p}),t.RGBAImage.copy(f,o,{x:0,y:p-1},{x:c,y:u-1},{width:h,height:1}),t.RGBAImage.copy(f,o,{x:0,y:0},{x:c,y:u+p},{width:h,height:1}),t.RGBAImage.copy(f,o,{x:h-1,y:0},{x:c-1,y:u},{width:1,height:p}),t.RGBAImage.copy(f,o,{x:0,y:0},{x:c+h,y:u},{width:1,height:p})}this.dirty=!0},r.prototype.beginFrame=function(){this.callbackDispatchedThisFrame={}},r.prototype.dispatchRenderCallbacks=function(t){for(var e=0,r=t;e<r.length;e+=1){var n=r[e];if(!this.callbackDispatchedThisFrame[n]){this.callbackDispatchedThisFrame[n]=!0;var i=this.images[n];f(i)&&this.updateImage(n,i)}}},r}(t.Evented);var p=g,d=g,m=1e20;function g(t,e,r,n,i,a){this.fontSize=t||24,this.buffer=void 0===e?3:e,this.cutoff=n||.25,this.fontFamily=i||\"sans-serif\",this.fontWeight=a||\"normal\",this.radius=r||8;var o=this.size=this.fontSize+2*this.buffer;this.canvas=document.createElement(\"canvas\"),this.canvas.width=this.canvas.height=o,this.ctx=this.canvas.getContext(\"2d\"),this.ctx.font=this.fontWeight+\" \"+this.fontSize+\"px \"+this.fontFamily,this.ctx.textBaseline=\"middle\",this.ctx.fillStyle=\"black\",this.gridOuter=new Float64Array(o*o),this.gridInner=new Float64Array(o*o),this.f=new Float64Array(o),this.d=new Float64Array(o),this.z=new Float64Array(o+1),this.v=new Int16Array(o),this.middle=Math.round(o/2*(navigator.userAgent.indexOf(\"Gecko/\")>=0?1.2:1))}function v(t,e,r,n,i,a,o){for(var s=0;s<e;s++){for(var l=0;l<r;l++)n[l]=t[l*e+s];for(y(n,i,a,o,r),l=0;l<r;l++)t[l*e+s]=i[l]}for(l=0;l<r;l++){for(s=0;s<e;s++)n[s]=t[l*e+s];for(y(n,i,a,o,e),s=0;s<e;s++)t[l*e+s]=Math.sqrt(i[s])}}function y(t,e,r,n,i){r[0]=0,n[0]=-m,n[1]=+m;for(var a=1,o=0;a<i;a++){for(var s=(t[a]+a*a-(t[r[o]]+r[o]*r[o]))/(2*a-2*r[o]);s<=n[o];)o--,s=(t[a]+a*a-(t[r[o]]+r[o]*r[o]))/(2*a-2*r[o]);r[++o]=a,n[o]=s,n[o+1]=+m}for(a=0,o=0;a<i;a++){for(;n[o+1]<a;)o++;e[a]=(a-r[o])*(a-r[o])+t[r[o]]}}g.prototype.draw=function(t){this.ctx.clearRect(0,0,this.size,this.size),this.ctx.fillText(t,this.buffer,this.middle);for(var e=this.ctx.getImageData(0,0,this.size,this.size),r=new Uint8ClampedArray(this.size*this.size),n=0;n<this.size*this.size;n++){var i=e.data[4*n+3]/255;this.gridOuter[n]=1===i?0:0===i?m:Math.pow(Math.max(0,.5-i),2),this.gridInner[n]=1===i?m:0===i?0:Math.pow(Math.max(0,i-.5),2)}for(v(this.gridOuter,this.size,this.size,this.f,this.d,this.v,this.z),v(this.gridInner,this.size,this.size,this.f,this.d,this.v,this.z),n=0;n<this.size*this.size;n++){var a=this.gridOuter[n]-this.gridInner[n];r[n]=Math.max(0,Math.min(255,Math.round(255-255*(a/this.radius+this.cutoff))))}return r},p.default=d;var x=function(t,e){this.requestManager=t,this.localIdeographFontFamily=e,this.entries={}};x.prototype.setURL=function(t){this.url=t},x.prototype.getGlyphs=function(e,r){var n=this,i=[];for(var a in e)for(var o=0,s=e[a];o<s.length;o+=1){var l=s[o];i.push({stack:a,id:l})}t.asyncAll(i,(function(t,e){var r=t.stack,i=t.id,a=n.entries[r];a||(a=n.entries[r]={glyphs:{},requests:{},ranges:{}});var o=a.glyphs[i];if(void 0===o){if(o=n._tinySDF(a,r,i))return a.glyphs[i]=o,void e(null,{stack:r,id:i,glyph:o});var s=Math.floor(i/256);if(256*s>65535)e(new Error(\"glyphs > 65535 not supported\"));else if(a.ranges[s])e(null,{stack:r,id:i,glyph:o});else{var l=a.requests[s];l||(l=a.requests[s]=[],x.loadGlyphRange(r,s,n.url,n.requestManager,(function(t,e){if(e){for(var r in e)n._doesCharSupportLocalGlyph(+r)||(a.glyphs[+r]=e[+r]);a.ranges[s]=!0}for(var i=0,o=l;i<o.length;i+=1){(0,o[i])(t,e)}delete a.requests[s]}))),l.push((function(t,n){t?e(t):n&&e(null,{stack:r,id:i,glyph:n[i]||null})}))}}else e(null,{stack:r,id:i,glyph:o})}),(function(t,e){if(t)r(t);else if(e){for(var n={},i=0,a=e;i<a.length;i+=1){var o=a[i],s=o.stack,l=o.id,c=o.glyph;(n[s]||(n[s]={}))[l]=c&&{id:c.id,bitmap:c.bitmap.clone(),metrics:c.metrics}}r(null,n)}}))},x.prototype._doesCharSupportLocalGlyph=function(e){return!!this.localIdeographFontFamily&&(t.isChar[\"CJK Unified Ideographs\"](e)||t.isChar[\"Hangul Syllables\"](e)||t.isChar.Hiragana(e)||t.isChar.Katakana(e))},x.prototype._tinySDF=function(e,r,n){var i=this.localIdeographFontFamily;if(i&&this._doesCharSupportLocalGlyph(n)){var a=e.tinySDF;if(!a){var o=\"400\";/bold/i.test(r)?o=\"900\":/medium/i.test(r)?o=\"500\":/light/i.test(r)&&(o=\"200\"),a=e.tinySDF=new x.TinySDF(24,3,8,.25,i,o)}return{id:n,bitmap:new t.AlphaImage({width:30,height:30},a.draw(String.fromCharCode(n))),metrics:{width:24,height:24,left:0,top:-8,advance:24}}}},x.loadGlyphRange=function(e,r,n,i,a){var o=256*r,s=o+255,l=i.transformRequest(i.normalizeGlyphsURL(n).replace(\"{fontstack}\",e).replace(\"{range}\",o+\"-\"+s),t.ResourceType.Glyphs);t.getArrayBuffer(l,(function(e,r){if(e)a(e);else if(r){for(var n={},i=0,o=t.parseGlyphPBF(r);i<o.length;i+=1){var s=o[i];n[s.id]=s}a(null,n)}}))},x.TinySDF=p;var b=function(){this.specification=t.styleSpec.light.position};b.prototype.possiblyEvaluate=function(e,r){return t.sphericalToCartesian(e.expression.evaluate(r))},b.prototype.interpolate=function(e,r,n){return{x:t.number(e.x,r.x,n),y:t.number(e.y,r.y,n),z:t.number(e.z,r.z,n)}};var _=new t.Properties({anchor:new t.DataConstantProperty(t.styleSpec.light.anchor),position:new b,color:new t.DataConstantProperty(t.styleSpec.light.color),intensity:new t.DataConstantProperty(t.styleSpec.light.intensity)}),w=function(e){function r(r){e.call(this),this._transitionable=new t.Transitionable(_),this.setLight(r),this._transitioning=this._transitionable.untransitioned()}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.getLight=function(){return this._transitionable.serialize()},r.prototype.setLight=function(e,r){if(void 0===r&&(r={}),!this._validate(t.validateLight,e,r))for(var n in e){var i=e[n];t.endsWith(n,\"-transition\")?this._transitionable.setTransition(n.slice(0,-\"-transition\".length),i):this._transitionable.setValue(n,i)}},r.prototype.updateTransitions=function(t){this._transitioning=this._transitionable.transitioned(t,this._transitioning)},r.prototype.hasTransition=function(){return this._transitioning.hasTransition()},r.prototype.recalculate=function(t){this.properties=this._transitioning.possiblyEvaluate(t)},r.prototype._validate=function(e,r,n){return(!n||!1!==n.validate)&&t.emitValidationErrors(this,e.call(t.validateStyle,t.extend({value:r,style:{glyphs:!0,sprite:!0},styleSpec:t.styleSpec})))},r}(t.Evented),T=function(t,e){this.width=t,this.height=e,this.nextRow=0,this.data=new Uint8Array(this.width*this.height),this.dashEntry={}};T.prototype.getDash=function(t,e){var r=t.join(\",\")+String(e);return this.dashEntry[r]||(this.dashEntry[r]=this.addDash(t,e)),this.dashEntry[r]},T.prototype.getDashRanges=function(t,e,r){var n=[],i=t.length%2==1?-t[t.length-1]*r:0,a=t[0]*r,o=!0;n.push({left:i,right:a,isDash:o,zeroLength:0===t[0]});for(var s=t[0],l=1;l<t.length;l++){o=!o;var c=t[l];i=s*r,a=(s+=c)*r,n.push({left:i,right:a,isDash:o,zeroLength:0===c})}return n},T.prototype.addRoundDash=function(t,e,r){for(var n=e/2,i=-r;i<=r;i++)for(var a=this.nextRow+r+i,o=this.width*a,s=0,l=t[s],c=0;c<this.width;c++){c/l.right>1&&(l=t[++s]);var u=Math.abs(c-l.left),f=Math.abs(c-l.right),h=Math.min(u,f),p=void 0,d=i/r*(n+1);if(l.isDash){var m=n-Math.abs(d);p=Math.sqrt(h*h+m*m)}else p=n-Math.sqrt(h*h+d*d);this.data[o+c]=Math.max(0,Math.min(255,p+128))}},T.prototype.addRegularDash=function(t){for(var e=t.length-1;e>=0;--e){var r=t[e],n=t[e+1];r.zeroLength?t.splice(e,1):n&&n.isDash===r.isDash&&(n.left=r.left,t.splice(e,1))}var i=t[0],a=t[t.length-1];i.isDash===a.isDash&&(i.left=a.left-this.width,a.right=i.right+this.width);for(var o=this.width*this.nextRow,s=0,l=t[s],c=0;c<this.width;c++){c/l.right>1&&(l=t[++s]);var u=Math.abs(c-l.left),f=Math.abs(c-l.right),h=Math.min(u,f),p=l.isDash?h:-h;this.data[o+c]=Math.max(0,Math.min(255,p+128))}},T.prototype.addDash=function(e,r){var n=r?7:0,i=2*n+1;if(this.nextRow+i>this.height)return t.warnOnce(\"LineAtlas out of space\"),null;for(var a=0,o=0;o<e.length;o++)a+=e[o];if(0!==a){var s=this.width/a,l=this.getDashRanges(e,this.width,s);r?this.addRoundDash(l,s,n):this.addRegularDash(l)}var c={y:(this.nextRow+n+.5)/this.height,height:2*n/this.height,width:a};return this.nextRow+=i,this.dirty=!0,c},T.prototype.bind=function(t){var e=t.gl;this.texture?(e.bindTexture(e.TEXTURE_2D,this.texture),this.dirty&&(this.dirty=!1,e.texSubImage2D(e.TEXTURE_2D,0,0,0,this.width,this.height,e.ALPHA,e.UNSIGNED_BYTE,this.data))):(this.texture=e.createTexture(),e.bindTexture(e.TEXTURE_2D,this.texture),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_WRAP_S,e.REPEAT),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_WRAP_T,e.REPEAT),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MIN_FILTER,e.LINEAR),e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MAG_FILTER,e.LINEAR),e.texImage2D(e.TEXTURE_2D,0,e.ALPHA,this.width,this.height,0,e.ALPHA,e.UNSIGNED_BYTE,this.data))};var k=function e(r,n){this.workerPool=r,this.actors=[],this.currentActor=0,this.id=t.uniqueId();for(var i=this.workerPool.acquire(this.id),a=0;a<i.length;a++){var o=i[a],s=new e.Actor(o,n,this.id);s.name=\"Worker \"+a,this.actors.push(s)}};function A(e,r,n){var i=function(i,a){if(i)return n(i);if(a){var o=t.pick(t.extend(a,e),[\"tiles\",\"minzoom\",\"maxzoom\",\"attribution\",\"mapbox_logo\",\"bounds\",\"scheme\",\"tileSize\",\"encoding\"]);a.vector_layers&&(o.vectorLayers=a.vector_layers,o.vectorLayerIds=o.vectorLayers.map((function(t){return t.id}))),o.tiles=r.canonicalizeTileset(o,e.url),n(null,o)}};return e.url?t.getJSON(r.transformRequest(r.normalizeSourceURL(e.url),t.ResourceType.Source),i):t.browser.frame((function(){return i(null,e)}))}k.prototype.broadcast=function(e,r,n){n=n||function(){},t.asyncAll(this.actors,(function(t,n){t.send(e,r,n)}),n)},k.prototype.getActor=function(){return this.currentActor=(this.currentActor+1)%this.actors.length,this.actors[this.currentActor]},k.prototype.remove=function(){this.actors.forEach((function(t){t.remove()})),this.actors=[],this.workerPool.release(this.id)},k.Actor=t.Actor;var M=function(e,r,n){this.bounds=t.LngLatBounds.convert(this.validateBounds(e)),this.minzoom=r||0,this.maxzoom=n||24};M.prototype.validateBounds=function(t){return Array.isArray(t)&&4===t.length?[Math.max(-180,t[0]),Math.max(-90,t[1]),Math.min(180,t[2]),Math.min(90,t[3])]:[-180,-90,180,90]},M.prototype.contains=function(e){var r=Math.pow(2,e.z),n=Math.floor(t.mercatorXfromLng(this.bounds.getWest())*r),i=Math.floor(t.mercatorYfromLat(this.bounds.getNorth())*r),a=Math.ceil(t.mercatorXfromLng(this.bounds.getEast())*r),o=Math.ceil(t.mercatorYfromLat(this.bounds.getSouth())*r);return e.x>=n&&e.x<a&&e.y>=i&&e.y<o};var S=function(e){function r(r,n,i,a){if(e.call(this),this.id=r,this.dispatcher=i,this.type=\"vector\",this.minzoom=0,this.maxzoom=22,this.scheme=\"xyz\",this.tileSize=512,this.reparseOverscaled=!0,this.isTileClipped=!0,this._loaded=!1,t.extend(this,t.pick(n,[\"url\",\"scheme\",\"tileSize\",\"promoteId\"])),this._options=t.extend({type:\"vector\"},n),this._collectResourceTiming=n.collectResourceTiming,512!==this.tileSize)throw new Error(\"vector tile sources must have a tileSize of 512\");this.setEventedParent(a)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this._loaded=!1,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._tileJSONRequest=A(this._options,this.map._requestManager,(function(r,n){e._tileJSONRequest=null,e._loaded=!0,r?e.fire(new t.ErrorEvent(r)):n&&(t.extend(e,n),n.bounds&&(e.tileBounds=new M(n.bounds,e.minzoom,e.maxzoom)),t.postTurnstileEvent(n.tiles,e.map._requestManager._customAccessToken),t.postMapLoadEvent(n.tiles,e.map._getMapId(),e.map._requestManager._skuToken,e.map._requestManager._customAccessToken),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"content\"})))}))},r.prototype.loaded=function(){return this._loaded},r.prototype.hasTile=function(t){return!this.tileBounds||this.tileBounds.contains(t.canonical)},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.onRemove=function(){this._tileJSONRequest&&(this._tileJSONRequest.cancel(),this._tileJSONRequest=null)},r.prototype.serialize=function(){return t.extend({},this._options)},r.prototype.loadTile=function(e,r){var n=this.map._requestManager.normalizeTileURL(e.tileID.canonical.url(this.tiles,this.scheme)),i={request:this.map._requestManager.transformRequest(n,t.ResourceType.Tile),uid:e.uid,tileID:e.tileID,zoom:e.tileID.overscaledZ,tileSize:this.tileSize*e.tileID.overscaleFactor(),type:this.type,source:this.id,pixelRatio:t.browser.devicePixelRatio,showCollisionBoxes:this.map.showCollisionBoxes,promoteId:this.promoteId};function a(n,i){return delete e.request,e.aborted?r(null):n&&404!==n.status?r(n):(i&&i.resourceTiming&&(e.resourceTiming=i.resourceTiming),this.map._refreshExpiredTiles&&i&&e.setExpiryData(i),e.loadVectorData(i,this.map.painter),t.cacheEntryPossiblyAdded(this.dispatcher),r(null),void(e.reloadCallback&&(this.loadTile(e,e.reloadCallback),e.reloadCallback=null)))}i.request.collectResourceTiming=this._collectResourceTiming,e.actor&&\"expired\"!==e.state?\"loading\"===e.state?e.reloadCallback=r:e.request=e.actor.send(\"reloadTile\",i,a.bind(this)):(e.actor=this.dispatcher.getActor(),e.request=e.actor.send(\"loadTile\",i,a.bind(this)))},r.prototype.abortTile=function(t){t.request&&(t.request.cancel(),delete t.request),t.actor&&t.actor.send(\"abortTile\",{uid:t.uid,type:this.type,source:this.id},void 0)},r.prototype.unloadTile=function(t){t.unloadVectorData(),t.actor&&t.actor.send(\"removeTile\",{uid:t.uid,type:this.type,source:this.id},void 0)},r.prototype.hasTransition=function(){return!1},r}(t.Evented),E=function(e){function r(r,n,i,a){e.call(this),this.id=r,this.dispatcher=i,this.setEventedParent(a),this.type=\"raster\",this.minzoom=0,this.maxzoom=22,this.roundZoom=!0,this.scheme=\"xyz\",this.tileSize=512,this._loaded=!1,this._options=t.extend({type:\"raster\"},n),t.extend(this,t.pick(n,[\"url\",\"scheme\",\"tileSize\"]))}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this._loaded=!1,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._tileJSONRequest=A(this._options,this.map._requestManager,(function(r,n){e._tileJSONRequest=null,e._loaded=!0,r?e.fire(new t.ErrorEvent(r)):n&&(t.extend(e,n),n.bounds&&(e.tileBounds=new M(n.bounds,e.minzoom,e.maxzoom)),t.postTurnstileEvent(n.tiles),t.postMapLoadEvent(n.tiles,e.map._getMapId(),e.map._requestManager._skuToken),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})),e.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"content\"})))}))},r.prototype.loaded=function(){return this._loaded},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.onRemove=function(){this._tileJSONRequest&&(this._tileJSONRequest.cancel(),this._tileJSONRequest=null)},r.prototype.serialize=function(){return t.extend({},this._options)},r.prototype.hasTile=function(t){return!this.tileBounds||this.tileBounds.contains(t.canonical)},r.prototype.loadTile=function(e,r){var n=this,i=this.map._requestManager.normalizeTileURL(e.tileID.canonical.url(this.tiles,this.scheme),this.tileSize);e.request=t.getImage(this.map._requestManager.transformRequest(i,t.ResourceType.Tile),(function(i,a){if(delete e.request,e.aborted)e.state=\"unloaded\",r(null);else if(i)e.state=\"errored\",r(i);else if(a){n.map._refreshExpiredTiles&&e.setExpiryData(a),delete a.cacheControl,delete a.expires;var o=n.map.painter.context,s=o.gl;e.texture=n.map.painter.getTileTexture(a.width),e.texture?e.texture.update(a,{useMipmap:!0}):(e.texture=new t.Texture(o,a,s.RGBA,{useMipmap:!0}),e.texture.bind(s.LINEAR,s.CLAMP_TO_EDGE,s.LINEAR_MIPMAP_NEAREST),o.extTextureFilterAnisotropic&&s.texParameterf(s.TEXTURE_2D,o.extTextureFilterAnisotropic.TEXTURE_MAX_ANISOTROPY_EXT,o.extTextureFilterAnisotropicMax)),e.state=\"loaded\",t.cacheEntryPossiblyAdded(n.dispatcher),r(null)}}))},r.prototype.abortTile=function(t,e){t.request&&(t.request.cancel(),delete t.request),e()},r.prototype.unloadTile=function(t,e){t.texture&&this.map.painter.saveTileTexture(t.texture),e()},r.prototype.hasTransition=function(){return!1},r}(t.Evented),L=function(e){function r(r,n,i,a){e.call(this,r,n,i,a),this.type=\"raster-dem\",this.maxzoom=22,this._options=t.extend({type:\"raster-dem\"},n),this.encoding=n.encoding||\"mapbox\"}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.serialize=function(){return{type:\"raster-dem\",url:this.url,tileSize:this.tileSize,tiles:this.tiles,bounds:this.bounds,encoding:this.encoding}},r.prototype.loadTile=function(e,r){var n=this.map._requestManager.normalizeTileURL(e.tileID.canonical.url(this.tiles,this.scheme),this.tileSize);function i(t,n){t&&(e.state=\"errored\",r(t)),n&&(e.dem=n,e.needsHillshadePrepare=!0,e.state=\"loaded\",r(null))}e.request=t.getImage(this.map._requestManager.transformRequest(n,t.ResourceType.Tile),function(n,a){if(delete e.request,e.aborted)e.state=\"unloaded\",r(null);else if(n)e.state=\"errored\",r(n);else if(a){this.map._refreshExpiredTiles&&e.setExpiryData(a),delete a.cacheControl,delete a.expires;var o=t.window.ImageBitmap&&a instanceof t.window.ImageBitmap&&t.offscreenCanvasSupported()?a:t.browser.getImageData(a,1),s={uid:e.uid,coord:e.tileID,source:this.id,rawImageData:o,encoding:this.encoding};e.actor&&\"expired\"!==e.state||(e.actor=this.dispatcher.getActor(),e.actor.send(\"loadDEMTile\",s,i.bind(this)))}}.bind(this)),e.neighboringTiles=this._getNeighboringTiles(e.tileID)},r.prototype._getNeighboringTiles=function(e){var r=e.canonical,n=Math.pow(2,r.z),i=(r.x-1+n)%n,a=0===r.x?e.wrap-1:e.wrap,o=(r.x+1+n)%n,s=r.x+1===n?e.wrap+1:e.wrap,l={};return l[new t.OverscaledTileID(e.overscaledZ,a,r.z,i,r.y).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,s,r.z,o,r.y).key]={backfilled:!1},r.y>0&&(l[new t.OverscaledTileID(e.overscaledZ,a,r.z,i,r.y-1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,e.wrap,r.z,r.x,r.y-1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,s,r.z,o,r.y-1).key]={backfilled:!1}),r.y+1<n&&(l[new t.OverscaledTileID(e.overscaledZ,a,r.z,i,r.y+1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,e.wrap,r.z,r.x,r.y+1).key]={backfilled:!1},l[new t.OverscaledTileID(e.overscaledZ,s,r.z,o,r.y+1).key]={backfilled:!1}),l},r.prototype.unloadTile=function(t){t.demTexture&&this.map.painter.saveTileTexture(t.demTexture),t.fbo&&(t.fbo.destroy(),delete t.fbo),t.dem&&delete t.dem,delete t.neighboringTiles,t.state=\"unloaded\",t.actor&&t.actor.send(\"removeDEMTile\",{uid:t.uid,source:this.id})},r}(E),C=function(e){function r(r,n,i,a){e.call(this),this.id=r,this.type=\"geojson\",this.minzoom=0,this.maxzoom=18,this.tileSize=512,this.isTileClipped=!0,this.reparseOverscaled=!0,this._removed=!1,this._loaded=!1,this.actor=i.getActor(),this.setEventedParent(a),this._data=n.data,this._options=t.extend({},n),this._collectResourceTiming=n.collectResourceTiming,this._resourceTiming=[],void 0!==n.maxzoom&&(this.maxzoom=n.maxzoom),n.type&&(this.type=n.type),n.attribution&&(this.attribution=n.attribution),this.promoteId=n.promoteId;var o=t.EXTENT/this.tileSize;this.workerOptions=t.extend({source:this.id,cluster:n.cluster||!1,geojsonVtOptions:{buffer:(void 0!==n.buffer?n.buffer:128)*o,tolerance:(void 0!==n.tolerance?n.tolerance:.375)*o,extent:t.EXTENT,maxZoom:this.maxzoom,lineMetrics:n.lineMetrics||!1,generateId:n.generateId||!1},superclusterOptions:{maxZoom:void 0!==n.clusterMaxZoom?Math.min(n.clusterMaxZoom,this.maxzoom-1):this.maxzoom-1,extent:t.EXTENT,radius:(n.clusterRadius||50)*o,log:!1,generateId:n.generateId||!1},clusterProperties:n.clusterProperties},n.workerOptions)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._updateWorkerData((function(r){if(r)e.fire(new t.ErrorEvent(r));else{var n={dataType:\"source\",sourceDataType:\"metadata\"};e._collectResourceTiming&&e._resourceTiming&&e._resourceTiming.length>0&&(n.resourceTiming=e._resourceTiming,e._resourceTiming=[]),e.fire(new t.Event(\"data\",n))}}))},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.setData=function(e){var r=this;return this._data=e,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this._updateWorkerData((function(e){if(e)r.fire(new t.ErrorEvent(e));else{var n={dataType:\"source\",sourceDataType:\"content\"};r._collectResourceTiming&&r._resourceTiming&&r._resourceTiming.length>0&&(n.resourceTiming=r._resourceTiming,r._resourceTiming=[]),r.fire(new t.Event(\"data\",n))}})),this},r.prototype.getClusterExpansionZoom=function(t,e){return this.actor.send(\"geojson.getClusterExpansionZoom\",{clusterId:t,source:this.id},e),this},r.prototype.getClusterChildren=function(t,e){return this.actor.send(\"geojson.getClusterChildren\",{clusterId:t,source:this.id},e),this},r.prototype.getClusterLeaves=function(t,e,r,n){return this.actor.send(\"geojson.getClusterLeaves\",{source:this.id,clusterId:t,limit:e,offset:r},n),this},r.prototype._updateWorkerData=function(e){var r=this;this._loaded=!1;var n=t.extend({},this.workerOptions),i=this._data;\"string\"==typeof i?(n.request=this.map._requestManager.transformRequest(t.browser.resolveURL(i),t.ResourceType.Source),n.request.collectResourceTiming=this._collectResourceTiming):n.data=JSON.stringify(i),this.actor.send(this.type+\".loadData\",n,(function(t,i){r._removed||i&&i.abandoned||(r._loaded=!0,i&&i.resourceTiming&&i.resourceTiming[r.id]&&(r._resourceTiming=i.resourceTiming[r.id].slice(0)),r.actor.send(r.type+\".coalesce\",{source:n.source},null),e(t))}))},r.prototype.loaded=function(){return this._loaded},r.prototype.loadTile=function(e,r){var n=this,i=e.actor?\"reloadTile\":\"loadTile\";e.actor=this.actor;var a={type:this.type,uid:e.uid,tileID:e.tileID,zoom:e.tileID.overscaledZ,maxZoom:this.maxzoom,tileSize:this.tileSize,source:this.id,pixelRatio:t.browser.devicePixelRatio,showCollisionBoxes:this.map.showCollisionBoxes,promoteId:this.promoteId};e.request=this.actor.send(i,a,(function(t,a){return delete e.request,e.unloadVectorData(),e.aborted?r(null):t?r(t):(e.loadVectorData(a,n.map.painter,\"reloadTile\"===i),r(null))}))},r.prototype.abortTile=function(t){t.request&&(t.request.cancel(),delete t.request),t.aborted=!0},r.prototype.unloadTile=function(t){t.unloadVectorData(),this.actor.send(\"removeTile\",{uid:t.uid,type:this.type,source:this.id})},r.prototype.onRemove=function(){this._removed=!0,this.actor.send(\"removeSource\",{type:this.type,source:this.id})},r.prototype.serialize=function(){return t.extend({},this._options,{type:this.type,data:this._data})},r.prototype.hasTransition=function(){return!1},r}(t.Evented),P=t.createLayout([{name:\"a_pos\",type:\"Int16\",components:2},{name:\"a_texture_pos\",type:\"Int16\",components:2}]),I=function(e){function r(t,r,n,i){e.call(this),this.id=t,this.dispatcher=n,this.coordinates=r.coordinates,this.type=\"image\",this.minzoom=0,this.maxzoom=22,this.tileSize=512,this.tiles={},this._loaded=!1,this.setEventedParent(i),this.options=r}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(e,r){var n=this;this._loaded=!1,this.fire(new t.Event(\"dataloading\",{dataType:\"source\"})),this.url=this.options.url,t.getImage(this.map._requestManager.transformRequest(this.url,t.ResourceType.Image),(function(i,a){n._loaded=!0,i?n.fire(new t.ErrorEvent(i)):a&&(n.image=a,e&&(n.coordinates=e),r&&r(),n._finishLoading())}))},r.prototype.loaded=function(){return this._loaded},r.prototype.updateImage=function(t){var e=this;return this.image&&t.url?(this.options.url=t.url,this.load(t.coordinates,(function(){e.texture=null})),this):this},r.prototype._finishLoading=function(){this.map&&(this.setCoordinates(this.coordinates),this.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"metadata\"})))},r.prototype.onAdd=function(t){this.map=t,this.load()},r.prototype.setCoordinates=function(e){var r=this;this.coordinates=e;var n=e.map(t.MercatorCoordinate.fromLngLat);this.tileID=function(e){for(var r=1/0,n=1/0,i=-1/0,a=-1/0,o=0,s=e;o<s.length;o+=1){var l=s[o];r=Math.min(r,l.x),n=Math.min(n,l.y),i=Math.max(i,l.x),a=Math.max(a,l.y)}var c=i-r,u=a-n,f=Math.max(c,u),h=Math.max(0,Math.floor(-Math.log(f)/Math.LN2)),p=Math.pow(2,h);return new t.CanonicalTileID(h,Math.floor((r+i)/2*p),Math.floor((n+a)/2*p))}(n),this.minzoom=this.maxzoom=this.tileID.z;var i=n.map((function(t){return r.tileID.getTilePoint(t)._round()}));return this._boundsArray=new t.StructArrayLayout4i8,this._boundsArray.emplaceBack(i[0].x,i[0].y,0,0),this._boundsArray.emplaceBack(i[1].x,i[1].y,t.EXTENT,0),this._boundsArray.emplaceBack(i[3].x,i[3].y,0,t.EXTENT),this._boundsArray.emplaceBack(i[2].x,i[2].y,t.EXTENT,t.EXTENT),this.boundsBuffer&&(this.boundsBuffer.destroy(),delete this.boundsBuffer),this.fire(new t.Event(\"data\",{dataType:\"source\",sourceDataType:\"content\"})),this},r.prototype.prepare=function(){if(0!==Object.keys(this.tiles).length&&this.image){var e=this.map.painter.context,r=e.gl;for(var n in this.boundsBuffer||(this.boundsBuffer=e.createVertexBuffer(this._boundsArray,P.members)),this.boundsSegments||(this.boundsSegments=t.SegmentVector.simpleSegment(0,0,4,2)),this.texture||(this.texture=new t.Texture(e,this.image,r.RGBA),this.texture.bind(r.LINEAR,r.CLAMP_TO_EDGE)),this.tiles){var i=this.tiles[n];\"loaded\"!==i.state&&(i.state=\"loaded\",i.texture=this.texture)}}},r.prototype.loadTile=function(t,e){this.tileID&&this.tileID.equals(t.tileID.canonical)?(this.tiles[String(t.tileID.wrap)]=t,t.buckets={},e(null)):(t.state=\"errored\",e(null))},r.prototype.serialize=function(){return{type:\"image\",url:this.options.url,coordinates:this.coordinates}},r.prototype.hasTransition=function(){return!1},r}(t.Evented);var O=function(e){function r(t,r,n,i){e.call(this,t,r,n,i),this.roundZoom=!0,this.type=\"video\",this.options=r}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){var e=this;this._loaded=!1;var r=this.options;this.urls=[];for(var n=0,i=r.urls;n<i.length;n+=1){var a=i[n];this.urls.push(this.map._requestManager.transformRequest(a,t.ResourceType.Source).url)}t.getVideo(this.urls,(function(r,n){e._loaded=!0,r?e.fire(new t.ErrorEvent(r)):n&&(e.video=n,e.video.loop=!0,e.video.addEventListener(\"playing\",(function(){e.map.triggerRepaint()})),e.map&&e.video.play(),e._finishLoading())}))},r.prototype.pause=function(){this.video&&this.video.pause()},r.prototype.play=function(){this.video&&this.video.play()},r.prototype.seek=function(e){if(this.video){var r=this.video.seekable;e<r.start(0)||e>r.end(0)?this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+this.id,null,\"Playback for this video can be set only between the \"+r.start(0)+\" and \"+r.end(0)+\"-second mark.\"))):this.video.currentTime=e}},r.prototype.getVideo=function(){return this.video},r.prototype.onAdd=function(t){this.map||(this.map=t,this.load(),this.video&&(this.video.play(),this.setCoordinates(this.coordinates)))},r.prototype.prepare=function(){if(!(0===Object.keys(this.tiles).length||this.video.readyState<2)){var e=this.map.painter.context,r=e.gl;for(var n in this.boundsBuffer||(this.boundsBuffer=e.createVertexBuffer(this._boundsArray,P.members)),this.boundsSegments||(this.boundsSegments=t.SegmentVector.simpleSegment(0,0,4,2)),this.texture?this.video.paused||(this.texture.bind(r.LINEAR,r.CLAMP_TO_EDGE),r.texSubImage2D(r.TEXTURE_2D,0,0,0,r.RGBA,r.UNSIGNED_BYTE,this.video)):(this.texture=new t.Texture(e,this.video,r.RGBA),this.texture.bind(r.LINEAR,r.CLAMP_TO_EDGE)),this.tiles){var i=this.tiles[n];\"loaded\"!==i.state&&(i.state=\"loaded\",i.texture=this.texture)}}},r.prototype.serialize=function(){return{type:\"video\",urls:this.urls,coordinates:this.coordinates}},r.prototype.hasTransition=function(){return this.video&&!this.video.paused},r}(I),z=function(e){function r(r,n,i,a){e.call(this,r,n,i,a),n.coordinates?Array.isArray(n.coordinates)&&4===n.coordinates.length&&!n.coordinates.some((function(t){return!Array.isArray(t)||2!==t.length||t.some((function(t){return\"number\"!=typeof t}))}))||this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'\"coordinates\" property must be an array of 4 longitude/latitude array pairs'))):this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'missing required property \"coordinates\"'))),n.animate&&\"boolean\"!=typeof n.animate&&this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'optional \"animate\" property must be a boolean value'))),n.canvas?\"string\"==typeof n.canvas||n.canvas instanceof t.window.HTMLCanvasElement||this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'\"canvas\" must be either a string representing the ID of the canvas element from which to read, or an HTMLCanvasElement instance'))):this.fire(new t.ErrorEvent(new t.ValidationError(\"sources.\"+r,null,'missing required property \"canvas\"'))),this.options=n,this.animate=void 0===n.animate||n.animate}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.load=function(){this._loaded=!0,this.canvas||(this.canvas=this.options.canvas instanceof t.window.HTMLCanvasElement?this.options.canvas:t.window.document.getElementById(this.options.canvas)),this.width=this.canvas.width,this.height=this.canvas.height,this._hasInvalidDimensions()?this.fire(new t.ErrorEvent(new Error(\"Canvas dimensions cannot be less than or equal to zero.\"))):(this.play=function(){this._playing=!0,this.map.triggerRepaint()},this.pause=function(){this._playing&&(this.prepare(),this._playing=!1)},this._finishLoading())},r.prototype.getCanvas=function(){return this.canvas},r.prototype.onAdd=function(t){this.map=t,this.load(),this.canvas&&this.animate&&this.play()},r.prototype.onRemove=function(){this.pause()},r.prototype.prepare=function(){var e=!1;if(this.canvas.width!==this.width&&(this.width=this.canvas.width,e=!0),this.canvas.height!==this.height&&(this.height=this.canvas.height,e=!0),!this._hasInvalidDimensions()&&0!==Object.keys(this.tiles).length){var r=this.map.painter.context,n=r.gl;for(var i in this.boundsBuffer||(this.boundsBuffer=r.createVertexBuffer(this._boundsArray,P.members)),this.boundsSegments||(this.boundsSegments=t.SegmentVector.simpleSegment(0,0,4,2)),this.texture?(e||this._playing)&&this.texture.update(this.canvas,{premultiply:!0}):this.texture=new t.Texture(r,this.canvas,n.RGBA,{premultiply:!0}),this.tiles){var a=this.tiles[i];\"loaded\"!==a.state&&(a.state=\"loaded\",a.texture=this.texture)}}},r.prototype.serialize=function(){return{type:\"canvas\",coordinates:this.coordinates}},r.prototype.hasTransition=function(){return this._playing},r.prototype._hasInvalidDimensions=function(){for(var t=0,e=[this.canvas.width,this.canvas.height];t<e.length;t+=1){var 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e=this.gl;e.framebufferTexture2D(e.FRAMEBUFFER,e.COLOR_ATTACHMENT0,e.TEXTURE_2D,t,0),this.current=t,this.dirty=!1}},e}(_t),Tt=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.set=function(t){if(t!==this.current||this.dirty){this.context.bindFramebuffer.set(this.parent);var e=this.gl;e.framebufferRenderbuffer(e.FRAMEBUFFER,e.DEPTH_ATTACHMENT,e.RENDERBUFFER,t),this.current=t,this.dirty=!1}},e}(_t),kt=function(t,e,r,n){this.context=t,this.width=e,this.height=r;var i=t.gl,a=this.framebuffer=i.createFramebuffer();this.colorAttachment=new wt(t,a),n&&(this.depthAttachment=new Tt(t,a))};kt.prototype.destroy=function(){var t=this.context.gl,e=this.colorAttachment.get();if(e&&t.deleteTexture(e),this.depthAttachment){var r=this.depthAttachment.get();r&&t.deleteRenderbuffer(r)}t.deleteFramebuffer(this.framebuffer)};var At=function(t,e,r){this.func=t,this.mask=e,this.range=r};At.ReadOnly=!1,At.ReadWrite=!0,At.disabled=new At(519,At.ReadOnly,[0,1]);var Mt=function(t,e,r,n,i,a){this.test=t,this.ref=e,this.mask=r,this.fail=n,this.depthFail=i,this.pass=a};Mt.disabled=new Mt({func:519,mask:0},0,0,7680,7680,7680);var St=function(t,e,r){this.blendFunction=t,this.blendColor=e,this.mask=r};St.disabled=new St(St.Replace=[1,0],t.Color.transparent,[!1,!1,!1,!1]),St.unblended=new St(St.Replace,t.Color.transparent,[!0,!0,!0,!0]),St.alphaBlended=new St([1,771],t.Color.transparent,[!0,!0,!0,!0]);var Et=function(t,e,r){this.enable=t,this.mode=e,this.frontFace=r};Et.disabled=new Et(!1,1029,2305),Et.backCCW=new Et(!0,1029,2305);var Lt=function(t){this.gl=t,this.extVertexArrayObject=this.gl.getExtension(\"OES_vertex_array_object\"),this.clearColor=new q(this),this.clearDepth=new G(this),this.clearStencil=new Y(this),this.colorMask=new W(this),this.depthMask=new X(this),this.stencilMask=new Z(this),this.stencilFunc=new J(this),this.stencilOp=new K(this),this.stencilTest=new Q(this),this.depthRange=new $(this),this.depthTest=new tt(this),this.depthFunc=new et(this),this.blend=new rt(this),this.blendFunc=new nt(this),this.blendColor=new it(this),this.blendEquation=new at(this),this.cullFace=new ot(this),this.cullFaceSide=new st(this),this.frontFace=new lt(this),this.program=new ct(this),this.activeTexture=new ut(this),this.viewport=new ft(this),this.bindFramebuffer=new ht(this),this.bindRenderbuffer=new pt(this),this.bindTexture=new dt(this),this.bindVertexBuffer=new mt(this),this.bindElementBuffer=new gt(this),this.bindVertexArrayOES=this.extVertexArrayObject&&new vt(this),this.pixelStoreUnpack=new yt(this),this.pixelStoreUnpackPremultiplyAlpha=new xt(this),this.pixelStoreUnpackFlipY=new bt(this),this.extTextureFilterAnisotropic=t.getExtension(\"EXT_texture_filter_anisotropic\")||t.getExtension(\"MOZ_EXT_texture_filter_anisotropic\")||t.getExtension(\"WEBKIT_EXT_texture_filter_anisotropic\"),this.extTextureFilterAnisotropic&&(this.extTextureFilterAnisotropicMax=t.getParameter(this.extTextureFilterAnisotropic.MAX_TEXTURE_MAX_ANISOTROPY_EXT)),this.extTextureHalfFloat=t.getExtension(\"OES_texture_half_float\"),this.extTextureHalfFloat&&(t.getExtension(\"OES_texture_half_float_linear\"),this.extRenderToTextureHalfFloat=t.getExtension(\"EXT_color_buffer_half_float\")),this.extTimerQuery=t.getExtension(\"EXT_disjoint_timer_query\")};Lt.prototype.setDefault=function(){this.unbindVAO(),this.clearColor.setDefault(),this.clearDepth.setDefault(),this.clearStencil.setDefault(),this.colorMask.setDefault(),this.depthMask.setDefault(),this.stencilMask.setDefault(),this.stencilFunc.setDefault(),this.stencilOp.setDefault(),this.stencilTest.setDefault(),this.depthRange.setDefault(),this.depthTest.setDefault(),this.depthFunc.setDefault(),this.blend.setDefault(),this.blendFunc.setDefault(),this.blendColor.setDefault(),this.blendEquation.setDefault(),this.cullFace.setDefault(),this.cullFaceSide.setDefault(),this.frontFace.setDefault(),this.program.setDefault(),this.activeTexture.setDefault(),this.bindFramebuffer.setDefault(),this.pixelStoreUnpack.setDefault(),this.pixelStoreUnpackPremultiplyAlpha.setDefault(),this.pixelStoreUnpackFlipY.setDefault()},Lt.prototype.setDirty=function(){this.clearColor.dirty=!0,this.clearDepth.dirty=!0,this.clearStencil.dirty=!0,this.colorMask.dirty=!0,this.depthMask.dirty=!0,this.stencilMask.dirty=!0,this.stencilFunc.dirty=!0,this.stencilOp.dirty=!0,this.stencilTest.dirty=!0,this.depthRange.dirty=!0,this.depthTest.dirty=!0,this.depthFunc.dirty=!0,this.blend.dirty=!0,this.blendFunc.dirty=!0,this.blendColor.dirty=!0,this.blendEquation.dirty=!0,this.cullFace.dirty=!0,this.cullFaceSide.dirty=!0,this.frontFace.dirty=!0,this.program.dirty=!0,this.activeTexture.dirty=!0,this.viewport.dirty=!0,this.bindFramebuffer.dirty=!0,this.bindRenderbuffer.dirty=!0,this.bindTexture.dirty=!0,this.bindVertexBuffer.dirty=!0,this.bindElementBuffer.dirty=!0,this.extVertexArrayObject&&(this.bindVertexArrayOES.dirty=!0),this.pixelStoreUnpack.dirty=!0,this.pixelStoreUnpackPremultiplyAlpha.dirty=!0,this.pixelStoreUnpackFlipY.dirty=!0},Lt.prototype.createIndexBuffer=function(t,e){return new j(this,t,e)},Lt.prototype.createVertexBuffer=function(t,e,r){return new V(this,t,e,r)},Lt.prototype.createRenderbuffer=function(t,e,r){var n=this.gl,i=n.createRenderbuffer();return this.bindRenderbuffer.set(i),n.renderbufferStorage(n.RENDERBUFFER,t,e,r),this.bindRenderbuffer.set(null),i},Lt.prototype.createFramebuffer=function(t,e,r){return new kt(this,t,e,r)},Lt.prototype.clear=function(t){var e=t.color,r=t.depth,n=this.gl,i=0;e&&(i|=n.COLOR_BUFFER_BIT,this.clearColor.set(e),this.colorMask.set([!0,!0,!0,!0])),void 0!==r&&(i|=n.DEPTH_BUFFER_BIT,this.depthRange.set([0,1]),this.clearDepth.set(r),this.depthMask.set(!0)),n.clear(i)},Lt.prototype.setCullFace=function(t){!1===t.enable?this.cullFace.set(!1):(this.cullFace.set(!0),this.cullFaceSide.set(t.mode),this.frontFace.set(t.frontFace))},Lt.prototype.setDepthMode=function(t){t.func!==this.gl.ALWAYS||t.mask?(this.depthTest.set(!0),this.depthFunc.set(t.func),this.depthMask.set(t.mask),this.depthRange.set(t.range)):this.depthTest.set(!1)},Lt.prototype.setStencilMode=function(t){t.test.func!==this.gl.ALWAYS||t.mask?(this.stencilTest.set(!0),this.stencilMask.set(t.mask),this.stencilOp.set([t.fail,t.depthFail,t.pass]),this.stencilFunc.set({func:t.test.func,ref:t.ref,mask:t.test.mask})):this.stencilTest.set(!1)},Lt.prototype.setColorMode=function(e){t.deepEqual(e.blendFunction,St.Replace)?this.blend.set(!1):(this.blend.set(!0),this.blendFunc.set(e.blendFunction),this.blendColor.set(e.blendColor)),this.colorMask.set(e.mask)},Lt.prototype.unbindVAO=function(){this.extVertexArrayObject&&this.bindVertexArrayOES.set(null)};var Ct=function(e){function r(r,n,i){var a=this;e.call(this),this.id=r,this.dispatcher=i,this.on(\"data\",(function(t){\"source\"===t.dataType&&\"metadata\"===t.sourceDataType&&(a._sourceLoaded=!0),a._sourceLoaded&&!a._paused&&\"source\"===t.dataType&&\"content\"===t.sourceDataType&&(a.reload(),a.transform&&a.update(a.transform))})),this.on(\"error\",(function(){a._sourceErrored=!0})),this._source=function(e,r,n,i){var a=new D[r.type](e,r,n,i);if(a.id!==e)throw new Error(\"Expected Source id to be \"+e+\" instead of \"+a.id);return t.bindAll([\"load\",\"abort\",\"unload\",\"serialize\",\"prepare\"],a),a}(r,n,i,this),this._tiles={},this._cache=new N(0,this._unloadTile.bind(this)),this._timers={},this._cacheTimers={},this._maxTileCacheSize=null,this._loadedParentTiles={},this._coveredTiles={},this._state=new t.SourceFeatureState}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.onAdd=function(t){this.map=t,this._maxTileCacheSize=t?t._maxTileCacheSize:null,this._source&&this._source.onAdd&&this._source.onAdd(t)},r.prototype.onRemove=function(t){this._source&&this._source.onRemove&&this._source.onRemove(t)},r.prototype.loaded=function(){if(this._sourceErrored)return!0;if(!this._sourceLoaded)return!1;if(!this._source.loaded())return!1;for(var t in this._tiles){var e=this._tiles[t];if(\"loaded\"!==e.state&&\"errored\"!==e.state)return!1}return!0},r.prototype.getSource=function(){return this._source},r.prototype.pause=function(){this._paused=!0},r.prototype.resume=function(){if(this._paused){var t=this._shouldReloadOnResume;this._paused=!1,this._shouldReloadOnResume=!1,t&&this.reload(),this.transform&&this.update(this.transform)}},r.prototype._loadTile=function(t,e){return this._source.loadTile(t,e)},r.prototype._unloadTile=function(t){if(this._source.unloadTile)return this._source.unloadTile(t,(function(){}))},r.prototype._abortTile=function(t){if(this._source.abortTile)return this._source.abortTile(t,(function(){}))},r.prototype.serialize=function(){return this._source.serialize()},r.prototype.prepare=function(t){for(var e in this._source.prepare&&this._source.prepare(),this._state.coalesceChanges(this._tiles,this.map?this.map.painter:null),this._tiles){var r=this._tiles[e];r.upload(t),r.prepare(this.map.style.imageManager)}},r.prototype.getIds=function(){return t.values(this._tiles).map((function(t){return t.tileID})).sort(Pt).map((function(t){return t.key}))},r.prototype.getRenderableIds=function(e){var r=this,n=[];for(var i in this._tiles)this._isIdRenderable(i,e)&&n.push(this._tiles[i]);return e?n.sort((function(e,n){var i=e.tileID,a=n.tileID,o=new t.Point(i.canonical.x,i.canonical.y)._rotate(r.transform.angle),s=new t.Point(a.canonical.x,a.canonical.y)._rotate(r.transform.angle);return i.overscaledZ-a.overscaledZ||s.y-o.y||s.x-o.x})).map((function(t){return t.tileID.key})):n.map((function(t){return t.tileID})).sort(Pt).map((function(t){return t.key}))},r.prototype.hasRenderableParent=function(t){var e=this.findLoadedParent(t,0);return!!e&&this._isIdRenderable(e.tileID.key)},r.prototype._isIdRenderable=function(t,e){return this._tiles[t]&&this._tiles[t].hasData()&&!this._coveredTiles[t]&&(e||!this._tiles[t].holdingForFade())},r.prototype.reload=function(){if(this._paused)this._shouldReloadOnResume=!0;else for(var t in this._cache.reset(),this._tiles)\"errored\"!==this._tiles[t].state&&this._reloadTile(t,\"reloading\")},r.prototype._reloadTile=function(t,e){var r=this._tiles[t];r&&(\"loading\"!==r.state&&(r.state=e),this._loadTile(r,this._tileLoaded.bind(this,r,t,e)))},r.prototype._tileLoaded=function(e,r,n,i){if(i)return e.state=\"errored\",void(404!==i.status?this._source.fire(new t.ErrorEvent(i,{tile:e})):this.update(this.transform));e.timeAdded=t.browser.now(),\"expired\"===n&&(e.refreshedUponExpiration=!0),this._setTileReloadTimer(r,e),\"raster-dem\"===this.getSource().type&&e.dem&&this._backfillDEM(e),this._state.initializeTileState(e,this.map?this.map.painter:null),this._source.fire(new t.Event(\"data\",{dataType:\"source\",tile:e,coord:e.tileID}))},r.prototype._backfillDEM=function(t){for(var e=this.getRenderableIds(),r=0;r<e.length;r++){var n=e[r];if(t.neighboringTiles&&t.neighboringTiles[n]){var i=this.getTileByID(n);a(t,i),a(i,t)}}function a(t,e){t.needsHillshadePrepare=!0;var r=e.tileID.canonical.x-t.tileID.canonical.x,n=e.tileID.canonical.y-t.tileID.canonical.y,i=Math.pow(2,t.tileID.canonical.z),a=e.tileID.key;0===r&&0===n||Math.abs(n)>1||(Math.abs(r)>1&&(1===Math.abs(r+i)?r+=i:1===Math.abs(r-i)&&(r-=i)),e.dem&&t.dem&&(t.dem.backfillBorder(e.dem,r,n),t.neighboringTiles&&t.neighboringTiles[a]&&(t.neighboringTiles[a].backfilled=!0)))}},r.prototype.getTile=function(t){return this.getTileByID(t.key)},r.prototype.getTileByID=function(t){return this._tiles[t]},r.prototype._retainLoadedChildren=function(t,e,r,n){for(var i in this._tiles){var a=this._tiles[i];if(!(n[i]||!a.hasData()||a.tileID.overscaledZ<=e||a.tileID.overscaledZ>r)){for(var o=a.tileID;a&&a.tileID.overscaledZ>e+1;){var s=a.tileID.scaledTo(a.tileID.overscaledZ-1);(a=this._tiles[s.key])&&a.hasData()&&(o=s)}for(var l=o;l.overscaledZ>e;)if(t[(l=l.scaledTo(l.overscaledZ-1)).key]){n[o.key]=o;break}}}},r.prototype.findLoadedParent=function(t,e){if(t.key in this._loadedParentTiles){var r=this._loadedParentTiles[t.key];return r&&r.tileID.overscaledZ>=e?r:null}for(var n=t.overscaledZ-1;n>=e;n--){var i=t.scaledTo(n),a=this._getLoadedTile(i);if(a)return a}},r.prototype._getLoadedTile=function(t){var e=this._tiles[t.key];return e&&e.hasData()?e:this._cache.getByKey(t.wrapped().key)},r.prototype.updateCacheSize=function(t){var e=(Math.ceil(t.width/this._source.tileSize)+1)*(Math.ceil(t.height/this._source.tileSize)+1),r=Math.floor(5*e),n=\"number\"==typeof this._maxTileCacheSize?Math.min(this._maxTileCacheSize,r):r;this._cache.setMaxSize(n)},r.prototype.handleWrapJump=function(t){var e=(t-(void 0===this._prevLng?t:this._prevLng))/360,r=Math.round(e);if(this._prevLng=t,r){var n={};for(var i in this._tiles){var a=this._tiles[i];a.tileID=a.tileID.unwrapTo(a.tileID.wrap+r),n[a.tileID.key]=a}for(var o in this._tiles=n,this._timers)clearTimeout(this._timers[o]),delete this._timers[o];for(var s in this._tiles){var l=this._tiles[s];this._setTileReloadTimer(s,l)}}},r.prototype.update=function(e){var n=this;if(this.transform=e,this._sourceLoaded&&!this._paused){var i;this.updateCacheSize(e),this.handleWrapJump(this.transform.center.lng),this._coveredTiles={},this.used?this._source.tileID?i=e.getVisibleUnwrappedCoordinates(this._source.tileID).map((function(e){return new t.OverscaledTileID(e.canonical.z,e.wrap,e.canonical.z,e.canonical.x,e.canonical.y)})):(i=e.coveringTiles({tileSize:this._source.tileSize,minzoom:this._source.minzoom,maxzoom:this._source.maxzoom,roundZoom:this._source.roundZoom,reparseOverscaled:this._source.reparseOverscaled}),this._source.hasTile&&(i=i.filter((function(t){return n._source.hasTile(t)})))):i=[];var a=e.coveringZoomLevel(this._source),o=Math.max(a-r.maxOverzooming,this._source.minzoom),s=Math.max(a+r.maxUnderzooming,this._source.minzoom),l=this._updateRetainedTiles(i,a);if(It(this._source.type)){for(var c={},u={},f=0,h=Object.keys(l);f<h.length;f+=1){var p=h[f],d=l[p],m=this._tiles[p];if(m&&!(m.fadeEndTime&&m.fadeEndTime<=t.browser.now())){var g=this.findLoadedParent(d,o);g&&(this._addTile(g.tileID),c[g.tileID.key]=g.tileID),u[p]=d}}for(var v in this._retainLoadedChildren(u,a,s,l),c)l[v]||(this._coveredTiles[v]=!0,l[v]=c[v])}for(var y in l)this._tiles[y].clearFadeHold();for(var x=0,b=t.keysDifference(this._tiles,l);x<b.length;x+=1){var _=b[x],w=this._tiles[_];w.hasSymbolBuckets&&!w.holdingForFade()?w.setHoldDuration(this.map._fadeDuration):w.hasSymbolBuckets&&!w.symbolFadeFinished()||this._removeTile(_)}this._updateLoadedParentTileCache()}},r.prototype.releaseSymbolFadeTiles=function(){for(var t in this._tiles)this._tiles[t].holdingForFade()&&this._removeTile(t)},r.prototype._updateRetainedTiles=function(t,e){for(var n={},i={},a=Math.max(e-r.maxOverzooming,this._source.minzoom),o=Math.max(e+r.maxUnderzooming,this._source.minzoom),s={},l=0,c=t;l<c.length;l+=1){var u=c[l],f=this._addTile(u);n[u.key]=u,f.hasData()||e<this._source.maxzoom&&(s[u.key]=u)}this._retainLoadedChildren(s,e,o,n);for(var h=0,p=t;h<p.length;h+=1){var d=p[h],m=this._tiles[d.key];if(!m.hasData()){if(e+1>this._source.maxzoom){var g=d.children(this._source.maxzoom)[0],v=this.getTile(g);if(v&&v.hasData()){n[g.key]=g;continue}}else{var y=d.children(this._source.maxzoom);if(n[y[0].key]&&n[y[1].key]&&n[y[2].key]&&n[y[3].key])continue}for(var x=m.wasRequested(),b=d.overscaledZ-1;b>=a;--b){var _=d.scaledTo(b);if(i[_.key])break;if(i[_.key]=!0,!(m=this.getTile(_))&&x&&(m=this._addTile(_)),m&&(n[_.key]=_,x=m.wasRequested(),m.hasData()))break}}}return n},r.prototype._updateLoadedParentTileCache=function(){for(var t in this._loadedParentTiles={},this._tiles){for(var e=[],r=void 0,n=this._tiles[t].tileID;n.overscaledZ>0;){if(n.key in this._loadedParentTiles){r=this._loadedParentTiles[n.key];break}e.push(n.key);var i=n.scaledTo(n.overscaledZ-1);if(r=this._getLoadedTile(i))break;n=i}for(var a=0,o=e;a<o.length;a+=1){var s=o[a];this._loadedParentTiles[s]=r}}},r.prototype._addTile=function(e){var r=this._tiles[e.key];if(r)return r;(r=this._cache.getAndRemove(e))&&(this._setTileReloadTimer(e.key,r),r.tileID=e,this._state.initializeTileState(r,this.map?this.map.painter:null),this._cacheTimers[e.key]&&(clearTimeout(this._cacheTimers[e.key]),delete this._cacheTimers[e.key],this._setTileReloadTimer(e.key,r)));var n=Boolean(r);return n||(r=new t.Tile(e,this._source.tileSize*e.overscaleFactor()),this._loadTile(r,this._tileLoaded.bind(this,r,e.key,r.state))),r?(r.uses++,this._tiles[e.key]=r,n||this._source.fire(new t.Event(\"dataloading\",{tile:r,coord:r.tileID,dataType:\"source\"})),r):null},r.prototype._setTileReloadTimer=function(t,e){var r=this;t in this._timers&&(clearTimeout(this._timers[t]),delete this._timers[t]);var n=e.getExpiryTimeout();n&&(this._timers[t]=setTimeout((function(){r._reloadTile(t,\"expired\"),delete r._timers[t]}),n))},r.prototype._removeTile=function(t){var e=this._tiles[t];e&&(e.uses--,delete this._tiles[t],this._timers[t]&&(clearTimeout(this._timers[t]),delete this._timers[t]),e.uses>0||(e.hasData()&&\"reloading\"!==e.state?this._cache.add(e.tileID,e,e.getExpiryTimeout()):(e.aborted=!0,this._abortTile(e),this._unloadTile(e))))},r.prototype.clearTiles=function(){for(var t in this._shouldReloadOnResume=!1,this._paused=!1,this._tiles)this._removeTile(t);this._cache.reset()},r.prototype.tilesIn=function(e,r,n){var i=this,a=[],o=this.transform;if(!o)return a;for(var s=n?o.getCameraQueryGeometry(e):e,l=e.map((function(t){return o.pointCoordinate(t)})),c=s.map((function(t){return o.pointCoordinate(t)})),u=this.getIds(),f=1/0,h=1/0,p=-1/0,d=-1/0,m=0,g=c;m<g.length;m+=1){var v=g[m];f=Math.min(f,v.x),h=Math.min(h,v.y),p=Math.max(p,v.x),d=Math.max(d,v.y)}for(var y=function(e){var n=i._tiles[u[e]];if(!n.holdingForFade()){var s=n.tileID,m=Math.pow(2,o.zoom-n.tileID.overscaledZ),g=r*n.queryPadding*t.EXTENT/n.tileSize/m,v=[s.getTilePoint(new t.MercatorCoordinate(f,h)),s.getTilePoint(new t.MercatorCoordinate(p,d))];if(v[0].x-g<t.EXTENT&&v[0].y-g<t.EXTENT&&v[1].x+g>=0&&v[1].y+g>=0){var y=l.map((function(t){return s.getTilePoint(t)})),x=c.map((function(t){return s.getTilePoint(t)}));a.push({tile:n,tileID:s,queryGeometry:y,cameraQueryGeometry:x,scale:m})}}},x=0;x<u.length;x++)y(x);return a},r.prototype.getVisibleCoordinates=function(t){for(var e=this,r=this.getRenderableIds(t).map((function(t){return e._tiles[t].tileID})),n=0,i=r;n<i.length;n+=1){var a=i[n];a.posMatrix=this.transform.calculatePosMatrix(a.toUnwrapped())}return r},r.prototype.hasTransition=function(){if(this._source.hasTransition())return!0;if(It(this._source.type))for(var e in this._tiles){var r=this._tiles[e];if(void 0!==r.fadeEndTime&&r.fadeEndTime>=t.browser.now())return!0}return!1},r.prototype.setFeatureState=function(t,e,r){t=t||\"_geojsonTileLayer\",this._state.updateState(t,e,r)},r.prototype.removeFeatureState=function(t,e,r){t=t||\"_geojsonTileLayer\",this._state.removeFeatureState(t,e,r)},r.prototype.getFeatureState=function(t,e){return t=t||\"_geojsonTileLayer\",this._state.getState(t,e)},r.prototype.setDependencies=function(t,e,r){var n=this._tiles[t];n&&n.setDependencies(e,r)},r.prototype.reloadTilesForDependencies=function(t,e){for(var r in this._tiles){this._tiles[r].hasDependency(t,e)&&this._reloadTile(r,\"reloading\")}this._cache.filter((function(r){return!r.hasDependency(t,e)}))},r}(t.Evented);function Pt(t,e){var r=Math.abs(2*t.wrap)-+(t.wrap<0),n=Math.abs(2*e.wrap)-+(e.wrap<0);return t.overscaledZ-e.overscaledZ||n-r||e.canonical.y-t.canonical.y||e.canonical.x-t.canonical.x}function It(t){return\"raster\"===t||\"image\"===t||\"video\"===t}function Ot(){return new t.window.Worker(Zi.workerUrl)}Ct.maxOverzooming=10,Ct.maxUnderzooming=3;var zt=\"mapboxgl_preloaded_worker_pool\",Dt=function(){this.active={}};Dt.prototype.acquire=function(t){if(!this.workers)for(this.workers=[];this.workers.length<Dt.workerCount;)this.workers.push(new Ot);return this.active[t]=!0,this.workers.slice()},Dt.prototype.release=function(t){delete this.active[t],0===this.numActive()&&(this.workers.forEach((function(t){t.terminate()})),this.workers=null)},Dt.prototype.isPreloaded=function(){return!!this.active[zt]},Dt.prototype.numActive=function(){return Object.keys(this.active).length};var Rt,Ft=Math.floor(t.browser.hardwareConcurrency/2);function Bt(){return Rt||(Rt=new Dt),Rt}function Nt(e,r){var n={};for(var i in e)\"ref\"!==i&&(n[i]=e[i]);return t.refProperties.forEach((function(t){t in r&&(n[t]=r[t])})),n}function jt(t){t=t.slice();for(var e=Object.create(null),r=0;r<t.length;r++)e[t[r].id]=t[r];for(var n=0;n<t.length;n++)\"ref\"in t[n]&&(t[n]=Nt(t[n],e[t[n].ref]));return t}Dt.workerCount=Math.max(Math.min(Ft,6),1);var Ut={setStyle:\"setStyle\",addLayer:\"addLayer\",removeLayer:\"removeLayer\",setPaintProperty:\"setPaintProperty\",setLayoutProperty:\"setLayoutProperty\",setFilter:\"setFilter\",addSource:\"addSource\",removeSource:\"removeSource\",setGeoJSONSourceData:\"setGeoJSONSourceData\",setLayerZoomRange:\"setLayerZoomRange\",setLayerProperty:\"setLayerProperty\",setCenter:\"setCenter\",setZoom:\"setZoom\",setBearing:\"setBearing\",setPitch:\"setPitch\",setSprite:\"setSprite\",setGlyphs:\"setGlyphs\",setTransition:\"setTransition\",setLight:\"setLight\"};function Vt(t,e,r){r.push({command:Ut.addSource,args:[t,e[t]]})}function Ht(t,e,r){e.push({command:Ut.removeSource,args:[t]}),r[t]=!0}function qt(t,e,r,n){Ht(t,r,n),Vt(t,e,r)}function Gt(e,r,n){var i;for(i in e[n])if(e[n].hasOwnProperty(i)&&\"data\"!==i&&!t.deepEqual(e[n][i],r[n][i]))return!1;for(i in r[n])if(r[n].hasOwnProperty(i)&&\"data\"!==i&&!t.deepEqual(e[n][i],r[n][i]))return!1;return!0}function Yt(e,r,n,i,a,o){var s;for(s in r=r||{},e=e||{})e.hasOwnProperty(s)&&(t.deepEqual(e[s],r[s])||n.push({command:o,args:[i,s,r[s],a]}));for(s in r)r.hasOwnProperty(s)&&!e.hasOwnProperty(s)&&(t.deepEqual(e[s],r[s])||n.push({command:o,args:[i,s,r[s],a]}))}function Wt(t){return t.id}function Xt(t,e){return t[e.id]=e,t}function Zt(e,r){if(!e)return[{command:Ut.setStyle,args:[r]}];var n=[];try{if(!t.deepEqual(e.version,r.version))return[{command:Ut.setStyle,args:[r]}];t.deepEqual(e.center,r.center)||n.push({command:Ut.setCenter,args:[r.center]}),t.deepEqual(e.zoom,r.zoom)||n.push({command:Ut.setZoom,args:[r.zoom]}),t.deepEqual(e.bearing,r.bearing)||n.push({command:Ut.setBearing,args:[r.bearing]}),t.deepEqual(e.pitch,r.pitch)||n.push({command:Ut.setPitch,args:[r.pitch]}),t.deepEqual(e.sprite,r.sprite)||n.push({command:Ut.setSprite,args:[r.sprite]}),t.deepEqual(e.glyphs,r.glyphs)||n.push({command:Ut.setGlyphs,args:[r.glyphs]}),t.deepEqual(e.transition,r.transition)||n.push({command:Ut.setTransition,args:[r.transition]}),t.deepEqual(e.light,r.light)||n.push({command:Ut.setLight,args:[r.light]});var i={},a=[];!function(e,r,n,i){var a;for(a in r=r||{},e=e||{})e.hasOwnProperty(a)&&(r.hasOwnProperty(a)||Ht(a,n,i));for(a in r)r.hasOwnProperty(a)&&(e.hasOwnProperty(a)?t.deepEqual(e[a],r[a])||(\"geojson\"===e[a].type&&\"geojson\"===r[a].type&&Gt(e,r,a)?n.push({command:Ut.setGeoJSONSourceData,args:[a,r[a].data]}):qt(a,r,n,i)):Vt(a,r,n))}(e.sources,r.sources,a,i);var o=[];e.layers&&e.layers.forEach((function(t){i[t.source]?n.push({command:Ut.removeLayer,args:[t.id]}):o.push(t)})),n=n.concat(a),function(e,r,n){r=r||[];var i,a,o,s,l,c,u,f=(e=e||[]).map(Wt),h=r.map(Wt),p=e.reduce(Xt,{}),d=r.reduce(Xt,{}),m=f.slice(),g=Object.create(null);for(i=0,a=0;i<f.length;i++)o=f[i],d.hasOwnProperty(o)?a++:(n.push({command:Ut.removeLayer,args:[o]}),m.splice(m.indexOf(o,a),1));for(i=0,a=0;i<h.length;i++)o=h[h.length-1-i],m[m.length-1-i]!==o&&(p.hasOwnProperty(o)?(n.push({command:Ut.removeLayer,args:[o]}),m.splice(m.lastIndexOf(o,m.length-a),1)):a++,c=m[m.length-i],n.push({command:Ut.addLayer,args:[d[o],c]}),m.splice(m.length-i,0,o),g[o]=!0);for(i=0;i<h.length;i++)if(s=p[o=h[i]],l=d[o],!g[o]&&!t.deepEqual(s,l))if(t.deepEqual(s.source,l.source)&&t.deepEqual(s[\"source-layer\"],l[\"source-layer\"])&&t.deepEqual(s.type,l.type)){for(u in Yt(s.layout,l.layout,n,o,null,Ut.setLayoutProperty),Yt(s.paint,l.paint,n,o,null,Ut.setPaintProperty),t.deepEqual(s.filter,l.filter)||n.push({command:Ut.setFilter,args:[o,l.filter]}),t.deepEqual(s.minzoom,l.minzoom)&&t.deepEqual(s.maxzoom,l.maxzoom)||n.push({command:Ut.setLayerZoomRange,args:[o,l.minzoom,l.maxzoom]}),s)s.hasOwnProperty(u)&&\"layout\"!==u&&\"paint\"!==u&&\"filter\"!==u&&\"metadata\"!==u&&\"minzoom\"!==u&&\"maxzoom\"!==u&&(0===u.indexOf(\"paint.\")?Yt(s[u],l[u],n,o,u.slice(6),Ut.setPaintProperty):t.deepEqual(s[u],l[u])||n.push({command:Ut.setLayerProperty,args:[o,u,l[u]]}));for(u in l)l.hasOwnProperty(u)&&!s.hasOwnProperty(u)&&\"layout\"!==u&&\"paint\"!==u&&\"filter\"!==u&&\"metadata\"!==u&&\"minzoom\"!==u&&\"maxzoom\"!==u&&(0===u.indexOf(\"paint.\")?Yt(s[u],l[u],n,o,u.slice(6),Ut.setPaintProperty):t.deepEqual(s[u],l[u])||n.push({command:Ut.setLayerProperty,args:[o,u,l[u]]}))}else n.push({command:Ut.removeLayer,args:[o]}),c=m[m.lastIndexOf(o)+1],n.push({command:Ut.addLayer,args:[l,c]})}(o,r.layers,n)}catch(t){console.warn(\"Unable to compute style diff:\",t),n=[{command:Ut.setStyle,args:[r]}]}return n}var Jt=function(t,e){this.reset(t,e)};Jt.prototype.reset=function(t,e){this.points=t||[],this._distances=[0];for(var r=1;r<this.points.length;r++)this._distances[r]=this._distances[r-1]+this.points[r].dist(this.points[r-1]);this.length=this._distances[this._distances.length-1],this.padding=Math.min(e||0,.5*this.length),this.paddedLength=this.length-2*this.padding},Jt.prototype.lerp=function(e){if(1===this.points.length)return this.points[0];e=t.clamp(e,0,1);for(var r=1,n=this._distances[r],i=e*this.paddedLength+this.padding;n<i&&r<this._distances.length;)n=this._distances[++r];var a=r-1,o=this._distances[a],s=n-o,l=s>0?(i-o)/s:0;return this.points[a].mult(1-l).add(this.points[r].mult(l))};var Kt=function(t,e,r){var n=this.boxCells=[],i=this.circleCells=[];this.xCellCount=Math.ceil(t/r),this.yCellCount=Math.ceil(e/r);for(var a=0;a<this.xCellCount*this.yCellCount;a++)n.push([]),i.push([]);this.circleKeys=[],this.boxKeys=[],this.bboxes=[],this.circles=[],this.width=t,this.height=e,this.xScale=this.xCellCount/t,this.yScale=this.yCellCount/e,this.boxUid=0,this.circleUid=0};function Qt(e,r,n,i,a){var o=t.create();return r?(t.scale(o,o,[1/a,1/a,1]),n||t.rotateZ(o,o,i.angle)):t.multiply(o,i.labelPlaneMatrix,e),o}function $t(e,r,n,i,a){if(r){var o=t.clone(e);return t.scale(o,o,[a,a,1]),n||t.rotateZ(o,o,-i.angle),o}return i.glCoordMatrix}function te(e,r){var n=[e.x,e.y,0,1];fe(n,n,r);var i=n[3];return{point:new t.Point(n[0]/i,n[1]/i),signedDistanceFromCamera:i}}function ee(t,e){return.5+t/e*.5}function re(t,e){var r=t[0]/t[3],n=t[1]/t[3];return r>=-e[0]&&r<=e[0]&&n>=-e[1]&&n<=e[1]}function ne(e,r,n,i,a,o,s,l){var c=i?e.textSizeData:e.iconSizeData,u=t.evaluateSizeForZoom(c,n.transform.zoom),f=[256/n.width*2+1,256/n.height*2+1],h=i?e.text.dynamicLayoutVertexArray:e.icon.dynamicLayoutVertexArray;h.clear();for(var p=e.lineVertexArray,d=i?e.text.placedSymbolArray:e.icon.placedSymbolArray,m=n.transform.width/n.transform.height,g=!1,v=0;v<d.length;v++){var y=d.get(v);if(y.hidden||y.writingMode===t.WritingMode.vertical&&!g)ue(y.numGlyphs,h);else{g=!1;var x=[y.anchorX,y.anchorY,0,1];if(t.transformMat4(x,x,r),re(x,f)){var b=x[3],_=ee(n.transform.cameraToCenterDistance,b),w=t.evaluateSizeForFeature(c,u,y),T=s?w/_:w*_,k=new t.Point(y.anchorX,y.anchorY),A=te(k,a).point,M={},S=oe(y,T,!1,l,r,a,o,e.glyphOffsetArray,p,h,A,k,M,m);g=S.useVertical,(S.notEnoughRoom||g||S.needsFlipping&&oe(y,T,!0,l,r,a,o,e.glyphOffsetArray,p,h,A,k,M,m).notEnoughRoom)&&ue(y.numGlyphs,h)}else ue(y.numGlyphs,h)}}i?e.text.dynamicLayoutVertexBuffer.updateData(h):e.icon.dynamicLayoutVertexBuffer.updateData(h)}function ie(t,e,r,n,i,a,o,s,l,c,u){var f=s.glyphStartIndex+s.numGlyphs,h=s.lineStartIndex,p=s.lineStartIndex+s.lineLength,d=e.getoffsetX(s.glyphStartIndex),m=e.getoffsetX(f-1),g=le(t*d,r,n,i,a,o,s.segment,h,p,l,c,u);if(!g)return null;var v=le(t*m,r,n,i,a,o,s.segment,h,p,l,c,u);return v?{first:g,last:v}:null}function ae(e,r,n,i){if(e===t.WritingMode.horizontal&&Math.abs(n.y-r.y)>Math.abs(n.x-r.x)*i)return{useVertical:!0};return(e===t.WritingMode.vertical?r.y<n.y:r.x>n.x)?{needsFlipping:!0}:null}function oe(e,r,n,i,a,o,s,l,c,u,f,h,p,d){var m,g=r/24,v=e.lineOffsetX*g,y=e.lineOffsetY*g;if(e.numGlyphs>1){var x=e.glyphStartIndex+e.numGlyphs,b=e.lineStartIndex,_=e.lineStartIndex+e.lineLength,w=ie(g,l,v,y,n,f,h,e,c,o,p);if(!w)return{notEnoughRoom:!0};var T=te(w.first.point,s).point,k=te(w.last.point,s).point;if(i&&!n){var A=ae(e.writingMode,T,k,d);if(A)return A}m=[w.first];for(var M=e.glyphStartIndex+1;M<x-1;M++)m.push(le(g*l.getoffsetX(M),v,y,n,f,h,e.segment,b,_,c,o,p));m.push(w.last)}else{if(i&&!n){var S=te(h,a).point,E=e.lineStartIndex+e.segment+1,L=new t.Point(c.getx(E),c.gety(E)),C=te(L,a),P=C.signedDistanceFromCamera>0?C.point:se(h,L,S,1,a),I=ae(e.writingMode,S,P,d);if(I)return I}var O=le(g*l.getoffsetX(e.glyphStartIndex),v,y,n,f,h,e.segment,e.lineStartIndex,e.lineStartIndex+e.lineLength,c,o,p);if(!O)return{notEnoughRoom:!0};m=[O]}for(var z=0,D=m;z<D.length;z+=1){var R=D[z];t.addDynamicAttributes(u,R.point,R.angle)}return{}}function se(t,e,r,n,i){var a=te(t.add(t.sub(e)._unit()),i).point,o=r.sub(a);return r.add(o._mult(n/o.mag()))}function le(e,r,n,i,a,o,s,l,c,u,f,h){var p=i?e-r:e+r,d=p>0?1:-1,m=0;i&&(d*=-1,m=Math.PI),d<0&&(m+=Math.PI);for(var g=d>0?l+s:l+s+1,v=a,y=a,x=0,b=0,_=Math.abs(p),w=[];x+b<=_;){if((g+=d)<l||g>=c)return null;if(y=v,w.push(v),void 0===(v=h[g])){var T=new t.Point(u.getx(g),u.gety(g)),k=te(T,f);if(k.signedDistanceFromCamera>0)v=h[g]=k.point;else{var A=g-d;v=se(0===x?o:new t.Point(u.getx(A),u.gety(A)),T,y,_-x+1,f)}}x+=b,b=y.dist(v)}var M=(_-x)/b,S=v.sub(y),E=S.mult(M)._add(y);E._add(S._unit()._perp()._mult(n*d));var L=m+Math.atan2(v.y-y.y,v.x-y.x);return w.push(E),{point:E,angle:L,path:w}}Kt.prototype.keysLength=function(){return this.boxKeys.length+this.circleKeys.length},Kt.prototype.insert=function(t,e,r,n,i){this._forEachCell(e,r,n,i,this._insertBoxCell,this.boxUid++),this.boxKeys.push(t),this.bboxes.push(e),this.bboxes.push(r),this.bboxes.push(n),this.bboxes.push(i)},Kt.prototype.insertCircle=function(t,e,r,n){this._forEachCell(e-n,r-n,e+n,r+n,this._insertCircleCell,this.circleUid++),this.circleKeys.push(t),this.circles.push(e),this.circles.push(r),this.circles.push(n)},Kt.prototype._insertBoxCell=function(t,e,r,n,i,a){this.boxCells[i].push(a)},Kt.prototype._insertCircleCell=function(t,e,r,n,i,a){this.circleCells[i].push(a)},Kt.prototype._query=function(t,e,r,n,i,a){if(r<0||t>this.width||n<0||e>this.height)return!i&&[];var o=[];if(t<=0&&e<=0&&this.width<=r&&this.height<=n){if(i)return!0;for(var s=0;s<this.boxKeys.length;s++)o.push({key:this.boxKeys[s],x1:this.bboxes[4*s],y1:this.bboxes[4*s+1],x2:this.bboxes[4*s+2],y2:this.bboxes[4*s+3]});for(var l=0;l<this.circleKeys.length;l++){var c=this.circles[3*l],u=this.circles[3*l+1],f=this.circles[3*l+2];o.push({key:this.circleKeys[l],x1:c-f,y1:u-f,x2:c+f,y2:u+f})}return a?o.filter(a):o}var h={hitTest:i,seenUids:{box:{},circle:{}}};return this._forEachCell(t,e,r,n,this._queryCell,o,h,a),i?o.length>0:o},Kt.prototype._queryCircle=function(t,e,r,n,i){var a=t-r,o=t+r,s=e-r,l=e+r;if(o<0||a>this.width||l<0||s>this.height)return!n&&[];var c=[],u={hitTest:n,circle:{x:t,y:e,radius:r},seenUids:{box:{},circle:{}}};return this._forEachCell(a,s,o,l,this._queryCellCircle,c,u,i),n?c.length>0:c},Kt.prototype.query=function(t,e,r,n,i){return this._query(t,e,r,n,!1,i)},Kt.prototype.hitTest=function(t,e,r,n,i){return this._query(t,e,r,n,!0,i)},Kt.prototype.hitTestCircle=function(t,e,r,n){return this._queryCircle(t,e,r,!0,n)},Kt.prototype._queryCell=function(t,e,r,n,i,a,o,s){var l=o.seenUids,c=this.boxCells[i];if(null!==c)for(var u=this.bboxes,f=0,h=c;f<h.length;f+=1){var p=h[f];if(!l.box[p]){l.box[p]=!0;var d=4*p;if(t<=u[d+2]&&e<=u[d+3]&&r>=u[d+0]&&n>=u[d+1]&&(!s||s(this.boxKeys[p]))){if(o.hitTest)return a.push(!0),!0;a.push({key:this.boxKeys[p],x1:u[d],y1:u[d+1],x2:u[d+2],y2:u[d+3]})}}}var m=this.circleCells[i];if(null!==m)for(var g=this.circles,v=0,y=m;v<y.length;v+=1){var x=y[v];if(!l.circle[x]){l.circle[x]=!0;var b=3*x;if(this._circleAndRectCollide(g[b],g[b+1],g[b+2],t,e,r,n)&&(!s||s(this.circleKeys[x]))){if(o.hitTest)return a.push(!0),!0;var _=g[b],w=g[b+1],T=g[b+2];a.push({key:this.circleKeys[x],x1:_-T,y1:w-T,x2:_+T,y2:w+T})}}}},Kt.prototype._queryCellCircle=function(t,e,r,n,i,a,o,s){var l=o.circle,c=o.seenUids,u=this.boxCells[i];if(null!==u)for(var f=this.bboxes,h=0,p=u;h<p.length;h+=1){var d=p[h];if(!c.box[d]){c.box[d]=!0;var m=4*d;if(this._circleAndRectCollide(l.x,l.y,l.radius,f[m+0],f[m+1],f[m+2],f[m+3])&&(!s||s(this.boxKeys[d])))return a.push(!0),!0}}var g=this.circleCells[i];if(null!==g)for(var v=this.circles,y=0,x=g;y<x.length;y+=1){var b=x[y];if(!c.circle[b]){c.circle[b]=!0;var _=3*b;if(this._circlesCollide(v[_],v[_+1],v[_+2],l.x,l.y,l.radius)&&(!s||s(this.circleKeys[b])))return a.push(!0),!0}}},Kt.prototype._forEachCell=function(t,e,r,n,i,a,o,s){for(var l=this._convertToXCellCoord(t),c=this._convertToYCellCoord(e),u=this._convertToXCellCoord(r),f=this._convertToYCellCoord(n),h=l;h<=u;h++)for(var p=c;p<=f;p++){var d=this.xCellCount*p+h;if(i.call(this,t,e,r,n,d,a,o,s))return}},Kt.prototype._convertToXCellCoord=function(t){return Math.max(0,Math.min(this.xCellCount-1,Math.floor(t*this.xScale)))},Kt.prototype._convertToYCellCoord=function(t){return Math.max(0,Math.min(this.yCellCount-1,Math.floor(t*this.yScale)))},Kt.prototype._circlesCollide=function(t,e,r,n,i,a){var o=n-t,s=i-e,l=r+a;return l*l>o*o+s*s},Kt.prototype._circleAndRectCollide=function(t,e,r,n,i,a,o){var s=(a-n)/2,l=Math.abs(t-(n+s));if(l>s+r)return!1;var c=(o-i)/2,u=Math.abs(e-(i+c));if(u>c+r)return!1;if(l<=s||u<=c)return!0;var f=l-s,h=u-c;return f*f+h*h<=r*r};var ce=new Float32Array([-1/0,-1/0,0,-1/0,-1/0,0,-1/0,-1/0,0,-1/0,-1/0,0]);function ue(t,e){for(var r=0;r<t;r++){var n=e.length;e.resize(n+4),e.float32.set(ce,3*n)}}function fe(t,e,r){var n=e[0],i=e[1];return t[0]=r[0]*n+r[4]*i+r[12],t[1]=r[1]*n+r[5]*i+r[13],t[3]=r[3]*n+r[7]*i+r[15],t}var he=function(t,e,r){void 0===e&&(e=new Kt(t.width+200,t.height+200,25)),void 0===r&&(r=new Kt(t.width+200,t.height+200,25)),this.transform=t,this.grid=e,this.ignoredGrid=r,this.pitchfactor=Math.cos(t._pitch)*t.cameraToCenterDistance,this.screenRightBoundary=t.width+100,this.screenBottomBoundary=t.height+100,this.gridRightBoundary=t.width+200,this.gridBottomBoundary=t.height+200};function pe(e,r,n){return r*(t.EXTENT/(e.tileSize*Math.pow(2,n-e.tileID.overscaledZ)))}he.prototype.placeCollisionBox=function(t,e,r,n,i){var a=this.projectAndGetPerspectiveRatio(n,t.anchorPointX,t.anchorPointY),o=r*a.perspectiveRatio,s=t.x1*o+a.point.x,l=t.y1*o+a.point.y,c=t.x2*o+a.point.x,u=t.y2*o+a.point.y;return!this.isInsideGrid(s,l,c,u)||!e&&this.grid.hitTest(s,l,c,u,i)?{box:[],offscreen:!1}:{box:[s,l,c,u],offscreen:this.isOffscreen(s,l,c,u)}},he.prototype.placeCollisionCircles=function(e,r,n,i,a,o,s,l,c,u,f,h,p){var d=[],m=new t.Point(r.anchorX,r.anchorY),g=te(m,o),v=ee(this.transform.cameraToCenterDistance,g.signedDistanceFromCamera),y=(u?a/v:a*v)/t.ONE_EM,x=te(m,s).point,b=ie(y,i,r.lineOffsetX*y,r.lineOffsetY*y,!1,x,m,r,n,s,{}),_=!1,w=!1,T=!0;if(b){for(var k=.5*h*v+p,A=new t.Point(-100,-100),M=new t.Point(this.screenRightBoundary,this.screenBottomBoundary),S=new Jt,E=b.first,L=b.last,C=[],P=E.path.length-1;P>=1;P--)C.push(E.path[P]);for(var I=1;I<L.path.length;I++)C.push(L.path[I]);var O=2.5*k;if(l){var z=C.map((function(t){return te(t,l)}));C=z.some((function(t){return t.signedDistanceFromCamera<=0}))?[]:z.map((function(t){return t.point}))}var D=[];if(C.length>0){for(var R=C[0].clone(),F=C[0].clone(),B=1;B<C.length;B++)R.x=Math.min(R.x,C[B].x),R.y=Math.min(R.y,C[B].y),F.x=Math.max(F.x,C[B].x),F.y=Math.max(F.y,C[B].y);D=R.x>=A.x&&F.x<=M.x&&R.y>=A.y&&F.y<=M.y?[C]:F.x<A.x||R.x>M.x||F.y<A.y||R.y>M.y?[]:t.clipLine([C],A.x,A.y,M.x,M.y)}for(var N=0,j=D;N<j.length;N+=1){var U=j[N];S.reset(U,.25*k);var V=0;V=S.length<=.5*k?1:Math.ceil(S.paddedLength/O)+1;for(var H=0;H<V;H++){var q=H/Math.max(V-1,1),G=S.lerp(q),Y=G.x+100,W=G.y+100;d.push(Y,W,k,0);var X=Y-k,Z=W-k,J=Y+k,K=W+k;if(T=T&&this.isOffscreen(X,Z,J,K),w=w||this.isInsideGrid(X,Z,J,K),!e&&this.grid.hitTestCircle(Y,W,k,f)&&(_=!0,!c))return{circles:[],offscreen:!1,collisionDetected:_}}}}return{circles:!c&&_||!w?[]:d,offscreen:T,collisionDetected:_}},he.prototype.queryRenderedSymbols=function(e){if(0===e.length||0===this.grid.keysLength()&&0===this.ignoredGrid.keysLength())return{};for(var r=[],n=1/0,i=1/0,a=-1/0,o=-1/0,s=0,l=e;s<l.length;s+=1){var c=l[s],u=new t.Point(c.x+100,c.y+100);n=Math.min(n,u.x),i=Math.min(i,u.y),a=Math.max(a,u.x),o=Math.max(o,u.y),r.push(u)}for(var f={},h={},p=0,d=this.grid.query(n,i,a,o).concat(this.ignoredGrid.query(n,i,a,o));p<d.length;p+=1){var m=d[p],g=m.key;if(void 0===f[g.bucketInstanceId]&&(f[g.bucketInstanceId]={}),!f[g.bucketInstanceId][g.featureIndex]){var v=[new t.Point(m.x1,m.y1),new t.Point(m.x2,m.y1),new t.Point(m.x2,m.y2),new t.Point(m.x1,m.y2)];t.polygonIntersectsPolygon(r,v)&&(f[g.bucketInstanceId][g.featureIndex]=!0,void 0===h[g.bucketInstanceId]&&(h[g.bucketInstanceId]=[]),h[g.bucketInstanceId].push(g.featureIndex))}}return h},he.prototype.insertCollisionBox=function(t,e,r,n,i){var a={bucketInstanceId:r,featureIndex:n,collisionGroupID:i};(e?this.ignoredGrid:this.grid).insert(a,t[0],t[1],t[2],t[3])},he.prototype.insertCollisionCircles=function(t,e,r,n,i){for(var a=e?this.ignoredGrid:this.grid,o={bucketInstanceId:r,featureIndex:n,collisionGroupID:i},s=0;s<t.length;s+=4)a.insertCircle(o,t[s],t[s+1],t[s+2])},he.prototype.projectAndGetPerspectiveRatio=function(e,r,n){var i=[r,n,0,1];return fe(i,i,e),{point:new t.Point((i[0]/i[3]+1)/2*this.transform.width+100,(-i[1]/i[3]+1)/2*this.transform.height+100),perspectiveRatio:.5+this.transform.cameraToCenterDistance/i[3]*.5}},he.prototype.isOffscreen=function(t,e,r,n){return r<100||t>=this.screenRightBoundary||n<100||e>this.screenBottomBoundary},he.prototype.isInsideGrid=function(t,e,r,n){return r>=0&&t<this.gridRightBoundary&&n>=0&&e<this.gridBottomBoundary},he.prototype.getViewportMatrix=function(){var e=t.identity([]);return t.translate(e,e,[-100,-100,0]),e};var de=function(t,e,r,n){this.opacity=t?Math.max(0,Math.min(1,t.opacity+(t.placed?e:-e))):n&&r?1:0,this.placed=r};de.prototype.isHidden=function(){return 0===this.opacity&&!this.placed};var me=function(t,e,r,n,i){this.text=new de(t?t.text:null,e,r,i),this.icon=new de(t?t.icon:null,e,n,i)};me.prototype.isHidden=function(){return this.text.isHidden()&&this.icon.isHidden()};var ge=function(t,e,r){this.text=t,this.icon=e,this.skipFade=r},ve=function(){this.invProjMatrix=t.create(),this.viewportMatrix=t.create(),this.circles=[]},ye=function(t,e,r,n,i){this.bucketInstanceId=t,this.featureIndex=e,this.sourceLayerIndex=r,this.bucketIndex=n,this.tileID=i},xe=function(t){this.crossSourceCollisions=t,this.maxGroupID=0,this.collisionGroups={}};function be(e,r,n,i,a){var o=t.getAnchorAlignment(e),s=-(o.horizontalAlign-.5)*r,l=-(o.verticalAlign-.5)*n,c=t.evaluateVariableOffset(e,i);return new t.Point(s+c[0]*a,l+c[1]*a)}function _e(e,r,n,i,a,o){var s=e.x1,l=e.x2,c=e.y1,u=e.y2,f=e.anchorPointX,h=e.anchorPointY,p=new t.Point(r,n);return i&&p._rotate(a?o:-o),{x1:s+p.x,y1:c+p.y,x2:l+p.x,y2:u+p.y,anchorPointX:f,anchorPointY:h}}xe.prototype.get=function(t){if(this.crossSourceCollisions)return{ID:0,predicate:null};if(!this.collisionGroups[t]){var e=++this.maxGroupID;this.collisionGroups[t]={ID:e,predicate:function(t){return t.collisionGroupID===e}}}return this.collisionGroups[t]};var we=function(t,e,r,n){this.transform=t.clone(),this.collisionIndex=new he(this.transform),this.placements={},this.opacities={},this.variableOffsets={},this.stale=!1,this.commitTime=0,this.fadeDuration=e,this.retainedQueryData={},this.collisionGroups=new xe(r),this.collisionCircleArrays={},this.prevPlacement=n,n&&(n.prevPlacement=void 0),this.placedOrientations={}};function Te(t,e,r,n,i){t.emplaceBack(e?1:0,r?1:0,n||0,i||0),t.emplaceBack(e?1:0,r?1:0,n||0,i||0),t.emplaceBack(e?1:0,r?1:0,n||0,i||0),t.emplaceBack(e?1:0,r?1:0,n||0,i||0)}we.prototype.getBucketParts=function(e,r,n,i){var a=n.getBucket(r),o=n.latestFeatureIndex;if(a&&o&&r.id===a.layerIds[0]){var s=n.collisionBoxArray,l=a.layers[0].layout,c=Math.pow(2,this.transform.zoom-n.tileID.overscaledZ),u=n.tileSize/t.EXTENT,f=this.transform.calculatePosMatrix(n.tileID.toUnwrapped()),h=\"map\"===l.get(\"text-pitch-alignment\"),p=\"map\"===l.get(\"text-rotation-alignment\"),d=pe(n,1,this.transform.zoom),m=Qt(f,h,p,this.transform,d),g=null;if(h){var v=$t(f,h,p,this.transform,d);g=t.multiply([],this.transform.labelPlaneMatrix,v)}this.retainedQueryData[a.bucketInstanceId]=new ye(a.bucketInstanceId,o,a.sourceLayerIndex,a.index,n.tileID);var y={bucket:a,layout:l,posMatrix:f,textLabelPlaneMatrix:m,labelToScreenMatrix:g,scale:c,textPixelRatio:u,holdingForFade:n.holdingForFade(),collisionBoxArray:s,partiallyEvaluatedTextSize:t.evaluateSizeForZoom(a.textSizeData,this.transform.zoom),collisionGroup:this.collisionGroups.get(a.sourceID)};if(i)for(var x=0,b=a.sortKeyRanges;x<b.length;x+=1){var _=b[x],w=_.sortKey,T=_.symbolInstanceStart,k=_.symbolInstanceEnd;e.push({sortKey:w,symbolInstanceStart:T,symbolInstanceEnd:k,parameters:y})}else e.push({symbolInstanceStart:0,symbolInstanceEnd:a.symbolInstances.length,parameters:y})}},we.prototype.attemptAnchorPlacement=function(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d){var m,g=[f.textOffset0,f.textOffset1],v=be(t,r,n,g,i),y=this.collisionIndex.placeCollisionBox(_e(e,v.x,v.y,a,o,this.transform.angle),u,s,l,c.predicate);if(d&&0===this.collisionIndex.placeCollisionBox(_e(d,v.x,v.y,a,o,this.transform.angle),u,s,l,c.predicate).box.length)return;if(y.box.length>0)return this.prevPlacement&&this.prevPlacement.variableOffsets[f.crossTileID]&&this.prevPlacement.placements[f.crossTileID]&&this.prevPlacement.placements[f.crossTileID].text&&(m=this.prevPlacement.variableOffsets[f.crossTileID].anchor),this.variableOffsets[f.crossTileID]={textOffset:g,width:r,height:n,anchor:t,textBoxScale:i,prevAnchor:m},this.markUsedJustification(h,t,f,p),h.allowVerticalPlacement&&(this.markUsedOrientation(h,p,f),this.placedOrientations[f.crossTileID]=p),{shift:v,placedGlyphBoxes:y}},we.prototype.placeLayerBucketPart=function(e,r,n){var i=this,a=e.parameters,o=a.bucket,s=a.layout,l=a.posMatrix,c=a.textLabelPlaneMatrix,u=a.labelToScreenMatrix,f=a.textPixelRatio,h=a.holdingForFade,p=a.collisionBoxArray,d=a.partiallyEvaluatedTextSize,m=a.collisionGroup,g=s.get(\"text-optional\"),v=s.get(\"icon-optional\"),y=s.get(\"text-allow-overlap\"),x=s.get(\"icon-allow-overlap\"),b=\"map\"===s.get(\"text-rotation-alignment\"),_=\"map\"===s.get(\"text-pitch-alignment\"),w=\"none\"!==s.get(\"icon-text-fit\"),T=\"viewport-y\"===s.get(\"symbol-z-order\"),k=y&&(x||!o.hasIconData()||v),A=x&&(y||!o.hasTextData()||g);!o.collisionArrays&&p&&o.deserializeCollisionBoxes(p);var M=function(e,a){if(!r[e.crossTileID])if(h)i.placements[e.crossTileID]=new ge(!1,!1,!1);else{var p,T=!1,M=!1,S=!0,E=null,L={box:null,offscreen:null},C={box:null,offscreen:null},P=null,I=null,O=0,z=0,D=0;a.textFeatureIndex?O=a.textFeatureIndex:e.useRuntimeCollisionCircles&&(O=e.featureIndex),a.verticalTextFeatureIndex&&(z=a.verticalTextFeatureIndex);var R=a.textBox;if(R){var F=function(r){var n=t.WritingMode.horizontal;if(o.allowVerticalPlacement&&!r&&i.prevPlacement){var a=i.prevPlacement.placedOrientations[e.crossTileID];a&&(i.placedOrientations[e.crossTileID]=a,n=a,i.markUsedOrientation(o,n,e))}return n},B=function(r,n){if(o.allowVerticalPlacement&&e.numVerticalGlyphVertices>0&&a.verticalTextBox)for(var i=0,s=o.writingModes;i<s.length;i+=1){if(s[i]===t.WritingMode.vertical?(L=n(),C=L):L=r(),L&&L.box&&L.box.length)break}else L=r()};if(s.get(\"text-variable-anchor\")){var N=s.get(\"text-variable-anchor\");if(i.prevPlacement&&i.prevPlacement.variableOffsets[e.crossTileID]){var j=i.prevPlacement.variableOffsets[e.crossTileID];N.indexOf(j.anchor)>0&&(N=N.filter((function(t){return t!==j.anchor}))).unshift(j.anchor)}var U=function(t,r,n){for(var a=t.x2-t.x1,s=t.y2-t.y1,c=e.textBoxScale,u=w&&!x?r:null,h={box:[],offscreen:!1},p=y?2*N.length:N.length,d=0;d<p;++d){var g=N[d%N.length],v=d>=N.length,k=i.attemptAnchorPlacement(g,t,a,s,c,b,_,f,l,m,v,e,o,n,u);if(k&&(h=k.placedGlyphBoxes)&&h.box&&h.box.length){T=!0,E=k.shift;break}}return h};B((function(){return U(R,a.iconBox,t.WritingMode.horizontal)}),(function(){var r=a.verticalTextBox,n=L&&L.box&&L.box.length;return o.allowVerticalPlacement&&!n&&e.numVerticalGlyphVertices>0&&r?U(r,a.verticalIconBox,t.WritingMode.vertical):{box:null,offscreen:null}})),L&&(T=L.box,S=L.offscreen);var V=F(L&&L.box);if(!T&&i.prevPlacement){var H=i.prevPlacement.variableOffsets[e.crossTileID];H&&(i.variableOffsets[e.crossTileID]=H,i.markUsedJustification(o,H.anchor,e,V))}}else{var q=function(t,r){var n=i.collisionIndex.placeCollisionBox(t,y,f,l,m.predicate);return n&&n.box&&n.box.length&&(i.markUsedOrientation(o,r,e),i.placedOrientations[e.crossTileID]=r),n};B((function(){return q(R,t.WritingMode.horizontal)}),(function(){var r=a.verticalTextBox;return o.allowVerticalPlacement&&e.numVerticalGlyphVertices>0&&r?q(r,t.WritingMode.vertical):{box:null,offscreen:null}})),F(L&&L.box&&L.box.length)}}if(T=(p=L)&&p.box&&p.box.length>0,S=p&&p.offscreen,e.useRuntimeCollisionCircles){var G=o.text.placedSymbolArray.get(e.centerJustifiedTextSymbolIndex),Y=t.evaluateSizeForFeature(o.textSizeData,d,G),W=s.get(\"text-padding\"),X=e.collisionCircleDiameter;P=i.collisionIndex.placeCollisionCircles(y,G,o.lineVertexArray,o.glyphOffsetArray,Y,l,c,u,n,_,m.predicate,X,W),T=y||P.circles.length>0&&!P.collisionDetected,S=S&&P.offscreen}if(a.iconFeatureIndex&&(D=a.iconFeatureIndex),a.iconBox){var Z=function(t){var e=w&&E?_e(t,E.x,E.y,b,_,i.transform.angle):t;return i.collisionIndex.placeCollisionBox(e,x,f,l,m.predicate)};M=C&&C.box&&C.box.length&&a.verticalIconBox?(I=Z(a.verticalIconBox)).box.length>0:(I=Z(a.iconBox)).box.length>0,S=S&&I.offscreen}var J=g||0===e.numHorizontalGlyphVertices&&0===e.numVerticalGlyphVertices,K=v||0===e.numIconVertices;if(J||K?K?J||(M=M&&T):T=M&&T:M=T=M&&T,T&&p&&p.box&&(C&&C.box&&z?i.collisionIndex.insertCollisionBox(p.box,s.get(\"text-ignore-placement\"),o.bucketInstanceId,z,m.ID):i.collisionIndex.insertCollisionBox(p.box,s.get(\"text-ignore-placement\"),o.bucketInstanceId,O,m.ID)),M&&I&&i.collisionIndex.insertCollisionBox(I.box,s.get(\"icon-ignore-placement\"),o.bucketInstanceId,D,m.ID),P&&(T&&i.collisionIndex.insertCollisionCircles(P.circles,s.get(\"text-ignore-placement\"),o.bucketInstanceId,O,m.ID),n)){var Q=o.bucketInstanceId,$=i.collisionCircleArrays[Q];void 0===$&&($=i.collisionCircleArrays[Q]=new ve);for(var tt=0;tt<P.circles.length;tt+=4)$.circles.push(P.circles[tt+0]),$.circles.push(P.circles[tt+1]),$.circles.push(P.circles[tt+2]),$.circles.push(P.collisionDetected?1:0)}i.placements[e.crossTileID]=new ge(T||k,M||A,S||o.justReloaded),r[e.crossTileID]=!0}};if(T)for(var S=o.getSortedSymbolIndexes(this.transform.angle),E=S.length-1;E>=0;--E){var L=S[E];M(o.symbolInstances.get(L),o.collisionArrays[L])}else for(var C=e.symbolInstanceStart;C<e.symbolInstanceEnd;C++)M(o.symbolInstances.get(C),o.collisionArrays[C]);if(n&&o.bucketInstanceId in this.collisionCircleArrays){var P=this.collisionCircleArrays[o.bucketInstanceId];t.invert(P.invProjMatrix,l),P.viewportMatrix=this.collisionIndex.getViewportMatrix()}o.justReloaded=!1},we.prototype.markUsedJustification=function(e,r,n,i){var a,o={left:n.leftJustifiedTextSymbolIndex,center:n.centerJustifiedTextSymbolIndex,right:n.rightJustifiedTextSymbolIndex};a=i===t.WritingMode.vertical?n.verticalPlacedTextSymbolIndex:o[t.getAnchorJustification(r)];for(var s=0,l=[n.leftJustifiedTextSymbolIndex,n.centerJustifiedTextSymbolIndex,n.rightJustifiedTextSymbolIndex,n.verticalPlacedTextSymbolIndex];s<l.length;s+=1){var c=l[s];c>=0&&(e.text.placedSymbolArray.get(c).crossTileID=a>=0&&c!==a?0:n.crossTileID)}},we.prototype.markUsedOrientation=function(e,r,n){for(var i=r===t.WritingMode.horizontal||r===t.WritingMode.horizontalOnly?r:0,a=r===t.WritingMode.vertical?r:0,o=0,s=[n.leftJustifiedTextSymbolIndex,n.centerJustifiedTextSymbolIndex,n.rightJustifiedTextSymbolIndex];o<s.length;o+=1){var l=s[o];e.text.placedSymbolArray.get(l).placedOrientation=i}n.verticalPlacedTextSymbolIndex&&(e.text.placedSymbolArray.get(n.verticalPlacedTextSymbolIndex).placedOrientation=a)},we.prototype.commit=function(t){this.commitTime=t,this.zoomAtLastRecencyCheck=this.transform.zoom;var e=this.prevPlacement,r=!1;this.prevZoomAdjustment=e?e.zoomAdjustment(this.transform.zoom):0;var n=e?e.symbolFadeChange(t):1,i=e?e.opacities:{},a=e?e.variableOffsets:{},o=e?e.placedOrientations:{};for(var s in this.placements){var l=this.placements[s],c=i[s];c?(this.opacities[s]=new me(c,n,l.text,l.icon),r=r||l.text!==c.text.placed||l.icon!==c.icon.placed):(this.opacities[s]=new me(null,n,l.text,l.icon,l.skipFade),r=r||l.text||l.icon)}for(var u in i){var f=i[u];if(!this.opacities[u]){var h=new me(f,n,!1,!1);h.isHidden()||(this.opacities[u]=h,r=r||f.text.placed||f.icon.placed)}}for(var p in a)this.variableOffsets[p]||!this.opacities[p]||this.opacities[p].isHidden()||(this.variableOffsets[p]=a[p]);for(var d in o)this.placedOrientations[d]||!this.opacities[d]||this.opacities[d].isHidden()||(this.placedOrientations[d]=o[d]);r?this.lastPlacementChangeTime=t:\"number\"!=typeof this.lastPlacementChangeTime&&(this.lastPlacementChangeTime=e?e.lastPlacementChangeTime:t)},we.prototype.updateLayerOpacities=function(t,e){for(var r={},n=0,i=e;n<i.length;n+=1){var a=i[n],o=a.getBucket(t);o&&a.latestFeatureIndex&&t.id===o.layerIds[0]&&this.updateBucketOpacities(o,r,a.collisionBoxArray)}},we.prototype.updateBucketOpacities=function(e,r,n){var i=this;e.hasTextData()&&e.text.opacityVertexArray.clear(),e.hasIconData()&&e.icon.opacityVertexArray.clear(),e.hasIconCollisionBoxData()&&e.iconCollisionBox.collisionVertexArray.clear(),e.hasTextCollisionBoxData()&&e.textCollisionBox.collisionVertexArray.clear();var a=e.layers[0].layout,o=new me(null,0,!1,!1,!0),s=a.get(\"text-allow-overlap\"),l=a.get(\"icon-allow-overlap\"),c=a.get(\"text-variable-anchor\"),u=\"map\"===a.get(\"text-rotation-alignment\"),f=\"map\"===a.get(\"text-pitch-alignment\"),h=\"none\"!==a.get(\"icon-text-fit\"),p=new me(null,0,s&&(l||!e.hasIconData()||a.get(\"icon-optional\")),l&&(s||!e.hasTextData()||a.get(\"text-optional\")),!0);!e.collisionArrays&&n&&(e.hasIconCollisionBoxData()||e.hasTextCollisionBoxData())&&e.deserializeCollisionBoxes(n);for(var d=function(t,e,r){for(var n=0;n<e/4;n++)t.opacityVertexArray.emplaceBack(r)},m=function(n){var a=e.symbolInstances.get(n),s=a.numHorizontalGlyphVertices,l=a.numVerticalGlyphVertices,m=a.crossTileID,g=r[m],v=i.opacities[m];g?v=o:v||(v=p,i.opacities[m]=v),r[m]=!0;var y=s>0||l>0,x=a.numIconVertices>0,b=i.placedOrientations[a.crossTileID],_=b===t.WritingMode.vertical,w=b===t.WritingMode.horizontal||b===t.WritingMode.horizontalOnly;if(y){var T=Pe(v.text),k=_?Ie:T;d(e.text,s,k);var A=w?Ie:T;d(e.text,l,A);var M=v.text.isHidden();[a.rightJustifiedTextSymbolIndex,a.centerJustifiedTextSymbolIndex,a.leftJustifiedTextSymbolIndex].forEach((function(t){t>=0&&(e.text.placedSymbolArray.get(t).hidden=M||_?1:0)})),a.verticalPlacedTextSymbolIndex>=0&&(e.text.placedSymbolArray.get(a.verticalPlacedTextSymbolIndex).hidden=M||w?1:0);var S=i.variableOffsets[a.crossTileID];S&&i.markUsedJustification(e,S.anchor,a,b);var E=i.placedOrientations[a.crossTileID];E&&(i.markUsedJustification(e,\"left\",a,E),i.markUsedOrientation(e,E,a))}if(x){var L=Pe(v.icon),C=!(h&&a.verticalPlacedIconSymbolIndex&&_);if(a.placedIconSymbolIndex>=0){var P=C?L:Ie;d(e.icon,a.numIconVertices,P),e.icon.placedSymbolArray.get(a.placedIconSymbolIndex).hidden=v.icon.isHidden()}if(a.verticalPlacedIconSymbolIndex>=0){var I=C?Ie:L;d(e.icon,a.numVerticalIconVertices,I),e.icon.placedSymbolArray.get(a.verticalPlacedIconSymbolIndex).hidden=v.icon.isHidden()}}if(e.hasIconCollisionBoxData()||e.hasTextCollisionBoxData()){var O=e.collisionArrays[n];if(O){var z=new t.Point(0,0);if(O.textBox||O.verticalTextBox){var D=!0;if(c){var R=i.variableOffsets[m];R?(z=be(R.anchor,R.width,R.height,R.textOffset,R.textBoxScale),u&&z._rotate(f?i.transform.angle:-i.transform.angle)):D=!1}O.textBox&&Te(e.textCollisionBox.collisionVertexArray,v.text.placed,!D||_,z.x,z.y),O.verticalTextBox&&Te(e.textCollisionBox.collisionVertexArray,v.text.placed,!D||w,z.x,z.y)}var F=Boolean(!w&&O.verticalIconBox);O.iconBox&&Te(e.iconCollisionBox.collisionVertexArray,v.icon.placed,F,h?z.x:0,h?z.y:0),O.verticalIconBox&&Te(e.iconCollisionBox.collisionVertexArray,v.icon.placed,!F,h?z.x:0,h?z.y:0)}}},g=0;g<e.symbolInstances.length;g++)m(g);if(e.sortFeatures(this.transform.angle),this.retainedQueryData[e.bucketInstanceId]&&(this.retainedQueryData[e.bucketInstanceId].featureSortOrder=e.featureSortOrder),e.hasTextData()&&e.text.opacityVertexBuffer&&e.text.opacityVertexBuffer.updateData(e.text.opacityVertexArray),e.hasIconData()&&e.icon.opacityVertexBuffer&&e.icon.opacityVertexBuffer.updateData(e.icon.opacityVertexArray),e.hasIconCollisionBoxData()&&e.iconCollisionBox.collisionVertexBuffer&&e.iconCollisionBox.collisionVertexBuffer.updateData(e.iconCollisionBox.collisionVertexArray),e.hasTextCollisionBoxData()&&e.textCollisionBox.collisionVertexBuffer&&e.textCollisionBox.collisionVertexBuffer.updateData(e.textCollisionBox.collisionVertexArray),e.bucketInstanceId in this.collisionCircleArrays){var v=this.collisionCircleArrays[e.bucketInstanceId];e.placementInvProjMatrix=v.invProjMatrix,e.placementViewportMatrix=v.viewportMatrix,e.collisionCircleArray=v.circles,delete this.collisionCircleArrays[e.bucketInstanceId]}},we.prototype.symbolFadeChange=function(t){return 0===this.fadeDuration?1:(t-this.commitTime)/this.fadeDuration+this.prevZoomAdjustment},we.prototype.zoomAdjustment=function(t){return Math.max(0,(this.transform.zoom-t)/1.5)},we.prototype.hasTransitions=function(t){return this.stale||t-this.lastPlacementChangeTime<this.fadeDuration},we.prototype.stillRecent=function(t,e){var r=this.zoomAtLastRecencyCheck===e?1-this.zoomAdjustment(e):1;return this.zoomAtLastRecencyCheck=e,this.commitTime+this.fadeDuration*r>t},we.prototype.setStale=function(){this.stale=!0};var ke=Math.pow(2,25),Ae=Math.pow(2,24),Me=Math.pow(2,17),Se=Math.pow(2,16),Ee=Math.pow(2,9),Le=Math.pow(2,8),Ce=Math.pow(2,1);function Pe(t){if(0===t.opacity&&!t.placed)return 0;if(1===t.opacity&&t.placed)return 4294967295;var e=t.placed?1:0,r=Math.floor(127*t.opacity);return r*ke+e*Ae+r*Me+e*Se+r*Ee+e*Le+r*Ce+e}var Ie=0,Oe=function(t){this._sortAcrossTiles=\"viewport-y\"!==t.layout.get(\"symbol-z-order\")&&void 0!==t.layout.get(\"symbol-sort-key\").constantOr(1),this._currentTileIndex=0,this._currentPartIndex=0,this._seenCrossTileIDs={},this._bucketParts=[]};Oe.prototype.continuePlacement=function(t,e,r,n,i){for(var a=this._bucketParts;this._currentTileIndex<t.length;){var o=t[this._currentTileIndex];if(e.getBucketParts(a,n,o,this._sortAcrossTiles),this._currentTileIndex++,i())return!0}for(this._sortAcrossTiles&&(this._sortAcrossTiles=!1,a.sort((function(t,e){return t.sortKey-e.sortKey})));this._currentPartIndex<a.length;){var s=a[this._currentPartIndex];if(e.placeLayerBucketPart(s,this._seenCrossTileIDs,r),this._currentPartIndex++,i())return!0}return!1};var ze=function(t,e,r,n,i,a,o){this.placement=new we(t,i,a,o),this._currentPlacementIndex=e.length-1,this._forceFullPlacement=r,this._showCollisionBoxes=n,this._done=!1};ze.prototype.isDone=function(){return this._done},ze.prototype.continuePlacement=function(e,r,n){for(var i=this,a=t.browser.now(),o=function(){var e=t.browser.now()-a;return!i._forceFullPlacement&&e>2};this._currentPlacementIndex>=0;){var s=r[e[this._currentPlacementIndex]],l=this.placement.collisionIndex.transform.zoom;if(\"symbol\"===s.type&&(!s.minzoom||s.minzoom<=l)&&(!s.maxzoom||s.maxzoom>l)){if(this._inProgressLayer||(this._inProgressLayer=new Oe(s)),this._inProgressLayer.continuePlacement(n[s.source],this.placement,this._showCollisionBoxes,s,o))return;delete this._inProgressLayer}this._currentPlacementIndex--}this._done=!0},ze.prototype.commit=function(t){return this.placement.commit(t),this.placement};var De=512/t.EXTENT/2,Re=function(t,e,r){this.tileID=t,this.indexedSymbolInstances={},this.bucketInstanceId=r;for(var n=0;n<e.length;n++){var i=e.get(n),a=i.key;this.indexedSymbolInstances[a]||(this.indexedSymbolInstances[a]=[]),this.indexedSymbolInstances[a].push({crossTileID:i.crossTileID,coord:this.getScaledCoordinates(i,t)})}};Re.prototype.getScaledCoordinates=function(e,r){var n=r.canonical.z-this.tileID.canonical.z,i=De/Math.pow(2,n);return{x:Math.floor((r.canonical.x*t.EXTENT+e.anchorX)*i),y:Math.floor((r.canonical.y*t.EXTENT+e.anchorY)*i)}},Re.prototype.findMatches=function(t,e,r){for(var n=this.tileID.canonical.z<e.canonical.z?1:Math.pow(2,this.tileID.canonical.z-e.canonical.z),i=0;i<t.length;i++){var a=t.get(i);if(!a.crossTileID){var o=this.indexedSymbolInstances[a.key];if(o)for(var s=this.getScaledCoordinates(a,e),l=0,c=o;l<c.length;l+=1){var u=c[l];if(Math.abs(u.coord.x-s.x)<=n&&Math.abs(u.coord.y-s.y)<=n&&!r[u.crossTileID]){r[u.crossTileID]=!0,a.crossTileID=u.crossTileID;break}}}}};var Fe=function(){this.maxCrossTileID=0};Fe.prototype.generate=function(){return++this.maxCrossTileID};var Be=function(){this.indexes={},this.usedCrossTileIDs={},this.lng=0};Be.prototype.handleWrapJump=function(t){var e=Math.round((t-this.lng)/360);if(0!==e)for(var r in this.indexes){var n=this.indexes[r],i={};for(var a in n){var o=n[a];o.tileID=o.tileID.unwrapTo(o.tileID.wrap+e),i[o.tileID.key]=o}this.indexes[r]=i}this.lng=t},Be.prototype.addBucket=function(t,e,r){if(this.indexes[t.overscaledZ]&&this.indexes[t.overscaledZ][t.key]){if(this.indexes[t.overscaledZ][t.key].bucketInstanceId===e.bucketInstanceId)return!1;this.removeBucketCrossTileIDs(t.overscaledZ,this.indexes[t.overscaledZ][t.key])}for(var n=0;n<e.symbolInstances.length;n++){e.symbolInstances.get(n).crossTileID=0}this.usedCrossTileIDs[t.overscaledZ]||(this.usedCrossTileIDs[t.overscaledZ]={});var i=this.usedCrossTileIDs[t.overscaledZ];for(var a in this.indexes){var o=this.indexes[a];if(Number(a)>t.overscaledZ)for(var s in o){var l=o[s];l.tileID.isChildOf(t)&&l.findMatches(e.symbolInstances,t,i)}else{var c=o[t.scaledTo(Number(a)).key];c&&c.findMatches(e.symbolInstances,t,i)}}for(var u=0;u<e.symbolInstances.length;u++){var f=e.symbolInstances.get(u);f.crossTileID||(f.crossTileID=r.generate(),i[f.crossTileID]=!0)}return void 0===this.indexes[t.overscaledZ]&&(this.indexes[t.overscaledZ]={}),this.indexes[t.overscaledZ][t.key]=new Re(t,e.symbolInstances,e.bucketInstanceId),!0},Be.prototype.removeBucketCrossTileIDs=function(t,e){for(var r in e.indexedSymbolInstances)for(var n=0,i=e.indexedSymbolInstances[r];n<i.length;n+=1){var a=i[n];delete this.usedCrossTileIDs[t][a.crossTileID]}},Be.prototype.removeStaleBuckets=function(t){var e=!1;for(var r in this.indexes){var n=this.indexes[r];for(var i in n)t[n[i].bucketInstanceId]||(this.removeBucketCrossTileIDs(r,n[i]),delete n[i],e=!0)}return e};var Ne=function(){this.layerIndexes={},this.crossTileIDs=new Fe,this.maxBucketInstanceId=0,this.bucketsInCurrentPlacement={}};Ne.prototype.addLayer=function(t,e,r){var n=this.layerIndexes[t.id];void 0===n&&(n=this.layerIndexes[t.id]=new Be);var i=!1,a={};n.handleWrapJump(r);for(var o=0,s=e;o<s.length;o+=1){var l=s[o],c=l.getBucket(t);c&&t.id===c.layerIds[0]&&(c.bucketInstanceId||(c.bucketInstanceId=++this.maxBucketInstanceId),n.addBucket(l.tileID,c,this.crossTileIDs)&&(i=!0),a[c.bucketInstanceId]=!0)}return n.removeStaleBuckets(a)&&(i=!0),i},Ne.prototype.pruneUnusedLayers=function(t){var e={};for(var r in t.forEach((function(t){e[t]=!0})),this.layerIndexes)e[r]||delete this.layerIndexes[r]};var je=function(e,r){return t.emitValidationErrors(e,r&&r.filter((function(t){return\"source.canvas\"!==t.identifier})))},Ue=t.pick(Ut,[\"addLayer\",\"removeLayer\",\"setPaintProperty\",\"setLayoutProperty\",\"setFilter\",\"addSource\",\"removeSource\",\"setLayerZoomRange\",\"setLight\",\"setTransition\",\"setGeoJSONSourceData\"]),Ve=t.pick(Ut,[\"setCenter\",\"setZoom\",\"setBearing\",\"setPitch\"]),He=function(){var e={},r=t.styleSpec.$version;for(var n in t.styleSpec.$root){var i=t.styleSpec.$root[n];if(i.required){var a=null;null!=(a=\"version\"===n?r:\"array\"===i.type?[]:{})&&(e[n]=a)}}return e}(),qe=function(e){function r(n,i){var a=this;void 0===i&&(i={}),e.call(this),this.map=n,this.dispatcher=new k(Bt(),this),this.imageManager=new h,this.imageManager.setEventedParent(this),this.glyphManager=new x(n._requestManager,i.localIdeographFontFamily),this.lineAtlas=new T(256,512),this.crossTileSymbolIndex=new Ne,this._layers={},this._serializedLayers={},this._order=[],this.sourceCaches={},this.zoomHistory=new t.ZoomHistory,this._loaded=!1,this._availableImages=[],this._resetUpdates(),this.dispatcher.broadcast(\"setReferrer\",t.getReferrer());var o=this;this._rtlTextPluginCallback=r.registerForPluginStateChange((function(e){var r={pluginStatus:e.pluginStatus,pluginURL:e.pluginURL};o.dispatcher.broadcast(\"syncRTLPluginState\",r,(function(e,r){if((t.triggerPluginCompletionEvent(e),r)&&r.every((function(t){return t})))for(var n in o.sourceCaches)o.sourceCaches[n].reload()}))})),this.on(\"data\",(function(t){if(\"source\"===t.dataType&&\"metadata\"===t.sourceDataType){var e=a.sourceCaches[t.sourceId];if(e){var r=e.getSource();if(r&&r.vectorLayerIds)for(var n in a._layers){var i=a._layers[n];i.source===r.id&&a._validateLayer(i)}}}}))}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.loadURL=function(e,r){var n=this;void 0===r&&(r={}),this.fire(new t.Event(\"dataloading\",{dataType:\"style\"}));var i=\"boolean\"==typeof r.validate?r.validate:!t.isMapboxURL(e);e=this.map._requestManager.normalizeStyleURL(e,r.accessToken);var a=this.map._requestManager.transformRequest(e,t.ResourceType.Style);this._request=t.getJSON(a,(function(e,r){n._request=null,e?n.fire(new t.ErrorEvent(e)):r&&n._load(r,i)}))},r.prototype.loadJSON=function(e,r){var n=this;void 0===r&&(r={}),this.fire(new t.Event(\"dataloading\",{dataType:\"style\"})),this._request=t.browser.frame((function(){n._request=null,n._load(e,!1!==r.validate)}))},r.prototype.loadEmpty=function(){this.fire(new t.Event(\"dataloading\",{dataType:\"style\"})),this._load(He,!1)},r.prototype._load=function(e,r){if(!r||!je(this,t.validateStyle(e))){for(var n in this._loaded=!0,this.stylesheet=e,e.sources)this.addSource(n,e.sources[n],{validate:!1});e.sprite?this._loadSprite(e.sprite):this.imageManager.setLoaded(!0),this.glyphManager.setURL(e.glyphs);var i=jt(this.stylesheet.layers);this._order=i.map((function(t){return t.id})),this._layers={},this._serializedLayers={};for(var a=0,o=i;a<o.length;a+=1){var s=o[a];(s=t.createStyleLayer(s)).setEventedParent(this,{layer:{id:s.id}}),this._layers[s.id]=s,this._serializedLayers[s.id]=s.serialize()}this.dispatcher.broadcast(\"setLayers\",this._serializeLayers(this._order)),this.light=new w(this.stylesheet.light),this.fire(new t.Event(\"data\",{dataType:\"style\"})),this.fire(new t.Event(\"style.load\"))}},r.prototype._loadSprite=function(e){var r=this;this._spriteRequest=function(e,r,n){var i,a,o,s=t.browser.devicePixelRatio>1?\"@2x\":\"\",l=t.getJSON(r.transformRequest(r.normalizeSpriteURL(e,s,\".json\"),t.ResourceType.SpriteJSON),(function(t,e){l=null,o||(o=t,i=e,u())})),c=t.getImage(r.transformRequest(r.normalizeSpriteURL(e,s,\".png\"),t.ResourceType.SpriteImage),(function(t,e){c=null,o||(o=t,a=e,u())}));function u(){if(o)n(o);else if(i&&a){var e=t.browser.getImageData(a),r={};for(var s in i){var l=i[s],c=l.width,u=l.height,f=l.x,h=l.y,p=l.sdf,d=l.pixelRatio,m=l.stretchX,g=l.stretchY,v=l.content,y=new t.RGBAImage({width:c,height:u});t.RGBAImage.copy(e,y,{x:f,y:h},{x:0,y:0},{width:c,height:u}),r[s]={data:y,pixelRatio:d,sdf:p,stretchX:m,stretchY:g,content:v}}n(null,r)}}return{cancel:function(){l&&(l.cancel(),l=null),c&&(c.cancel(),c=null)}}}(e,this.map._requestManager,(function(e,n){if(r._spriteRequest=null,e)r.fire(new t.ErrorEvent(e));else if(n)for(var i in n)r.imageManager.addImage(i,n[i]);r.imageManager.setLoaded(!0),r._availableImages=r.imageManager.listImages(),r.dispatcher.broadcast(\"setImages\",r._availableImages),r.fire(new t.Event(\"data\",{dataType:\"style\"}))}))},r.prototype._validateLayer=function(e){var r=this.sourceCaches[e.source];if(r){var n=e.sourceLayer;if(n){var i=r.getSource();(\"geojson\"===i.type||i.vectorLayerIds&&-1===i.vectorLayerIds.indexOf(n))&&this.fire(new t.ErrorEvent(new Error('Source layer \"'+n+'\" does not exist on source \"'+i.id+'\" as specified by style layer \"'+e.id+'\"')))}}},r.prototype.loaded=function(){if(!this._loaded)return!1;if(Object.keys(this._updatedSources).length)return!1;for(var t in this.sourceCaches)if(!this.sourceCaches[t].loaded())return!1;return!!this.imageManager.isLoaded()},r.prototype._serializeLayers=function(t){for(var e=[],r=0,n=t;r<n.length;r+=1){var i=n[r],a=this._layers[i];\"custom\"!==a.type&&e.push(a.serialize())}return e},r.prototype.hasTransitions=function(){if(this.light&&this.light.hasTransition())return!0;for(var t in this.sourceCaches)if(this.sourceCaches[t].hasTransition())return!0;for(var e in this._layers)if(this._layers[e].hasTransition())return!0;return!1},r.prototype._checkLoaded=function(){if(!this._loaded)throw new Error(\"Style is not done loading\")},r.prototype.update=function(e){if(this._loaded){var r=this._changed;if(this._changed){var n=Object.keys(this._updatedLayers),i=Object.keys(this._removedLayers);for(var a in(n.length||i.length)&&this._updateWorkerLayers(n,i),this._updatedSources){var o=this._updatedSources[a];\"reload\"===o?this._reloadSource(a):\"clear\"===o&&this._clearSource(a)}for(var s in this._updateTilesForChangedImages(),this._updatedPaintProps)this._layers[s].updateTransitions(e);this.light.updateTransitions(e),this._resetUpdates()}for(var l in this.sourceCaches)this.sourceCaches[l].used=!1;for(var c=0,u=this._order;c<u.length;c+=1){var f=u[c],h=this._layers[f];h.recalculate(e,this._availableImages),!h.isHidden(e.zoom)&&h.source&&(this.sourceCaches[h.source].used=!0)}this.light.recalculate(e),this.z=e.zoom,r&&this.fire(new t.Event(\"data\",{dataType:\"style\"}))}},r.prototype._updateTilesForChangedImages=function(){var t=Object.keys(this._changedImages);if(t.length){for(var e in this.sourceCaches)this.sourceCaches[e].reloadTilesForDependencies([\"icons\",\"patterns\"],t);this._changedImages={}}},r.prototype._updateWorkerLayers=function(t,e){this.dispatcher.broadcast(\"updateLayers\",{layers:this._serializeLayers(t),removedIds:e})},r.prototype._resetUpdates=function(){this._changed=!1,this._updatedLayers={},this._removedLayers={},this._updatedSources={},this._updatedPaintProps={},this._changedImages={}},r.prototype.setState=function(e){var r=this;if(this._checkLoaded(),je(this,t.validateStyle(e)))return!1;(e=t.clone$1(e)).layers=jt(e.layers);var n=Zt(this.serialize(),e).filter((function(t){return!(t.command in Ve)}));if(0===n.length)return!1;var i=n.filter((function(t){return!(t.command in Ue)}));if(i.length>0)throw new Error(\"Unimplemented: \"+i.map((function(t){return t.command})).join(\", \")+\".\");return n.forEach((function(t){\"setTransition\"!==t.command&&r[t.command].apply(r,t.args)})),this.stylesheet=e,!0},r.prototype.addImage=function(e,r){if(this.getImage(e))return this.fire(new t.ErrorEvent(new Error(\"An image with this name already exists.\")));this.imageManager.addImage(e,r),this._availableImages=this.imageManager.listImages(),this._changedImages[e]=!0,this._changed=!0,this.fire(new t.Event(\"data\",{dataType:\"style\"}))},r.prototype.updateImage=function(t,e){this.imageManager.updateImage(t,e)},r.prototype.getImage=function(t){return this.imageManager.getImage(t)},r.prototype.removeImage=function(e){if(!this.getImage(e))return this.fire(new t.ErrorEvent(new Error(\"No image with this name exists.\")));this.imageManager.removeImage(e),this._availableImages=this.imageManager.listImages(),this._changedImages[e]=!0,this._changed=!0,this.fire(new t.Event(\"data\",{dataType:\"style\"}))},r.prototype.listImages=function(){return this._checkLoaded(),this.imageManager.listImages()},r.prototype.addSource=function(e,r,n){var i=this;if(void 0===n&&(n={}),this._checkLoaded(),void 0!==this.sourceCaches[e])throw new Error(\"There is already a source with this ID\");if(!r.type)throw new Error(\"The type property must be defined, but the only the following properties were given: \"+Object.keys(r).join(\", \")+\".\");if(!([\"vector\",\"raster\",\"geojson\",\"video\",\"image\"].indexOf(r.type)>=0)||!this._validate(t.validateStyle.source,\"sources.\"+e,r,null,n)){this.map&&this.map._collectResourceTiming&&(r.collectResourceTiming=!0);var a=this.sourceCaches[e]=new Ct(e,r,this.dispatcher);a.style=this,a.setEventedParent(this,(function(){return{isSourceLoaded:i.loaded(),source:a.serialize(),sourceId:e}})),a.onAdd(this.map),this._changed=!0}},r.prototype.removeSource=function(e){if(this._checkLoaded(),void 0===this.sourceCaches[e])throw new Error(\"There is no source with this ID\");for(var r in this._layers)if(this._layers[r].source===e)return this.fire(new t.ErrorEvent(new Error('Source \"'+e+'\" cannot be removed while layer \"'+r+'\" is using it.')));var n=this.sourceCaches[e];delete this.sourceCaches[e],delete this._updatedSources[e],n.fire(new t.Event(\"data\",{sourceDataType:\"metadata\",dataType:\"source\",sourceId:e})),n.setEventedParent(null),n.clearTiles(),n.onRemove&&n.onRemove(this.map),this._changed=!0},r.prototype.setGeoJSONSourceData=function(t,e){this._checkLoaded(),this.sourceCaches[t].getSource().setData(e),this._changed=!0},r.prototype.getSource=function(t){return this.sourceCaches[t]&&this.sourceCaches[t].getSource()},r.prototype.addLayer=function(e,r,n){void 0===n&&(n={}),this._checkLoaded();var i=e.id;if(this.getLayer(i))this.fire(new t.ErrorEvent(new Error('Layer with id \"'+i+'\" already exists on this map')));else{var a;if(\"custom\"===e.type){if(je(this,t.validateCustomStyleLayer(e)))return;a=t.createStyleLayer(e)}else{if(\"object\"==typeof e.source&&(this.addSource(i,e.source),e=t.clone$1(e),e=t.extend(e,{source:i})),this._validate(t.validateStyle.layer,\"layers.\"+i,e,{arrayIndex:-1},n))return;a=t.createStyleLayer(e),this._validateLayer(a),a.setEventedParent(this,{layer:{id:i}}),this._serializedLayers[a.id]=a.serialize()}var o=r?this._order.indexOf(r):this._order.length;if(r&&-1===o)this.fire(new t.ErrorEvent(new Error('Layer with id \"'+r+'\" does not exist on this map.')));else{if(this._order.splice(o,0,i),this._layerOrderChanged=!0,this._layers[i]=a,this._removedLayers[i]&&a.source&&\"custom\"!==a.type){var s=this._removedLayers[i];delete this._removedLayers[i],s.type!==a.type?this._updatedSources[a.source]=\"clear\":(this._updatedSources[a.source]=\"reload\",this.sourceCaches[a.source].pause())}this._updateLayer(a),a.onAdd&&a.onAdd(this.map)}}},r.prototype.moveLayer=function(e,r){if(this._checkLoaded(),this._changed=!0,this._layers[e]){if(e!==r){var n=this._order.indexOf(e);this._order.splice(n,1);var i=r?this._order.indexOf(r):this._order.length;r&&-1===i?this.fire(new t.ErrorEvent(new Error('Layer with id \"'+r+'\" does not exist on this map.'))):(this._order.splice(i,0,e),this._layerOrderChanged=!0)}}else this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be moved.\")))},r.prototype.removeLayer=function(e){this._checkLoaded();var r=this._layers[e];if(r){r.setEventedParent(null);var n=this._order.indexOf(e);this._order.splice(n,1),this._layerOrderChanged=!0,this._changed=!0,this._removedLayers[e]=r,delete this._layers[e],delete this._serializedLayers[e],delete this._updatedLayers[e],delete this._updatedPaintProps[e],r.onRemove&&r.onRemove(this.map)}else this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be removed.\")))},r.prototype.getLayer=function(t){return this._layers[t]},r.prototype.hasLayer=function(t){return t in this._layers},r.prototype.setLayerZoomRange=function(e,r,n){this._checkLoaded();var i=this.getLayer(e);i?i.minzoom===r&&i.maxzoom===n||(null!=r&&(i.minzoom=r),null!=n&&(i.maxzoom=n),this._updateLayer(i)):this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot have zoom extent.\")))},r.prototype.setFilter=function(e,r,n){void 0===n&&(n={}),this._checkLoaded();var i=this.getLayer(e);if(i){if(!t.deepEqual(i.filter,r))return null==r?(i.filter=void 0,void this._updateLayer(i)):void(this._validate(t.validateStyle.filter,\"layers.\"+i.id+\".filter\",r,null,n)||(i.filter=t.clone$1(r),this._updateLayer(i)))}else this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be filtered.\")))},r.prototype.getFilter=function(e){return t.clone$1(this.getLayer(e).filter)},r.prototype.setLayoutProperty=function(e,r,n,i){void 0===i&&(i={}),this._checkLoaded();var a=this.getLayer(e);a?t.deepEqual(a.getLayoutProperty(r),n)||(a.setLayoutProperty(r,n,i),this._updateLayer(a)):this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be styled.\")))},r.prototype.getLayoutProperty=function(e,r){var n=this.getLayer(e);if(n)return n.getLayoutProperty(r);this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style.\")))},r.prototype.setPaintProperty=function(e,r,n,i){void 0===i&&(i={}),this._checkLoaded();var a=this.getLayer(e);a?t.deepEqual(a.getPaintProperty(r),n)||(a.setPaintProperty(r,n,i)&&this._updateLayer(a),this._changed=!0,this._updatedPaintProps[e]=!0):this.fire(new t.ErrorEvent(new Error(\"The layer '\"+e+\"' does not exist in the map's style and cannot be styled.\")))},r.prototype.getPaintProperty=function(t,e){return this.getLayer(t).getPaintProperty(e)},r.prototype.setFeatureState=function(e,r){this._checkLoaded();var n=e.source,i=e.sourceLayer,a=this.sourceCaches[n];if(void 0!==a){var o=a.getSource().type;\"geojson\"===o&&i?this.fire(new t.ErrorEvent(new Error(\"GeoJSON sources cannot have a sourceLayer parameter.\"))):\"vector\"!==o||i?(void 0===e.id&&this.fire(new t.ErrorEvent(new Error(\"The feature id parameter must be provided.\"))),a.setFeatureState(i,e.id,r)):this.fire(new t.ErrorEvent(new Error(\"The sourceLayer parameter must be provided for vector source types.\")))}else this.fire(new t.ErrorEvent(new Error(\"The source '\"+n+\"' does not exist in the map's style.\")))},r.prototype.removeFeatureState=function(e,r){this._checkLoaded();var n=e.source,i=this.sourceCaches[n];if(void 0!==i){var a=i.getSource().type,o=\"vector\"===a?e.sourceLayer:void 0;\"vector\"!==a||o?r&&\"string\"!=typeof e.id&&\"number\"!=typeof e.id?this.fire(new t.ErrorEvent(new Error(\"A feature id is requred to remove its specific state property.\"))):i.removeFeatureState(o,e.id,r):this.fire(new t.ErrorEvent(new Error(\"The sourceLayer parameter must be provided for vector source types.\")))}else this.fire(new t.ErrorEvent(new Error(\"The source '\"+n+\"' does not exist in the map's style.\")))},r.prototype.getFeatureState=function(e){this._checkLoaded();var r=e.source,n=e.sourceLayer,i=this.sourceCaches[r];if(void 0!==i){if(\"vector\"!==i.getSource().type||n)return void 0===e.id&&this.fire(new t.ErrorEvent(new Error(\"The feature id parameter must be provided.\"))),i.getFeatureState(n,e.id);this.fire(new t.ErrorEvent(new Error(\"The sourceLayer parameter must be provided for vector source types.\")))}else this.fire(new t.ErrorEvent(new Error(\"The source '\"+r+\"' does not exist in the map's style.\")))},r.prototype.getTransition=function(){return t.extend({duration:300,delay:0},this.stylesheet&&this.stylesheet.transition)},r.prototype.serialize=function(){return t.filterObject({version:this.stylesheet.version,name:this.stylesheet.name,metadata:this.stylesheet.metadata,light:this.stylesheet.light,center:this.stylesheet.center,zoom:this.stylesheet.zoom,bearing:this.stylesheet.bearing,pitch:this.stylesheet.pitch,sprite:this.stylesheet.sprite,glyphs:this.stylesheet.glyphs,transition:this.stylesheet.transition,sources:t.mapObject(this.sourceCaches,(function(t){return t.serialize()})),layers:this._serializeLayers(this._order)},(function(t){return void 0!==t}))},r.prototype._updateLayer=function(t){this._updatedLayers[t.id]=!0,t.source&&!this._updatedSources[t.source]&&\"raster\"!==this.sourceCaches[t.source].getSource().type&&(this._updatedSources[t.source]=\"reload\",this.sourceCaches[t.source].pause()),this._changed=!0},r.prototype._flattenAndSortRenderedFeatures=function(t){for(var e=this,r=function(t){return\"fill-extrusion\"===e._layers[t].type},n={},i=[],a=this._order.length-1;a>=0;a--){var o=this._order[a];if(r(o)){n[o]=a;for(var s=0,l=t;s<l.length;s+=1){var c=l[s][o];if(c)for(var u=0,f=c;u<f.length;u+=1){var h=f[u];i.push(h)}}}}i.sort((function(t,e){return e.intersectionZ-t.intersectionZ}));for(var p=[],d=this._order.length-1;d>=0;d--){var m=this._order[d];if(r(m))for(var g=i.length-1;g>=0;g--){var v=i[g].feature;if(n[v.layer.id]<d)break;p.push(v),i.pop()}else for(var y=0,x=t;y<x.length;y+=1){var b=x[y][m];if(b)for(var _=0,w=b;_<w.length;_+=1){var T=w[_];p.push(T.feature)}}}return p},r.prototype.queryRenderedFeatures=function(e,r,n){r&&r.filter&&this._validate(t.validateStyle.filter,\"queryRenderedFeatures.filter\",r.filter,null,r);var i={};if(r&&r.layers){if(!Array.isArray(r.layers))return this.fire(new t.ErrorEvent(new Error(\"parameters.layers must be an Array.\"))),[];for(var a=0,o=r.layers;a<o.length;a+=1){var s=o[a],l=this._layers[s];if(!l)return this.fire(new t.ErrorEvent(new Error(\"The layer '\"+s+\"' does not exist in the map's style and cannot be queried for features.\"))),[];i[l.source]=!0}}var c=[];for(var u in r.availableImages=this._availableImages,this.sourceCaches)r.layers&&!i[u]||c.push(F(this.sourceCaches[u],this._layers,this._serializedLayers,e,r,n));return this.placement&&c.push(function(t,e,r,n,i,a,o){for(var s={},l=a.queryRenderedSymbols(n),c=[],u=0,f=Object.keys(l).map(Number);u<f.length;u+=1){var h=f[u];c.push(o[h])}c.sort(B);for(var p=function(){var r=m[d],n=r.featureIndex.lookupSymbolFeatures(l[r.bucketInstanceId],e,r.bucketIndex,r.sourceLayerIndex,i.filter,i.layers,i.availableImages,t);for(var a in n){var o=s[a]=s[a]||[],c=n[a];c.sort((function(t,e){var n=r.featureSortOrder;if(n){var i=n.indexOf(t.featureIndex);return n.indexOf(e.featureIndex)-i}return e.featureIndex-t.featureIndex}));for(var u=0,f=c;u<f.length;u+=1){var h=f[u];o.push(h)}}},d=0,m=c;d<m.length;d+=1)p();var g=function(e){s[e].forEach((function(n){var i=n.feature,a=t[e],o=r[a.source].getFeatureState(i.layer[\"source-layer\"],i.id);i.source=i.layer.source,i.layer[\"source-layer\"]&&(i.sourceLayer=i.layer[\"source-layer\"]),i.state=o}))};for(var v in s)g(v);return s}(this._layers,this._serializedLayers,this.sourceCaches,e,r,this.placement.collisionIndex,this.placement.retainedQueryData)),this._flattenAndSortRenderedFeatures(c)},r.prototype.querySourceFeatures=function(e,r){r&&r.filter&&this._validate(t.validateStyle.filter,\"querySourceFeatures.filter\",r.filter,null,r);var n=this.sourceCaches[e];return n?function(t,e){for(var r=t.getRenderableIds().map((function(e){return t.getTileByID(e)})),n=[],i={},a=0;a<r.length;a++){var o=r[a],s=o.tileID.canonical.key;i[s]||(i[s]=!0,o.querySourceFeatures(n,e))}return n}(n,r):[]},r.prototype.addSourceType=function(t,e,n){return r.getSourceType(t)?n(new Error('A source type called \"'+t+'\" already exists.')):(r.setSourceType(t,e),e.workerSourceURL?void this.dispatcher.broadcast(\"loadWorkerSource\",{name:t,url:e.workerSourceURL},n):n(null,null))},r.prototype.getLight=function(){return this.light.getLight()},r.prototype.setLight=function(e,r){void 0===r&&(r={}),this._checkLoaded();var n=this.light.getLight(),i=!1;for(var a in e)if(!t.deepEqual(e[a],n[a])){i=!0;break}if(i){var o={now:t.browser.now(),transition:t.extend({duration:300,delay:0},this.stylesheet.transition)};this.light.setLight(e,r),this.light.updateTransitions(o)}},r.prototype._validate=function(e,r,n,i,a){return void 0===a&&(a={}),(!a||!1!==a.validate)&&je(this,e.call(t.validateStyle,t.extend({key:r,style:this.serialize(),value:n,styleSpec:t.styleSpec},i)))},r.prototype._remove=function(){for(var e in this._request&&(this._request.cancel(),this._request=null),this._spriteRequest&&(this._spriteRequest.cancel(),this._spriteRequest=null),t.evented.off(\"pluginStateChange\",this._rtlTextPluginCallback),this._layers){this._layers[e].setEventedParent(null)}for(var r in this.sourceCaches)this.sourceCaches[r].clearTiles(),this.sourceCaches[r].setEventedParent(null);this.imageManager.setEventedParent(null),this.setEventedParent(null),this.dispatcher.remove()},r.prototype._clearSource=function(t){this.sourceCaches[t].clearTiles()},r.prototype._reloadSource=function(t){this.sourceCaches[t].resume(),this.sourceCaches[t].reload()},r.prototype._updateSources=function(t){for(var e in this.sourceCaches)this.sourceCaches[e].update(t)},r.prototype._generateCollisionBoxes=function(){for(var t in this.sourceCaches)this._reloadSource(t)},r.prototype._updatePlacement=function(e,r,n,i,a){void 0===a&&(a=!1);for(var o=!1,s=!1,l={},c=0,u=this._order;c<u.length;c+=1){var f=u[c],h=this._layers[f];if(\"symbol\"===h.type){if(!l[h.source]){var p=this.sourceCaches[h.source];l[h.source]=p.getRenderableIds(!0).map((function(t){return p.getTileByID(t)})).sort((function(t,e){return e.tileID.overscaledZ-t.tileID.overscaledZ||(t.tileID.isLessThan(e.tileID)?-1:1)}))}var d=this.crossTileSymbolIndex.addLayer(h,l[h.source],e.center.lng);o=o||d}}if(this.crossTileSymbolIndex.pruneUnusedLayers(this._order),((a=a||this._layerOrderChanged||0===n)||!this.pauseablePlacement||this.pauseablePlacement.isDone()&&!this.placement.stillRecent(t.browser.now(),e.zoom))&&(this.pauseablePlacement=new ze(e,this._order,a,r,n,i,this.placement),this._layerOrderChanged=!1),this.pauseablePlacement.isDone()?this.placement.setStale():(this.pauseablePlacement.continuePlacement(this._order,this._layers,l),this.pauseablePlacement.isDone()&&(this.placement=this.pauseablePlacement.commit(t.browser.now()),s=!0),o&&this.pauseablePlacement.placement.setStale()),s||o)for(var m=0,g=this._order;m<g.length;m+=1){var v=g[m],y=this._layers[v];\"symbol\"===y.type&&this.placement.updateLayerOpacities(y,l[y.source])}return!this.pauseablePlacement.isDone()||this.placement.hasTransitions(t.browser.now())},r.prototype._releaseSymbolFadeTiles=function(){for(var t in this.sourceCaches)this.sourceCaches[t].releaseSymbolFadeTiles()},r.prototype.getImages=function(t,e,r){this.imageManager.getImages(e.icons,r),this._updateTilesForChangedImages();var n=this.sourceCaches[e.source];n&&n.setDependencies(e.tileID.key,e.type,e.icons)},r.prototype.getGlyphs=function(t,e,r){this.glyphManager.getGlyphs(e.stacks,r)},r.prototype.getResource=function(e,r,n){return t.makeRequest(r,n)},r}(t.Evented);qe.getSourceType=function(t){return D[t]},qe.setSourceType=function(t,e){D[t]=e},qe.registerForPluginStateChange=t.registerForPluginStateChange;var Ge=t.createLayout([{name:\"a_pos\",type:\"Int16\",components:2}]),Ye=yr(\"#ifdef GL_ES\\nprecision mediump float;\\n#else\\n#if !defined(lowp)\\n#define lowp\\n#endif\\n#if !defined(mediump)\\n#define mediump\\n#endif\\n#if !defined(highp)\\n#define highp\\n#endif\\n#endif\",\"#ifdef GL_ES\\nprecision highp float;\\n#else\\n#if !defined(lowp)\\n#define lowp\\n#endif\\n#if !defined(mediump)\\n#define mediump\\n#endif\\n#if !defined(highp)\\n#define highp\\n#endif\\n#endif\\nvec2 unpack_float(const float packedValue) {int packedIntValue=int(packedValue);int v0=packedIntValue/256;return vec2(v0,packedIntValue-v0*256);}vec2 unpack_opacity(const float packedOpacity) {int intOpacity=int(packedOpacity)/2;return vec2(float(intOpacity)/127.0,mod(packedOpacity,2.0));}vec4 decode_color(const vec2 encodedColor) {return vec4(unpack_float(encodedColor[0])/255.0,unpack_float(encodedColor[1])/255.0\\n);}float unpack_mix_vec2(const vec2 packedValue,const float t) {return mix(packedValue[0],packedValue[1],t);}vec4 unpack_mix_color(const vec4 packedColors,const float t) {vec4 minColor=decode_color(vec2(packedColors[0],packedColors[1]));vec4 maxColor=decode_color(vec2(packedColors[2],packedColors[3]));return mix(minColor,maxColor,t);}vec2 get_pattern_pos(const vec2 pixel_coord_upper,const vec2 pixel_coord_lower,const vec2 pattern_size,const float tile_units_to_pixels,const vec2 pos) {vec2 offset=mod(mod(mod(pixel_coord_upper,pattern_size)*256.0,pattern_size)*256.0+pixel_coord_lower,pattern_size);return (tile_units_to_pixels*pos+offset)/pattern_size;}\"),We=yr(\"uniform vec4 u_color;uniform float u_opacity;void main() {gl_FragColor=u_color*u_opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);}\"),Xe=yr(\"uniform vec2 u_pattern_tl_a;uniform vec2 u_pattern_br_a;uniform vec2 u_pattern_tl_b;uniform vec2 u_pattern_br_b;uniform vec2 u_texsize;uniform float u_mix;uniform float u_opacity;uniform sampler2D u_image;varying vec2 v_pos_a;varying vec2 v_pos_b;void main() {vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(u_pattern_tl_a/u_texsize,u_pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(u_pattern_tl_b/u_texsize,u_pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);gl_FragColor=mix(color1,color2,u_mix)*u_opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_pattern_size_a;uniform vec2 u_pattern_size_b;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform float u_scale_a;uniform float u_scale_b;uniform float u_tile_units_to_pixels;attribute vec2 a_pos;varying vec2 v_pos_a;varying vec2 v_pos_b;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,u_scale_a*u_pattern_size_a,u_tile_units_to_pixels,a_pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,u_scale_b*u_pattern_size_b,u_tile_units_to_pixels,a_pos);}\"),Ze=yr(\"varying vec3 v_data;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define mediump float radius\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define highp vec4 stroke_color\\n#pragma mapbox: define mediump float stroke_width\\n#pragma mapbox: define lowp float stroke_opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize mediump float radius\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize highp vec4 stroke_color\\n#pragma mapbox: initialize mediump float stroke_width\\n#pragma mapbox: initialize lowp float stroke_opacity\\nvec2 extrude=v_data.xy;float extrude_length=length(extrude);lowp float antialiasblur=v_data.z;float antialiased_blur=-max(blur,antialiasblur);float opacity_t=smoothstep(0.0,antialiased_blur,extrude_length-1.0);float color_t=stroke_width < 0.01 ? 0.0 : smoothstep(antialiased_blur,0.0,extrude_length-radius/(radius+stroke_width));gl_FragColor=opacity_t*mix(color*opacity,stroke_color*stroke_opacity,color_t);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform bool u_scale_with_map;uniform bool u_pitch_with_map;uniform vec2 u_extrude_scale;uniform lowp float u_device_pixel_ratio;uniform highp float u_camera_to_center_distance;attribute vec2 a_pos;varying vec3 v_data;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define mediump float radius\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define highp vec4 stroke_color\\n#pragma mapbox: define mediump float stroke_width\\n#pragma mapbox: define lowp float stroke_opacity\\nvoid main(void) {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize mediump float radius\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize highp vec4 stroke_color\\n#pragma mapbox: initialize mediump float stroke_width\\n#pragma mapbox: initialize lowp float stroke_opacity\\nvec2 extrude=vec2(mod(a_pos,2.0)*2.0-1.0);vec2 circle_center=floor(a_pos*0.5);if (u_pitch_with_map) {vec2 corner_position=circle_center;if (u_scale_with_map) {corner_position+=extrude*(radius+stroke_width)*u_extrude_scale;} else {vec4 projected_center=u_matrix*vec4(circle_center,0,1);corner_position+=extrude*(radius+stroke_width)*u_extrude_scale*(projected_center.w/u_camera_to_center_distance);}gl_Position=u_matrix*vec4(corner_position,0,1);} else {gl_Position=u_matrix*vec4(circle_center,0,1);if (u_scale_with_map) {gl_Position.xy+=extrude*(radius+stroke_width)*u_extrude_scale*u_camera_to_center_distance;} else {gl_Position.xy+=extrude*(radius+stroke_width)*u_extrude_scale*gl_Position.w;}}lowp float antialiasblur=1.0/u_device_pixel_ratio/(radius+stroke_width);v_data=vec3(extrude.x,extrude.y,antialiasblur);}\"),Je=yr(\"void main() {gl_FragColor=vec4(1.0);}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);}\"),Ke=yr(\"uniform highp float u_intensity;varying vec2 v_extrude;\\n#pragma mapbox: define highp float weight\\n#define GAUSS_COEF 0.3989422804014327\\nvoid main() {\\n#pragma mapbox: initialize highp float weight\\nfloat d=-0.5*3.0*3.0*dot(v_extrude,v_extrude);float val=weight*u_intensity*GAUSS_COEF*exp(d);gl_FragColor=vec4(val,1.0,1.0,1.0);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform float u_extrude_scale;uniform float u_opacity;uniform float u_intensity;attribute vec2 a_pos;varying vec2 v_extrude;\\n#pragma mapbox: define highp float weight\\n#pragma mapbox: define mediump float radius\\nconst highp float ZERO=1.0/255.0/16.0;\\n#define GAUSS_COEF 0.3989422804014327\\nvoid main(void) {\\n#pragma mapbox: initialize highp float weight\\n#pragma mapbox: initialize mediump float radius\\nvec2 unscaled_extrude=vec2(mod(a_pos,2.0)*2.0-1.0);float S=sqrt(-2.0*log(ZERO/weight/u_intensity/GAUSS_COEF))/3.0;v_extrude=S*unscaled_extrude;vec2 extrude=v_extrude*radius*u_extrude_scale;vec4 pos=vec4(floor(a_pos*0.5)+extrude,0,1);gl_Position=u_matrix*pos;}\"),Qe=yr(\"uniform sampler2D u_image;uniform sampler2D u_color_ramp;uniform float u_opacity;varying vec2 v_pos;void main() {float t=texture2D(u_image,v_pos).r;vec4 color=texture2D(u_color_ramp,vec2(t,0.5));gl_FragColor=color*u_opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(0.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_world;attribute vec2 a_pos;varying vec2 v_pos;void main() {gl_Position=u_matrix*vec4(a_pos*u_world,0,1);v_pos.x=a_pos.x;v_pos.y=1.0-a_pos.y;}\"),$e=yr(\"varying float v_placed;varying float v_notUsed;void main() {float alpha=0.5;gl_FragColor=vec4(1.0,0.0,0.0,1.0)*alpha;if (v_placed > 0.5) {gl_FragColor=vec4(0.0,0.0,1.0,0.5)*alpha;}if (v_notUsed > 0.5) {gl_FragColor*=.1;}}\",\"attribute vec2 a_pos;attribute vec2 a_anchor_pos;attribute vec2 a_extrude;attribute vec2 a_placed;attribute vec2 a_shift;uniform mat4 u_matrix;uniform vec2 u_extrude_scale;uniform float u_camera_to_center_distance;varying float v_placed;varying float v_notUsed;void main() {vec4 projectedPoint=u_matrix*vec4(a_anchor_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float collision_perspective_ratio=clamp(0.5+0.5*(u_camera_to_center_distance/camera_to_anchor_distance),0.0,4.0);gl_Position=u_matrix*vec4(a_pos,0.0,1.0);gl_Position.xy+=(a_extrude+a_shift)*u_extrude_scale*gl_Position.w*collision_perspective_ratio;v_placed=a_placed.x;v_notUsed=a_placed.y;}\"),tr=yr(\"varying float v_radius;varying vec2 v_extrude;varying float v_perspective_ratio;varying float v_collision;void main() {float alpha=0.5*min(v_perspective_ratio,1.0);float stroke_radius=0.9*max(v_perspective_ratio,1.0);float distance_to_center=length(v_extrude);float distance_to_edge=abs(distance_to_center-v_radius);float opacity_t=smoothstep(-stroke_radius,0.0,-distance_to_edge);vec4 color=mix(vec4(0.0,0.0,1.0,0.5),vec4(1.0,0.0,0.0,1.0),v_collision);gl_FragColor=color*alpha*opacity_t;}\",\"attribute vec2 a_pos;attribute float a_radius;attribute vec2 a_flags;uniform mat4 u_matrix;uniform mat4 u_inv_matrix;uniform vec2 u_viewport_size;uniform float u_camera_to_center_distance;varying float v_radius;varying vec2 v_extrude;varying float v_perspective_ratio;varying float v_collision;vec3 toTilePosition(vec2 screenPos) {vec4 rayStart=u_inv_matrix*vec4(screenPos,-1.0,1.0);vec4 rayEnd  =u_inv_matrix*vec4(screenPos, 1.0,1.0);rayStart.xyz/=rayStart.w;rayEnd.xyz  /=rayEnd.w;highp float t=(0.0-rayStart.z)/(rayEnd.z-rayStart.z);return mix(rayStart.xyz,rayEnd.xyz,t);}void main() {vec2 quadCenterPos=a_pos;float radius=a_radius;float collision=a_flags.x;float vertexIdx=a_flags.y;vec2 quadVertexOffset=vec2(mix(-1.0,1.0,float(vertexIdx >=2.0)),mix(-1.0,1.0,float(vertexIdx >=1.0 && vertexIdx <=2.0)));vec2 quadVertexExtent=quadVertexOffset*radius;vec3 tilePos=toTilePosition(quadCenterPos);vec4 clipPos=u_matrix*vec4(tilePos,1.0);highp float camera_to_anchor_distance=clipPos.w;highp float collision_perspective_ratio=clamp(0.5+0.5*(u_camera_to_center_distance/camera_to_anchor_distance),0.0,4.0);float padding_factor=1.2;v_radius=radius;v_extrude=quadVertexExtent*padding_factor;v_perspective_ratio=collision_perspective_ratio;v_collision=collision;gl_Position=vec4(clipPos.xyz/clipPos.w,1.0)+vec4(quadVertexExtent*padding_factor/u_viewport_size*2.0,0.0,0.0);}\"),er=yr(\"uniform highp vec4 u_color;uniform sampler2D u_overlay;varying vec2 v_uv;void main() {vec4 overlay_color=texture2D(u_overlay,v_uv);gl_FragColor=mix(u_color,overlay_color,overlay_color.a);}\",\"attribute vec2 a_pos;varying vec2 v_uv;uniform mat4 u_matrix;uniform float u_overlay_scale;void main() {v_uv=a_pos/8192.0;gl_Position=u_matrix*vec4(a_pos*u_overlay_scale,0,1);}\"),rr=yr(\"#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float opacity\\ngl_FragColor=color*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float opacity\\ngl_Position=u_matrix*vec4(a_pos,0,1);}\"),nr=yr(\"varying vec2 v_pos;\\n#pragma mapbox: define highp vec4 outline_color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 outline_color\\n#pragma mapbox: initialize lowp float opacity\\nfloat dist=length(v_pos-gl_FragCoord.xy);float alpha=1.0-smoothstep(0.0,1.0,dist);gl_FragColor=outline_color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"attribute vec2 a_pos;uniform mat4 u_matrix;uniform vec2 u_world;varying vec2 v_pos;\\n#pragma mapbox: define highp vec4 outline_color\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 outline_color\\n#pragma mapbox: initialize lowp float opacity\\ngl_Position=u_matrix*vec4(a_pos,0,1);v_pos=(gl_Position.xy/gl_Position.w+1.0)/2.0*u_world;}\"),ir=yr(\"uniform vec2 u_texsize;uniform sampler2D u_image;uniform float u_fade;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec2 v_pos;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(pattern_tl_a/u_texsize,pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(pattern_tl_b/u_texsize,pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);float dist=length(v_pos-gl_FragCoord.xy);float alpha=1.0-smoothstep(0.0,1.0,dist);gl_FragColor=mix(color1,color2,u_fade)*alpha*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_world;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform vec3 u_scale;attribute vec2 a_pos;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec2 v_pos;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;gl_Position=u_matrix*vec4(a_pos,0,1);vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,fromScale*display_size_a,tileRatio,a_pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,toScale*display_size_b,tileRatio,a_pos);v_pos=(gl_Position.xy/gl_Position.w+1.0)/2.0*u_world;}\"),ar=yr(\"uniform vec2 u_texsize;uniform float u_fade;uniform sampler2D u_image;varying vec2 v_pos_a;varying vec2 v_pos_b;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(pattern_tl_a/u_texsize,pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(pattern_tl_b/u_texsize,pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);gl_FragColor=mix(color1,color2,u_fade)*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform vec3 u_scale;attribute vec2 a_pos;varying vec2 v_pos_a;varying vec2 v_pos_b;\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileZoomRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;gl_Position=u_matrix*vec4(a_pos,0,1);v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,fromScale*display_size_a,tileZoomRatio,a_pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,toScale*display_size_b,tileZoomRatio,a_pos);}\"),or=yr(\"varying vec4 v_color;void main() {gl_FragColor=v_color;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec3 u_lightcolor;uniform lowp vec3 u_lightpos;uniform lowp float u_lightintensity;uniform float u_vertical_gradient;uniform lowp float u_opacity;attribute vec2 a_pos;attribute vec4 a_normal_ed;varying vec4 v_color;\\n#pragma mapbox: define highp float base\\n#pragma mapbox: define highp float height\\n#pragma mapbox: define highp vec4 color\\nvoid main() {\\n#pragma mapbox: initialize highp float base\\n#pragma mapbox: initialize highp float height\\n#pragma mapbox: initialize highp vec4 color\\nvec3 normal=a_normal_ed.xyz;base=max(0.0,base);height=max(0.0,height);float t=mod(normal.x,2.0);gl_Position=u_matrix*vec4(a_pos,t > 0.0 ? height : base,1);float colorvalue=color.r*0.2126+color.g*0.7152+color.b*0.0722;v_color=vec4(0.0,0.0,0.0,1.0);vec4 ambientlight=vec4(0.03,0.03,0.03,1.0);color+=ambientlight;float directional=clamp(dot(normal/16384.0,u_lightpos),0.0,1.0);directional=mix((1.0-u_lightintensity),max((1.0-colorvalue+u_lightintensity),1.0),directional);if (normal.y !=0.0) {directional*=((1.0-u_vertical_gradient)+(u_vertical_gradient*clamp((t+base)*pow(height/150.0,0.5),mix(0.7,0.98,1.0-u_lightintensity),1.0)));}v_color.r+=clamp(color.r*directional*u_lightcolor.r,mix(0.0,0.3,1.0-u_lightcolor.r),1.0);v_color.g+=clamp(color.g*directional*u_lightcolor.g,mix(0.0,0.3,1.0-u_lightcolor.g),1.0);v_color.b+=clamp(color.b*directional*u_lightcolor.b,mix(0.0,0.3,1.0-u_lightcolor.b),1.0);v_color*=u_opacity;}\"),sr=yr(\"uniform vec2 u_texsize;uniform float u_fade;uniform sampler2D u_image;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec4 v_lighting;\\n#pragma mapbox: define lowp float base\\n#pragma mapbox: define lowp float height\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float base\\n#pragma mapbox: initialize lowp float height\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;vec2 imagecoord=mod(v_pos_a,1.0);vec2 pos=mix(pattern_tl_a/u_texsize,pattern_br_a/u_texsize,imagecoord);vec4 color1=texture2D(u_image,pos);vec2 imagecoord_b=mod(v_pos_b,1.0);vec2 pos2=mix(pattern_tl_b/u_texsize,pattern_br_b/u_texsize,imagecoord_b);vec4 color2=texture2D(u_image,pos2);vec4 mixedColor=mix(color1,color2,u_fade);gl_FragColor=mixedColor*v_lighting;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_pixel_coord_upper;uniform vec2 u_pixel_coord_lower;uniform float u_height_factor;uniform vec3 u_scale;uniform float u_vertical_gradient;uniform lowp float u_opacity;uniform vec3 u_lightcolor;uniform lowp vec3 u_lightpos;uniform lowp float u_lightintensity;attribute vec2 a_pos;attribute vec4 a_normal_ed;varying vec2 v_pos_a;varying vec2 v_pos_b;varying vec4 v_lighting;\\n#pragma mapbox: define lowp float base\\n#pragma mapbox: define lowp float height\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float base\\n#pragma mapbox: initialize lowp float height\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;vec3 normal=a_normal_ed.xyz;float edgedistance=a_normal_ed.w;vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;base=max(0.0,base);height=max(0.0,height);float t=mod(normal.x,2.0);float z=t > 0.0 ? height : base;gl_Position=u_matrix*vec4(a_pos,z,1);vec2 pos=normal.x==1.0 && normal.y==0.0 && normal.z==16384.0\\n? a_pos\\n: vec2(edgedistance,z*u_height_factor);v_pos_a=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,fromScale*display_size_a,tileRatio,pos);v_pos_b=get_pattern_pos(u_pixel_coord_upper,u_pixel_coord_lower,toScale*display_size_b,tileRatio,pos);v_lighting=vec4(0.0,0.0,0.0,1.0);float directional=clamp(dot(normal/16383.0,u_lightpos),0.0,1.0);directional=mix((1.0-u_lightintensity),max((0.5+u_lightintensity),1.0),directional);if (normal.y !=0.0) {directional*=((1.0-u_vertical_gradient)+(u_vertical_gradient*clamp((t+base)*pow(height/150.0,0.5),mix(0.7,0.98,1.0-u_lightintensity),1.0)));}v_lighting.rgb+=clamp(directional*u_lightcolor,mix(vec3(0.0),vec3(0.3),1.0-u_lightcolor),vec3(1.0));v_lighting*=u_opacity;}\"),lr=yr(\"#ifdef GL_ES\\nprecision highp float;\\n#endif\\nuniform sampler2D u_image;varying vec2 v_pos;uniform vec2 u_dimension;uniform float u_zoom;uniform float u_maxzoom;uniform vec4 u_unpack;float getElevation(vec2 coord,float bias) {vec4 data=texture2D(u_image,coord)*255.0;data.a=-1.0;return dot(data,u_unpack)/4.0;}void main() {vec2 epsilon=1.0/u_dimension;float a=getElevation(v_pos+vec2(-epsilon.x,-epsilon.y),0.0);float b=getElevation(v_pos+vec2(0,-epsilon.y),0.0);float c=getElevation(v_pos+vec2(epsilon.x,-epsilon.y),0.0);float d=getElevation(v_pos+vec2(-epsilon.x,0),0.0);float e=getElevation(v_pos,0.0);float f=getElevation(v_pos+vec2(epsilon.x,0),0.0);float g=getElevation(v_pos+vec2(-epsilon.x,epsilon.y),0.0);float h=getElevation(v_pos+vec2(0,epsilon.y),0.0);float i=getElevation(v_pos+vec2(epsilon.x,epsilon.y),0.0);float exaggeration=u_zoom < 2.0 ? 0.4 : u_zoom < 4.5 ? 0.35 : 0.3;vec2 deriv=vec2((c+f+f+i)-(a+d+d+g),(g+h+h+i)-(a+b+b+c))/ pow(2.0,(u_zoom-u_maxzoom)*exaggeration+19.2562-u_zoom);gl_FragColor=clamp(vec4(deriv.x/2.0+0.5,deriv.y/2.0+0.5,1.0,1.0),0.0,1.0);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_dimension;attribute vec2 a_pos;attribute vec2 a_texture_pos;varying vec2 v_pos;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);highp vec2 epsilon=1.0/u_dimension;float scale=(u_dimension.x-2.0)/u_dimension.x;v_pos=(a_texture_pos/8192.0)*scale+epsilon;}\"),cr=yr(\"uniform sampler2D u_image;varying vec2 v_pos;uniform vec2 u_latrange;uniform vec2 u_light;uniform vec4 u_shadow;uniform vec4 u_highlight;uniform vec4 u_accent;\\n#define PI 3.141592653589793\\nvoid main() {vec4 pixel=texture2D(u_image,v_pos);vec2 deriv=((pixel.rg*2.0)-1.0);float scaleFactor=cos(radians((u_latrange[0]-u_latrange[1])*(1.0-v_pos.y)+u_latrange[1]));float slope=atan(1.25*length(deriv)/scaleFactor);float aspect=deriv.x !=0.0 ? atan(deriv.y,-deriv.x) : PI/2.0*(deriv.y > 0.0 ? 1.0 :-1.0);float intensity=u_light.x;float azimuth=u_light.y+PI;float base=1.875-intensity*1.75;float maxValue=0.5*PI;float scaledSlope=intensity !=0.5 ? ((pow(base,slope)-1.0)/(pow(base,maxValue)-1.0))*maxValue : slope;float accent=cos(scaledSlope);vec4 accent_color=(1.0-accent)*u_accent*clamp(intensity*2.0,0.0,1.0);float shade=abs(mod((aspect+azimuth)/PI+0.5,2.0)-1.0);vec4 shade_color=mix(u_shadow,u_highlight,shade)*sin(scaledSlope)*clamp(intensity*2.0,0.0,1.0);gl_FragColor=accent_color*(1.0-shade_color.a)+shade_color;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;attribute vec2 a_pos;attribute vec2 a_texture_pos;varying vec2 v_pos;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);v_pos=a_texture_pos/8192.0;}\"),ur=yr(\"uniform lowp float u_device_pixel_ratio;varying vec2 v_width2;varying vec2 v_normal;varying float v_gamma_scale;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\nfloat dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);gl_FragColor=color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform vec2 u_units_to_pixels;uniform lowp float u_device_pixel_ratio;varying vec2 v_normal;varying vec2 v_width2;varying float v_gamma_scale;varying highp float v_linesofar;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float width\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float width\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;v_linesofar=(floor(a_data.z/4.0)+a_data.w*64.0)*2.0;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_width2=vec2(outset,inset);}\"),fr=yr(\"uniform lowp float u_device_pixel_ratio;uniform sampler2D u_image;varying vec2 v_width2;varying vec2 v_normal;varying float v_gamma_scale;varying highp float v_lineprogress;\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\nfloat dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);vec4 color=texture2D(u_image,vec2(v_lineprogress,0.5));gl_FragColor=color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define MAX_LINE_DISTANCE 32767.0\\n#define scale 0.015873016\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;uniform vec2 u_units_to_pixels;varying vec2 v_normal;varying vec2 v_width2;varying float v_gamma_scale;varying highp float v_lineprogress;\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float width\\nvoid main() {\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float width\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;v_lineprogress=(floor(a_data.z/4.0)+a_data.w*64.0)*2.0/MAX_LINE_DISTANCE;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_width2=vec2(outset,inset);}\"),hr=yr(\"uniform lowp float u_device_pixel_ratio;uniform vec2 u_texsize;uniform float u_fade;uniform mediump vec3 u_scale;uniform sampler2D u_image;varying vec2 v_normal;varying vec2 v_width2;varying float v_linesofar;varying float v_gamma_scale;varying float v_width;\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\nvec2 pattern_tl_a=pattern_from.xy;vec2 pattern_br_a=pattern_from.zw;vec2 pattern_tl_b=pattern_to.xy;vec2 pattern_br_b=pattern_to.zw;float tileZoomRatio=u_scale.x;float fromScale=u_scale.y;float toScale=u_scale.z;vec2 display_size_a=(pattern_br_a-pattern_tl_a)/pixel_ratio_from;vec2 display_size_b=(pattern_br_b-pattern_tl_b)/pixel_ratio_to;vec2 pattern_size_a=vec2(display_size_a.x*fromScale/tileZoomRatio,display_size_a.y);vec2 pattern_size_b=vec2(display_size_b.x*toScale/tileZoomRatio,display_size_b.y);float aspect_a=display_size_a.y/v_width;float aspect_b=display_size_b.y/v_width;float dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);float x_a=mod(v_linesofar/pattern_size_a.x*aspect_a,1.0);float x_b=mod(v_linesofar/pattern_size_b.x*aspect_b,1.0);float y=0.5*v_normal.y+0.5;vec2 texel_size=1.0/u_texsize;vec2 pos_a=mix(pattern_tl_a*texel_size-texel_size,pattern_br_a*texel_size+texel_size,vec2(x_a,y));vec2 pos_b=mix(pattern_tl_b*texel_size-texel_size,pattern_br_b*texel_size+texel_size,vec2(x_b,y));vec4 color=mix(texture2D(u_image,pos_a),texture2D(u_image,pos_b),u_fade);gl_FragColor=color*alpha*opacity;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\n#define LINE_DISTANCE_SCALE 2.0\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform vec2 u_units_to_pixels;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;varying vec2 v_normal;varying vec2 v_width2;varying float v_linesofar;varying float v_gamma_scale;varying float v_width;\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define mediump float width\\n#pragma mapbox: define lowp float floorwidth\\n#pragma mapbox: define lowp vec4 pattern_from\\n#pragma mapbox: define lowp vec4 pattern_to\\n#pragma mapbox: define lowp float pixel_ratio_from\\n#pragma mapbox: define lowp float pixel_ratio_to\\nvoid main() {\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize mediump float width\\n#pragma mapbox: initialize lowp float floorwidth\\n#pragma mapbox: initialize mediump vec4 pattern_from\\n#pragma mapbox: initialize mediump vec4 pattern_to\\n#pragma mapbox: initialize lowp float pixel_ratio_from\\n#pragma mapbox: initialize lowp float pixel_ratio_to\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;float a_linesofar=(floor(a_data.z/4.0)+a_data.w*64.0)*LINE_DISTANCE_SCALE;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_linesofar=a_linesofar;v_width2=vec2(outset,inset);v_width=floorwidth;}\"),pr=yr(\"uniform lowp float u_device_pixel_ratio;uniform sampler2D u_image;uniform float u_sdfgamma;uniform float u_mix;varying vec2 v_normal;varying vec2 v_width2;varying vec2 v_tex_a;varying vec2 v_tex_b;varying float v_gamma_scale;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float width\\n#pragma mapbox: define lowp float floorwidth\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float width\\n#pragma mapbox: initialize lowp float floorwidth\\nfloat dist=length(v_normal)*v_width2.s;float blur2=(blur+1.0/u_device_pixel_ratio)*v_gamma_scale;float alpha=clamp(min(dist-(v_width2.t-blur2),v_width2.s-dist)/blur2,0.0,1.0);float sdfdist_a=texture2D(u_image,v_tex_a).a;float sdfdist_b=texture2D(u_image,v_tex_b).a;float sdfdist=mix(sdfdist_a,sdfdist_b,u_mix);alpha*=smoothstep(0.5-u_sdfgamma/floorwidth,0.5+u_sdfgamma/floorwidth,sdfdist);gl_FragColor=color*(alpha*opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"\\n#define scale 0.015873016\\n#define LINE_DISTANCE_SCALE 2.0\\nattribute vec2 a_pos_normal;attribute vec4 a_data;uniform mat4 u_matrix;uniform mediump float u_ratio;uniform lowp float u_device_pixel_ratio;uniform vec2 u_patternscale_a;uniform float u_tex_y_a;uniform vec2 u_patternscale_b;uniform float u_tex_y_b;uniform vec2 u_units_to_pixels;varying vec2 v_normal;varying vec2 v_width2;varying vec2 v_tex_a;varying vec2 v_tex_b;varying float v_gamma_scale;\\n#pragma mapbox: define highp vec4 color\\n#pragma mapbox: define lowp float blur\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define mediump float gapwidth\\n#pragma mapbox: define lowp float offset\\n#pragma mapbox: define mediump float width\\n#pragma mapbox: define lowp float floorwidth\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 color\\n#pragma mapbox: initialize lowp float blur\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize mediump float gapwidth\\n#pragma mapbox: initialize lowp float offset\\n#pragma mapbox: initialize mediump float width\\n#pragma mapbox: initialize lowp float floorwidth\\nfloat ANTIALIASING=1.0/u_device_pixel_ratio/2.0;vec2 a_extrude=a_data.xy-128.0;float a_direction=mod(a_data.z,4.0)-1.0;float a_linesofar=(floor(a_data.z/4.0)+a_data.w*64.0)*LINE_DISTANCE_SCALE;vec2 pos=floor(a_pos_normal*0.5);mediump vec2 normal=a_pos_normal-2.0*pos;normal.y=normal.y*2.0-1.0;v_normal=normal;gapwidth=gapwidth/2.0;float halfwidth=width/2.0;offset=-1.0*offset;float inset=gapwidth+(gapwidth > 0.0 ? ANTIALIASING : 0.0);float outset=gapwidth+halfwidth*(gapwidth > 0.0 ? 2.0 : 1.0)+(halfwidth==0.0 ? 0.0 : ANTIALIASING);mediump vec2 dist=outset*a_extrude*scale;mediump float u=0.5*a_direction;mediump float t=1.0-abs(u);mediump vec2 offset2=offset*a_extrude*scale*normal.y*mat2(t,-u,u,t);vec4 projected_extrude=u_matrix*vec4(dist/u_ratio,0.0,0.0);gl_Position=u_matrix*vec4(pos+offset2/u_ratio,0.0,1.0)+projected_extrude;float extrude_length_without_perspective=length(dist);float extrude_length_with_perspective=length(projected_extrude.xy/gl_Position.w*u_units_to_pixels);v_gamma_scale=extrude_length_without_perspective/extrude_length_with_perspective;v_tex_a=vec2(a_linesofar*u_patternscale_a.x/floorwidth,normal.y*u_patternscale_a.y+u_tex_y_a);v_tex_b=vec2(a_linesofar*u_patternscale_b.x/floorwidth,normal.y*u_patternscale_b.y+u_tex_y_b);v_width2=vec2(outset,inset);}\"),dr=yr(\"uniform float u_fade_t;uniform float u_opacity;uniform sampler2D u_image0;uniform sampler2D u_image1;varying vec2 v_pos0;varying vec2 v_pos1;uniform float u_brightness_low;uniform float u_brightness_high;uniform float u_saturation_factor;uniform float u_contrast_factor;uniform vec3 u_spin_weights;void main() {vec4 color0=texture2D(u_image0,v_pos0);vec4 color1=texture2D(u_image1,v_pos1);if (color0.a > 0.0) {color0.rgb=color0.rgb/color0.a;}if (color1.a > 0.0) {color1.rgb=color1.rgb/color1.a;}vec4 color=mix(color0,color1,u_fade_t);color.a*=u_opacity;vec3 rgb=color.rgb;rgb=vec3(dot(rgb,u_spin_weights.xyz),dot(rgb,u_spin_weights.zxy),dot(rgb,u_spin_weights.yzx));float average=(color.r+color.g+color.b)/3.0;rgb+=(average-rgb)*u_saturation_factor;rgb=(rgb-0.5)*u_contrast_factor+0.5;vec3 u_high_vec=vec3(u_brightness_low,u_brightness_low,u_brightness_low);vec3 u_low_vec=vec3(u_brightness_high,u_brightness_high,u_brightness_high);gl_FragColor=vec4(mix(u_high_vec,u_low_vec,rgb)*color.a,color.a);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"uniform mat4 u_matrix;uniform vec2 u_tl_parent;uniform float u_scale_parent;uniform float u_buffer_scale;attribute vec2 a_pos;attribute vec2 a_texture_pos;varying vec2 v_pos0;varying vec2 v_pos1;void main() {gl_Position=u_matrix*vec4(a_pos,0,1);v_pos0=(((a_texture_pos/8192.0)-0.5)/u_buffer_scale )+0.5;v_pos1=(v_pos0*u_scale_parent)+u_tl_parent;}\"),mr=yr(\"uniform sampler2D u_texture;varying vec2 v_tex;varying float v_fade_opacity;\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\nlowp float alpha=opacity*v_fade_opacity;gl_FragColor=texture2D(u_texture,v_tex)*alpha;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"const float PI=3.141592653589793;attribute vec4 a_pos_offset;attribute vec4 a_data;attribute vec4 a_pixeloffset;attribute vec3 a_projected_pos;attribute float a_fade_opacity;uniform bool u_is_size_zoom_constant;uniform bool u_is_size_feature_constant;uniform highp float u_size_t;uniform highp float u_size;uniform highp float u_camera_to_center_distance;uniform highp float u_pitch;uniform bool u_rotate_symbol;uniform highp float u_aspect_ratio;uniform float u_fade_change;uniform mat4 u_matrix;uniform mat4 u_label_plane_matrix;uniform mat4 u_coord_matrix;uniform bool u_is_text;uniform bool u_pitch_with_map;uniform vec2 u_texsize;varying vec2 v_tex;varying float v_fade_opacity;\\n#pragma mapbox: define lowp float opacity\\nvoid main() {\\n#pragma mapbox: initialize lowp float opacity\\nvec2 a_pos=a_pos_offset.xy;vec2 a_offset=a_pos_offset.zw;vec2 a_tex=a_data.xy;vec2 a_size=a_data.zw;float a_size_min=floor(a_size[0]*0.5);vec2 a_pxoffset=a_pixeloffset.xy;vec2 a_minFontScale=a_pixeloffset.zw/256.0;highp float segment_angle=-a_projected_pos[2];float size;if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {size=mix(a_size_min,a_size[1],u_size_t)/128.0;} else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {size=a_size_min/128.0;} else {size=u_size;}vec4 projectedPoint=u_matrix*vec4(a_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float distance_ratio=u_pitch_with_map ?\\ncamera_to_anchor_distance/u_camera_to_center_distance :\\nu_camera_to_center_distance/camera_to_anchor_distance;highp float perspective_ratio=clamp(0.5+0.5*distance_ratio,0.0,4.0);size*=perspective_ratio;float fontScale=u_is_text ? size/24.0 : size;highp float symbol_rotation=0.0;if (u_rotate_symbol) {vec4 offsetProjectedPoint=u_matrix*vec4(a_pos+vec2(1,0),0,1);vec2 a=projectedPoint.xy/projectedPoint.w;vec2 b=offsetProjectedPoint.xy/offsetProjectedPoint.w;symbol_rotation=atan((b.y-a.y)/u_aspect_ratio,b.x-a.x);}highp float angle_sin=sin(segment_angle+symbol_rotation);highp float angle_cos=cos(segment_angle+symbol_rotation);mat2 rotation_matrix=mat2(angle_cos,-1.0*angle_sin,angle_sin,angle_cos);vec4 projected_pos=u_label_plane_matrix*vec4(a_projected_pos.xy,0.0,1.0);gl_Position=u_coord_matrix*vec4(projected_pos.xy/projected_pos.w+rotation_matrix*(a_offset/32.0*max(a_minFontScale,fontScale)+a_pxoffset/16.0),0.0,1.0);v_tex=a_tex/u_texsize;vec2 fade_opacity=unpack_opacity(a_fade_opacity);float fade_change=fade_opacity[1] > 0.5 ? u_fade_change :-u_fade_change;v_fade_opacity=max(0.0,min(1.0,fade_opacity[0]+fade_change));}\"),gr=yr(\"#define SDF_PX 8.0\\nuniform bool u_is_halo;uniform sampler2D u_texture;uniform highp float u_gamma_scale;uniform lowp float u_device_pixel_ratio;uniform bool u_is_text;varying vec2 v_data0;varying vec3 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nfloat EDGE_GAMMA=0.105/u_device_pixel_ratio;vec2 tex=v_data0.xy;float gamma_scale=v_data1.x;float size=v_data1.y;float fade_opacity=v_data1[2];float fontScale=u_is_text ? size/24.0 : size;lowp vec4 color=fill_color;highp float gamma=EDGE_GAMMA/(fontScale*u_gamma_scale);lowp float buff=(256.0-64.0)/256.0;if (u_is_halo) {color=halo_color;gamma=(halo_blur*1.19/SDF_PX+EDGE_GAMMA)/(fontScale*u_gamma_scale);buff=(6.0-halo_width/fontScale)/SDF_PX;}lowp float dist=texture2D(u_texture,tex).a;highp float gamma_scaled=gamma*gamma_scale;highp float alpha=smoothstep(buff-gamma_scaled,buff+gamma_scaled,dist);gl_FragColor=color*(alpha*opacity*fade_opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"const float PI=3.141592653589793;attribute vec4 a_pos_offset;attribute vec4 a_data;attribute vec4 a_pixeloffset;attribute vec3 a_projected_pos;attribute float a_fade_opacity;uniform bool u_is_size_zoom_constant;uniform bool u_is_size_feature_constant;uniform highp float u_size_t;uniform highp float u_size;uniform mat4 u_matrix;uniform mat4 u_label_plane_matrix;uniform mat4 u_coord_matrix;uniform bool u_is_text;uniform bool u_pitch_with_map;uniform highp float u_pitch;uniform bool u_rotate_symbol;uniform highp float u_aspect_ratio;uniform highp float u_camera_to_center_distance;uniform float u_fade_change;uniform vec2 u_texsize;varying vec2 v_data0;varying vec3 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nvec2 a_pos=a_pos_offset.xy;vec2 a_offset=a_pos_offset.zw;vec2 a_tex=a_data.xy;vec2 a_size=a_data.zw;float a_size_min=floor(a_size[0]*0.5);vec2 a_pxoffset=a_pixeloffset.xy;highp float segment_angle=-a_projected_pos[2];float size;if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {size=mix(a_size_min,a_size[1],u_size_t)/128.0;} else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {size=a_size_min/128.0;} else {size=u_size;}vec4 projectedPoint=u_matrix*vec4(a_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float distance_ratio=u_pitch_with_map ?\\ncamera_to_anchor_distance/u_camera_to_center_distance :\\nu_camera_to_center_distance/camera_to_anchor_distance;highp float perspective_ratio=clamp(0.5+0.5*distance_ratio,0.0,4.0);size*=perspective_ratio;float fontScale=u_is_text ? size/24.0 : size;highp float symbol_rotation=0.0;if (u_rotate_symbol) {vec4 offsetProjectedPoint=u_matrix*vec4(a_pos+vec2(1,0),0,1);vec2 a=projectedPoint.xy/projectedPoint.w;vec2 b=offsetProjectedPoint.xy/offsetProjectedPoint.w;symbol_rotation=atan((b.y-a.y)/u_aspect_ratio,b.x-a.x);}highp float angle_sin=sin(segment_angle+symbol_rotation);highp float angle_cos=cos(segment_angle+symbol_rotation);mat2 rotation_matrix=mat2(angle_cos,-1.0*angle_sin,angle_sin,angle_cos);vec4 projected_pos=u_label_plane_matrix*vec4(a_projected_pos.xy,0.0,1.0);gl_Position=u_coord_matrix*vec4(projected_pos.xy/projected_pos.w+rotation_matrix*(a_offset/32.0*fontScale+a_pxoffset),0.0,1.0);float gamma_scale=gl_Position.w;vec2 fade_opacity=unpack_opacity(a_fade_opacity);float fade_change=fade_opacity[1] > 0.5 ? u_fade_change :-u_fade_change;float interpolated_fade_opacity=max(0.0,min(1.0,fade_opacity[0]+fade_change));v_data0=a_tex/u_texsize;v_data1=vec3(gamma_scale,size,interpolated_fade_opacity);}\"),vr=yr(\"#define SDF_PX 8.0\\n#define SDF 1.0\\n#define ICON 0.0\\nuniform bool u_is_halo;uniform sampler2D u_texture;uniform sampler2D u_texture_icon;uniform highp float u_gamma_scale;uniform lowp float u_device_pixel_ratio;varying vec4 v_data0;varying vec4 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nfloat fade_opacity=v_data1[2];if (v_data1.w==ICON) {vec2 tex_icon=v_data0.zw;lowp float alpha=opacity*fade_opacity;gl_FragColor=texture2D(u_texture_icon,tex_icon)*alpha;\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\nreturn;}vec2 tex=v_data0.xy;float EDGE_GAMMA=0.105/u_device_pixel_ratio;float gamma_scale=v_data1.x;float size=v_data1.y;float fontScale=size/24.0;lowp vec4 color=fill_color;highp float gamma=EDGE_GAMMA/(fontScale*u_gamma_scale);lowp float buff=(256.0-64.0)/256.0;if (u_is_halo) {color=halo_color;gamma=(halo_blur*1.19/SDF_PX+EDGE_GAMMA)/(fontScale*u_gamma_scale);buff=(6.0-halo_width/fontScale)/SDF_PX;}lowp float dist=texture2D(u_texture,tex).a;highp float gamma_scaled=gamma*gamma_scale;highp float alpha=smoothstep(buff-gamma_scaled,buff+gamma_scaled,dist);gl_FragColor=color*(alpha*opacity*fade_opacity);\\n#ifdef OVERDRAW_INSPECTOR\\ngl_FragColor=vec4(1.0);\\n#endif\\n}\",\"const float PI=3.141592653589793;attribute vec4 a_pos_offset;attribute vec4 a_data;attribute vec3 a_projected_pos;attribute float a_fade_opacity;uniform bool u_is_size_zoom_constant;uniform bool u_is_size_feature_constant;uniform highp float u_size_t;uniform highp float u_size;uniform mat4 u_matrix;uniform mat4 u_label_plane_matrix;uniform mat4 u_coord_matrix;uniform bool u_is_text;uniform bool u_pitch_with_map;uniform highp float u_pitch;uniform bool u_rotate_symbol;uniform highp float u_aspect_ratio;uniform highp float u_camera_to_center_distance;uniform float u_fade_change;uniform vec2 u_texsize;uniform vec2 u_texsize_icon;varying vec4 v_data0;varying vec4 v_data1;\\n#pragma mapbox: define highp vec4 fill_color\\n#pragma mapbox: define highp vec4 halo_color\\n#pragma mapbox: define lowp float opacity\\n#pragma mapbox: define lowp float halo_width\\n#pragma mapbox: define lowp float halo_blur\\nvoid main() {\\n#pragma mapbox: initialize highp vec4 fill_color\\n#pragma mapbox: initialize highp vec4 halo_color\\n#pragma mapbox: initialize lowp float opacity\\n#pragma mapbox: initialize lowp float halo_width\\n#pragma mapbox: initialize lowp float halo_blur\\nvec2 a_pos=a_pos_offset.xy;vec2 a_offset=a_pos_offset.zw;vec2 a_tex=a_data.xy;vec2 a_size=a_data.zw;float a_size_min=floor(a_size[0]*0.5);float is_sdf=a_size[0]-2.0*a_size_min;highp float segment_angle=-a_projected_pos[2];float size;if (!u_is_size_zoom_constant && !u_is_size_feature_constant) {size=mix(a_size_min,a_size[1],u_size_t)/128.0;} else if (u_is_size_zoom_constant && !u_is_size_feature_constant) {size=a_size_min/128.0;} else {size=u_size;}vec4 projectedPoint=u_matrix*vec4(a_pos,0,1);highp float camera_to_anchor_distance=projectedPoint.w;highp float distance_ratio=u_pitch_with_map ?\\ncamera_to_anchor_distance/u_camera_to_center_distance :\\nu_camera_to_center_distance/camera_to_anchor_distance;highp float perspective_ratio=clamp(0.5+0.5*distance_ratio,0.0,4.0);size*=perspective_ratio;float fontScale=size/24.0;highp float symbol_rotation=0.0;if (u_rotate_symbol) {vec4 offsetProjectedPoint=u_matrix*vec4(a_pos+vec2(1,0),0,1);vec2 a=projectedPoint.xy/projectedPoint.w;vec2 b=offsetProjectedPoint.xy/offsetProjectedPoint.w;symbol_rotation=atan((b.y-a.y)/u_aspect_ratio,b.x-a.x);}highp float angle_sin=sin(segment_angle+symbol_rotation);highp float angle_cos=cos(segment_angle+symbol_rotation);mat2 rotation_matrix=mat2(angle_cos,-1.0*angle_sin,angle_sin,angle_cos);vec4 projected_pos=u_label_plane_matrix*vec4(a_projected_pos.xy,0.0,1.0);gl_Position=u_coord_matrix*vec4(projected_pos.xy/projected_pos.w+rotation_matrix*(a_offset/32.0*fontScale),0.0,1.0);float gamma_scale=gl_Position.w;vec2 fade_opacity=unpack_opacity(a_fade_opacity);float fade_change=fade_opacity[1] > 0.5 ? u_fade_change :-u_fade_change;float interpolated_fade_opacity=max(0.0,min(1.0,fade_opacity[0]+fade_change));v_data0.xy=a_tex/u_texsize;v_data0.zw=a_tex/u_texsize_icon;v_data1=vec4(gamma_scale,size,interpolated_fade_opacity,is_sdf);}\");function yr(t,e){var r=/#pragma mapbox: ([\\w]+) ([\\w]+) ([\\w]+) ([\\w]+)/g,n={};return{fragmentSource:t=t.replace(r,(function(t,e,r,i,a){return n[a]=!0,\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\nvarying \"+r+\" \"+i+\" \"+a+\";\\n#else\\nuniform \"+r+\" \"+i+\" u_\"+a+\";\\n#endif\\n\":\"\\n#ifdef HAS_UNIFORM_u_\"+a+\"\\n    \"+r+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\"})),vertexSource:e=e.replace(r,(function(t,e,r,i,a){var o=\"float\"===i?\"vec2\":\"vec4\",s=a.match(/color/)?\"color\":o;return n[a]?\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\nuniform lowp float u_\"+a+\"_t;\\nattribute \"+r+\" \"+o+\" a_\"+a+\";\\nvarying \"+r+\" \"+i+\" \"+a+\";\\n#else\\nuniform \"+r+\" \"+i+\" u_\"+a+\";\\n#endif\\n\":\"vec4\"===s?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\n    \"+a+\" = a_\"+a+\";\\n#else\\n    \"+r+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\":\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\n    \"+a+\" = unpack_mix_\"+s+\"(a_\"+a+\", u_\"+a+\"_t);\\n#else\\n    \"+r+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\":\"define\"===e?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\nuniform lowp float u_\"+a+\"_t;\\nattribute \"+r+\" \"+o+\" a_\"+a+\";\\n#else\\nuniform \"+r+\" \"+i+\" u_\"+a+\";\\n#endif\\n\":\"vec4\"===s?\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\n    \"+r+\" \"+i+\" \"+a+\" = a_\"+a+\";\\n#else\\n    \"+r+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\":\"\\n#ifndef HAS_UNIFORM_u_\"+a+\"\\n    \"+r+\" \"+i+\" \"+a+\" = unpack_mix_\"+s+\"(a_\"+a+\", u_\"+a+\"_t);\\n#else\\n    \"+r+\" \"+i+\" \"+a+\" = u_\"+a+\";\\n#endif\\n\"}))}}var xr=Object.freeze({__proto__:null,prelude:Ye,background:We,backgroundPattern:Xe,circle:Ze,clippingMask:Je,heatmap:Ke,heatmapTexture:Qe,collisionBox:$e,collisionCircle:tr,debug:er,fill:rr,fillOutline:nr,fillOutlinePattern:ir,fillPattern:ar,fillExtrusion:or,fillExtrusionPattern:sr,hillshadePrepare:lr,hillshade:cr,line:ur,lineGradient:fr,linePattern:hr,lineSDF:pr,raster:dr,symbolIcon:mr,symbolSDF:gr,symbolTextAndIcon:vr}),br=function(){this.boundProgram=null,this.boundLayoutVertexBuffer=null,this.boundPaintVertexBuffers=[],this.boundIndexBuffer=null,this.boundVertexOffset=null,this.boundDynamicVertexBuffer=null,this.vao=null};br.prototype.bind=function(t,e,r,n,i,a,o,s){this.context=t;for(var l=this.boundPaintVertexBuffers.length!==n.length,c=0;!l&&c<n.length;c++)this.boundPaintVertexBuffers[c]!==n[c]&&(l=!0);var u=!this.vao||this.boundProgram!==e||this.boundLayoutVertexBuffer!==r||l||this.boundIndexBuffer!==i||this.boundVertexOffset!==a||this.boundDynamicVertexBuffer!==o||this.boundDynamicVertexBuffer2!==s;!t.extVertexArrayObject||u?this.freshBind(e,r,n,i,a,o,s):(t.bindVertexArrayOES.set(this.vao),o&&o.bind(),i&&i.dynamicDraw&&i.bind(),s&&s.bind())},br.prototype.freshBind=function(t,e,r,n,i,a,o){var s,l=t.numAttributes,c=this.context,u=c.gl;if(c.extVertexArrayObject)this.vao&&this.destroy(),this.vao=c.extVertexArrayObject.createVertexArrayOES(),c.bindVertexArrayOES.set(this.vao),s=0,this.boundProgram=t,this.boundLayoutVertexBuffer=e,this.boundPaintVertexBuffers=r,this.boundIndexBuffer=n,this.boundVertexOffset=i,this.boundDynamicVertexBuffer=a,this.boundDynamicVertexBuffer2=o;else{s=c.currentNumAttributes||0;for(var f=l;f<s;f++)u.disableVertexAttribArray(f)}e.enableAttributes(u,t);for(var h=0,p=r;h<p.length;h+=1){p[h].enableAttributes(u,t)}a&&a.enableAttributes(u,t),o&&o.enableAttributes(u,t),e.bind(),e.setVertexAttribPointers(u,t,i);for(var d=0,m=r;d<m.length;d+=1){var g=m[d];g.bind(),g.setVertexAttribPointers(u,t,i)}a&&(a.bind(),a.setVertexAttribPointers(u,t,i)),n&&n.bind(),o&&(o.bind(),o.setVertexAttribPointers(u,t,i)),c.currentNumAttributes=l},br.prototype.destroy=function(){this.vao&&(this.context.extVertexArrayObject.deleteVertexArrayOES(this.vao),this.vao=null)};var _r=function(t,e,r,n,i){var a=t.gl;this.program=a.createProgram();var o=r?r.defines():[];i&&o.push(\"#define OVERDRAW_INSPECTOR;\");var s=o.concat(Ye.fragmentSource,e.fragmentSource).join(\"\\n\"),l=o.concat(Ye.vertexSource,e.vertexSource).join(\"\\n\"),c=a.createShader(a.FRAGMENT_SHADER);if(a.isContextLost())this.failedToCreate=!0;else{a.shaderSource(c,s),a.compileShader(c),a.attachShader(this.program,c);var u=a.createShader(a.VERTEX_SHADER);if(a.isContextLost())this.failedToCreate=!0;else{a.shaderSource(u,l),a.compileShader(u),a.attachShader(this.program,u);for(var f=r?r.layoutAttributes:[],h=0;h<f.length;h++)a.bindAttribLocation(this.program,h,f[h].name);a.linkProgram(this.program),a.deleteShader(u),a.deleteShader(c),this.numAttributes=a.getProgramParameter(this.program,a.ACTIVE_ATTRIBUTES),this.attributes={};for(var p={},d=0;d<this.numAttributes;d++){var m=a.getActiveAttrib(this.program,d);m&&(this.attributes[m.name]=a.getAttribLocation(this.program,m.name))}for(var g=a.getProgramParameter(this.program,a.ACTIVE_UNIFORMS),v=0;v<g;v++){var y=a.getActiveUniform(this.program,v);y&&(p[y.name]=a.getUniformLocation(this.program,y.name))}this.fixedUniforms=n(t,p),this.binderUniforms=r?r.getUniforms(t,p):[]}}};function wr(t,e,r){var n=1/pe(r,1,e.transform.tileZoom),i=Math.pow(2,r.tileID.overscaledZ),a=r.tileSize*Math.pow(2,e.transform.tileZoom)/i,o=a*(r.tileID.canonical.x+r.tileID.wrap*i),s=a*r.tileID.canonical.y;return{u_image:0,u_texsize:r.imageAtlasTexture.size,u_scale:[n,t.fromScale,t.toScale],u_fade:t.t,u_pixel_coord_upper:[o>>16,s>>16],u_pixel_coord_lower:[65535&o,65535&s]}}_r.prototype.draw=function(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,m){var g,v=t.gl;if(!this.failedToCreate){for(var y in t.program.set(this.program),t.setDepthMode(r),t.setStencilMode(n),t.setColorMode(i),t.setCullFace(a),this.fixedUniforms)this.fixedUniforms[y].set(o[y]);p&&p.setUniforms(t,this.binderUniforms,f,{zoom:h});for(var x=(g={},g[v.LINES]=2,g[v.TRIANGLES]=3,g[v.LINE_STRIP]=1,g)[e],b=0,_=u.get();b<_.length;b+=1){var w=_[b],T=w.vaos||(w.vaos={});(T[s]||(T[s]=new br)).bind(t,this,l,p?p.getPaintVertexBuffers():[],c,w.vertexOffset,d,m),v.drawElements(e,w.primitiveLength*x,v.UNSIGNED_SHORT,w.primitiveOffset*x*2)}}};var Tr=function(e,r,n,i){var a=r.style.light,o=a.properties.get(\"position\"),s=[o.x,o.y,o.z],l=t.create$1();\"viewport\"===a.properties.get(\"anchor\")&&t.fromRotation(l,-r.transform.angle),t.transformMat3(s,s,l);var c=a.properties.get(\"color\");return{u_matrix:e,u_lightpos:s,u_lightintensity:a.properties.get(\"intensity\"),u_lightcolor:[c.r,c.g,c.b],u_vertical_gradient:+n,u_opacity:i}},kr=function(e,r,n,i,a,o,s){return t.extend(Tr(e,r,n,i),wr(o,r,s),{u_height_factor:-Math.pow(2,a.overscaledZ)/s.tileSize/8})},Ar=function(t){return{u_matrix:t}},Mr=function(e,r,n,i){return t.extend(Ar(e),wr(n,r,i))},Sr=function(t,e){return{u_matrix:t,u_world:e}},Er=function(e,r,n,i,a){return t.extend(Mr(e,r,n,i),{u_world:a})},Lr=function(e,r,n,i){var a,o,s=e.transform;if(\"map\"===i.paint.get(\"circle-pitch-alignment\")){var l=pe(n,1,s.zoom);a=!0,o=[l,l]}else a=!1,o=s.pixelsToGLUnits;return{u_camera_to_center_distance:s.cameraToCenterDistance,u_scale_with_map:+(\"map\"===i.paint.get(\"circle-pitch-scale\")),u_matrix:e.translatePosMatrix(r.posMatrix,n,i.paint.get(\"circle-translate\"),i.paint.get(\"circle-translate-anchor\")),u_pitch_with_map:+a,u_device_pixel_ratio:t.browser.devicePixelRatio,u_extrude_scale:o}},Cr=function(t,e,r){var n=pe(r,1,e.zoom),i=Math.pow(2,e.zoom-r.tileID.overscaledZ),a=r.tileID.overscaleFactor();return{u_matrix:t,u_camera_to_center_distance:e.cameraToCenterDistance,u_pixels_to_tile_units:n,u_extrude_scale:[e.pixelsToGLUnits[0]/(n*i),e.pixelsToGLUnits[1]/(n*i)],u_overscale_factor:a}},Pr=function(t,e,r){return{u_matrix:t,u_inv_matrix:e,u_camera_to_center_distance:r.cameraToCenterDistance,u_viewport_size:[r.width,r.height]}},Ir=function(t,e,r){return void 0===r&&(r=1),{u_matrix:t,u_color:e,u_overlay:0,u_overlay_scale:r}},Or=function(t){return{u_matrix:t}},zr=function(t,e,r,n){return{u_matrix:t,u_extrude_scale:pe(e,1,r),u_intensity:n}};function Dr(e,r){var n=Math.pow(2,r.canonical.z),i=r.canonical.y;return[new t.MercatorCoordinate(0,i/n).toLngLat().lat,new t.MercatorCoordinate(0,(i+1)/n).toLngLat().lat]}var Rr=function(e,r,n){var i=e.transform;return{u_matrix:Ur(e,r,n),u_ratio:1/pe(r,1,i.zoom),u_device_pixel_ratio:t.browser.devicePixelRatio,u_units_to_pixels:[1/i.pixelsToGLUnits[0],1/i.pixelsToGLUnits[1]]}},Fr=function(e,r,n){return t.extend(Rr(e,r,n),{u_image:0})},Br=function(e,r,n,i){var a=e.transform,o=jr(r,a);return{u_matrix:Ur(e,r,n),u_texsize:r.imageAtlasTexture.size,u_ratio:1/pe(r,1,a.zoom),u_device_pixel_ratio:t.browser.devicePixelRatio,u_image:0,u_scale:[o,i.fromScale,i.toScale],u_fade:i.t,u_units_to_pixels:[1/a.pixelsToGLUnits[0],1/a.pixelsToGLUnits[1]]}},Nr=function(e,r,n,i,a){var o=e.transform,s=e.lineAtlas,l=jr(r,o),c=\"round\"===n.layout.get(\"line-cap\"),u=s.getDash(i.from,c),f=s.getDash(i.to,c),h=u.width*a.fromScale,p=f.width*a.toScale;return t.extend(Rr(e,r,n),{u_patternscale_a:[l/h,-u.height/2],u_patternscale_b:[l/p,-f.height/2],u_sdfgamma:s.width/(256*Math.min(h,p)*t.browser.devicePixelRatio)/2,u_image:0,u_tex_y_a:u.y,u_tex_y_b:f.y,u_mix:a.t})};function jr(t,e){return 1/pe(t,1,e.tileZoom)}function Ur(t,e,r){return t.translatePosMatrix(e.tileID.posMatrix,e,r.paint.get(\"line-translate\"),r.paint.get(\"line-translate-anchor\"))}var Vr=function(t,e,r,n,i){return{u_matrix:t,u_tl_parent:e,u_scale_parent:r,u_buffer_scale:1,u_fade_t:n.mix,u_opacity:n.opacity*i.paint.get(\"raster-opacity\"),u_image0:0,u_image1:1,u_brightness_low:i.paint.get(\"raster-brightness-min\"),u_brightness_high:i.paint.get(\"raster-brightness-max\"),u_saturation_factor:(o=i.paint.get(\"raster-saturation\"),o>0?1-1/(1.001-o):-o),u_contrast_factor:(a=i.paint.get(\"raster-contrast\"),a>0?1/(1-a):1+a),u_spin_weights:Hr(i.paint.get(\"raster-hue-rotate\"))};var a,o};function Hr(t){t*=Math.PI/180;var e=Math.sin(t),r=Math.cos(t);return[(2*r+1)/3,(-Math.sqrt(3)*e-r+1)/3,(Math.sqrt(3)*e-r+1)/3]}var qr,Gr=function(t,e,r,n,i,a,o,s,l,c){var u=i.transform;return{u_is_size_zoom_constant:+(\"constant\"===t||\"source\"===t),u_is_size_feature_constant:+(\"constant\"===t||\"camera\"===t),u_size_t:e?e.uSizeT:0,u_size:e?e.uSize:0,u_camera_to_center_distance:u.cameraToCenterDistance,u_pitch:u.pitch/360*2*Math.PI,u_rotate_symbol:+r,u_aspect_ratio:u.width/u.height,u_fade_change:i.options.fadeDuration?i.symbolFadeChange:1,u_matrix:a,u_label_plane_matrix:o,u_coord_matrix:s,u_is_text:+l,u_pitch_with_map:+n,u_texsize:c,u_texture:0}},Yr=function(e,r,n,i,a,o,s,l,c,u,f){var h=a.transform;return t.extend(Gr(e,r,n,i,a,o,s,l,c,u),{u_gamma_scale:i?Math.cos(h._pitch)*h.cameraToCenterDistance:1,u_device_pixel_ratio:t.browser.devicePixelRatio,u_is_halo:+f})},Wr=function(e,r,n,i,a,o,s,l,c,u){return t.extend(Yr(e,r,n,i,a,o,s,l,!0,c,!0),{u_texsize_icon:u,u_texture_icon:1})},Xr=function(t,e,r){return{u_matrix:t,u_opacity:e,u_color:r}},Zr=function(e,r,n,i,a,o){return t.extend(function(t,e,r,n){var i=r.imageManager.getPattern(t.from.toString()),a=r.imageManager.getPattern(t.to.toString()),o=r.imageManager.getPixelSize(),s=o.width,l=o.height,c=Math.pow(2,n.tileID.overscaledZ),u=n.tileSize*Math.pow(2,r.transform.tileZoom)/c,f=u*(n.tileID.canonical.x+n.tileID.wrap*c),h=u*n.tileID.canonical.y;return{u_image:0,u_pattern_tl_a:i.tl,u_pattern_br_a:i.br,u_pattern_tl_b:a.tl,u_pattern_br_b:a.br,u_texsize:[s,l],u_mix:e.t,u_pattern_size_a:i.displaySize,u_pattern_size_b:a.displaySize,u_scale_a:e.fromScale,u_scale_b:e.toScale,u_tile_units_to_pixels:1/pe(n,1,r.transform.tileZoom),u_pixel_coord_upper:[f>>16,h>>16],u_pixel_coord_lower:[65535&f,65535&h]}}(i,o,n,a),{u_matrix:e,u_opacity:r})},Jr={fillExtrusion:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_lightpos:new t.Uniform3f(e,r.u_lightpos),u_lightintensity:new t.Uniform1f(e,r.u_lightintensity),u_lightcolor:new t.Uniform3f(e,r.u_lightcolor),u_vertical_gradient:new t.Uniform1f(e,r.u_vertical_gradient),u_opacity:new t.Uniform1f(e,r.u_opacity)}},fillExtrusionPattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_lightpos:new t.Uniform3f(e,r.u_lightpos),u_lightintensity:new t.Uniform1f(e,r.u_lightintensity),u_lightcolor:new t.Uniform3f(e,r.u_lightcolor),u_vertical_gradient:new t.Uniform1f(e,r.u_vertical_gradient),u_height_factor:new t.Uniform1f(e,r.u_height_factor),u_image:new t.Uniform1i(e,r.u_image),u_texsize:new t.Uniform2f(e,r.u_texsize),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade),u_opacity:new t.Uniform1f(e,r.u_opacity)}},fill:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},fillPattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_image:new t.Uniform1i(e,r.u_image),u_texsize:new t.Uniform2f(e,r.u_texsize),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade)}},fillOutline:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_world:new t.Uniform2f(e,r.u_world)}},fillOutlinePattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_world:new t.Uniform2f(e,r.u_world),u_image:new t.Uniform1i(e,r.u_image),u_texsize:new t.Uniform2f(e,r.u_texsize),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade)}},circle:function(e,r){return{u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_scale_with_map:new t.Uniform1i(e,r.u_scale_with_map),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_extrude_scale:new t.Uniform2f(e,r.u_extrude_scale),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},collisionBox:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pixels_to_tile_units:new t.Uniform1f(e,r.u_pixels_to_tile_units),u_extrude_scale:new t.Uniform2f(e,r.u_extrude_scale),u_overscale_factor:new t.Uniform1f(e,r.u_overscale_factor)}},collisionCircle:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_inv_matrix:new t.UniformMatrix4f(e,r.u_inv_matrix),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_viewport_size:new t.Uniform2f(e,r.u_viewport_size)}},debug:function(e,r){return{u_color:new t.UniformColor(e,r.u_color),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_overlay:new t.Uniform1i(e,r.u_overlay),u_overlay_scale:new t.Uniform1f(e,r.u_overlay_scale)}},clippingMask:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},heatmap:function(e,r){return{u_extrude_scale:new t.Uniform1f(e,r.u_extrude_scale),u_intensity:new t.Uniform1f(e,r.u_intensity),u_matrix:new t.UniformMatrix4f(e,r.u_matrix)}},heatmapTexture:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_world:new t.Uniform2f(e,r.u_world),u_image:new t.Uniform1i(e,r.u_image),u_color_ramp:new t.Uniform1i(e,r.u_color_ramp),u_opacity:new t.Uniform1f(e,r.u_opacity)}},hillshade:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_image:new t.Uniform1i(e,r.u_image),u_latrange:new t.Uniform2f(e,r.u_latrange),u_light:new t.Uniform2f(e,r.u_light),u_shadow:new t.UniformColor(e,r.u_shadow),u_highlight:new t.UniformColor(e,r.u_highlight),u_accent:new t.UniformColor(e,r.u_accent)}},hillshadePrepare:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_image:new t.Uniform1i(e,r.u_image),u_dimension:new t.Uniform2f(e,r.u_dimension),u_zoom:new t.Uniform1f(e,r.u_zoom),u_maxzoom:new t.Uniform1f(e,r.u_maxzoom),u_unpack:new t.Uniform4f(e,r.u_unpack)}},line:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels)}},lineGradient:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels),u_image:new t.Uniform1i(e,r.u_image)}},linePattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_texsize:new t.Uniform2f(e,r.u_texsize),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_image:new t.Uniform1i(e,r.u_image),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels),u_scale:new t.Uniform3f(e,r.u_scale),u_fade:new t.Uniform1f(e,r.u_fade)}},lineSDF:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_ratio:new t.Uniform1f(e,r.u_ratio),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_units_to_pixels:new t.Uniform2f(e,r.u_units_to_pixels),u_patternscale_a:new t.Uniform2f(e,r.u_patternscale_a),u_patternscale_b:new t.Uniform2f(e,r.u_patternscale_b),u_sdfgamma:new t.Uniform1f(e,r.u_sdfgamma),u_image:new t.Uniform1i(e,r.u_image),u_tex_y_a:new t.Uniform1f(e,r.u_tex_y_a),u_tex_y_b:new t.Uniform1f(e,r.u_tex_y_b),u_mix:new t.Uniform1f(e,r.u_mix)}},raster:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_tl_parent:new t.Uniform2f(e,r.u_tl_parent),u_scale_parent:new t.Uniform1f(e,r.u_scale_parent),u_buffer_scale:new t.Uniform1f(e,r.u_buffer_scale),u_fade_t:new t.Uniform1f(e,r.u_fade_t),u_opacity:new t.Uniform1f(e,r.u_opacity),u_image0:new t.Uniform1i(e,r.u_image0),u_image1:new t.Uniform1i(e,r.u_image1),u_brightness_low:new t.Uniform1f(e,r.u_brightness_low),u_brightness_high:new t.Uniform1f(e,r.u_brightness_high),u_saturation_factor:new t.Uniform1f(e,r.u_saturation_factor),u_contrast_factor:new t.Uniform1f(e,r.u_contrast_factor),u_spin_weights:new t.Uniform3f(e,r.u_spin_weights)}},symbolIcon:function(e,r){return{u_is_size_zoom_constant:new t.Uniform1i(e,r.u_is_size_zoom_constant),u_is_size_feature_constant:new t.Uniform1i(e,r.u_is_size_feature_constant),u_size_t:new t.Uniform1f(e,r.u_size_t),u_size:new t.Uniform1f(e,r.u_size),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pitch:new t.Uniform1f(e,r.u_pitch),u_rotate_symbol:new t.Uniform1i(e,r.u_rotate_symbol),u_aspect_ratio:new t.Uniform1f(e,r.u_aspect_ratio),u_fade_change:new t.Uniform1f(e,r.u_fade_change),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_label_plane_matrix:new t.UniformMatrix4f(e,r.u_label_plane_matrix),u_coord_matrix:new t.UniformMatrix4f(e,r.u_coord_matrix),u_is_text:new t.Uniform1i(e,r.u_is_text),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_texsize:new t.Uniform2f(e,r.u_texsize),u_texture:new t.Uniform1i(e,r.u_texture)}},symbolSDF:function(e,r){return{u_is_size_zoom_constant:new t.Uniform1i(e,r.u_is_size_zoom_constant),u_is_size_feature_constant:new t.Uniform1i(e,r.u_is_size_feature_constant),u_size_t:new t.Uniform1f(e,r.u_size_t),u_size:new t.Uniform1f(e,r.u_size),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pitch:new t.Uniform1f(e,r.u_pitch),u_rotate_symbol:new t.Uniform1i(e,r.u_rotate_symbol),u_aspect_ratio:new t.Uniform1f(e,r.u_aspect_ratio),u_fade_change:new t.Uniform1f(e,r.u_fade_change),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_label_plane_matrix:new t.UniformMatrix4f(e,r.u_label_plane_matrix),u_coord_matrix:new t.UniformMatrix4f(e,r.u_coord_matrix),u_is_text:new t.Uniform1i(e,r.u_is_text),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_texsize:new t.Uniform2f(e,r.u_texsize),u_texture:new t.Uniform1i(e,r.u_texture),u_gamma_scale:new t.Uniform1f(e,r.u_gamma_scale),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_is_halo:new t.Uniform1i(e,r.u_is_halo)}},symbolTextAndIcon:function(e,r){return{u_is_size_zoom_constant:new t.Uniform1i(e,r.u_is_size_zoom_constant),u_is_size_feature_constant:new t.Uniform1i(e,r.u_is_size_feature_constant),u_size_t:new t.Uniform1f(e,r.u_size_t),u_size:new t.Uniform1f(e,r.u_size),u_camera_to_center_distance:new t.Uniform1f(e,r.u_camera_to_center_distance),u_pitch:new t.Uniform1f(e,r.u_pitch),u_rotate_symbol:new t.Uniform1i(e,r.u_rotate_symbol),u_aspect_ratio:new t.Uniform1f(e,r.u_aspect_ratio),u_fade_change:new t.Uniform1f(e,r.u_fade_change),u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_label_plane_matrix:new t.UniformMatrix4f(e,r.u_label_plane_matrix),u_coord_matrix:new t.UniformMatrix4f(e,r.u_coord_matrix),u_is_text:new t.Uniform1i(e,r.u_is_text),u_pitch_with_map:new t.Uniform1i(e,r.u_pitch_with_map),u_texsize:new t.Uniform2f(e,r.u_texsize),u_texsize_icon:new t.Uniform2f(e,r.u_texsize_icon),u_texture:new t.Uniform1i(e,r.u_texture),u_texture_icon:new t.Uniform1i(e,r.u_texture_icon),u_gamma_scale:new t.Uniform1f(e,r.u_gamma_scale),u_device_pixel_ratio:new t.Uniform1f(e,r.u_device_pixel_ratio),u_is_halo:new t.Uniform1i(e,r.u_is_halo)}},background:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_opacity:new t.Uniform1f(e,r.u_opacity),u_color:new t.UniformColor(e,r.u_color)}},backgroundPattern:function(e,r){return{u_matrix:new t.UniformMatrix4f(e,r.u_matrix),u_opacity:new t.Uniform1f(e,r.u_opacity),u_image:new t.Uniform1i(e,r.u_image),u_pattern_tl_a:new t.Uniform2f(e,r.u_pattern_tl_a),u_pattern_br_a:new t.Uniform2f(e,r.u_pattern_br_a),u_pattern_tl_b:new t.Uniform2f(e,r.u_pattern_tl_b),u_pattern_br_b:new t.Uniform2f(e,r.u_pattern_br_b),u_texsize:new t.Uniform2f(e,r.u_texsize),u_mix:new t.Uniform1f(e,r.u_mix),u_pattern_size_a:new t.Uniform2f(e,r.u_pattern_size_a),u_pattern_size_b:new t.Uniform2f(e,r.u_pattern_size_b),u_scale_a:new t.Uniform1f(e,r.u_scale_a),u_scale_b:new t.Uniform1f(e,r.u_scale_b),u_pixel_coord_upper:new t.Uniform2f(e,r.u_pixel_coord_upper),u_pixel_coord_lower:new t.Uniform2f(e,r.u_pixel_coord_lower),u_tile_units_to_pixels:new t.Uniform1f(e,r.u_tile_units_to_pixels)}}};function Kr(e,r,n,i,a,o,s){for(var l=e.context,c=l.gl,u=e.useProgram(\"collisionBox\"),f=[],h=0,p=0,d=0;d<i.length;d++){var m=i[d],g=r.getTile(m),v=g.getBucket(n);if(v){var y=m.posMatrix;0===a[0]&&0===a[1]||(y=e.translatePosMatrix(m.posMatrix,g,a,o));var x=s?v.textCollisionBox:v.iconCollisionBox,b=v.collisionCircleArray;if(b.length>0){var _=t.create(),w=y;t.mul(_,v.placementInvProjMatrix,e.transform.glCoordMatrix),t.mul(_,_,v.placementViewportMatrix),f.push({circleArray:b,circleOffset:p,transform:w,invTransform:_}),p=h+=b.length/4}x&&u.draw(l,c.LINES,At.disabled,Mt.disabled,e.colorModeForRenderPass(),Et.disabled,Cr(y,e.transform,g),n.id,x.layoutVertexBuffer,x.indexBuffer,x.segments,null,e.transform.zoom,null,null,x.collisionVertexBuffer)}}if(s&&f.length){var T=e.useProgram(\"collisionCircle\"),k=new t.StructArrayLayout2f1f2i16;k.resize(4*h),k._trim();for(var A=0,M=0,S=f;M<S.length;M+=1)for(var E=S[M],L=0;L<E.circleArray.length/4;L++){var C=4*L,P=E.circleArray[C+0],I=E.circleArray[C+1],O=E.circleArray[C+2],z=E.circleArray[C+3];k.emplace(A++,P,I,O,z,0),k.emplace(A++,P,I,O,z,1),k.emplace(A++,P,I,O,z,2),k.emplace(A++,P,I,O,z,3)}(!qr||qr.length<2*h)&&(qr=function(e){var r=2*e,n=new t.StructArrayLayout3ui6;n.resize(r),n._trim();for(var i=0;i<r;i++){var a=6*i;n.uint16[a+0]=4*i+0,n.uint16[a+1]=4*i+1,n.uint16[a+2]=4*i+2,n.uint16[a+3]=4*i+2,n.uint16[a+4]=4*i+3,n.uint16[a+5]=4*i+0}return n}(h));for(var D=l.createIndexBuffer(qr,!0),R=l.createVertexBuffer(k,t.collisionCircleLayout.members,!0),F=0,B=f;F<B.length;F+=1){var N=B[F],j=Pr(N.transform,N.invTransform,e.transform);T.draw(l,c.TRIANGLES,At.disabled,Mt.disabled,e.colorModeForRenderPass(),Et.disabled,j,n.id,R,D,t.SegmentVector.simpleSegment(0,2*N.circleOffset,N.circleArray.length,N.circleArray.length/2),null,e.transform.zoom,null,null,null)}R.destroy(),D.destroy()}}var Qr=t.identity(new Float32Array(16));function $r(e,r,n,i,a,o){var s=t.getAnchorAlignment(e),l=-(s.horizontalAlign-.5)*r,c=-(s.verticalAlign-.5)*n,u=t.evaluateVariableOffset(e,i);return new t.Point((l/a+u[0])*o,(c/a+u[1])*o)}function tn(e,r,n,i,a,o,s,l,c,u,f){var h=e.text.placedSymbolArray,p=e.text.dynamicLayoutVertexArray,d=e.icon.dynamicLayoutVertexArray,m={};p.clear();for(var g=0;g<h.length;g++){var v=h.get(g),y=e.allowVerticalPlacement&&!v.placedOrientation,x=v.hidden||!v.crossTileID||y?null:i[v.crossTileID];if(x){var b=new t.Point(v.anchorX,v.anchorY),_=te(b,n?l:s),w=ee(o.cameraToCenterDistance,_.signedDistanceFromCamera),T=a.evaluateSizeForFeature(e.textSizeData,u,v)*w/t.ONE_EM;n&&(T*=e.tilePixelRatio/c);for(var k=x.width,A=x.height,M=$r(x.anchor,k,A,x.textOffset,x.textBoxScale,T),S=n?te(b.add(M),s).point:_.point.add(r?M.rotate(-o.angle):M),E=e.allowVerticalPlacement&&v.placedOrientation===t.WritingMode.vertical?Math.PI/2:0,L=0;L<v.numGlyphs;L++)t.addDynamicAttributes(p,S,E);f&&v.associatedIconIndex>=0&&(m[v.associatedIconIndex]={shiftedAnchor:S,angle:E})}else ue(v.numGlyphs,p)}if(f){d.clear();for(var C=e.icon.placedSymbolArray,P=0;P<C.length;P++){var I=C.get(P);if(I.hidden)ue(I.numGlyphs,d);else{var O=m[P];if(O)for(var z=0;z<I.numGlyphs;z++)t.addDynamicAttributes(d,O.shiftedAnchor,O.angle);else ue(I.numGlyphs,d)}}e.icon.dynamicLayoutVertexBuffer.updateData(d)}e.text.dynamicLayoutVertexBuffer.updateData(p)}function en(t,e,r){return r.iconsInText&&e?\"symbolTextAndIcon\":t?\"symbolSDF\":\"symbolIcon\"}function rn(e,r,n,i,a,o,s,l,c,u,f,h){for(var p=e.context,d=p.gl,m=e.transform,g=\"map\"===l,v=\"map\"===c,y=g&&\"point\"!==n.layout.get(\"symbol-placement\"),x=g&&!v&&!y,b=void 0!==n.layout.get(\"symbol-sort-key\").constantOr(1),_=e.depthModeForSublayer(0,At.ReadOnly),w=n.layout.get(\"text-variable-anchor\"),T=[],k=0,A=i;k<A.length;k+=1){var M=A[k],S=r.getTile(M),E=S.getBucket(n);if(E){var L=a?E.text:E.icon;if(L&&L.segments.get().length){var C=L.programConfigurations.get(n.id),P=a||E.sdfIcons,I=a?E.textSizeData:E.iconSizeData,O=v||0!==m.pitch,z=e.useProgram(en(P,a,E),C),D=t.evaluateSizeForZoom(I,m.zoom),R=void 0,F=[0,0],B=void 0,N=void 0,j=null,U=void 0;if(a){if(B=S.glyphAtlasTexture,N=d.LINEAR,R=S.glyphAtlasTexture.size,E.iconsInText){F=S.imageAtlasTexture.size,j=S.imageAtlasTexture;var V=\"composite\"===I.kind||\"camera\"===I.kind;U=O||e.options.rotating||e.options.zooming||V?d.LINEAR:d.NEAREST}}else{var H=1!==n.layout.get(\"icon-size\").constantOr(0)||E.iconsNeedLinear;B=S.imageAtlasTexture,N=P||e.options.rotating||e.options.zooming||H||O?d.LINEAR:d.NEAREST,R=S.imageAtlasTexture.size}var q=pe(S,1,e.transform.zoom),G=Qt(M.posMatrix,v,g,e.transform,q),Y=$t(M.posMatrix,v,g,e.transform,q),W=w&&E.hasTextData(),X=\"none\"!==n.layout.get(\"icon-text-fit\")&&W&&E.hasIconData();y&&ne(E,M.posMatrix,e,a,G,Y,v,u);var Z=e.translatePosMatrix(M.posMatrix,S,o,s),J=y||a&&w||X?Qr:G,K=e.translatePosMatrix(Y,S,o,s,!0),Q=P&&0!==n.paint.get(a?\"text-halo-width\":\"icon-halo-width\").constantOr(1),$={program:z,buffers:L,uniformValues:P?E.iconsInText?Wr(I.kind,D,x,v,e,Z,J,K,R,F):Yr(I.kind,D,x,v,e,Z,J,K,a,R,!0):Gr(I.kind,D,x,v,e,Z,J,K,a,R),atlasTexture:B,atlasTextureIcon:j,atlasInterpolation:N,atlasInterpolationIcon:U,isSDF:P,hasHalo:Q};if(b)for(var tt=0,et=L.segments.get();tt<et.length;tt+=1){var rt=et[tt];T.push({segments:new t.SegmentVector([rt]),sortKey:rt.sortKey,state:$})}else T.push({segments:L.segments,sortKey:0,state:$})}}}b&&T.sort((function(t,e){return t.sortKey-e.sortKey}));for(var nt=0,it=T;nt<it.length;nt+=1){var at=it[nt],ot=at.state;if(p.activeTexture.set(d.TEXTURE0),ot.atlasTexture.bind(ot.atlasInterpolation,d.CLAMP_TO_EDGE),ot.atlasTextureIcon&&(p.activeTexture.set(d.TEXTURE1),ot.atlasTextureIcon&&ot.atlasTextureIcon.bind(ot.atlasInterpolationIcon,d.CLAMP_TO_EDGE)),ot.isSDF){var st=ot.uniformValues;ot.hasHalo&&(st.u_is_halo=1,nn(ot.buffers,at.segments,n,e,ot.program,_,f,h,st)),st.u_is_halo=0}nn(ot.buffers,at.segments,n,e,ot.program,_,f,h,ot.uniformValues)}}function nn(t,e,r,n,i,a,o,s,l){var c=n.context,u=c.gl;i.draw(c,u.TRIANGLES,a,o,s,Et.disabled,l,r.id,t.layoutVertexBuffer,t.indexBuffer,e,r.paint,n.transform.zoom,t.programConfigurations.get(r.id),t.dynamicLayoutVertexBuffer,t.opacityVertexBuffer)}function an(t,e,r,n,i,a,o){var s,l,c,u,f,h=t.context.gl,p=r.paint.get(\"fill-pattern\"),d=p&&p.constantOr(1),m=r.getCrossfadeParameters();o?(l=d&&!r.getPaintProperty(\"fill-outline-color\")?\"fillOutlinePattern\":\"fillOutline\",s=h.LINES):(l=d?\"fillPattern\":\"fill\",s=h.TRIANGLES);for(var g=0,v=n;g<v.length;g+=1){var y=v[g],x=e.getTile(y);if(!d||x.patternsLoaded()){var b=x.getBucket(r);if(b){var _=b.programConfigurations.get(r.id),w=t.useProgram(l,_);d&&(t.context.activeTexture.set(h.TEXTURE0),x.imageAtlasTexture.bind(h.LINEAR,h.CLAMP_TO_EDGE),_.updatePaintBuffers(m));var T=p.constantOr(null);if(T&&x.imageAtlas){var k=x.imageAtlas,A=k.patternPositions[T.to.toString()],M=k.patternPositions[T.from.toString()];A&&M&&_.setConstantPatternPositions(A,M)}var S=t.translatePosMatrix(y.posMatrix,x,r.paint.get(\"fill-translate\"),r.paint.get(\"fill-translate-anchor\"));if(o){u=b.indexBuffer2,f=b.segments2;var E=[h.drawingBufferWidth,h.drawingBufferHeight];c=\"fillOutlinePattern\"===l&&d?Er(S,t,m,x,E):Sr(S,E)}else u=b.indexBuffer,f=b.segments,c=d?Mr(S,t,m,x):Ar(S);w.draw(t.context,s,i,t.stencilModeForClipping(y),a,Et.disabled,c,r.id,b.layoutVertexBuffer,u,f,r.paint,t.transform.zoom,_)}}}}function on(t,e,r,n,i,a,o){for(var s=t.context,l=s.gl,c=r.paint.get(\"fill-extrusion-pattern\"),u=c.constantOr(1),f=r.getCrossfadeParameters(),h=r.paint.get(\"fill-extrusion-opacity\"),p=0,d=n;p<d.length;p+=1){var m=d[p],g=e.getTile(m),v=g.getBucket(r);if(v){var y=v.programConfigurations.get(r.id),x=t.useProgram(u?\"fillExtrusionPattern\":\"fillExtrusion\",y);u&&(t.context.activeTexture.set(l.TEXTURE0),g.imageAtlasTexture.bind(l.LINEAR,l.CLAMP_TO_EDGE),y.updatePaintBuffers(f));var b=c.constantOr(null);if(b&&g.imageAtlas){var _=g.imageAtlas,w=_.patternPositions[b.to.toString()],T=_.patternPositions[b.from.toString()];w&&T&&y.setConstantPatternPositions(w,T)}var k=t.translatePosMatrix(m.posMatrix,g,r.paint.get(\"fill-extrusion-translate\"),r.paint.get(\"fill-extrusion-translate-anchor\")),A=r.paint.get(\"fill-extrusion-vertical-gradient\"),M=u?kr(k,t,A,h,m,f,g):Tr(k,t,A,h);x.draw(s,s.gl.TRIANGLES,i,a,o,Et.backCCW,M,r.id,v.layoutVertexBuffer,v.indexBuffer,v.segments,r.paint,t.transform.zoom,y)}}}function sn(t,e,r,n,i,a){var o=t.context,s=o.gl,l=e.fbo;if(l){var c=t.useProgram(\"hillshade\");o.activeTexture.set(s.TEXTURE0),s.bindTexture(s.TEXTURE_2D,l.colorAttachment.get());var u=function(t,e,r){var n=r.paint.get(\"hillshade-shadow-color\"),i=r.paint.get(\"hillshade-highlight-color\"),a=r.paint.get(\"hillshade-accent-color\"),o=r.paint.get(\"hillshade-illumination-direction\")*(Math.PI/180);\"viewport\"===r.paint.get(\"hillshade-illumination-anchor\")&&(o-=t.transform.angle);var s=!t.options.moving;return{u_matrix:t.transform.calculatePosMatrix(e.tileID.toUnwrapped(),s),u_image:0,u_latrange:Dr(t,e.tileID),u_light:[r.paint.get(\"hillshade-exaggeration\"),o],u_shadow:n,u_highlight:i,u_accent:a}}(t,e,r);c.draw(o,s.TRIANGLES,n,i,a,Et.disabled,u,r.id,t.rasterBoundsBuffer,t.quadTriangleIndexBuffer,t.rasterBoundsSegments)}}function ln(e,r,n,i,a,o,s){var l=e.context,c=l.gl,u=r.dem;if(u&&u.data){var f=u.dim,h=u.stride,p=u.getPixels();if(l.activeTexture.set(c.TEXTURE1),l.pixelStoreUnpackPremultiplyAlpha.set(!1),r.demTexture=r.demTexture||e.getTileTexture(h),r.demTexture){var d=r.demTexture;d.update(p,{premultiply:!1}),d.bind(c.NEAREST,c.CLAMP_TO_EDGE)}else r.demTexture=new t.Texture(l,p,c.RGBA,{premultiply:!1}),r.demTexture.bind(c.NEAREST,c.CLAMP_TO_EDGE);l.activeTexture.set(c.TEXTURE0);var m=r.fbo;if(!m){var g=new t.Texture(l,{width:f,height:f,data:null},c.RGBA);g.bind(c.LINEAR,c.CLAMP_TO_EDGE),(m=r.fbo=l.createFramebuffer(f,f,!0)).colorAttachment.set(g.texture)}l.bindFramebuffer.set(m.framebuffer),l.viewport.set([0,0,f,f]),e.useProgram(\"hillshadePrepare\").draw(l,c.TRIANGLES,a,o,s,Et.disabled,function(e,r,n){var i=r.stride,a=t.create();return t.ortho(a,0,t.EXTENT,-t.EXTENT,0,0,1),t.translate(a,a,[0,-t.EXTENT,0]),{u_matrix:a,u_image:1,u_dimension:[i,i],u_zoom:e.overscaledZ,u_maxzoom:n,u_unpack:r.getUnpackVector()}}(r.tileID,u,i),n.id,e.rasterBoundsBuffer,e.quadTriangleIndexBuffer,e.rasterBoundsSegments),r.needsHillshadePrepare=!1}}function cn(e,r,n,i,a){var o=i.paint.get(\"raster-fade-duration\");if(o>0){var s=t.browser.now(),l=(s-e.timeAdded)/o,c=r?(s-r.timeAdded)/o:-1,u=n.getSource(),f=a.coveringZoomLevel({tileSize:u.tileSize,roundZoom:u.roundZoom}),h=!r||Math.abs(r.tileID.overscaledZ-f)>Math.abs(e.tileID.overscaledZ-f),p=h&&e.refreshedUponExpiration?1:t.clamp(h?l:1-c,0,1);return e.refreshedUponExpiration&&l>=1&&(e.refreshedUponExpiration=!1),r?{opacity:1,mix:1-p}:{opacity:p,mix:0}}return{opacity:1,mix:0}}var un=new t.Color(1,0,0,1),fn=new t.Color(0,1,0,1),hn=new t.Color(0,0,1,1),pn=new t.Color(1,0,1,1),dn=new t.Color(0,1,1,1);function mn(t){var e=t.transform.padding;gn(t,t.transform.height-(e.top||0),3,un),gn(t,e.bottom||0,3,fn),vn(t,e.left||0,3,hn),vn(t,t.transform.width-(e.right||0),3,pn);var r=t.transform.centerPoint;!function(t,e,r,n){yn(t,e-1,r-10,2,20,n),yn(t,e-10,r-1,20,2,n)}(t,r.x,t.transform.height-r.y,dn)}function gn(t,e,r,n){yn(t,0,e+r/2,t.transform.width,r,n)}function vn(t,e,r,n){yn(t,e-r/2,0,r,t.transform.height,n)}function yn(e,r,n,i,a,o){var s=e.context,l=s.gl;l.enable(l.SCISSOR_TEST),l.scissor(r*t.browser.devicePixelRatio,n*t.browser.devicePixelRatio,i*t.browser.devicePixelRatio,a*t.browser.devicePixelRatio),s.clear({color:o}),l.disable(l.SCISSOR_TEST)}function xn(e,r,n){var i=e.context,a=i.gl,o=n.posMatrix,s=e.useProgram(\"debug\"),l=At.disabled,c=Mt.disabled,u=e.colorModeForRenderPass();i.activeTexture.set(a.TEXTURE0),e.emptyTexture.bind(a.LINEAR,a.CLAMP_TO_EDGE),s.draw(i,a.LINE_STRIP,l,c,u,Et.disabled,Ir(o,t.Color.red),\"$debug\",e.debugBuffer,e.tileBorderIndexBuffer,e.debugSegments);var f=r.getTileByID(n.key).latestRawTileData,h=f&&f.byteLength||0,p=Math.floor(h/1024),d=r.getTile(n).tileSize,m=512/Math.min(d,512)*(n.overscaledZ/e.transform.zoom)*.5,g=n.canonical.toString();n.overscaledZ!==n.canonical.z&&(g+=\" => \"+n.overscaledZ),function(t,e){t.initDebugOverlayCanvas();var r=t.debugOverlayCanvas,n=t.context.gl,i=t.debugOverlayCanvas.getContext(\"2d\");i.clearRect(0,0,r.width,r.height),i.shadowColor=\"white\",i.shadowBlur=2,i.lineWidth=1.5,i.strokeStyle=\"white\",i.textBaseline=\"top\",i.font=\"bold 36px Open Sans, sans-serif\",i.fillText(e,5,5),i.strokeText(e,5,5),t.debugOverlayTexture.update(r),t.debugOverlayTexture.bind(n.LINEAR,n.CLAMP_TO_EDGE)}(e,g+\" \"+p+\"kb\"),s.draw(i,a.TRIANGLES,l,c,St.alphaBlended,Et.disabled,Ir(o,t.Color.transparent,m),\"$debug\",e.debugBuffer,e.quadTriangleIndexBuffer,e.debugSegments)}var bn={symbol:function(e,r,n,i,a){if(\"translucent\"===e.renderPass){var o=Mt.disabled,s=e.colorModeForRenderPass();n.layout.get(\"text-variable-anchor\")&&function(e,r,n,i,a,o,s){for(var l=r.transform,c=\"map\"===a,u=\"map\"===o,f=0,h=e;f<h.length;f+=1){var p=h[f],d=i.getTile(p),m=d.getBucket(n);if(m&&m.text&&m.text.segments.get().length){var g=m.textSizeData,v=t.evaluateSizeForZoom(g,l.zoom),y=pe(d,1,r.transform.zoom),x=Qt(p.posMatrix,u,c,r.transform,y),b=\"none\"!==n.layout.get(\"icon-text-fit\")&&m.hasIconData();if(v){var _=Math.pow(2,l.zoom-d.tileID.overscaledZ);tn(m,c,u,s,t.symbolSize,l,x,p.posMatrix,_,v,b)}}}}(i,e,n,r,n.layout.get(\"text-rotation-alignment\"),n.layout.get(\"text-pitch-alignment\"),a),0!==n.paint.get(\"icon-opacity\").constantOr(1)&&rn(e,r,n,i,!1,n.paint.get(\"icon-translate\"),n.paint.get(\"icon-translate-anchor\"),n.layout.get(\"icon-rotation-alignment\"),n.layout.get(\"icon-pitch-alignment\"),n.layout.get(\"icon-keep-upright\"),o,s),0!==n.paint.get(\"text-opacity\").constantOr(1)&&rn(e,r,n,i,!0,n.paint.get(\"text-translate\"),n.paint.get(\"text-translate-anchor\"),n.layout.get(\"text-rotation-alignment\"),n.layout.get(\"text-pitch-alignment\"),n.layout.get(\"text-keep-upright\"),o,s),r.map.showCollisionBoxes&&(Kr(e,r,n,i,n.paint.get(\"text-translate\"),n.paint.get(\"text-translate-anchor\"),!0),Kr(e,r,n,i,n.paint.get(\"icon-translate\"),n.paint.get(\"icon-translate-anchor\"),!1))}},circle:function(e,r,n,i){if(\"translucent\"===e.renderPass){var a=n.paint.get(\"circle-opacity\"),o=n.paint.get(\"circle-stroke-width\"),s=n.paint.get(\"circle-stroke-opacity\"),l=void 0!==n.layout.get(\"circle-sort-key\").constantOr(1);if(0!==a.constantOr(1)||0!==o.constantOr(1)&&0!==s.constantOr(1)){for(var c=e.context,u=c.gl,f=e.depthModeForSublayer(0,At.ReadOnly),h=Mt.disabled,p=e.colorModeForRenderPass(),d=[],m=0;m<i.length;m++){var g=i[m],v=r.getTile(g),y=v.getBucket(n);if(y){var x=y.programConfigurations.get(n.id),b={programConfiguration:x,program:e.useProgram(\"circle\",x),layoutVertexBuffer:y.layoutVertexBuffer,indexBuffer:y.indexBuffer,uniformValues:Lr(e,g,v,n)};if(l)for(var _=0,w=y.segments.get();_<w.length;_+=1){var T=w[_];d.push({segments:new t.SegmentVector([T]),sortKey:T.sortKey,state:b})}else d.push({segments:y.segments,sortKey:0,state:b})}}l&&d.sort((function(t,e){return t.sortKey-e.sortKey}));for(var k=0,A=d;k<A.length;k+=1){var M=A[k],S=M.state,E=S.programConfiguration,L=S.program,C=S.layoutVertexBuffer,P=S.indexBuffer,I=S.uniformValues,O=M.segments;L.draw(c,u.TRIANGLES,f,h,p,Et.disabled,I,n.id,C,P,O,n.paint,e.transform.zoom,E)}}}},heatmap:function(e,r,n,i){if(0!==n.paint.get(\"heatmap-opacity\"))if(\"offscreen\"===e.renderPass){var a=e.context,o=a.gl,s=Mt.disabled,l=new St([o.ONE,o.ONE],t.Color.transparent,[!0,!0,!0,!0]);!function(t,e,r){var n=t.gl;t.activeTexture.set(n.TEXTURE1),t.viewport.set([0,0,e.width/4,e.height/4]);var i=r.heatmapFbo;if(i)n.bindTexture(n.TEXTURE_2D,i.colorAttachment.get()),t.bindFramebuffer.set(i.framebuffer);else{var a=n.createTexture();n.bindTexture(n.TEXTURE_2D,a),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_S,n.CLAMP_TO_EDGE),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_WRAP_T,n.CLAMP_TO_EDGE),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MIN_FILTER,n.LINEAR),n.texParameteri(n.TEXTURE_2D,n.TEXTURE_MAG_FILTER,n.LINEAR),i=r.heatmapFbo=t.createFramebuffer(e.width/4,e.height/4,!1),function(t,e,r,n){var i=t.gl,a=t.extRenderToTextureHalfFloat?t.extTextureHalfFloat.HALF_FLOAT_OES:i.UNSIGNED_BYTE;i.texImage2D(i.TEXTURE_2D,0,i.RGBA,e.width/4,e.height/4,0,i.RGBA,a,null),n.colorAttachment.set(r)}(t,e,a,i)}}(a,e,n),a.clear({color:t.Color.transparent});for(var c=0;c<i.length;c++){var u=i[c];if(!r.hasRenderableParent(u)){var f=r.getTile(u),h=f.getBucket(n);if(h){var p=h.programConfigurations.get(n.id),d=e.useProgram(\"heatmap\",p),m=e.transform.zoom;d.draw(a,o.TRIANGLES,At.disabled,s,l,Et.disabled,zr(u.posMatrix,f,m,n.paint.get(\"heatmap-intensity\")),n.id,h.layoutVertexBuffer,h.indexBuffer,h.segments,n.paint,e.transform.zoom,p)}}}a.viewport.set([0,0,e.width,e.height])}else\"translucent\"===e.renderPass&&(e.context.setColorMode(e.colorModeForRenderPass()),function(e,r){var n=e.context,i=n.gl,a=r.heatmapFbo;if(!a)return;n.activeTexture.set(i.TEXTURE0),i.bindTexture(i.TEXTURE_2D,a.colorAttachment.get()),n.activeTexture.set(i.TEXTURE1);var o=r.colorRampTexture;o||(o=r.colorRampTexture=new t.Texture(n,r.colorRamp,i.RGBA));o.bind(i.LINEAR,i.CLAMP_TO_EDGE),e.useProgram(\"heatmapTexture\").draw(n,i.TRIANGLES,At.disabled,Mt.disabled,e.colorModeForRenderPass(),Et.disabled,function(e,r,n,i){var a=t.create();t.ortho(a,0,e.width,e.height,0,0,1);var o=e.context.gl;return{u_matrix:a,u_world:[o.drawingBufferWidth,o.drawingBufferHeight],u_image:n,u_color_ramp:i,u_opacity:r.paint.get(\"heatmap-opacity\")}}(e,r,0,1),r.id,e.viewportBuffer,e.quadTriangleIndexBuffer,e.viewportSegments,r.paint,e.transform.zoom)}(e,n))},line:function(e,r,n,i){if(\"translucent\"===e.renderPass){var a=n.paint.get(\"line-opacity\"),o=n.paint.get(\"line-width\");if(0!==a.constantOr(1)&&0!==o.constantOr(1)){var s=e.depthModeForSublayer(0,At.ReadOnly),l=e.colorModeForRenderPass(),c=n.paint.get(\"line-dasharray\"),u=n.paint.get(\"line-pattern\"),f=u.constantOr(1),h=n.paint.get(\"line-gradient\"),p=n.getCrossfadeParameters(),d=f?\"linePattern\":c?\"lineSDF\":h?\"lineGradient\":\"line\",m=e.context,g=m.gl,v=!0;if(h){m.activeTexture.set(g.TEXTURE0);var y=n.gradientTexture;if(!n.gradient)return;y||(y=n.gradientTexture=new t.Texture(m,n.gradient,g.RGBA)),y.bind(g.LINEAR,g.CLAMP_TO_EDGE)}for(var x=0,b=i;x<b.length;x+=1){var _=b[x],w=r.getTile(_);if(!f||w.patternsLoaded()){var T=w.getBucket(n);if(T){var k=T.programConfigurations.get(n.id),A=e.context.program.get(),M=e.useProgram(d,k),S=v||M.program!==A,E=u.constantOr(null);if(E&&w.imageAtlas){var L=w.imageAtlas,C=L.patternPositions[E.to.toString()],P=L.patternPositions[E.from.toString()];C&&P&&k.setConstantPatternPositions(C,P)}var I=f?Br(e,w,n,p):c?Nr(e,w,n,c,p):h?Fr(e,w,n):Rr(e,w,n);f?(m.activeTexture.set(g.TEXTURE0),w.imageAtlasTexture.bind(g.LINEAR,g.CLAMP_TO_EDGE),k.updatePaintBuffers(p)):c&&(S||e.lineAtlas.dirty)&&(m.activeTexture.set(g.TEXTURE0),e.lineAtlas.bind(m)),M.draw(m,g.TRIANGLES,s,e.stencilModeForClipping(_),l,Et.disabled,I,n.id,T.layoutVertexBuffer,T.indexBuffer,T.segments,n.paint,e.transform.zoom,k),v=!1}}}}}},fill:function(e,r,n,i){var a=n.paint.get(\"fill-color\"),o=n.paint.get(\"fill-opacity\");if(0!==o.constantOr(1)){var s=e.colorModeForRenderPass(),l=n.paint.get(\"fill-pattern\"),c=e.opaquePassEnabledForLayer()&&!l.constantOr(1)&&1===a.constantOr(t.Color.transparent).a&&1===o.constantOr(0)?\"opaque\":\"translucent\";if(e.renderPass===c){var u=e.depthModeForSublayer(1,\"opaque\"===e.renderPass?At.ReadWrite:At.ReadOnly);an(e,r,n,i,u,s,!1)}if(\"translucent\"===e.renderPass&&n.paint.get(\"fill-antialias\")){var f=e.depthModeForSublayer(n.getPaintProperty(\"fill-outline-color\")?2:0,At.ReadOnly);an(e,r,n,i,f,s,!0)}}},\"fill-extrusion\":function(t,e,r,n){var i=r.paint.get(\"fill-extrusion-opacity\");if(0!==i&&\"translucent\"===t.renderPass){var a=new At(t.context.gl.LEQUAL,At.ReadWrite,t.depthRangeFor3D);if(1!==i||r.paint.get(\"fill-extrusion-pattern\").constantOr(1))on(t,e,r,n,a,Mt.disabled,St.disabled),on(t,e,r,n,a,t.stencilModeFor3D(),t.colorModeForRenderPass());else{var o=t.colorModeForRenderPass();on(t,e,r,n,a,Mt.disabled,o)}}},hillshade:function(t,e,r,n){if(\"offscreen\"===t.renderPass||\"translucent\"===t.renderPass){for(var i=t.context,a=e.getSource().maxzoom,o=t.depthModeForSublayer(0,At.ReadOnly),s=t.colorModeForRenderPass(),l=\"translucent\"===t.renderPass?t.stencilConfigForOverlap(n):[{},n],c=l[0],u=0,f=l[1];u<f.length;u+=1){var h=f[u],p=e.getTile(h);p.needsHillshadePrepare&&\"offscreen\"===t.renderPass?ln(t,p,r,a,o,Mt.disabled,s):\"translucent\"===t.renderPass&&sn(t,p,r,o,c[h.overscaledZ],s)}i.viewport.set([0,0,t.width,t.height])}},raster:function(t,e,r,n){if(\"translucent\"===t.renderPass&&0!==r.paint.get(\"raster-opacity\")&&n.length)for(var i=t.context,a=i.gl,o=e.getSource(),s=t.useProgram(\"raster\"),l=t.colorModeForRenderPass(),c=o instanceof I?[{},n]:t.stencilConfigForOverlap(n),u=c[0],f=c[1],h=f[f.length-1].overscaledZ,p=!t.options.moving,d=0,m=f;d<m.length;d+=1){var g=m[d],v=t.depthModeForSublayer(g.overscaledZ-h,1===r.paint.get(\"raster-opacity\")?At.ReadWrite:At.ReadOnly,a.LESS),y=e.getTile(g),x=t.transform.calculatePosMatrix(g.toUnwrapped(),p);y.registerFadeDuration(r.paint.get(\"raster-fade-duration\"));var b=e.findLoadedParent(g,0),_=cn(y,b,e,r,t.transform),w=void 0,T=void 0,k=\"nearest\"===r.paint.get(\"raster-resampling\")?a.NEAREST:a.LINEAR;i.activeTexture.set(a.TEXTURE0),y.texture.bind(k,a.CLAMP_TO_EDGE,a.LINEAR_MIPMAP_NEAREST),i.activeTexture.set(a.TEXTURE1),b?(b.texture.bind(k,a.CLAMP_TO_EDGE,a.LINEAR_MIPMAP_NEAREST),w=Math.pow(2,b.tileID.overscaledZ-y.tileID.overscaledZ),T=[y.tileID.canonical.x*w%1,y.tileID.canonical.y*w%1]):y.texture.bind(k,a.CLAMP_TO_EDGE,a.LINEAR_MIPMAP_NEAREST);var A=Vr(x,T||[0,0],w||1,_,r);o instanceof I?s.draw(i,a.TRIANGLES,v,Mt.disabled,l,Et.disabled,A,r.id,o.boundsBuffer,t.quadTriangleIndexBuffer,o.boundsSegments):s.draw(i,a.TRIANGLES,v,u[g.overscaledZ],l,Et.disabled,A,r.id,t.rasterBoundsBuffer,t.quadTriangleIndexBuffer,t.rasterBoundsSegments)}},background:function(t,e,r){var n=r.paint.get(\"background-color\"),i=r.paint.get(\"background-opacity\");if(0!==i){var a=t.context,o=a.gl,s=t.transform,l=s.tileSize,c=r.paint.get(\"background-pattern\");if(!t.isPatternMissing(c)){var u=!c&&1===n.a&&1===i&&t.opaquePassEnabledForLayer()?\"opaque\":\"translucent\";if(t.renderPass===u){var f=Mt.disabled,h=t.depthModeForSublayer(0,\"opaque\"===u?At.ReadWrite:At.ReadOnly),p=t.colorModeForRenderPass(),d=t.useProgram(c?\"backgroundPattern\":\"background\"),m=s.coveringTiles({tileSize:l});c&&(a.activeTexture.set(o.TEXTURE0),t.imageManager.bind(t.context));for(var g=r.getCrossfadeParameters(),v=0,y=m;v<y.length;v+=1){var x=y[v],b=t.transform.calculatePosMatrix(x.toUnwrapped()),_=c?Zr(b,i,t,c,{tileID:x,tileSize:l},g):Xr(b,i,n);d.draw(a,o.TRIANGLES,h,f,p,Et.disabled,_,r.id,t.tileExtentBuffer,t.quadTriangleIndexBuffer,t.tileExtentSegments)}}}}},debug:function(t,e,r){for(var n=0;n<r.length;n++)xn(t,e,r[n])},custom:function(t,e,r){var n=t.context,i=r.implementation;if(\"offscreen\"===t.renderPass){var a=i.prerender;a&&(t.setCustomLayerDefaults(),n.setColorMode(t.colorModeForRenderPass()),a.call(i,n.gl,t.transform.customLayerMatrix()),n.setDirty(),t.setBaseState())}else if(\"translucent\"===t.renderPass){t.setCustomLayerDefaults(),n.setColorMode(t.colorModeForRenderPass()),n.setStencilMode(Mt.disabled);var o=\"3d\"===i.renderingMode?new At(t.context.gl.LEQUAL,At.ReadWrite,t.depthRangeFor3D):t.depthModeForSublayer(0,At.ReadOnly);n.setDepthMode(o),i.render(n.gl,t.transform.customLayerMatrix()),n.setDirty(),t.setBaseState(),n.bindFramebuffer.set(null)}}},_n=function(t,e){this.context=new Lt(t),this.transform=e,this._tileTextures={},this.setup(),this.numSublayers=Ct.maxUnderzooming+Ct.maxOverzooming+1,this.depthEpsilon=1/Math.pow(2,16),this.crossTileSymbolIndex=new Ne,this.gpuTimers={}};_n.prototype.resize=function(e,r){if(this.width=e*t.browser.devicePixelRatio,this.height=r*t.browser.devicePixelRatio,this.context.viewport.set([0,0,this.width,this.height]),this.style)for(var n=0,i=this.style._order;n<i.length;n+=1){var a=i[n];this.style._layers[a].resize()}},_n.prototype.setup=function(){var e=this.context,r=new t.StructArrayLayout2i4;r.emplaceBack(0,0),r.emplaceBack(t.EXTENT,0),r.emplaceBack(0,t.EXTENT),r.emplaceBack(t.EXTENT,t.EXTENT),this.tileExtentBuffer=e.createVertexBuffer(r,Ge.members),this.tileExtentSegments=t.SegmentVector.simpleSegment(0,0,4,2);var n=new t.StructArrayLayout2i4;n.emplaceBack(0,0),n.emplaceBack(t.EXTENT,0),n.emplaceBack(0,t.EXTENT),n.emplaceBack(t.EXTENT,t.EXTENT),this.debugBuffer=e.createVertexBuffer(n,Ge.members),this.debugSegments=t.SegmentVector.simpleSegment(0,0,4,5);var i=new t.StructArrayLayout4i8;i.emplaceBack(0,0,0,0),i.emplaceBack(t.EXTENT,0,t.EXTENT,0),i.emplaceBack(0,t.EXTENT,0,t.EXTENT),i.emplaceBack(t.EXTENT,t.EXTENT,t.EXTENT,t.EXTENT),this.rasterBoundsBuffer=e.createVertexBuffer(i,P.members),this.rasterBoundsSegments=t.SegmentVector.simpleSegment(0,0,4,2);var a=new t.StructArrayLayout2i4;a.emplaceBack(0,0),a.emplaceBack(1,0),a.emplaceBack(0,1),a.emplaceBack(1,1),this.viewportBuffer=e.createVertexBuffer(a,Ge.members),this.viewportSegments=t.SegmentVector.simpleSegment(0,0,4,2);var o=new t.StructArrayLayout1ui2;o.emplaceBack(0),o.emplaceBack(1),o.emplaceBack(3),o.emplaceBack(2),o.emplaceBack(0),this.tileBorderIndexBuffer=e.createIndexBuffer(o);var s=new t.StructArrayLayout3ui6;s.emplaceBack(0,1,2),s.emplaceBack(2,1,3),this.quadTriangleIndexBuffer=e.createIndexBuffer(s),this.emptyTexture=new t.Texture(e,{width:1,height:1,data:new Uint8Array([0,0,0,0])},e.gl.RGBA);var l=this.context.gl;this.stencilClearMode=new Mt({func:l.ALWAYS,mask:0},0,255,l.ZERO,l.ZERO,l.ZERO)},_n.prototype.clearStencil=function(){var e=this.context,r=e.gl;this.nextStencilID=1,this.currentStencilSource=void 0;var n=t.create();t.ortho(n,0,this.width,this.height,0,0,1),t.scale(n,n,[r.drawingBufferWidth,r.drawingBufferHeight,0]),this.useProgram(\"clippingMask\").draw(e,r.TRIANGLES,At.disabled,this.stencilClearMode,St.disabled,Et.disabled,Or(n),\"$clipping\",this.viewportBuffer,this.quadTriangleIndexBuffer,this.viewportSegments)},_n.prototype._renderTileClippingMasks=function(t,e){if(this.currentStencilSource!==t.source&&t.isTileClipped()&&e&&e.length){this.currentStencilSource=t.source;var r=this.context,n=r.gl;this.nextStencilID+e.length>256&&this.clearStencil(),r.setColorMode(St.disabled),r.setDepthMode(At.disabled);var i=this.useProgram(\"clippingMask\");this._tileClippingMaskIDs={};for(var a=0,o=e;a<o.length;a+=1){var s=o[a],l=this._tileClippingMaskIDs[s.key]=this.nextStencilID++;i.draw(r,n.TRIANGLES,At.disabled,new Mt({func:n.ALWAYS,mask:0},l,255,n.KEEP,n.KEEP,n.REPLACE),St.disabled,Et.disabled,Or(s.posMatrix),\"$clipping\",this.tileExtentBuffer,this.quadTriangleIndexBuffer,this.tileExtentSegments)}}},_n.prototype.stencilModeFor3D=function(){this.currentStencilSource=void 0,this.nextStencilID+1>256&&this.clearStencil();var t=this.nextStencilID++,e=this.context.gl;return new Mt({func:e.NOTEQUAL,mask:255},t,255,e.KEEP,e.KEEP,e.REPLACE)},_n.prototype.stencilModeForClipping=function(t){var e=this.context.gl;return new Mt({func:e.EQUAL,mask:255},this._tileClippingMaskIDs[t.key],0,e.KEEP,e.KEEP,e.REPLACE)},_n.prototype.stencilConfigForOverlap=function(t){var e,r=this.context.gl,n=t.sort((function(t,e){return e.overscaledZ-t.overscaledZ})),i=n[n.length-1].overscaledZ,a=n[0].overscaledZ-i+1;if(a>1){this.currentStencilSource=void 0,this.nextStencilID+a>256&&this.clearStencil();for(var o={},s=0;s<a;s++)o[s+i]=new Mt({func:r.GEQUAL,mask:255},s+this.nextStencilID,255,r.KEEP,r.KEEP,r.REPLACE);return this.nextStencilID+=a,[o,n]}return[(e={},e[i]=Mt.disabled,e),n]},_n.prototype.colorModeForRenderPass=function(){var e=this.context.gl;if(this._showOverdrawInspector){return new St([e.CONSTANT_COLOR,e.ONE],new t.Color(1/8,1/8,1/8,0),[!0,!0,!0,!0])}return\"opaque\"===this.renderPass?St.unblended:St.alphaBlended},_n.prototype.depthModeForSublayer=function(t,e,r){if(!this.opaquePassEnabledForLayer())return At.disabled;var n=1-((1+this.currentLayer)*this.numSublayers+t)*this.depthEpsilon;return new At(r||this.context.gl.LEQUAL,e,[n,n])},_n.prototype.opaquePassEnabledForLayer=function(){return this.currentLayer<this.opaquePassCutoff},_n.prototype.render=function(e,r){var n=this;this.style=e,this.options=r,this.lineAtlas=e.lineAtlas,this.imageManager=e.imageManager,this.glyphManager=e.glyphManager,this.symbolFadeChange=e.placement.symbolFadeChange(t.browser.now()),this.imageManager.beginFrame();var i=this.style._order,a=this.style.sourceCaches;for(var o in a){var s=a[o];s.used&&s.prepare(this.context)}var l,c,u={},f={},h={};for(var p in a){var d=a[p];u[p]=d.getVisibleCoordinates(),f[p]=u[p].slice().reverse(),h[p]=d.getVisibleCoordinates(!0).reverse()}this.opaquePassCutoff=1/0;for(var m=0;m<i.length;m++){var g=i[m];if(this.style._layers[g].is3D()){this.opaquePassCutoff=m;break}}this.renderPass=\"offscreen\";for(var v=0,y=i;v<y.length;v+=1){var x=y[v],b=this.style._layers[x];if(b.hasOffscreenPass()&&!b.isHidden(this.transform.zoom)){var _=f[b.source];(\"custom\"===b.type||_.length)&&this.renderLayer(this,a[b.source],b,_)}}for(this.context.bindFramebuffer.set(null),this.context.clear({color:r.showOverdrawInspector?t.Color.black:t.Color.transparent,depth:1}),this.clearStencil(),this._showOverdrawInspector=r.showOverdrawInspector,this.depthRangeFor3D=[0,1-(e._order.length+2)*this.numSublayers*this.depthEpsilon],this.renderPass=\"opaque\",this.currentLayer=i.length-1;this.currentLayer>=0;this.currentLayer--){var w=this.style._layers[i[this.currentLayer]],T=a[w.source],k=u[w.source];this._renderTileClippingMasks(w,k),this.renderLayer(this,T,w,k)}for(this.renderPass=\"translucent\",this.currentLayer=0;this.currentLayer<i.length;this.currentLayer++){var A=this.style._layers[i[this.currentLayer]],M=a[A.source],S=(\"symbol\"===A.type?h:f)[A.source];this._renderTileClippingMasks(A,u[A.source]),this.renderLayer(this,M,A,S)}this.options.showTileBoundaries&&(t.values(this.style._layers).forEach((function(t){t.source&&!t.isHidden(n.transform.zoom)&&(t.source!==(c&&c.id)&&(c=n.style.sourceCaches[t.source]),(!l||l.getSource().maxzoom<c.getSource().maxzoom)&&(l=c))})),l&&bn.debug(this,l,l.getVisibleCoordinates()));this.options.showPadding&&mn(this),this.context.setDefault()},_n.prototype.renderLayer=function(t,e,r,n){r.isHidden(this.transform.zoom)||(\"background\"===r.type||\"custom\"===r.type||n.length)&&(this.id=r.id,this.gpuTimingStart(r),bn[r.type](t,e,r,n,this.style.placement.variableOffsets),this.gpuTimingEnd())},_n.prototype.gpuTimingStart=function(t){if(this.options.gpuTiming){var e=this.context.extTimerQuery,r=this.gpuTimers[t.id];r||(r=this.gpuTimers[t.id]={calls:0,cpuTime:0,query:e.createQueryEXT()}),r.calls++,e.beginQueryEXT(e.TIME_ELAPSED_EXT,r.query)}},_n.prototype.gpuTimingEnd=function(){if(this.options.gpuTiming){var t=this.context.extTimerQuery;t.endQueryEXT(t.TIME_ELAPSED_EXT)}},_n.prototype.collectGpuTimers=function(){var t=this.gpuTimers;return this.gpuTimers={},t},_n.prototype.queryGpuTimers=function(t){var e={};for(var r in t){var n=t[r],i=this.context.extTimerQuery,a=i.getQueryObjectEXT(n.query,i.QUERY_RESULT_EXT)/1e6;i.deleteQueryEXT(n.query),e[r]=a}return e},_n.prototype.translatePosMatrix=function(e,r,n,i,a){if(!n[0]&&!n[1])return e;var o=a?\"map\"===i?this.transform.angle:0:\"viewport\"===i?-this.transform.angle:0;if(o){var s=Math.sin(o),l=Math.cos(o);n=[n[0]*l-n[1]*s,n[0]*s+n[1]*l]}var c=[a?n[0]:pe(r,n[0],this.transform.zoom),a?n[1]:pe(r,n[1],this.transform.zoom),0],u=new Float32Array(16);return t.translate(u,e,c),u},_n.prototype.saveTileTexture=function(t){var e=this._tileTextures[t.size[0]];e?e.push(t):this._tileTextures[t.size[0]]=[t]},_n.prototype.getTileTexture=function(t){var e=this._tileTextures[t];return e&&e.length>0?e.pop():null},_n.prototype.isPatternMissing=function(t){if(!t)return!1;if(!t.from||!t.to)return!0;var e=this.imageManager.getPattern(t.from.toString()),r=this.imageManager.getPattern(t.to.toString());return!e||!r},_n.prototype.useProgram=function(t,e){this.cache=this.cache||{};var r=\"\"+t+(e?e.cacheKey:\"\")+(this._showOverdrawInspector?\"/overdraw\":\"\");return this.cache[r]||(this.cache[r]=new _r(this.context,xr[t],e,Jr[t],this._showOverdrawInspector)),this.cache[r]},_n.prototype.setCustomLayerDefaults=function(){this.context.unbindVAO(),this.context.cullFace.setDefault(),this.context.activeTexture.setDefault(),this.context.pixelStoreUnpack.setDefault(),this.context.pixelStoreUnpackPremultiplyAlpha.setDefault(),this.context.pixelStoreUnpackFlipY.setDefault()},_n.prototype.setBaseState=function(){var t=this.context.gl;this.context.cullFace.set(!1),this.context.viewport.set([0,0,this.width,this.height]),this.context.blendEquation.set(t.FUNC_ADD)},_n.prototype.initDebugOverlayCanvas=function(){if(null==this.debugOverlayCanvas){this.debugOverlayCanvas=t.window.document.createElement(\"canvas\"),this.debugOverlayCanvas.width=512,this.debugOverlayCanvas.height=512;var e=this.context.gl;this.debugOverlayTexture=new t.Texture(this.context,this.debugOverlayCanvas,e.RGBA)}},_n.prototype.destroy=function(){this.emptyTexture.destroy(),this.debugOverlayTexture&&this.debugOverlayTexture.destroy()};var wn=function(t,e){this.points=t,this.planes=e};wn.fromInvProjectionMatrix=function(e,r,n){var i=Math.pow(2,n),a=[[-1,1,-1,1],[1,1,-1,1],[1,-1,-1,1],[-1,-1,-1,1],[-1,1,1,1],[1,1,1,1],[1,-1,1,1],[-1,-1,1,1]].map((function(r){return t.transformMat4([],r,e)})).map((function(e){return t.scale$1([],e,1/e[3]/r*i)})),o=[[0,1,2],[6,5,4],[0,3,7],[2,1,5],[3,2,6],[0,4,5]].map((function(e){var r=t.sub([],a[e[0]],a[e[1]]),n=t.sub([],a[e[2]],a[e[1]]),i=t.normalize([],t.cross([],r,n)),o=-t.dot(i,a[e[1]]);return i.concat(o)}));return new wn(a,o)};var Tn=function(e,r){this.min=e,this.max=r,this.center=t.scale$2([],t.add([],this.min,this.max),.5)};Tn.prototype.quadrant=function(e){for(var r=[e%2==0,e<2],n=t.clone$2(this.min),i=t.clone$2(this.max),a=0;a<r.length;a++)n[a]=r[a]?this.min[a]:this.center[a],i[a]=r[a]?this.center[a]:this.max[a];return i[2]=this.max[2],new Tn(n,i)},Tn.prototype.distanceX=function(t){return Math.max(Math.min(this.max[0],t[0]),this.min[0])-t[0]},Tn.prototype.distanceY=function(t){return Math.max(Math.min(this.max[1],t[1]),this.min[1])-t[1]},Tn.prototype.intersects=function(e){for(var r=[[this.min[0],this.min[1],0,1],[this.max[0],this.min[1],0,1],[this.max[0],this.max[1],0,1],[this.min[0],this.max[1],0,1]],n=!0,i=0;i<e.planes.length;i++){for(var a=e.planes[i],o=0,s=0;s<r.length;s++)o+=t.dot$1(a,r[s])>=0;if(0===o)return 0;o!==r.length&&(n=!1)}if(n)return 2;for(var l=0;l<3;l++){for(var c=Number.MAX_VALUE,u=-Number.MAX_VALUE,f=0;f<e.points.length;f++){var h=e.points[f][l]-this.min[l];c=Math.min(c,h),u=Math.max(u,h)}if(u<0||c>this.max[l]-this.min[l])return 0}return 1};var kn=function(t,e,r,n){if(void 0===t&&(t=0),void 0===e&&(e=0),void 0===r&&(r=0),void 0===n&&(n=0),isNaN(t)||t<0||isNaN(e)||e<0||isNaN(r)||r<0||isNaN(n)||n<0)throw new Error(\"Invalid value for edge-insets, top, bottom, left and right must all be numbers\");this.top=t,this.bottom=e,this.left=r,this.right=n};kn.prototype.interpolate=function(e,r,n){return null!=r.top&&null!=e.top&&(this.top=t.number(e.top,r.top,n)),null!=r.bottom&&null!=e.bottom&&(this.bottom=t.number(e.bottom,r.bottom,n)),null!=r.left&&null!=e.left&&(this.left=t.number(e.left,r.left,n)),null!=r.right&&null!=e.right&&(this.right=t.number(e.right,r.right,n)),this},kn.prototype.getCenter=function(e,r){var n=t.clamp((this.left+e-this.right)/2,0,e),i=t.clamp((this.top+r-this.bottom)/2,0,r);return new t.Point(n,i)},kn.prototype.equals=function(t){return this.top===t.top&&this.bottom===t.bottom&&this.left===t.left&&this.right===t.right},kn.prototype.clone=function(){return new kn(this.top,this.bottom,this.left,this.right)},kn.prototype.toJSON=function(){return{top:this.top,bottom:this.bottom,left:this.left,right:this.right}};var An=function(e,r,n,i,a){this.tileSize=512,this.maxValidLatitude=85.051129,this._renderWorldCopies=void 0===a||a,this._minZoom=e||0,this._maxZoom=r||22,this._minPitch=null==n?0:n,this._maxPitch=null==i?60:i,this.setMaxBounds(),this.width=0,this.height=0,this._center=new t.LngLat(0,0),this.zoom=0,this.angle=0,this._fov=.6435011087932844,this._pitch=0,this._unmodified=!0,this._edgeInsets=new kn,this._posMatrixCache={},this._alignedPosMatrixCache={}},Mn={minZoom:{configurable:!0},maxZoom:{configurable:!0},minPitch:{configurable:!0},maxPitch:{configurable:!0},renderWorldCopies:{configurable:!0},worldSize:{configurable:!0},centerOffset:{configurable:!0},size:{configurable:!0},bearing:{configurable:!0},pitch:{configurable:!0},fov:{configurable:!0},zoom:{configurable:!0},center:{configurable:!0},padding:{configurable:!0},centerPoint:{configurable:!0},unmodified:{configurable:!0},point:{configurable:!0}};An.prototype.clone=function(){var t=new An(this._minZoom,this._maxZoom,this._minPitch,this.maxPitch,this._renderWorldCopies);return t.tileSize=this.tileSize,t.latRange=this.latRange,t.width=this.width,t.height=this.height,t._center=this._center,t.zoom=this.zoom,t.angle=this.angle,t._fov=this._fov,t._pitch=this._pitch,t._unmodified=this._unmodified,t._edgeInsets=this._edgeInsets.clone(),t._calcMatrices(),t},Mn.minZoom.get=function(){return this._minZoom},Mn.minZoom.set=function(t){this._minZoom!==t&&(this._minZoom=t,this.zoom=Math.max(this.zoom,t))},Mn.maxZoom.get=function(){return this._maxZoom},Mn.maxZoom.set=function(t){this._maxZoom!==t&&(this._maxZoom=t,this.zoom=Math.min(this.zoom,t))},Mn.minPitch.get=function(){return this._minPitch},Mn.minPitch.set=function(t){this._minPitch!==t&&(this._minPitch=t,this.pitch=Math.max(this.pitch,t))},Mn.maxPitch.get=function(){return this._maxPitch},Mn.maxPitch.set=function(t){this._maxPitch!==t&&(this._maxPitch=t,this.pitch=Math.min(this.pitch,t))},Mn.renderWorldCopies.get=function(){return this._renderWorldCopies},Mn.renderWorldCopies.set=function(t){void 0===t?t=!0:null===t&&(t=!1),this._renderWorldCopies=t},Mn.worldSize.get=function(){return this.tileSize*this.scale},Mn.centerOffset.get=function(){return this.centerPoint._sub(this.size._div(2))},Mn.size.get=function(){return new t.Point(this.width,this.height)},Mn.bearing.get=function(){return-this.angle/Math.PI*180},Mn.bearing.set=function(e){var r=-t.wrap(e,-180,180)*Math.PI/180;this.angle!==r&&(this._unmodified=!1,this.angle=r,this._calcMatrices(),this.rotationMatrix=t.create$2(),t.rotate(this.rotationMatrix,this.rotationMatrix,this.angle))},Mn.pitch.get=function(){return this._pitch/Math.PI*180},Mn.pitch.set=function(e){var r=t.clamp(e,this.minPitch,this.maxPitch)/180*Math.PI;this._pitch!==r&&(this._unmodified=!1,this._pitch=r,this._calcMatrices())},Mn.fov.get=function(){return this._fov/Math.PI*180},Mn.fov.set=function(t){t=Math.max(.01,Math.min(60,t)),this._fov!==t&&(this._unmodified=!1,this._fov=t/180*Math.PI,this._calcMatrices())},Mn.zoom.get=function(){return this._zoom},Mn.zoom.set=function(t){var e=Math.min(Math.max(t,this.minZoom),this.maxZoom);this._zoom!==e&&(this._unmodified=!1,this._zoom=e,this.scale=this.zoomScale(e),this.tileZoom=Math.floor(e),this.zoomFraction=e-this.tileZoom,this._constrain(),this._calcMatrices())},Mn.center.get=function(){return this._center},Mn.center.set=function(t){t.lat===this._center.lat&&t.lng===this._center.lng||(this._unmodified=!1,this._center=t,this._constrain(),this._calcMatrices())},Mn.padding.get=function(){return this._edgeInsets.toJSON()},Mn.padding.set=function(t){this._edgeInsets.equals(t)||(this._unmodified=!1,this._edgeInsets.interpolate(this._edgeInsets,t,1),this._calcMatrices())},Mn.centerPoint.get=function(){return this._edgeInsets.getCenter(this.width,this.height)},An.prototype.isPaddingEqual=function(t){return this._edgeInsets.equals(t)},An.prototype.interpolatePadding=function(t,e,r){this._unmodified=!1,this._edgeInsets.interpolate(t,e,r),this._constrain(),this._calcMatrices()},An.prototype.coveringZoomLevel=function(t){var e=(t.roundZoom?Math.round:Math.floor)(this.zoom+this.scaleZoom(this.tileSize/t.tileSize));return Math.max(0,e)},An.prototype.getVisibleUnwrappedCoordinates=function(e){var r=[new t.UnwrappedTileID(0,e)];if(this._renderWorldCopies)for(var n=this.pointCoordinate(new t.Point(0,0)),i=this.pointCoordinate(new t.Point(this.width,0)),a=this.pointCoordinate(new t.Point(this.width,this.height)),o=this.pointCoordinate(new t.Point(0,this.height)),s=Math.floor(Math.min(n.x,i.x,a.x,o.x)),l=Math.floor(Math.max(n.x,i.x,a.x,o.x)),c=s-1;c<=l+1;c++)0!==c&&r.push(new t.UnwrappedTileID(c,e));return r},An.prototype.coveringTiles=function(e){var r=this.coveringZoomLevel(e),n=r;if(void 0!==e.minzoom&&r<e.minzoom)return[];void 0!==e.maxzoom&&r>e.maxzoom&&(r=e.maxzoom);var i=t.MercatorCoordinate.fromLngLat(this.center),a=Math.pow(2,r),o=[a*i.x,a*i.y,0],s=wn.fromInvProjectionMatrix(this.invProjMatrix,this.worldSize,r),l=e.minzoom||0;this.pitch<=60&&this._edgeInsets.top<.1&&(l=r);var c=function(t){return{aabb:new Tn([t*a,0,0],[(t+1)*a,a,0]),zoom:0,x:0,y:0,wrap:t,fullyVisible:!1}},u=[],f=[],h=r,p=e.reparseOverscaled?n:r;if(this._renderWorldCopies)for(var d=1;d<=3;d++)u.push(c(-d)),u.push(c(d));for(u.push(c(0));u.length>0;){var m=u.pop(),g=m.x,v=m.y,y=m.fullyVisible;if(!y){var x=m.aabb.intersects(s);if(0===x)continue;y=2===x}var b=m.aabb.distanceX(o),_=m.aabb.distanceY(o),w=Math.max(Math.abs(b),Math.abs(_)),T=3+(1<<h-m.zoom)-2;if(m.zoom===h||w>T&&m.zoom>=l)f.push({tileID:new t.OverscaledTileID(m.zoom===h?p:m.zoom,m.wrap,m.zoom,g,v),distanceSq:t.sqrLen([o[0]-.5-g,o[1]-.5-v])});else for(var k=0;k<4;k++){var A=(g<<1)+k%2,M=(v<<1)+(k>>1);u.push({aabb:m.aabb.quadrant(k),zoom:m.zoom+1,x:A,y:M,wrap:m.wrap,fullyVisible:y})}}return f.sort((function(t,e){return t.distanceSq-e.distanceSq})).map((function(t){return t.tileID}))},An.prototype.resize=function(t,e){this.width=t,this.height=e,this.pixelsToGLUnits=[2/t,-2/e],this._constrain(),this._calcMatrices()},Mn.unmodified.get=function(){return this._unmodified},An.prototype.zoomScale=function(t){return Math.pow(2,t)},An.prototype.scaleZoom=function(t){return Math.log(t)/Math.LN2},An.prototype.project=function(e){var r=t.clamp(e.lat,-this.maxValidLatitude,this.maxValidLatitude);return new t.Point(t.mercatorXfromLng(e.lng)*this.worldSize,t.mercatorYfromLat(r)*this.worldSize)},An.prototype.unproject=function(e){return new t.MercatorCoordinate(e.x/this.worldSize,e.y/this.worldSize).toLngLat()},Mn.point.get=function(){return this.project(this.center)},An.prototype.setLocationAtPoint=function(e,r){var n=this.pointCoordinate(r),i=this.pointCoordinate(this.centerPoint),a=this.locationCoordinate(e),o=new t.MercatorCoordinate(a.x-(n.x-i.x),a.y-(n.y-i.y));this.center=this.coordinateLocation(o),this._renderWorldCopies&&(this.center=this.center.wrap())},An.prototype.locationPoint=function(t){return this.coordinatePoint(this.locationCoordinate(t))},An.prototype.pointLocation=function(t){return this.coordinateLocation(this.pointCoordinate(t))},An.prototype.locationCoordinate=function(e){return t.MercatorCoordinate.fromLngLat(e)},An.prototype.coordinateLocation=function(t){return t.toLngLat()},An.prototype.pointCoordinate=function(e){var r=[e.x,e.y,0,1],n=[e.x,e.y,1,1];t.transformMat4(r,r,this.pixelMatrixInverse),t.transformMat4(n,n,this.pixelMatrixInverse);var i=r[3],a=n[3],o=r[0]/i,s=n[0]/a,l=r[1]/i,c=n[1]/a,u=r[2]/i,f=n[2]/a,h=u===f?0:(0-u)/(f-u);return new t.MercatorCoordinate(t.number(o,s,h)/this.worldSize,t.number(l,c,h)/this.worldSize)},An.prototype.coordinatePoint=function(e){var r=[e.x*this.worldSize,e.y*this.worldSize,0,1];return t.transformMat4(r,r,this.pixelMatrix),new t.Point(r[0]/r[3],r[1]/r[3])},An.prototype.getBounds=function(){return(new t.LngLatBounds).extend(this.pointLocation(new t.Point(0,0))).extend(this.pointLocation(new t.Point(this.width,0))).extend(this.pointLocation(new t.Point(this.width,this.height))).extend(this.pointLocation(new t.Point(0,this.height)))},An.prototype.getMaxBounds=function(){return this.latRange&&2===this.latRange.length&&this.lngRange&&2===this.lngRange.length?new t.LngLatBounds([this.lngRange[0],this.latRange[0]],[this.lngRange[1],this.latRange[1]]):null},An.prototype.setMaxBounds=function(t){t?(this.lngRange=[t.getWest(),t.getEast()],this.latRange=[t.getSouth(),t.getNorth()],this._constrain()):(this.lngRange=null,this.latRange=[-this.maxValidLatitude,this.maxValidLatitude])},An.prototype.calculatePosMatrix=function(e,r){void 0===r&&(r=!1);var n=e.key,i=r?this._alignedPosMatrixCache:this._posMatrixCache;if(i[n])return i[n];var a=e.canonical,o=this.worldSize/this.zoomScale(a.z),s=a.x+Math.pow(2,a.z)*e.wrap,l=t.identity(new Float64Array(16));return t.translate(l,l,[s*o,a.y*o,0]),t.scale(l,l,[o/t.EXTENT,o/t.EXTENT,1]),t.multiply(l,r?this.alignedProjMatrix:this.projMatrix,l),i[n]=new Float32Array(l),i[n]},An.prototype.customLayerMatrix=function(){return this.mercatorMatrix.slice()},An.prototype._constrain=function(){if(this.center&&this.width&&this.height&&!this._constraining){this._constraining=!0;var e,r,n,i,a=-90,o=90,s=-180,l=180,c=this.size,u=this._unmodified;if(this.latRange){var f=this.latRange;a=t.mercatorYfromLat(f[1])*this.worldSize,e=(o=t.mercatorYfromLat(f[0])*this.worldSize)-a<c.y?c.y/(o-a):0}if(this.lngRange){var h=this.lngRange;s=t.mercatorXfromLng(h[0])*this.worldSize,r=(l=t.mercatorXfromLng(h[1])*this.worldSize)-s<c.x?c.x/(l-s):0}var p=this.point,d=Math.max(r||0,e||0);if(d)return this.center=this.unproject(new t.Point(r?(l+s)/2:p.x,e?(o+a)/2:p.y)),this.zoom+=this.scaleZoom(d),this._unmodified=u,void(this._constraining=!1);if(this.latRange){var m=p.y,g=c.y/2;m-g<a&&(i=a+g),m+g>o&&(i=o-g)}if(this.lngRange){var v=p.x,y=c.x/2;v-y<s&&(n=s+y),v+y>l&&(n=l-y)}void 0===n&&void 0===i||(this.center=this.unproject(new t.Point(void 0!==n?n:p.x,void 0!==i?i:p.y))),this._unmodified=u,this._constraining=!1}},An.prototype._calcMatrices=function(){if(this.height){var e=this._fov/2,r=this.centerOffset;this.cameraToCenterDistance=.5/Math.tan(e)*this.height;var n=Math.PI/2+this._pitch,i=this._fov*(.5+r.y/this.height),a=Math.sin(i)*this.cameraToCenterDistance/Math.sin(t.clamp(Math.PI-n-i,.01,Math.PI-.01)),o=this.point,s=o.x,l=o.y,c=1.01*(Math.cos(Math.PI/2-this._pitch)*a+this.cameraToCenterDistance),u=this.height/50,f=new Float64Array(16);t.perspective(f,this._fov,this.width/this.height,u,c),f[8]=2*-r.x/this.width,f[9]=2*r.y/this.height,t.scale(f,f,[1,-1,1]),t.translate(f,f,[0,0,-this.cameraToCenterDistance]),t.rotateX(f,f,this._pitch),t.rotateZ(f,f,this.angle),t.translate(f,f,[-s,-l,0]),this.mercatorMatrix=t.scale([],f,[this.worldSize,this.worldSize,this.worldSize]),t.scale(f,f,[1,1,t.mercatorZfromAltitude(1,this.center.lat)*this.worldSize,1]),this.projMatrix=f,this.invProjMatrix=t.invert([],this.projMatrix);var h=this.width%2/2,p=this.height%2/2,d=Math.cos(this.angle),m=Math.sin(this.angle),g=s-Math.round(s)+d*h+m*p,v=l-Math.round(l)+d*p+m*h,y=new Float64Array(f);if(t.translate(y,y,[g>.5?g-1:g,v>.5?v-1:v,0]),this.alignedProjMatrix=y,f=t.create(),t.scale(f,f,[this.width/2,-this.height/2,1]),t.translate(f,f,[1,-1,0]),this.labelPlaneMatrix=f,f=t.create(),t.scale(f,f,[1,-1,1]),t.translate(f,f,[-1,-1,0]),t.scale(f,f,[2/this.width,2/this.height,1]),this.glCoordMatrix=f,this.pixelMatrix=t.multiply(new Float64Array(16),this.labelPlaneMatrix,this.projMatrix),!(f=t.invert(new Float64Array(16),this.pixelMatrix)))throw new Error(\"failed to invert matrix\");this.pixelMatrixInverse=f,this._posMatrixCache={},this._alignedPosMatrixCache={}}},An.prototype.maxPitchScaleFactor=function(){if(!this.pixelMatrixInverse)return 1;var e=this.pointCoordinate(new t.Point(0,0)),r=[e.x*this.worldSize,e.y*this.worldSize,0,1];return t.transformMat4(r,r,this.pixelMatrix)[3]/this.cameraToCenterDistance},An.prototype.getCameraPoint=function(){var e=this._pitch,r=Math.tan(e)*(this.cameraToCenterDistance||1);return this.centerPoint.add(new t.Point(0,r))},An.prototype.getCameraQueryGeometry=function(e){var r=this.getCameraPoint();if(1===e.length)return[e[0],r];for(var n=r.x,i=r.y,a=r.x,o=r.y,s=0,l=e;s<l.length;s+=1){var c=l[s];n=Math.min(n,c.x),i=Math.min(i,c.y),a=Math.max(a,c.x),o=Math.max(o,c.y)}return[new t.Point(n,i),new t.Point(a,i),new t.Point(a,o),new t.Point(n,o),new t.Point(n,i)]},Object.defineProperties(An.prototype,Mn);var Sn=function(e){var r,n,i,a,o;this._hashName=e&&encodeURIComponent(e),t.bindAll([\"_getCurrentHash\",\"_onHashChange\",\"_updateHash\"],this),this._updateHash=(r=this._updateHashUnthrottled.bind(this),n=300,i=!1,a=null,o=function(){a=null,i&&(r(),a=setTimeout(o,n),i=!1)},function(){return i=!0,a||o(),a})};Sn.prototype.addTo=function(e){return this._map=e,t.window.addEventListener(\"hashchange\",this._onHashChange,!1),this._map.on(\"moveend\",this._updateHash),this},Sn.prototype.remove=function(){return t.window.removeEventListener(\"hashchange\",this._onHashChange,!1),this._map.off(\"moveend\",this._updateHash),clearTimeout(this._updateHash()),delete this._map,this},Sn.prototype.getHashString=function(e){var r=this._map.getCenter(),n=Math.round(100*this._map.getZoom())/100,i=Math.ceil((n*Math.LN2+Math.log(512/360/.5))/Math.LN10),a=Math.pow(10,i),o=Math.round(r.lng*a)/a,s=Math.round(r.lat*a)/a,l=this._map.getBearing(),c=this._map.getPitch(),u=\"\";if(u+=e?\"/\"+o+\"/\"+s+\"/\"+n:n+\"/\"+s+\"/\"+o,(l||c)&&(u+=\"/\"+Math.round(10*l)/10),c&&(u+=\"/\"+Math.round(c)),this._hashName){var f=this._hashName,h=!1,p=t.window.location.hash.slice(1).split(\"&\").map((function(t){var e=t.split(\"=\")[0];return e===f?(h=!0,e+\"=\"+u):t})).filter((function(t){return t}));return h||p.push(f+\"=\"+u),\"#\"+p.join(\"&\")}return\"#\"+u},Sn.prototype._getCurrentHash=function(){var e,r=this,n=t.window.location.hash.replace(\"#\",\"\");return this._hashName?(n.split(\"&\").map((function(t){return t.split(\"=\")})).forEach((function(t){t[0]===r._hashName&&(e=t)})),(e&&e[1]||\"\").split(\"/\")):n.split(\"/\")},Sn.prototype._onHashChange=function(){var t=this._getCurrentHash();if(t.length>=3&&!t.some((function(t){return isNaN(t)}))){var e=this._map.dragRotate.isEnabled()&&this._map.touchZoomRotate.isEnabled()?+(t[3]||0):this._map.getBearing();return this._map.jumpTo({center:[+t[2],+t[1]],zoom:+t[0],bearing:e,pitch:+(t[4]||0)}),!0}return!1},Sn.prototype._updateHashUnthrottled=function(){var e=this.getHashString();try{t.window.history.replaceState(t.window.history.state,\"\",e)}catch(t){}};var En={linearity:.3,easing:t.bezier(0,0,.3,1)},Ln=t.extend({deceleration:2500,maxSpeed:1400},En),Cn=t.extend({deceleration:20,maxSpeed:1400},En),Pn=t.extend({deceleration:1e3,maxSpeed:360},En),In=t.extend({deceleration:1e3,maxSpeed:90},En),On=function(t){this._map=t,this.clear()};function zn(t,e){(!t.duration||t.duration<e.duration)&&(t.duration=e.duration,t.easing=e.easing)}function Dn(e,r,n){var i=n.maxSpeed,a=n.linearity,o=n.deceleration,s=t.clamp(e*a/(r/1e3),-i,i),l=Math.abs(s)/(o*a);return{easing:n.easing,duration:1e3*l,amount:s*(l/2)}}On.prototype.clear=function(){this._inertiaBuffer=[]},On.prototype.record=function(e){this._drainInertiaBuffer(),this._inertiaBuffer.push({time:t.browser.now(),settings:e})},On.prototype._drainInertiaBuffer=function(){for(var e=this._inertiaBuffer,r=t.browser.now();e.length>0&&r-e[0].time>160;)e.shift()},On.prototype._onMoveEnd=function(e){if(this._drainInertiaBuffer(),!(this._inertiaBuffer.length<2)){for(var r={zoom:0,bearing:0,pitch:0,pan:new t.Point(0,0),pinchAround:void 0,around:void 0},n=0,i=this._inertiaBuffer;n<i.length;n+=1){var a=i[n].settings;r.zoom+=a.zoomDelta||0,r.bearing+=a.bearingDelta||0,r.pitch+=a.pitchDelta||0,a.panDelta&&r.pan._add(a.panDelta),a.around&&(r.around=a.around),a.pinchAround&&(r.pinchAround=a.pinchAround)}var o=this._inertiaBuffer[this._inertiaBuffer.length-1].time-this._inertiaBuffer[0].time,s={};if(r.pan.mag()){var l=Dn(r.pan.mag(),o,t.extend({},Ln,e||{}));s.offset=r.pan.mult(l.amount/r.pan.mag()),s.center=this._map.transform.center,zn(s,l)}if(r.zoom){var c=Dn(r.zoom,o,Cn);s.zoom=this._map.transform.zoom+c.amount,zn(s,c)}if(r.bearing){var u=Dn(r.bearing,o,Pn);s.bearing=this._map.transform.bearing+t.clamp(u.amount,-179,179),zn(s,u)}if(r.pitch){var f=Dn(r.pitch,o,In);s.pitch=this._map.transform.pitch+f.amount,zn(s,f)}if(s.zoom||s.bearing){var h=void 0===r.pinchAround?r.around:r.pinchAround;s.around=h?this._map.unproject(h):this._map.getCenter()}return this.clear(),t.extend(s,{noMoveStart:!0})}};var Rn=function(e){function n(n,i,a,o){void 0===o&&(o={});var s=r.mousePos(i.getCanvasContainer(),a),l=i.unproject(s);e.call(this,n,t.extend({point:s,lngLat:l,originalEvent:a},o)),this._defaultPrevented=!1,this.target=i}e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n;var i={defaultPrevented:{configurable:!0}};return n.prototype.preventDefault=function(){this._defaultPrevented=!0},i.defaultPrevented.get=function(){return this._defaultPrevented},Object.defineProperties(n.prototype,i),n}(t.Event),Fn=function(e){function n(n,i,a){var o=\"touchend\"===n?a.changedTouches:a.touches,s=r.touchPos(i.getCanvasContainer(),o),l=s.map((function(t){return i.unproject(t)})),c=s.reduce((function(t,e,r,n){return t.add(e.div(n.length))}),new t.Point(0,0)),u=i.unproject(c);e.call(this,n,{points:s,point:c,lngLats:l,lngLat:u,originalEvent:a}),this._defaultPrevented=!1}e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n;var i={defaultPrevented:{configurable:!0}};return n.prototype.preventDefault=function(){this._defaultPrevented=!0},i.defaultPrevented.get=function(){return this._defaultPrevented},Object.defineProperties(n.prototype,i),n}(t.Event),Bn=function(t){function e(e,r,n){t.call(this,e,{originalEvent:n}),this._defaultPrevented=!1}t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e;var r={defaultPrevented:{configurable:!0}};return e.prototype.preventDefault=function(){this._defaultPrevented=!0},r.defaultPrevented.get=function(){return this._defaultPrevented},Object.defineProperties(e.prototype,r),e}(t.Event),Nn=function(t,e){this._map=t,this._clickTolerance=e.clickTolerance};Nn.prototype.reset=function(){delete this._mousedownPos},Nn.prototype.wheel=function(t){return this._firePreventable(new Bn(t.type,this._map,t))},Nn.prototype.mousedown=function(t,e){return this._mousedownPos=e,this._firePreventable(new Rn(t.type,this._map,t))},Nn.prototype.mouseup=function(t){this._map.fire(new Rn(t.type,this._map,t))},Nn.prototype.click=function(t,e){this._mousedownPos&&this._mousedownPos.dist(e)>=this._clickTolerance||this._map.fire(new Rn(t.type,this._map,t))},Nn.prototype.dblclick=function(t){return this._firePreventable(new Rn(t.type,this._map,t))},Nn.prototype.mouseover=function(t){this._map.fire(new Rn(t.type,this._map,t))},Nn.prototype.mouseout=function(t){this._map.fire(new Rn(t.type,this._map,t))},Nn.prototype.touchstart=function(t){return this._firePreventable(new Fn(t.type,this._map,t))},Nn.prototype.touchmove=function(t){this._map.fire(new Fn(t.type,this._map,t))},Nn.prototype.touchend=function(t){this._map.fire(new Fn(t.type,this._map,t))},Nn.prototype.touchcancel=function(t){this._map.fire(new Fn(t.type,this._map,t))},Nn.prototype._firePreventable=function(t){if(this._map.fire(t),t.defaultPrevented)return{}},Nn.prototype.isEnabled=function(){return!0},Nn.prototype.isActive=function(){return!1},Nn.prototype.enable=function(){},Nn.prototype.disable=function(){};var jn=function(t){this._map=t};jn.prototype.reset=function(){this._delayContextMenu=!1,delete this._contextMenuEvent},jn.prototype.mousemove=function(t){this._map.fire(new Rn(t.type,this._map,t))},jn.prototype.mousedown=function(){this._delayContextMenu=!0},jn.prototype.mouseup=function(){this._delayContextMenu=!1,this._contextMenuEvent&&(this._map.fire(new Rn(\"contextmenu\",this._map,this._contextMenuEvent)),delete this._contextMenuEvent)},jn.prototype.contextmenu=function(t){this._delayContextMenu?this._contextMenuEvent=t:this._map.fire(new Rn(t.type,this._map,t)),this._map.listens(\"contextmenu\")&&t.preventDefault()},jn.prototype.isEnabled=function(){return!0},jn.prototype.isActive=function(){return!1},jn.prototype.enable=function(){},jn.prototype.disable=function(){};var Un=function(t,e){this._map=t,this._el=t.getCanvasContainer(),this._container=t.getContainer(),this._clickTolerance=e.clickTolerance||1};function Vn(t,e){for(var r={},n=0;n<t.length;n++)r[t[n].identifier]=e[n];return r}Un.prototype.isEnabled=function(){return!!this._enabled},Un.prototype.isActive=function(){return!!this._active},Un.prototype.enable=function(){this.isEnabled()||(this._enabled=!0)},Un.prototype.disable=function(){this.isEnabled()&&(this._enabled=!1)},Un.prototype.mousedown=function(t,e){this.isEnabled()&&t.shiftKey&&0===t.button&&(r.disableDrag(),this._startPos=this._lastPos=e,this._active=!0)},Un.prototype.mousemoveWindow=function(t,e){if(this._active){var n=e;if(!(this._lastPos.equals(n)||!this._box&&n.dist(this._startPos)<this._clickTolerance)){var i=this._startPos;this._lastPos=n,this._box||(this._box=r.create(\"div\",\"mapboxgl-boxzoom\",this._container),this._container.classList.add(\"mapboxgl-crosshair\"),this._fireEvent(\"boxzoomstart\",t));var a=Math.min(i.x,n.x),o=Math.max(i.x,n.x),s=Math.min(i.y,n.y),l=Math.max(i.y,n.y);r.setTransform(this._box,\"translate(\"+a+\"px,\"+s+\"px)\"),this._box.style.width=o-a+\"px\",this._box.style.height=l-s+\"px\"}}},Un.prototype.mouseupWindow=function(e,n){var i=this;if(this._active&&0===e.button){var a=this._startPos,o=n;if(this.reset(),r.suppressClick(),a.x!==o.x||a.y!==o.y)return this._map.fire(new t.Event(\"boxzoomend\",{originalEvent:e})),{cameraAnimation:function(t){return t.fitScreenCoordinates(a,o,i._map.getBearing(),{linear:!0})}};this._fireEvent(\"boxzoomcancel\",e)}},Un.prototype.keydown=function(t){this._active&&27===t.keyCode&&(this.reset(),this._fireEvent(\"boxzoomcancel\",t))},Un.prototype.reset=function(){this._active=!1,this._container.classList.remove(\"mapboxgl-crosshair\"),this._box&&(r.remove(this._box),this._box=null),r.enableDrag(),delete this._startPos,delete this._lastPos},Un.prototype._fireEvent=function(e,r){return this._map.fire(new t.Event(e,{originalEvent:r}))};var Hn=function(t){this.reset(),this.numTouches=t.numTouches};Hn.prototype.reset=function(){delete this.centroid,delete this.startTime,delete this.touches,this.aborted=!1},Hn.prototype.touchstart=function(e,r,n){(this.centroid||n.length>this.numTouches)&&(this.aborted=!0),this.aborted||(void 0===this.startTime&&(this.startTime=e.timeStamp),n.length===this.numTouches&&(this.centroid=function(e){for(var r=new t.Point(0,0),n=0,i=e;n<i.length;n+=1){var a=i[n];r._add(a)}return r.div(e.length)}(r),this.touches=Vn(n,r)))},Hn.prototype.touchmove=function(t,e,r){if(!this.aborted&&this.centroid){var n=Vn(r,e);for(var i in this.touches){var a=this.touches[i],o=n[i];(!o||o.dist(a)>30)&&(this.aborted=!0)}}},Hn.prototype.touchend=function(t,e,r){if((!this.centroid||t.timeStamp-this.startTime>500)&&(this.aborted=!0),0===r.length){var n=!this.aborted&&this.centroid;if(this.reset(),n)return n}};var qn=function(t){this.singleTap=new Hn(t),this.numTaps=t.numTaps,this.reset()};qn.prototype.reset=function(){this.lastTime=1/0,delete this.lastTap,this.count=0,this.singleTap.reset()},qn.prototype.touchstart=function(t,e,r){this.singleTap.touchstart(t,e,r)},qn.prototype.touchmove=function(t,e,r){this.singleTap.touchmove(t,e,r)},qn.prototype.touchend=function(t,e,r){var n=this.singleTap.touchend(t,e,r);if(n){var i=t.timeStamp-this.lastTime<500,a=!this.lastTap||this.lastTap.dist(n)<30;if(i&&a||this.reset(),this.count++,this.lastTime=t.timeStamp,this.lastTap=n,this.count===this.numTaps)return this.reset(),n}};var Gn=function(){this._zoomIn=new qn({numTouches:1,numTaps:2}),this._zoomOut=new qn({numTouches:2,numTaps:1}),this.reset()};Gn.prototype.reset=function(){this._active=!1,this._zoomIn.reset(),this._zoomOut.reset()},Gn.prototype.touchstart=function(t,e,r){this._zoomIn.touchstart(t,e,r),this._zoomOut.touchstart(t,e,r)},Gn.prototype.touchmove=function(t,e,r){this._zoomIn.touchmove(t,e,r),this._zoomOut.touchmove(t,e,r)},Gn.prototype.touchend=function(t,e,r){var n=this,i=this._zoomIn.touchend(t,e,r),a=this._zoomOut.touchend(t,e,r);return i?(this._active=!0,t.preventDefault(),setTimeout((function(){return n.reset()}),0),{cameraAnimation:function(e){return e.easeTo({duration:300,zoom:e.getZoom()+1,around:e.unproject(i)},{originalEvent:t})}}):a?(this._active=!0,t.preventDefault(),setTimeout((function(){return n.reset()}),0),{cameraAnimation:function(e){return e.easeTo({duration:300,zoom:e.getZoom()-1,around:e.unproject(a)},{originalEvent:t})}}):void 0},Gn.prototype.touchcancel=function(){this.reset()},Gn.prototype.enable=function(){this._enabled=!0},Gn.prototype.disable=function(){this._enabled=!1,this.reset()},Gn.prototype.isEnabled=function(){return this._enabled},Gn.prototype.isActive=function(){return this._active};var Yn=function(t){this.reset(),this._clickTolerance=t.clickTolerance||1};Yn.prototype.reset=function(){this._active=!1,this._moved=!1,delete this._lastPoint,delete this._eventButton},Yn.prototype._correctButton=function(t,e){return!1},Yn.prototype._move=function(t,e){return{}},Yn.prototype.mousedown=function(t,e){if(!this._lastPoint){var n=r.mouseButton(t);this._correctButton(t,n)&&(this._lastPoint=e,this._eventButton=n)}},Yn.prototype.mousemoveWindow=function(t,e){var r=this._lastPoint;if(r&&(t.preventDefault(),this._moved||!(e.dist(r)<this._clickTolerance)))return this._moved=!0,this._lastPoint=e,this._move(r,e)},Yn.prototype.mouseupWindow=function(t){r.mouseButton(t)===this._eventButton&&(this._moved&&r.suppressClick(),this.reset())},Yn.prototype.enable=function(){this._enabled=!0},Yn.prototype.disable=function(){this._enabled=!1,this.reset()},Yn.prototype.isEnabled=function(){return this._enabled},Yn.prototype.isActive=function(){return this._active};var Wn=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.mousedown=function(e,r){t.prototype.mousedown.call(this,e,r),this._lastPoint&&(this._active=!0)},e.prototype._correctButton=function(t,e){return 0===e&&!t.ctrlKey},e.prototype._move=function(t,e){return{around:e,panDelta:e.sub(t)}},e}(Yn),Xn=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._correctButton=function(t,e){return 0===e&&t.ctrlKey||2===e},e.prototype._move=function(t,e){var r=.8*(e.x-t.x);if(r)return this._active=!0,{bearingDelta:r}},e.prototype.contextmenu=function(t){t.preventDefault()},e}(Yn),Zn=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype._correctButton=function(t,e){return 0===e&&t.ctrlKey||2===e},e.prototype._move=function(t,e){var r=-.5*(e.y-t.y);if(r)return this._active=!0,{pitchDelta:r}},e.prototype.contextmenu=function(t){t.preventDefault()},e}(Yn),Jn=function(t){this._minTouches=1,this._clickTolerance=t.clickTolerance||1,this.reset()};Jn.prototype.reset=function(){this._active=!1,this._touches={},this._sum=new t.Point(0,0)},Jn.prototype.touchstart=function(t,e,r){return this._calculateTransform(t,e,r)},Jn.prototype.touchmove=function(t,e,r){if(this._active)return t.preventDefault(),this._calculateTransform(t,e,r)},Jn.prototype.touchend=function(t,e,r){this._calculateTransform(t,e,r),this._active&&r.length<this._minTouches&&this.reset()},Jn.prototype.touchcancel=function(){this.reset()},Jn.prototype._calculateTransform=function(e,r,n){n.length>0&&(this._active=!0);var i=Vn(n,r),a=new t.Point(0,0),o=new t.Point(0,0),s=0;for(var l in i){var c=i[l],u=this._touches[l];u&&(a._add(c),o._add(c.sub(u)),s++,i[l]=c)}if(this._touches=i,!(s<this._minTouches)&&o.mag()){var f=o.div(s);if(this._sum._add(f),!(this._sum.mag()<this._clickTolerance))return{around:a.div(s),panDelta:f}}},Jn.prototype.enable=function(){this._enabled=!0},Jn.prototype.disable=function(){this._enabled=!1,this.reset()},Jn.prototype.isEnabled=function(){return this._enabled},Jn.prototype.isActive=function(){return this._active};var Kn=function(){this.reset()};function Qn(t,e,r){for(var n=0;n<t.length;n++)if(t[n].identifier===r)return e[n]}Kn.prototype.reset=function(){this._active=!1,delete this._firstTwoTouches},Kn.prototype._start=function(t){},Kn.prototype._move=function(t,e,r){return{}},Kn.prototype.touchstart=function(t,e,r){this._firstTwoTouches||r.length<2||(this._firstTwoTouches=[r[0].identifier,r[1].identifier],this._start([e[0],e[1]]))},Kn.prototype.touchmove=function(t,e,r){if(this._firstTwoTouches){t.preventDefault();var n=this._firstTwoTouches,i=n[0],a=n[1],o=Qn(r,e,i),s=Qn(r,e,a);if(o&&s){var l=this._aroundCenter?null:o.add(s).div(2);return this._move([o,s],l,t)}}},Kn.prototype.touchend=function(t,e,n){if(this._firstTwoTouches){var i=this._firstTwoTouches,a=i[0],o=i[1],s=Qn(n,e,a),l=Qn(n,e,o);s&&l||(this._active&&r.suppressClick(),this.reset())}},Kn.prototype.touchcancel=function(){this.reset()},Kn.prototype.enable=function(t){this._enabled=!0,this._aroundCenter=!!t&&\"center\"===t.around},Kn.prototype.disable=function(){this._enabled=!1,this.reset()},Kn.prototype.isEnabled=function(){return this._enabled},Kn.prototype.isActive=function(){return this._active};function $n(t,e){return Math.log(t/e)/Math.LN2}var ti=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.reset=function(){t.prototype.reset.call(this),delete this._distance,delete this._startDistance},e.prototype._start=function(t){this._startDistance=this._distance=t[0].dist(t[1])},e.prototype._move=function(t,e){var r=this._distance;if(this._distance=t[0].dist(t[1]),this._active||!(Math.abs($n(this._distance,this._startDistance))<.1))return this._active=!0,{zoomDelta:$n(this._distance,r),pinchAround:e}},e}(Kn);function ei(t,e){return 180*t.angleWith(e)/Math.PI}var ri=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.reset=function(){t.prototype.reset.call(this),delete this._minDiameter,delete this._startVector,delete this._vector},e.prototype._start=function(t){this._startVector=this._vector=t[0].sub(t[1]),this._minDiameter=t[0].dist(t[1])},e.prototype._move=function(t,e){var r=this._vector;if(this._vector=t[0].sub(t[1]),this._active||!this._isBelowThreshold(this._vector))return this._active=!0,{bearingDelta:ei(this._vector,r),pinchAround:e}},e.prototype._isBelowThreshold=function(t){this._minDiameter=Math.min(this._minDiameter,t.mag());var e=25/(Math.PI*this._minDiameter)*360,r=ei(t,this._startVector);return Math.abs(r)<e},e}(Kn);function ni(t){return Math.abs(t.y)>Math.abs(t.x)}var ii=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e.prototype.reset=function(){t.prototype.reset.call(this),this._valid=void 0,delete this._firstMove,delete this._lastPoints},e.prototype._start=function(t){this._lastPoints=t,ni(t[0].sub(t[1]))&&(this._valid=!1)},e.prototype._move=function(t,e,r){var n=t[0].sub(this._lastPoints[0]),i=t[1].sub(this._lastPoints[1]);if(this._valid=this.gestureBeginsVertically(n,i,r.timeStamp),this._valid){this._lastPoints=t,this._active=!0;return{pitchDelta:-.5*((n.y+i.y)/2)}}},e.prototype.gestureBeginsVertically=function(t,e,r){if(void 0!==this._valid)return this._valid;var n=t.mag()>=2,i=e.mag()>=2;if(n||i){if(!n||!i)return void 0===this._firstMove&&(this._firstMove=r),r-this._firstMove<100&&void 0;var a=t.y>0==e.y>0;return ni(t)&&ni(e)&&a}},e}(Kn),ai={panStep:100,bearingStep:15,pitchStep:10},oi=function(){var t=ai;this._panStep=t.panStep,this._bearingStep=t.bearingStep,this._pitchStep=t.pitchStep};function si(t){return t*(2-t)}oi.prototype.reset=function(){this._active=!1},oi.prototype.keydown=function(t){var e=this;if(!(t.altKey||t.ctrlKey||t.metaKey)){var r=0,n=0,i=0,a=0,o=0;switch(t.keyCode){case 61:case 107:case 171:case 187:r=1;break;case 189:case 109:case 173:r=-1;break;case 37:t.shiftKey?n=-1:(t.preventDefault(),a=-1);break;case 39:t.shiftKey?n=1:(t.preventDefault(),a=1);break;case 38:t.shiftKey?i=1:(t.preventDefault(),o=-1);break;case 40:t.shiftKey?i=-1:(t.preventDefault(),o=1);break;default:return}return{cameraAnimation:function(s){var l=s.getZoom();s.easeTo({duration:300,easeId:\"keyboardHandler\",easing:si,zoom:r?Math.round(l)+r*(t.shiftKey?2:1):l,bearing:s.getBearing()+n*e._bearingStep,pitch:s.getPitch()+i*e._pitchStep,offset:[-a*e._panStep,-o*e._panStep],center:s.getCenter()},{originalEvent:t})}}}},oi.prototype.enable=function(){this._enabled=!0},oi.prototype.disable=function(){this._enabled=!1,this.reset()},oi.prototype.isEnabled=function(){return this._enabled},oi.prototype.isActive=function(){return this._active};var li=function(e,r){this._map=e,this._el=e.getCanvasContainer(),this._handler=r,this._delta=0,this._defaultZoomRate=.01,this._wheelZoomRate=1/450,t.bindAll([\"_onWheel\",\"_onTimeout\",\"_onScrollFrame\",\"_onScrollFinished\"],this)};li.prototype.setZoomRate=function(t){this._defaultZoomRate=t},li.prototype.setWheelZoomRate=function(t){this._wheelZoomRate=t},li.prototype.isEnabled=function(){return!!this._enabled},li.prototype.isActive=function(){return!!this._active||void 0!==this._finishTimeout},li.prototype.isZooming=function(){return!!this._zooming},li.prototype.enable=function(t){this.isEnabled()||(this._enabled=!0,this._aroundCenter=t&&\"center\"===t.around)},li.prototype.disable=function(){this.isEnabled()&&(this._enabled=!1)},li.prototype.wheel=function(e){if(this.isEnabled()){var r=e.deltaMode===t.window.WheelEvent.DOM_DELTA_LINE?40*e.deltaY:e.deltaY,n=t.browser.now(),i=n-(this._lastWheelEventTime||0);this._lastWheelEventTime=n,0!==r&&r%4.000244140625==0?this._type=\"wheel\":0!==r&&Math.abs(r)<4?this._type=\"trackpad\":i>400?(this._type=null,this._lastValue=r,this._timeout=setTimeout(this._onTimeout,40,e)):this._type||(this._type=Math.abs(i*r)<200?\"trackpad\":\"wheel\",this._timeout&&(clearTimeout(this._timeout),this._timeout=null,r+=this._lastValue)),e.shiftKey&&r&&(r/=4),this._type&&(this._lastWheelEvent=e,this._delta-=r,this._active||this._start(e)),e.preventDefault()}},li.prototype._onTimeout=function(t){this._type=\"wheel\",this._delta-=this._lastValue,this._active||this._start(t)},li.prototype._start=function(e){if(this._delta){this._frameId&&(this._frameId=null),this._active=!0,this.isZooming()||(this._zooming=!0),this._finishTimeout&&(clearTimeout(this._finishTimeout),delete this._finishTimeout);var n=r.mousePos(this._el,e);this._around=t.LngLat.convert(this._aroundCenter?this._map.getCenter():this._map.unproject(n)),this._aroundPoint=this._map.transform.locationPoint(this._around),this._frameId||(this._frameId=!0,this._handler._triggerRenderFrame())}},li.prototype.renderFrame=function(){return this._onScrollFrame()},li.prototype._onScrollFrame=function(){var e=this;if(this._frameId&&(this._frameId=null,this.isActive())){var r=this._map.transform;if(0!==this._delta){var n=\"wheel\"===this._type&&Math.abs(this._delta)>4.000244140625?this._wheelZoomRate:this._defaultZoomRate,i=2/(1+Math.exp(-Math.abs(this._delta*n)));this._delta<0&&0!==i&&(i=1/i);var a=\"number\"==typeof this._targetZoom?r.zoomScale(this._targetZoom):r.scale;this._targetZoom=Math.min(r.maxZoom,Math.max(r.minZoom,r.scaleZoom(a*i))),\"wheel\"===this._type&&(this._startZoom=r.zoom,this._easing=this._smoothOutEasing(200)),this._delta=0}var o,s=\"number\"==typeof this._targetZoom?this._targetZoom:r.zoom,l=this._startZoom,c=this._easing,u=!1;if(\"wheel\"===this._type&&l&&c){var f=Math.min((t.browser.now()-this._lastWheelEventTime)/200,1),h=c(f);o=t.number(l,s,h),f<1?this._frameId||(this._frameId=!0):u=!0}else o=s,u=!0;return this._active=!0,u&&(this._active=!1,this._finishTimeout=setTimeout((function(){e._zooming=!1,e._handler._triggerRenderFrame(),delete e._targetZoom,delete e._finishTimeout}),200)),{noInertia:!0,needsRenderFrame:!u,zoomDelta:o-r.zoom,around:this._aroundPoint,originalEvent:this._lastWheelEvent}}},li.prototype._smoothOutEasing=function(e){var r=t.ease;if(this._prevEase){var n=this._prevEase,i=(t.browser.now()-n.start)/n.duration,a=n.easing(i+.01)-n.easing(i),o=.27/Math.sqrt(a*a+1e-4)*.01,s=Math.sqrt(.0729-o*o);r=t.bezier(o,s,.25,1)}return this._prevEase={start:t.browser.now(),duration:e,easing:r},r},li.prototype.reset=function(){this._active=!1};var ci=function(t,e){this._clickZoom=t,this._tapZoom=e};ci.prototype.enable=function(){this._clickZoom.enable(),this._tapZoom.enable()},ci.prototype.disable=function(){this._clickZoom.disable(),this._tapZoom.disable()},ci.prototype.isEnabled=function(){return this._clickZoom.isEnabled()&&this._tapZoom.isEnabled()},ci.prototype.isActive=function(){return this._clickZoom.isActive()||this._tapZoom.isActive()};var ui=function(){this.reset()};ui.prototype.reset=function(){this._active=!1},ui.prototype.dblclick=function(t,e){return t.preventDefault(),{cameraAnimation:function(r){r.easeTo({duration:300,zoom:r.getZoom()+(t.shiftKey?-1:1),around:r.unproject(e)},{originalEvent:t})}}},ui.prototype.enable=function(){this._enabled=!0},ui.prototype.disable=function(){this._enabled=!1,this.reset()},ui.prototype.isEnabled=function(){return this._enabled},ui.prototype.isActive=function(){return this._active};var fi=function(){this._tap=new qn({numTouches:1,numTaps:1}),this.reset()};fi.prototype.reset=function(){this._active=!1,delete this._swipePoint,delete this._swipeTouch,delete this._tapTime,this._tap.reset()},fi.prototype.touchstart=function(t,e,r){this._swipePoint||(this._tapTime&&t.timeStamp-this._tapTime>500&&this.reset(),this._tapTime?r.length>0&&(this._swipePoint=e[0],this._swipeTouch=r[0].identifier):this._tap.touchstart(t,e,r))},fi.prototype.touchmove=function(t,e,r){if(this._tapTime){if(this._swipePoint){if(r[0].identifier!==this._swipeTouch)return;var n=e[0],i=n.y-this._swipePoint.y;return this._swipePoint=n,t.preventDefault(),this._active=!0,{zoomDelta:i/128}}}else this._tap.touchmove(t,e,r)},fi.prototype.touchend=function(t,e,r){this._tapTime?this._swipePoint&&0===r.length&&this.reset():this._tap.touchend(t,e,r)&&(this._tapTime=t.timeStamp)},fi.prototype.touchcancel=function(){this.reset()},fi.prototype.enable=function(){this._enabled=!0},fi.prototype.disable=function(){this._enabled=!1,this.reset()},fi.prototype.isEnabled=function(){return this._enabled},fi.prototype.isActive=function(){return this._active};var hi=function(t,e,r){this._el=t,this._mousePan=e,this._touchPan=r};hi.prototype.enable=function(t){this._inertiaOptions=t||{},this._mousePan.enable(),this._touchPan.enable(),this._el.classList.add(\"mapboxgl-touch-drag-pan\")},hi.prototype.disable=function(){this._mousePan.disable(),this._touchPan.disable(),this._el.classList.remove(\"mapboxgl-touch-drag-pan\")},hi.prototype.isEnabled=function(){return this._mousePan.isEnabled()&&this._touchPan.isEnabled()},hi.prototype.isActive=function(){return this._mousePan.isActive()||this._touchPan.isActive()};var pi=function(t,e,r){this._pitchWithRotate=t.pitchWithRotate,this._mouseRotate=e,this._mousePitch=r};pi.prototype.enable=function(){this._mouseRotate.enable(),this._pitchWithRotate&&this._mousePitch.enable()},pi.prototype.disable=function(){this._mouseRotate.disable(),this._mousePitch.disable()},pi.prototype.isEnabled=function(){return this._mouseRotate.isEnabled()&&(!this._pitchWithRotate||this._mousePitch.isEnabled())},pi.prototype.isActive=function(){return this._mouseRotate.isActive()||this._mousePitch.isActive()};var di=function(t,e,r,n){this._el=t,this._touchZoom=e,this._touchRotate=r,this._tapDragZoom=n,this._rotationDisabled=!1,this._enabled=!0};di.prototype.enable=function(t){this._touchZoom.enable(t),this._rotationDisabled||this._touchRotate.enable(t),this._tapDragZoom.enable(),this._el.classList.add(\"mapboxgl-touch-zoom-rotate\")},di.prototype.disable=function(){this._touchZoom.disable(),this._touchRotate.disable(),this._tapDragZoom.disable(),this._el.classList.remove(\"mapboxgl-touch-zoom-rotate\")},di.prototype.isEnabled=function(){return this._touchZoom.isEnabled()&&(this._rotationDisabled||this._touchRotate.isEnabled())&&this._tapDragZoom.isEnabled()},di.prototype.isActive=function(){return this._touchZoom.isActive()||this._touchRotate.isActive()||this._tapDragZoom.isActive()},di.prototype.disableRotation=function(){this._rotationDisabled=!0,this._touchRotate.disable()},di.prototype.enableRotation=function(){this._rotationDisabled=!1,this._touchZoom.isEnabled()&&this._touchRotate.enable()};var mi=function(t){return t.zoom||t.drag||t.pitch||t.rotate},gi=function(t){function e(){t.apply(this,arguments)}return t&&(e.__proto__=t),e.prototype=Object.create(t&&t.prototype),e.prototype.constructor=e,e}(t.Event);function vi(t){return t.panDelta&&t.panDelta.mag()||t.zoomDelta||t.bearingDelta||t.pitchDelta}var yi=function(e,n){this._map=e,this._el=this._map.getCanvasContainer(),this._handlers=[],this._handlersById={},this._changes=[],this._inertia=new On(e),this._bearingSnap=n.bearingSnap,this._previousActiveHandlers={},this._eventsInProgress={},this._addDefaultHandlers(n),t.bindAll([\"handleEvent\",\"handleWindowEvent\"],this);var i=this._el;this._listeners=[[i,\"touchstart\",{passive:!1}],[i,\"touchmove\",{passive:!1}],[i,\"touchend\",void 0],[i,\"touchcancel\",void 0],[i,\"mousedown\",void 0],[i,\"mousemove\",void 0],[i,\"mouseup\",void 0],[t.window.document,\"mousemove\",{capture:!0}],[t.window.document,\"mouseup\",void 0],[i,\"mouseover\",void 0],[i,\"mouseout\",void 0],[i,\"dblclick\",void 0],[i,\"click\",void 0],[i,\"keydown\",{capture:!1}],[i,\"keyup\",void 0],[i,\"wheel\",{passive:!1}],[i,\"contextmenu\",void 0],[t.window,\"blur\",void 0]];for(var a=0,o=this._listeners;a<o.length;a+=1){var s=o[a],l=s[0],c=s[1],u=s[2];r.addEventListener(l,c,l===t.window.document?this.handleWindowEvent:this.handleEvent,u)}};yi.prototype.destroy=function(){for(var e=0,n=this._listeners;e<n.length;e+=1){var i=n[e],a=i[0],o=i[1],s=i[2];r.removeEventListener(a,o,a===t.window.document?this.handleWindowEvent:this.handleEvent,s)}},yi.prototype._addDefaultHandlers=function(t){var e=this._map,r=e.getCanvasContainer();this._add(\"mapEvent\",new Nn(e,t));var n=e.boxZoom=new Un(e,t);this._add(\"boxZoom\",n);var i=new Gn,a=new ui;e.doubleClickZoom=new ci(a,i),this._add(\"tapZoom\",i),this._add(\"clickZoom\",a);var o=new fi;this._add(\"tapDragZoom\",o);var s=e.touchPitch=new ii;this._add(\"touchPitch\",s);var l=new Xn(t),c=new Zn(t);e.dragRotate=new pi(t,l,c),this._add(\"mouseRotate\",l,[\"mousePitch\"]),this._add(\"mousePitch\",c,[\"mouseRotate\"]);var u=new Wn(t),f=new Jn(t);e.dragPan=new hi(r,u,f),this._add(\"mousePan\",u),this._add(\"touchPan\",f,[\"touchZoom\",\"touchRotate\"]);var h=new ri,p=new ti;e.touchZoomRotate=new di(r,p,h,o),this._add(\"touchRotate\",h,[\"touchPan\",\"touchZoom\"]),this._add(\"touchZoom\",p,[\"touchPan\",\"touchRotate\"]);var d=e.scrollZoom=new li(e,this);this._add(\"scrollZoom\",d,[\"mousePan\"]);var m=e.keyboard=new oi;this._add(\"keyboard\",m),this._add(\"blockableMapEvent\",new jn(e));for(var g=0,v=[\"boxZoom\",\"doubleClickZoom\",\"tapDragZoom\",\"touchPitch\",\"dragRotate\",\"dragPan\",\"touchZoomRotate\",\"scrollZoom\",\"keyboard\"];g<v.length;g+=1){var y=v[g];t.interactive&&t[y]&&e[y].enable(t[y])}},yi.prototype._add=function(t,e,r){this._handlers.push({handlerName:t,handler:e,allowed:r}),this._handlersById[t]=e},yi.prototype.stop=function(){if(!this._updatingCamera){for(var t=0,e=this._handlers;t<e.length;t+=1){e[t].handler.reset()}this._inertia.clear(),this._fireEvents({},{}),this._changes=[]}},yi.prototype.isActive=function(){for(var t=0,e=this._handlers;t<e.length;t+=1){if(e[t].handler.isActive())return!0}return!1},yi.prototype.isZooming=function(){return!!this._eventsInProgress.zoom||this._map.scrollZoom.isZooming()},yi.prototype.isRotating=function(){return!!this._eventsInProgress.rotate},yi.prototype.isMoving=function(){return Boolean(mi(this._eventsInProgress))||this.isZooming()},yi.prototype._blockedByActive=function(t,e,r){for(var n in t)if(n!==r&&(!e||e.indexOf(n)<0))return!0;return!1},yi.prototype.handleWindowEvent=function(t){this.handleEvent(t,t.type+\"Window\")},yi.prototype._getMapTouches=function(t){for(var e=[],r=0,n=t;r<n.length;r+=1){var i=n[r],a=i.target;this._el.contains(a)&&e.push(i)}return e},yi.prototype.handleEvent=function(t,e){if(\"blur\"!==t.type){this._updatingCamera=!0;for(var n=\"renderFrame\"===t.type?void 0:t,i={needsRenderFrame:!1},a={},o={},s=t.touches?this._getMapTouches(t.touches):void 0,l=s?r.touchPos(this._el,s):r.mousePos(this._el,t),c=0,u=this._handlers;c<u.length;c+=1){var f=u[c],h=f.handlerName,p=f.handler,d=f.allowed;if(p.isEnabled()){var m=void 0;this._blockedByActive(o,d,h)?p.reset():p[e||t.type]&&(m=p[e||t.type](t,l,s),this.mergeHandlerResult(i,a,m,h,n),m&&m.needsRenderFrame&&this._triggerRenderFrame()),(m||p.isActive())&&(o[h]=p)}}var g={};for(var v in this._previousActiveHandlers)o[v]||(g[v]=n);this._previousActiveHandlers=o,(Object.keys(g).length||vi(i))&&(this._changes.push([i,a,g]),this._triggerRenderFrame()),(Object.keys(o).length||vi(i))&&this._map._stop(!0),this._updatingCamera=!1;var y=i.cameraAnimation;y&&(this._inertia.clear(),this._fireEvents({},{}),this._changes=[],y(this._map))}else this.stop()},yi.prototype.mergeHandlerResult=function(e,r,n,i,a){if(n){t.extend(e,n);var o={handlerName:i,originalEvent:n.originalEvent||a};void 0!==n.zoomDelta&&(r.zoom=o),void 0!==n.panDelta&&(r.drag=o),void 0!==n.pitchDelta&&(r.pitch=o),void 0!==n.bearingDelta&&(r.rotate=o)}},yi.prototype._applyChanges=function(){for(var e={},r={},n={},i=0,a=this._changes;i<a.length;i+=1){var o=a[i],s=o[0],l=o[1],c=o[2];s.panDelta&&(e.panDelta=(e.panDelta||new t.Point(0,0))._add(s.panDelta)),s.zoomDelta&&(e.zoomDelta=(e.zoomDelta||0)+s.zoomDelta),s.bearingDelta&&(e.bearingDelta=(e.bearingDelta||0)+s.bearingDelta),s.pitchDelta&&(e.pitchDelta=(e.pitchDelta||0)+s.pitchDelta),void 0!==s.around&&(e.around=s.around),void 0!==s.pinchAround&&(e.pinchAround=s.pinchAround),s.noInertia&&(e.noInertia=s.noInertia),t.extend(r,l),t.extend(n,c)}this._updateMapTransform(e,r,n),this._changes=[]},yi.prototype._updateMapTransform=function(t,e,r){var n=this._map,i=n.transform;if(!vi(t))return this._fireEvents(e,r);var a=t.panDelta,o=t.zoomDelta,s=t.bearingDelta,l=t.pitchDelta,c=t.around,u=t.pinchAround;void 0!==u&&(c=u),n._stop(!0),c=c||n.transform.centerPoint;var f=i.pointLocation(a?c.sub(a):c);s&&(i.bearing+=s),l&&(i.pitch+=l),o&&(i.zoom+=o),i.setLocationAtPoint(f,c),this._map._update(),t.noInertia||this._inertia.record(t),this._fireEvents(e,r)},yi.prototype._fireEvents=function(e,r){var n=this,i=mi(this._eventsInProgress),a=mi(e),o={};for(var s in e){var l=e[s].originalEvent;this._eventsInProgress[s]||(o[s+\"start\"]=l),this._eventsInProgress[s]=e[s]}for(var c in!i&&a&&this._fireEvent(\"movestart\",a.originalEvent),o)this._fireEvent(c,o[c]);for(var u in e.rotate&&(this._bearingChanged=!0),a&&this._fireEvent(\"move\",a.originalEvent),e){var f=e[u].originalEvent;this._fireEvent(u,f)}var h,p={};for(var d in this._eventsInProgress){var m=this._eventsInProgress[d],g=m.handlerName,v=m.originalEvent;this._handlersById[g].isActive()||(delete this._eventsInProgress[d],h=r[g]||v,p[d+\"end\"]=h)}for(var y in p)this._fireEvent(y,p[y]);var x=mi(this._eventsInProgress);if((i||a)&&!x){this._updatingCamera=!0;var b=this._inertia._onMoveEnd(this._map.dragPan._inertiaOptions),_=function(t){return 0!==t&&-n._bearingSnap<t&&t<n._bearingSnap};b?(_(b.bearing||this._map.getBearing())&&(b.bearing=0),this._map.easeTo(b,{originalEvent:h})):(this._map.fire(new t.Event(\"moveend\",{originalEvent:h})),_(this._map.getBearing())&&this._map.resetNorth()),this._bearingChanged=!1,this._updatingCamera=!1}},yi.prototype._fireEvent=function(e,r){this._map.fire(new t.Event(e,r?{originalEvent:r}:{}))},yi.prototype._triggerRenderFrame=function(){var t=this;void 0===this._frameId&&(this._frameId=this._map._requestRenderFrame((function(e){delete t._frameId,t.handleEvent(new gi(\"renderFrame\",{timeStamp:e})),t._applyChanges()})))};var xi=function(e){function r(r,n){e.call(this),this._moving=!1,this._zooming=!1,this.transform=r,this._bearingSnap=n.bearingSnap,t.bindAll([\"_renderFrameCallback\"],this)}return e&&(r.__proto__=e),r.prototype=Object.create(e&&e.prototype),r.prototype.constructor=r,r.prototype.getCenter=function(){return new t.LngLat(this.transform.center.lng,this.transform.center.lat)},r.prototype.setCenter=function(t,e){return this.jumpTo({center:t},e)},r.prototype.panBy=function(e,r,n){return e=t.Point.convert(e).mult(-1),this.panTo(this.transform.center,t.extend({offset:e},r),n)},r.prototype.panTo=function(e,r,n){return this.easeTo(t.extend({center:e},r),n)},r.prototype.getZoom=function(){return this.transform.zoom},r.prototype.setZoom=function(t,e){return this.jumpTo({zoom:t},e),this},r.prototype.zoomTo=function(e,r,n){return this.easeTo(t.extend({zoom:e},r),n)},r.prototype.zoomIn=function(t,e){return this.zoomTo(this.getZoom()+1,t,e),this},r.prototype.zoomOut=function(t,e){return this.zoomTo(this.getZoom()-1,t,e),this},r.prototype.getBearing=function(){return this.transform.bearing},r.prototype.setBearing=function(t,e){return this.jumpTo({bearing:t},e),this},r.prototype.getPadding=function(){return this.transform.padding},r.prototype.setPadding=function(t,e){return this.jumpTo({padding:t},e),this},r.prototype.rotateTo=function(e,r,n){return this.easeTo(t.extend({bearing:e},r),n)},r.prototype.resetNorth=function(e,r){return this.rotateTo(0,t.extend({duration:1e3},e),r),this},r.prototype.resetNorthPitch=function(e,r){return this.easeTo(t.extend({bearing:0,pitch:0,duration:1e3},e),r),this},r.prototype.snapToNorth=function(t,e){return Math.abs(this.getBearing())<this._bearingSnap?this.resetNorth(t,e):this},r.prototype.getPitch=function(){return this.transform.pitch},r.prototype.setPitch=function(t,e){return this.jumpTo({pitch:t},e),this},r.prototype.cameraForBounds=function(e,r){return e=t.LngLatBounds.convert(e),this._cameraForBoxAndBearing(e.getNorthWest(),e.getSouthEast(),0,r)},r.prototype._cameraForBoxAndBearing=function(e,r,n,i){var a={top:0,bottom:0,right:0,left:0};if(\"number\"==typeof(i=t.extend({padding:a,offset:[0,0],maxZoom:this.transform.maxZoom},i)).padding){var o=i.padding;i.padding={top:o,bottom:o,right:o,left:o}}i.padding=t.extend(a,i.padding);var s=this.transform,l=s.padding,c=s.project(t.LngLat.convert(e)),u=s.project(t.LngLat.convert(r)),f=c.rotate(-n*Math.PI/180),h=u.rotate(-n*Math.PI/180),p=new t.Point(Math.max(f.x,h.x),Math.max(f.y,h.y)),d=new t.Point(Math.min(f.x,h.x),Math.min(f.y,h.y)),m=p.sub(d),g=(s.width-(l.left+l.right+i.padding.left+i.padding.right))/m.x,v=(s.height-(l.top+l.bottom+i.padding.top+i.padding.bottom))/m.y;if(!(v<0||g<0)){var y=Math.min(s.scaleZoom(s.scale*Math.min(g,v)),i.maxZoom),x=t.Point.convert(i.offset),b=(i.padding.left-i.padding.right)/2,_=(i.padding.top-i.padding.bottom)/2,w=new t.Point(x.x+b,x.y+_).mult(s.scale/s.zoomScale(y));return{center:s.unproject(c.add(u).div(2).sub(w)),zoom:y,bearing:n}}t.warnOnce(\"Map cannot fit within canvas with the given bounds, padding, and/or offset.\")},r.prototype.fitBounds=function(t,e,r){return this._fitInternal(this.cameraForBounds(t,e),e,r)},r.prototype.fitScreenCoordinates=function(e,r,n,i,a){return this._fitInternal(this._cameraForBoxAndBearing(this.transform.pointLocation(t.Point.convert(e)),this.transform.pointLocation(t.Point.convert(r)),n,i),i,a)},r.prototype._fitInternal=function(e,r,n){return e?(delete(r=t.extend(e,r)).padding,r.linear?this.easeTo(r,n):this.flyTo(r,n)):this},r.prototype.jumpTo=function(e,r){this.stop();var n=this.transform,i=!1,a=!1,o=!1;return\"zoom\"in e&&n.zoom!==+e.zoom&&(i=!0,n.zoom=+e.zoom),void 0!==e.center&&(n.center=t.LngLat.convert(e.center)),\"bearing\"in e&&n.bearing!==+e.bearing&&(a=!0,n.bearing=+e.bearing),\"pitch\"in e&&n.pitch!==+e.pitch&&(o=!0,n.pitch=+e.pitch),null==e.padding||n.isPaddingEqual(e.padding)||(n.padding=e.padding),this.fire(new t.Event(\"movestart\",r)).fire(new t.Event(\"move\",r)),i&&this.fire(new t.Event(\"zoomstart\",r)).fire(new t.Event(\"zoom\",r)).fire(new t.Event(\"zoomend\",r)),a&&this.fire(new t.Event(\"rotatestart\",r)).fire(new t.Event(\"rotate\",r)).fire(new t.Event(\"rotateend\",r)),o&&this.fire(new t.Event(\"pitchstart\",r)).fire(new t.Event(\"pitch\",r)).fire(new t.Event(\"pitchend\",r)),this.fire(new t.Event(\"moveend\",r))},r.prototype.easeTo=function(e,r){var n=this;this._stop(!1,e.easeId),(!1===(e=t.extend({offset:[0,0],duration:500,easing:t.ease},e)).animate||!e.essential&&t.browser.prefersReducedMotion)&&(e.duration=0);var i=this.transform,a=this.getZoom(),o=this.getBearing(),s=this.getPitch(),l=this.getPadding(),c=\"zoom\"in e?+e.zoom:a,u=\"bearing\"in e?this._normalizeBearing(e.bearing,o):o,f=\"pitch\"in e?+e.pitch:s,h=\"padding\"in e?e.padding:i.padding,p=t.Point.convert(e.offset),d=i.centerPoint.add(p),m=i.pointLocation(d),g=t.LngLat.convert(e.center||m);this._normalizeCenter(g);var v,y,x=i.project(m),b=i.project(g).sub(x),_=i.zoomScale(c-a);e.around&&(v=t.LngLat.convert(e.around),y=i.locationPoint(v));var w={moving:this._moving,zooming:this._zooming,rotating:this._rotating,pitching:this._pitching};return this._zooming=this._zooming||c!==a,this._rotating=this._rotating||o!==u,this._pitching=this._pitching||f!==s,this._padding=!i.isPaddingEqual(h),this._easeId=e.easeId,this._prepareEase(r,e.noMoveStart,w),clearTimeout(this._easeEndTimeoutID),this._ease((function(e){if(n._zooming&&(i.zoom=t.number(a,c,e)),n._rotating&&(i.bearing=t.number(o,u,e)),n._pitching&&(i.pitch=t.number(s,f,e)),n._padding&&(i.interpolatePadding(l,h,e),d=i.centerPoint.add(p)),v)i.setLocationAtPoint(v,y);else{var m=i.zoomScale(i.zoom-a),g=c>a?Math.min(2,_):Math.max(.5,_),w=Math.pow(g,1-e),T=i.unproject(x.add(b.mult(e*w)).mult(m));i.setLocationAtPoint(i.renderWorldCopies?T.wrap():T,d)}n._fireMoveEvents(r)}),(function(t){n._afterEase(r,t)}),e),this},r.prototype._prepareEase=function(e,r,n){void 0===n&&(n={}),this._moving=!0,r||n.moving||this.fire(new t.Event(\"movestart\",e)),this._zooming&&!n.zooming&&this.fire(new t.Event(\"zoomstart\",e)),this._rotating&&!n.rotating&&this.fire(new t.Event(\"rotatestart\",e)),this._pitching&&!n.pitching&&this.fire(new t.Event(\"pitchstart\",e))},r.prototype._fireMoveEvents=function(e){this.fire(new t.Event(\"move\",e)),this._zooming&&this.fire(new t.Event(\"zoom\",e)),this._rotating&&this.fire(new t.Event(\"rotate\",e)),this._pitching&&this.fire(new t.Event(\"pitch\",e))},r.prototype._afterEase=function(e,r){if(!this._easeId||!r||this._easeId!==r){delete this._easeId;var n=this._zooming,i=this._rotating,a=this._pitching;this._moving=!1,this._zooming=!1,this._rotating=!1,this._pitching=!1,this._padding=!1,n&&this.fire(new t.Event(\"zoomend\",e)),i&&this.fire(new t.Event(\"rotateend\",e)),a&&this.fire(new t.Event(\"pitchend\",e)),this.fire(new t.Event(\"moveend\",e))}},r.prototype.flyTo=function(e,r){var n=this;if(!e.essential&&t.browser.prefersReducedMotion){var i=t.pick(e,[\"center\",\"zoom\",\"bearing\",\"pitch\",\"around\"]);return this.jumpTo(i,r)}this.stop(),e=t.extend({offset:[0,0],speed:1.2,curve:1.42,easing:t.ease},e);var a=this.transform,o=this.getZoom(),s=this.getBearing(),l=this.getPitch(),c=this.getPadding(),u=\"zoom\"in e?t.clamp(+e.zoom,a.minZoom,a.maxZoom):o,f=\"bearing\"in e?this._normalizeBearing(e.bearing,s):s,h=\"pitch\"in e?+e.pitch:l,p=\"padding\"in e?e.padding:a.padding,d=a.zoomScale(u-o),m=t.Point.convert(e.offset),g=a.centerPoint.add(m),v=a.pointLocation(g),y=t.LngLat.convert(e.center||v);this._normalizeCenter(y);var x=a.project(v),b=a.project(y).sub(x),_=e.curve,w=Math.max(a.width,a.height),T=w/d,k=b.mag();if(\"minZoom\"in e){var A=t.clamp(Math.min(e.minZoom,o,u),a.minZoom,a.maxZoom),M=w/a.zoomScale(A-o);_=Math.sqrt(M/k*2)}var S=_*_;function E(t){var e=(T*T-w*w+(t?-1:1)*S*S*k*k)/(2*(t?T:w)*S*k);return Math.log(Math.sqrt(e*e+1)-e)}function L(t){return(Math.exp(t)-Math.exp(-t))/2}function C(t){return(Math.exp(t)+Math.exp(-t))/2}var P=E(0),I=function(t){return C(P)/C(P+_*t)},O=function(t){return w*((C(P)*(L(e=P+_*t)/C(e))-L(P))/S)/k;var e},z=(E(1)-P)/_;if(Math.abs(k)<1e-6||!isFinite(z)){if(Math.abs(w-T)<1e-6)return this.easeTo(e,r);var D=T<w?-1:1;z=Math.abs(Math.log(T/w))/_,O=function(){return 0},I=function(t){return Math.exp(D*_*t)}}if(\"duration\"in e)e.duration=+e.duration;else{var R=\"screenSpeed\"in e?+e.screenSpeed/_:+e.speed;e.duration=1e3*z/R}return e.maxDuration&&e.duration>e.maxDuration&&(e.duration=0),this._zooming=!0,this._rotating=s!==f,this._pitching=h!==l,this._padding=!a.isPaddingEqual(p),this._prepareEase(r,!1),this._ease((function(e){var i=e*z,d=1/I(i);a.zoom=1===e?u:o+a.scaleZoom(d),n._rotating&&(a.bearing=t.number(s,f,e)),n._pitching&&(a.pitch=t.number(l,h,e)),n._padding&&(a.interpolatePadding(c,p,e),g=a.centerPoint.add(m));var v=1===e?y:a.unproject(x.add(b.mult(O(i))).mult(d));a.setLocationAtPoint(a.renderWorldCopies?v.wrap():v,g),n._fireMoveEvents(r)}),(function(){return n._afterEase(r)}),e),this},r.prototype.isEasing=function(){return!!this._easeFrameId},r.prototype.stop=function(){return this._stop()},r.prototype._stop=function(t,e){if(this._easeFrameId&&(this._cancelRenderFrame(this._easeFrameId),delete this._easeFrameId,delete this._onEaseFrame),this._onEaseEnd){var r=this._onEaseEnd;delete this._onEaseEnd,r.call(this,e)}if(!t){var n=this.handlers;n&&n.stop()}return this},r.prototype._ease=function(e,r,n){!1===n.animate||0===n.duration?(e(1),r()):(this._easeStart=t.browser.now(),this._easeOptions=n,this._onEaseFrame=e,this._onEaseEnd=r,this._easeFrameId=this._requestRenderFrame(this._renderFrameCallback))},r.prototype._renderFrameCallback=function(){var e=Math.min((t.browser.now()-this._easeStart)/this._easeOptions.duration,1);this._onEaseFrame(this._easeOptions.easing(e)),e<1?this._easeFrameId=this._requestRenderFrame(this._renderFrameCallback):this.stop()},r.prototype._normalizeBearing=function(e,r){e=t.wrap(e,-180,180);var n=Math.abs(e-r);return Math.abs(e-360-r)<n&&(e-=360),Math.abs(e+360-r)<n&&(e+=360),e},r.prototype._normalizeCenter=function(t){var e=this.transform;if(e.renderWorldCopies&&!e.lngRange){var r=t.lng-e.center.lng;t.lng+=r>180?-360:r<-180?360:0}},r}(t.Evented),bi=function(e){void 0===e&&(e={}),this.options=e,t.bindAll([\"_updateEditLink\",\"_updateData\",\"_updateCompact\"],this)};bi.prototype.getDefaultPosition=function(){return\"bottom-right\"},bi.prototype.onAdd=function(t){var e=this.options&&this.options.compact;return this._map=t,this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-attrib\"),this._innerContainer=r.create(\"div\",\"mapboxgl-ctrl-attrib-inner\",this._container),e&&this._container.classList.add(\"mapboxgl-compact\"),this._updateAttributions(),this._updateEditLink(),this._map.on(\"styledata\",this._updateData),this._map.on(\"sourcedata\",this._updateData),this._map.on(\"moveend\",this._updateEditLink),void 0===e&&(this._map.on(\"resize\",this._updateCompact),this._updateCompact()),this._container},bi.prototype.onRemove=function(){r.remove(this._container),this._map.off(\"styledata\",this._updateData),this._map.off(\"sourcedata\",this._updateData),this._map.off(\"moveend\",this._updateEditLink),this._map.off(\"resize\",this._updateCompact),this._map=void 0,this._attribHTML=void 0},bi.prototype._updateEditLink=function(){var e=this._editLink;e||(e=this._editLink=this._container.querySelector(\".mapbox-improve-map\"));var r=[{key:\"owner\",value:this.styleOwner},{key:\"id\",value:this.styleId},{key:\"access_token\",value:this._map._requestManager._customAccessToken||t.config.ACCESS_TOKEN}];if(e){var n=r.reduce((function(t,e,n){return e.value&&(t+=e.key+\"=\"+e.value+(n<r.length-1?\"&\":\"\")),t}),\"?\");e.href=t.config.FEEDBACK_URL+\"/\"+n+(this._map._hash?this._map._hash.getHashString(!0):\"\"),e.rel=\"noopener nofollow\"}},bi.prototype._updateData=function(t){!t||\"metadata\"!==t.sourceDataType&&\"style\"!==t.dataType||(this._updateAttributions(),this._updateEditLink())},bi.prototype._updateAttributions=function(){if(this._map.style){var t=[];if(this.options.customAttribution&&(Array.isArray(this.options.customAttribution)?t=t.concat(this.options.customAttribution.map((function(t){return\"string\"!=typeof t?\"\":t}))):\"string\"==typeof this.options.customAttribution&&t.push(this.options.customAttribution)),this._map.style.stylesheet){var e=this._map.style.stylesheet;this.styleOwner=e.owner,this.styleId=e.id}var r=this._map.style.sourceCaches;for(var n in r){var i=r[n];if(i.used){var a=i.getSource();a.attribution&&t.indexOf(a.attribution)<0&&t.push(a.attribution)}}t.sort((function(t,e){return t.length-e.length}));var o=(t=t.filter((function(e,r){for(var n=r+1;n<t.length;n++)if(t[n].indexOf(e)>=0)return!1;return!0}))).join(\" | \");o!==this._attribHTML&&(this._attribHTML=o,t.length?(this._innerContainer.innerHTML=o,this._container.classList.remove(\"mapboxgl-attrib-empty\")):this._container.classList.add(\"mapboxgl-attrib-empty\"),this._editLink=null)}},bi.prototype._updateCompact=function(){this._map.getCanvasContainer().offsetWidth<=640?this._container.classList.add(\"mapboxgl-compact\"):this._container.classList.remove(\"mapboxgl-compact\")};var _i=function(){t.bindAll([\"_updateLogo\"],this),t.bindAll([\"_updateCompact\"],this)};_i.prototype.onAdd=function(t){this._map=t,this._container=r.create(\"div\",\"mapboxgl-ctrl\");var e=r.create(\"a\",\"mapboxgl-ctrl-logo\");return e.target=\"_blank\",e.rel=\"noopener nofollow\",e.href=\"https://www.mapbox.com/\",e.setAttribute(\"aria-label\",this._map._getUIString(\"LogoControl.Title\")),e.setAttribute(\"rel\",\"noopener nofollow\"),this._container.appendChild(e),this._container.style.display=\"none\",this._map.on(\"sourcedata\",this._updateLogo),this._updateLogo(),this._map.on(\"resize\",this._updateCompact),this._updateCompact(),this._container},_i.prototype.onRemove=function(){r.remove(this._container),this._map.off(\"sourcedata\",this._updateLogo),this._map.off(\"resize\",this._updateCompact)},_i.prototype.getDefaultPosition=function(){return\"bottom-left\"},_i.prototype._updateLogo=function(t){t&&\"metadata\"!==t.sourceDataType||(this._container.style.display=this._logoRequired()?\"block\":\"none\")},_i.prototype._logoRequired=function(){if(this._map.style){var t=this._map.style.sourceCaches;for(var e in t){if(t[e].getSource().mapbox_logo)return!0}return!1}},_i.prototype._updateCompact=function(){var t=this._container.children;if(t.length){var e=t[0];this._map.getCanvasContainer().offsetWidth<250?e.classList.add(\"mapboxgl-compact\"):e.classList.remove(\"mapboxgl-compact\")}};var wi=function(){this._queue=[],this._id=0,this._cleared=!1,this._currentlyRunning=!1};wi.prototype.add=function(t){var e=++this._id;return this._queue.push({callback:t,id:e,cancelled:!1}),e},wi.prototype.remove=function(t){for(var e=this._currentlyRunning,r=0,n=e?this._queue.concat(e):this._queue;r<n.length;r+=1){var i=n[r];if(i.id===t)return void(i.cancelled=!0)}},wi.prototype.run=function(t){void 0===t&&(t=0);var e=this._currentlyRunning=this._queue;this._queue=[];for(var r=0,n=e;r<n.length;r+=1){var i=n[r];if(!i.cancelled&&(i.callback(t),this._cleared))break}this._cleared=!1,this._currentlyRunning=!1},wi.prototype.clear=function(){this._currentlyRunning&&(this._cleared=!0),this._queue=[]};var Ti={\"FullscreenControl.Enter\":\"Enter fullscreen\",\"FullscreenControl.Exit\":\"Exit fullscreen\",\"GeolocateControl.FindMyLocation\":\"Find my location\",\"GeolocateControl.LocationNotAvailable\":\"Location not available\",\"LogoControl.Title\":\"Mapbox logo\",\"NavigationControl.ResetBearing\":\"Reset bearing to north\",\"NavigationControl.ZoomIn\":\"Zoom in\",\"NavigationControl.ZoomOut\":\"Zoom out\",\"ScaleControl.Feet\":\"ft\",\"ScaleControl.Meters\":\"m\",\"ScaleControl.Kilometers\":\"km\",\"ScaleControl.Miles\":\"mi\",\"ScaleControl.NauticalMiles\":\"nm\"},ki=t.window.HTMLImageElement,Ai=t.window.HTMLElement,Mi=t.window.ImageBitmap,Si={center:[0,0],zoom:0,bearing:0,pitch:0,minZoom:-2,maxZoom:22,minPitch:0,maxPitch:60,interactive:!0,scrollZoom:!0,boxZoom:!0,dragRotate:!0,dragPan:!0,keyboard:!0,doubleClickZoom:!0,touchZoomRotate:!0,touchPitch:!0,bearingSnap:7,clickTolerance:3,pitchWithRotate:!0,hash:!1,attributionControl:!0,failIfMajorPerformanceCaveat:!1,preserveDrawingBuffer:!1,trackResize:!0,renderWorldCopies:!0,refreshExpiredTiles:!0,maxTileCacheSize:null,localIdeographFontFamily:\"sans-serif\",transformRequest:null,accessToken:null,fadeDuration:300,crossSourceCollisions:!0},Ei=function(n){function i(e){var r=this;if(null!=(e=t.extend({},Si,e)).minZoom&&null!=e.maxZoom&&e.minZoom>e.maxZoom)throw new Error(\"maxZoom must be greater than or equal to minZoom\");if(null!=e.minPitch&&null!=e.maxPitch&&e.minPitch>e.maxPitch)throw new Error(\"maxPitch must be greater than or equal to minPitch\");if(null!=e.minPitch&&e.minPitch<0)throw new Error(\"minPitch must be greater than or equal to 0\");if(null!=e.maxPitch&&e.maxPitch>60)throw new Error(\"maxPitch must be less than or equal to 60\");var i=new An(e.minZoom,e.maxZoom,e.minPitch,e.maxPitch,e.renderWorldCopies);if(n.call(this,i,e),this._interactive=e.interactive,this._maxTileCacheSize=e.maxTileCacheSize,this._failIfMajorPerformanceCaveat=e.failIfMajorPerformanceCaveat,this._preserveDrawingBuffer=e.preserveDrawingBuffer,this._antialias=e.antialias,this._trackResize=e.trackResize,this._bearingSnap=e.bearingSnap,this._refreshExpiredTiles=e.refreshExpiredTiles,this._fadeDuration=e.fadeDuration,this._crossSourceCollisions=e.crossSourceCollisions,this._crossFadingFactor=1,this._collectResourceTiming=e.collectResourceTiming,this._renderTaskQueue=new wi,this._controls=[],this._mapId=t.uniqueId(),this._locale=t.extend({},Ti,e.locale),this._requestManager=new t.RequestManager(e.transformRequest,e.accessToken),\"string\"==typeof e.container){if(this._container=t.window.document.getElementById(e.container),!this._container)throw new Error(\"Container '\"+e.container+\"' not found.\")}else{if(!(e.container instanceof Ai))throw new Error(\"Invalid type: 'container' must be a String or HTMLElement.\");this._container=e.container}if(e.maxBounds&&this.setMaxBounds(e.maxBounds),t.bindAll([\"_onWindowOnline\",\"_onWindowResize\",\"_contextLost\",\"_contextRestored\"],this),this._setupContainer(),this._setupPainter(),void 0===this.painter)throw new Error(\"Failed to initialize WebGL.\");this.on(\"move\",(function(){return r._update(!1)})),this.on(\"moveend\",(function(){return r._update(!1)})),this.on(\"zoom\",(function(){return r._update(!0)})),void 0!==t.window&&(t.window.addEventListener(\"online\",this._onWindowOnline,!1),t.window.addEventListener(\"resize\",this._onWindowResize,!1)),this.handlers=new yi(this,e);var a=\"string\"==typeof e.hash&&e.hash||void 0;this._hash=e.hash&&new Sn(a).addTo(this),this._hash&&this._hash._onHashChange()||(this.jumpTo({center:e.center,zoom:e.zoom,bearing:e.bearing,pitch:e.pitch}),e.bounds&&(this.resize(),this.fitBounds(e.bounds,t.extend({},e.fitBoundsOptions,{duration:0})))),this.resize(),this._localIdeographFontFamily=e.localIdeographFontFamily,e.style&&this.setStyle(e.style,{localIdeographFontFamily:e.localIdeographFontFamily}),e.attributionControl&&this.addControl(new bi({customAttribution:e.customAttribution})),this.addControl(new _i,e.logoPosition),this.on(\"style.load\",(function(){r.transform.unmodified&&r.jumpTo(r.style.stylesheet)})),this.on(\"data\",(function(e){r._update(\"style\"===e.dataType),r.fire(new t.Event(e.dataType+\"data\",e))})),this.on(\"dataloading\",(function(e){r.fire(new t.Event(e.dataType+\"dataloading\",e))}))}n&&(i.__proto__=n),i.prototype=Object.create(n&&n.prototype),i.prototype.constructor=i;var a={showTileBoundaries:{configurable:!0},showPadding:{configurable:!0},showCollisionBoxes:{configurable:!0},showOverdrawInspector:{configurable:!0},repaint:{configurable:!0},vertices:{configurable:!0},version:{configurable:!0}};return i.prototype._getMapId=function(){return this._mapId},i.prototype.addControl=function(e,r){if(void 0===r&&e.getDefaultPosition&&(r=e.getDefaultPosition()),void 0===r&&(r=\"top-right\"),!e||!e.onAdd)return this.fire(new t.ErrorEvent(new Error(\"Invalid argument to map.addControl(). Argument must be a control with onAdd and onRemove methods.\")));var n=e.onAdd(this);this._controls.push(e);var i=this._controlPositions[r];return-1!==r.indexOf(\"bottom\")?i.insertBefore(n,i.firstChild):i.appendChild(n),this},i.prototype.removeControl=function(e){if(!e||!e.onRemove)return this.fire(new t.ErrorEvent(new Error(\"Invalid argument to map.removeControl(). Argument must be a control with onAdd and onRemove methods.\")));var r=this._controls.indexOf(e);return r>-1&&this._controls.splice(r,1),e.onRemove(this),this},i.prototype.resize=function(e){var r=this._containerDimensions(),n=r[0],i=r[1];this._resizeCanvas(n,i),this.transform.resize(n,i),this.painter.resize(n,i);var a=!this._moving;return a&&(this.stop(),this.fire(new t.Event(\"movestart\",e)).fire(new t.Event(\"move\",e))),this.fire(new t.Event(\"resize\",e)),a&&this.fire(new t.Event(\"moveend\",e)),this},i.prototype.getBounds=function(){return this.transform.getBounds()},i.prototype.getMaxBounds=function(){return this.transform.getMaxBounds()},i.prototype.setMaxBounds=function(e){return this.transform.setMaxBounds(t.LngLatBounds.convert(e)),this._update()},i.prototype.setMinZoom=function(t){if((t=null==t?-2:t)>=-2&&t<=this.transform.maxZoom)return this.transform.minZoom=t,this._update(),this.getZoom()<t&&this.setZoom(t),this;throw new Error(\"minZoom must be between -2 and the current maxZoom, inclusive\")},i.prototype.getMinZoom=function(){return this.transform.minZoom},i.prototype.setMaxZoom=function(t){if((t=null==t?22:t)>=this.transform.minZoom)return this.transform.maxZoom=t,this._update(),this.getZoom()>t&&this.setZoom(t),this;throw new Error(\"maxZoom must be greater than the current minZoom\")},i.prototype.getMaxZoom=function(){return this.transform.maxZoom},i.prototype.setMinPitch=function(t){if((t=null==t?0:t)<0)throw new Error(\"minPitch must be greater than or equal to 0\");if(t>=0&&t<=this.transform.maxPitch)return this.transform.minPitch=t,this._update(),this.getPitch()<t&&this.setPitch(t),this;throw new Error(\"minPitch must be between 0 and the current maxPitch, inclusive\")},i.prototype.getMinPitch=function(){return this.transform.minPitch},i.prototype.setMaxPitch=function(t){if((t=null==t?60:t)>60)throw new Error(\"maxPitch must be less than or equal to 60\");if(t>=this.transform.minPitch)return this.transform.maxPitch=t,this._update(),this.getPitch()>t&&this.setPitch(t),this;throw new Error(\"maxPitch must be greater than the current minPitch\")},i.prototype.getMaxPitch=function(){return this.transform.maxPitch},i.prototype.getRenderWorldCopies=function(){return this.transform.renderWorldCopies},i.prototype.setRenderWorldCopies=function(t){return this.transform.renderWorldCopies=t,this._update()},i.prototype.project=function(e){return this.transform.locationPoint(t.LngLat.convert(e))},i.prototype.unproject=function(e){return this.transform.pointLocation(t.Point.convert(e))},i.prototype.isMoving=function(){return this._moving||this.handlers.isMoving()},i.prototype.isZooming=function(){return this._zooming||this.handlers.isZooming()},i.prototype.isRotating=function(){return this._rotating||this.handlers.isRotating()},i.prototype._createDelegatedListener=function(t,e,r){var n,i=this;if(\"mouseenter\"===t||\"mouseover\"===t){var a=!1;return{layer:e,listener:r,delegates:{mousemove:function(n){var o=i.getLayer(e)?i.queryRenderedFeatures(n.point,{layers:[e]}):[];o.length?a||(a=!0,r.call(i,new Rn(t,i,n.originalEvent,{features:o}))):a=!1},mouseout:function(){a=!1}}}}if(\"mouseleave\"===t||\"mouseout\"===t){var o=!1;return{layer:e,listener:r,delegates:{mousemove:function(n){(i.getLayer(e)?i.queryRenderedFeatures(n.point,{layers:[e]}):[]).length?o=!0:o&&(o=!1,r.call(i,new Rn(t,i,n.originalEvent)))},mouseout:function(e){o&&(o=!1,r.call(i,new Rn(t,i,e.originalEvent)))}}}}return{layer:e,listener:r,delegates:(n={},n[t]=function(t){var n=i.getLayer(e)?i.queryRenderedFeatures(t.point,{layers:[e]}):[];n.length&&(t.features=n,r.call(i,t),delete t.features)},n)}},i.prototype.on=function(t,e,r){if(void 0===r)return n.prototype.on.call(this,t,e);var i=this._createDelegatedListener(t,e,r);for(var a in this._delegatedListeners=this._delegatedListeners||{},this._delegatedListeners[t]=this._delegatedListeners[t]||[],this._delegatedListeners[t].push(i),i.delegates)this.on(a,i.delegates[a]);return this},i.prototype.once=function(t,e,r){if(void 0===r)return n.prototype.once.call(this,t,e);var i=this._createDelegatedListener(t,e,r);for(var a in i.delegates)this.once(a,i.delegates[a]);return this},i.prototype.off=function(t,e,r){var i=this;if(void 0===r)return n.prototype.off.call(this,t,e);return this._delegatedListeners&&this._delegatedListeners[t]&&function(n){for(var a=n[t],o=0;o<a.length;o++){var s=a[o];if(s.layer===e&&s.listener===r){for(var l in s.delegates)i.off(l,s.delegates[l]);return a.splice(o,1),i}}}(this._delegatedListeners),this},i.prototype.queryRenderedFeatures=function(e,r){if(!this.style)return[];var n;if(void 0!==r||void 0===e||e instanceof t.Point||Array.isArray(e)||(r=e,e=void 0),r=r||{},(e=e||[[0,0],[this.transform.width,this.transform.height]])instanceof t.Point||\"number\"==typeof e[0])n=[t.Point.convert(e)];else{var i=t.Point.convert(e[0]),a=t.Point.convert(e[1]);n=[i,new t.Point(a.x,i.y),a,new t.Point(i.x,a.y),i]}return this.style.queryRenderedFeatures(n,r,this.transform)},i.prototype.querySourceFeatures=function(t,e){return this.style.querySourceFeatures(t,e)},i.prototype.setStyle=function(e,r){return!1!==(r=t.extend({},{localIdeographFontFamily:this._localIdeographFontFamily},r)).diff&&r.localIdeographFontFamily===this._localIdeographFontFamily&&this.style&&e?(this._diffStyle(e,r),this):(this._localIdeographFontFamily=r.localIdeographFontFamily,this._updateStyle(e,r))},i.prototype._getUIString=function(t){var e=this._locale[t];if(null==e)throw new Error(\"Missing UI string '\"+t+\"'\");return e},i.prototype._updateStyle=function(t,e){return this.style&&(this.style.setEventedParent(null),this.style._remove()),t?(this.style=new qe(this,e||{}),this.style.setEventedParent(this,{style:this.style}),\"string\"==typeof t?this.style.loadURL(t):this.style.loadJSON(t),this):(delete this.style,this)},i.prototype._lazyInitEmptyStyle=function(){this.style||(this.style=new qe(this,{}),this.style.setEventedParent(this,{style:this.style}),this.style.loadEmpty())},i.prototype._diffStyle=function(e,r){var n=this;if(\"string\"==typeof e){var i=this._requestManager.normalizeStyleURL(e),a=this._requestManager.transformRequest(i,t.ResourceType.Style);t.getJSON(a,(function(e,i){e?n.fire(new t.ErrorEvent(e)):i&&n._updateDiff(i,r)}))}else\"object\"==typeof e&&this._updateDiff(e,r)},i.prototype._updateDiff=function(e,r){try{this.style.setState(e)&&this._update(!0)}catch(n){t.warnOnce(\"Unable to perform style diff: \"+(n.message||n.error||n)+\".  Rebuilding the style from scratch.\"),this._updateStyle(e,r)}},i.prototype.getStyle=function(){if(this.style)return this.style.serialize()},i.prototype.isStyleLoaded=function(){return this.style?this.style.loaded():t.warnOnce(\"There is no style added to the map.\")},i.prototype.addSource=function(t,e){return this._lazyInitEmptyStyle(),this.style.addSource(t,e),this._update(!0)},i.prototype.isSourceLoaded=function(e){var r=this.style&&this.style.sourceCaches[e];if(void 0!==r)return r.loaded();this.fire(new t.ErrorEvent(new Error(\"There is no source with ID '\"+e+\"'\")))},i.prototype.areTilesLoaded=function(){var t=this.style&&this.style.sourceCaches;for(var e in t){var r=t[e]._tiles;for(var n in r){var i=r[n];if(\"loaded\"!==i.state&&\"errored\"!==i.state)return!1}}return!0},i.prototype.addSourceType=function(t,e,r){return this._lazyInitEmptyStyle(),this.style.addSourceType(t,e,r)},i.prototype.removeSource=function(t){return this.style.removeSource(t),this._update(!0)},i.prototype.getSource=function(t){return this.style.getSource(t)},i.prototype.addImage=function(e,r,n){void 0===n&&(n={});var i=n.pixelRatio;void 0===i&&(i=1);var a=n.sdf;void 0===a&&(a=!1);var o=n.stretchX,s=n.stretchY,l=n.content;this._lazyInitEmptyStyle();if(r instanceof ki||Mi&&r instanceof Mi){var c=t.browser.getImageData(r),u=c.width,f=c.height,h=c.data;this.style.addImage(e,{data:new t.RGBAImage({width:u,height:f},h),pixelRatio:i,stretchX:o,stretchY:s,content:l,sdf:a,version:0})}else{if(void 0===r.width||void 0===r.height)return this.fire(new t.ErrorEvent(new Error(\"Invalid arguments to map.addImage(). The second argument must be an `HTMLImageElement`, `ImageData`, `ImageBitmap`, or object with `width`, `height`, and `data` properties with the same format as `ImageData`\")));var p=r.width,d=r.height,m=r.data,g=r;this.style.addImage(e,{data:new t.RGBAImage({width:p,height:d},new Uint8Array(m)),pixelRatio:i,stretchX:o,stretchY:s,content:l,sdf:a,version:0,userImage:g}),g.onAdd&&g.onAdd(this,e)}},i.prototype.updateImage=function(e,r){var n=this.style.getImage(e);if(!n)return this.fire(new t.ErrorEvent(new Error(\"The map has no image with that id. If you are adding a new image use `map.addImage(...)` instead.\")));var i=r instanceof ki||Mi&&r instanceof Mi?t.browser.getImageData(r):r,a=i.width,o=i.height,s=i.data;if(void 0===a||void 0===o)return this.fire(new t.ErrorEvent(new Error(\"Invalid arguments to map.updateImage(). The second argument must be an `HTMLImageElement`, `ImageData`, `ImageBitmap`, or object with `width`, `height`, and `data` properties with the same format as `ImageData`\")));if(a!==n.data.width||o!==n.data.height)return this.fire(new t.ErrorEvent(new Error(\"The width and height of the updated image must be that same as the previous version of the image\")));var l=!(r instanceof ki||Mi&&r instanceof Mi);n.data.replace(s,l),this.style.updateImage(e,n)},i.prototype.hasImage=function(e){return e?!!this.style.getImage(e):(this.fire(new t.ErrorEvent(new Error(\"Missing required image id\"))),!1)},i.prototype.removeImage=function(t){this.style.removeImage(t)},i.prototype.loadImage=function(e,r){t.getImage(this._requestManager.transformRequest(e,t.ResourceType.Image),r)},i.prototype.listImages=function(){return this.style.listImages()},i.prototype.addLayer=function(t,e){return this._lazyInitEmptyStyle(),this.style.addLayer(t,e),this._update(!0)},i.prototype.moveLayer=function(t,e){return this.style.moveLayer(t,e),this._update(!0)},i.prototype.removeLayer=function(t){return this.style.removeLayer(t),this._update(!0)},i.prototype.getLayer=function(t){return this.style.getLayer(t)},i.prototype.setLayerZoomRange=function(t,e,r){return this.style.setLayerZoomRange(t,e,r),this._update(!0)},i.prototype.setFilter=function(t,e,r){return void 0===r&&(r={}),this.style.setFilter(t,e,r),this._update(!0)},i.prototype.getFilter=function(t){return this.style.getFilter(t)},i.prototype.setPaintProperty=function(t,e,r,n){return void 0===n&&(n={}),this.style.setPaintProperty(t,e,r,n),this._update(!0)},i.prototype.getPaintProperty=function(t,e){return this.style.getPaintProperty(t,e)},i.prototype.setLayoutProperty=function(t,e,r,n){return void 0===n&&(n={}),this.style.setLayoutProperty(t,e,r,n),this._update(!0)},i.prototype.getLayoutProperty=function(t,e){return this.style.getLayoutProperty(t,e)},i.prototype.setLight=function(t,e){return void 0===e&&(e={}),this._lazyInitEmptyStyle(),this.style.setLight(t,e),this._update(!0)},i.prototype.getLight=function(){return this.style.getLight()},i.prototype.setFeatureState=function(t,e){return this.style.setFeatureState(t,e),this._update()},i.prototype.removeFeatureState=function(t,e){return this.style.removeFeatureState(t,e),this._update()},i.prototype.getFeatureState=function(t){return this.style.getFeatureState(t)},i.prototype.getContainer=function(){return this._container},i.prototype.getCanvasContainer=function(){return this._canvasContainer},i.prototype.getCanvas=function(){return this._canvas},i.prototype._containerDimensions=function(){var t=0,e=0;return this._container&&(t=this._container.clientWidth||400,e=this._container.clientHeight||300),[t,e]},i.prototype._detectMissingCSS=function(){\"rgb(250, 128, 114)\"!==t.window.getComputedStyle(this._missingCSSCanary).getPropertyValue(\"background-color\")&&t.warnOnce(\"This page appears to be missing CSS declarations for Mapbox GL JS, which may cause the map to display incorrectly. Please ensure your page includes mapbox-gl.css, as described in https://www.mapbox.com/mapbox-gl-js/api/.\")},i.prototype._setupContainer=function(){var t=this._container;t.classList.add(\"mapboxgl-map\"),(this._missingCSSCanary=r.create(\"div\",\"mapboxgl-canary\",t)).style.visibility=\"hidden\",this._detectMissingCSS();var e=this._canvasContainer=r.create(\"div\",\"mapboxgl-canvas-container\",t);this._interactive&&e.classList.add(\"mapboxgl-interactive\"),this._canvas=r.create(\"canvas\",\"mapboxgl-canvas\",e),this._canvas.addEventListener(\"webglcontextlost\",this._contextLost,!1),this._canvas.addEventListener(\"webglcontextrestored\",this._contextRestored,!1),this._canvas.setAttribute(\"tabindex\",\"0\"),this._canvas.setAttribute(\"aria-label\",\"Map\");var n=this._containerDimensions();this._resizeCanvas(n[0],n[1]);var i=this._controlContainer=r.create(\"div\",\"mapboxgl-control-container\",t),a=this._controlPositions={};[\"top-left\",\"top-right\",\"bottom-left\",\"bottom-right\"].forEach((function(t){a[t]=r.create(\"div\",\"mapboxgl-ctrl-\"+t,i)}))},i.prototype._resizeCanvas=function(e,r){var n=t.browser.devicePixelRatio||1;this._canvas.width=n*e,this._canvas.height=n*r,this._canvas.style.width=e+\"px\",this._canvas.style.height=r+\"px\"},i.prototype._setupPainter=function(){var r=t.extend({},e.webGLContextAttributes,{failIfMajorPerformanceCaveat:this._failIfMajorPerformanceCaveat,preserveDrawingBuffer:this._preserveDrawingBuffer,antialias:this._antialias||!1}),n=this._canvas.getContext(\"webgl\",r)||this._canvas.getContext(\"experimental-webgl\",r);n?(this.painter=new _n(n,this.transform),t.webpSupported.testSupport(n)):this.fire(new t.ErrorEvent(new Error(\"Failed to initialize WebGL\")))},i.prototype._contextLost=function(e){e.preventDefault(),this._frame&&(this._frame.cancel(),this._frame=null),this.fire(new t.Event(\"webglcontextlost\",{originalEvent:e}))},i.prototype._contextRestored=function(e){this._setupPainter(),this.resize(),this._update(),this.fire(new t.Event(\"webglcontextrestored\",{originalEvent:e}))},i.prototype.loaded=function(){return!this._styleDirty&&!this._sourcesDirty&&!!this.style&&this.style.loaded()},i.prototype._update=function(t){return this.style?(this._styleDirty=this._styleDirty||t,this._sourcesDirty=!0,this.triggerRepaint(),this):this},i.prototype._requestRenderFrame=function(t){return this._update(),this._renderTaskQueue.add(t)},i.prototype._cancelRenderFrame=function(t){this._renderTaskQueue.remove(t)},i.prototype._render=function(e){var r,n=this,i=0,a=this.painter.context.extTimerQuery;if(this.listens(\"gpu-timing-frame\")&&(r=a.createQueryEXT(),a.beginQueryEXT(a.TIME_ELAPSED_EXT,r),i=t.browser.now()),this.painter.context.setDirty(),this.painter.setBaseState(),this._renderTaskQueue.run(e),!this._removed){var o=!1;if(this.style&&this._styleDirty){this._styleDirty=!1;var s=this.transform.zoom,l=t.browser.now();this.style.zoomHistory.update(s,l);var c=new t.EvaluationParameters(s,{now:l,fadeDuration:this._fadeDuration,zoomHistory:this.style.zoomHistory,transition:this.style.getTransition()}),u=c.crossFadingFactor();1===u&&u===this._crossFadingFactor||(o=!0,this._crossFadingFactor=u),this.style.update(c)}if(this.style&&this._sourcesDirty&&(this._sourcesDirty=!1,this.style._updateSources(this.transform)),this._placementDirty=this.style&&this.style._updatePlacement(this.painter.transform,this.showCollisionBoxes,this._fadeDuration,this._crossSourceCollisions),this.painter.render(this.style,{showTileBoundaries:this.showTileBoundaries,showOverdrawInspector:this._showOverdrawInspector,rotating:this.isRotating(),zooming:this.isZooming(),moving:this.isMoving(),fadeDuration:this._fadeDuration,showPadding:this.showPadding,gpuTiming:!!this.listens(\"gpu-timing-layer\")}),this.fire(new t.Event(\"render\")),this.loaded()&&!this._loaded&&(this._loaded=!0,this.fire(new t.Event(\"load\"))),this.style&&(this.style.hasTransitions()||o)&&(this._styleDirty=!0),this.style&&!this._placementDirty&&this.style._releaseSymbolFadeTiles(),this.listens(\"gpu-timing-frame\")){var f=t.browser.now()-i;a.endQueryEXT(a.TIME_ELAPSED_EXT,r),setTimeout((function(){var e=a.getQueryObjectEXT(r,a.QUERY_RESULT_EXT)/1e6;a.deleteQueryEXT(r),n.fire(new t.Event(\"gpu-timing-frame\",{cpuTime:f,gpuTime:e}))}),50)}if(this.listens(\"gpu-timing-layer\")){var h=this.painter.collectGpuTimers();setTimeout((function(){var e=n.painter.queryGpuTimers(h);n.fire(new t.Event(\"gpu-timing-layer\",{layerTimes:e}))}),50)}return this._sourcesDirty||this._styleDirty||this._placementDirty||this._repaint?this.triggerRepaint():!this.isMoving()&&this.loaded()&&(this._fullyLoaded||(this._fullyLoaded=!0),this.fire(new t.Event(\"idle\"))),this}},i.prototype.remove=function(){this._hash&&this._hash.remove();for(var e=0,r=this._controls;e<r.length;e+=1){r[e].onRemove(this)}this._controls=[],this._frame&&(this._frame.cancel(),this._frame=null),this._renderTaskQueue.clear(),this.painter.destroy(),this.handlers.destroy(),delete this.handlers,this.setStyle(null),void 0!==t.window&&(t.window.removeEventListener(\"resize\",this._onWindowResize,!1),t.window.removeEventListener(\"online\",this._onWindowOnline,!1));var n=this.painter.context.gl.getExtension(\"WEBGL_lose_context\");n&&n.loseContext(),Li(this._canvasContainer),Li(this._controlContainer),Li(this._missingCSSCanary),this._container.classList.remove(\"mapboxgl-map\"),this._removed=!0,this.fire(new t.Event(\"remove\"))},i.prototype.triggerRepaint=function(){var e=this;this.style&&!this._frame&&(this._frame=t.browser.frame((function(t){e._frame=null,e._render(t)})))},i.prototype._onWindowOnline=function(){this._update()},i.prototype._onWindowResize=function(t){this._trackResize&&this.resize({originalEvent:t})._update()},a.showTileBoundaries.get=function(){return!!this._showTileBoundaries},a.showTileBoundaries.set=function(t){this._showTileBoundaries!==t&&(this._showTileBoundaries=t,this._update())},a.showPadding.get=function(){return!!this._showPadding},a.showPadding.set=function(t){this._showPadding!==t&&(this._showPadding=t,this._update())},a.showCollisionBoxes.get=function(){return!!this._showCollisionBoxes},a.showCollisionBoxes.set=function(t){this._showCollisionBoxes!==t&&(this._showCollisionBoxes=t,t?this.style._generateCollisionBoxes():this._update())},a.showOverdrawInspector.get=function(){return!!this._showOverdrawInspector},a.showOverdrawInspector.set=function(t){this._showOverdrawInspector!==t&&(this._showOverdrawInspector=t,this._update())},a.repaint.get=function(){return!!this._repaint},a.repaint.set=function(t){this._repaint!==t&&(this._repaint=t,this.triggerRepaint())},a.vertices.get=function(){return!!this._vertices},a.vertices.set=function(t){this._vertices=t,this._update()},i.prototype._setCacheLimits=function(e,r){t.setCacheLimits(e,r)},a.version.get=function(){return t.version},Object.defineProperties(i.prototype,a),i}(xi);function Li(t){t.parentNode&&t.parentNode.removeChild(t)}var Ci={showCompass:!0,showZoom:!0,visualizePitch:!1},Pi=function(e){var n=this;this.options=t.extend({},Ci,e),this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-group\"),this._container.addEventListener(\"contextmenu\",(function(t){return t.preventDefault()})),this.options.showZoom&&(t.bindAll([\"_setButtonTitle\",\"_updateZoomButtons\"],this),this._zoomInButton=this._createButton(\"mapboxgl-ctrl-zoom-in\",(function(t){return n._map.zoomIn({},{originalEvent:t})})),r.create(\"span\",\"mapboxgl-ctrl-icon\",this._zoomInButton).setAttribute(\"aria-hidden\",!0),this._zoomOutButton=this._createButton(\"mapboxgl-ctrl-zoom-out\",(function(t){return n._map.zoomOut({},{originalEvent:t})})),r.create(\"span\",\"mapboxgl-ctrl-icon\",this._zoomOutButton).setAttribute(\"aria-hidden\",!0)),this.options.showCompass&&(t.bindAll([\"_rotateCompassArrow\"],this),this._compass=this._createButton(\"mapboxgl-ctrl-compass\",(function(t){n.options.visualizePitch?n._map.resetNorthPitch({},{originalEvent:t}):n._map.resetNorth({},{originalEvent:t})})),this._compassIcon=r.create(\"span\",\"mapboxgl-ctrl-icon\",this._compass),this._compassIcon.setAttribute(\"aria-hidden\",!0))};Pi.prototype._updateZoomButtons=function(){var t=this._map.getZoom();this._zoomInButton.disabled=t===this._map.getMaxZoom(),this._zoomOutButton.disabled=t===this._map.getMinZoom()},Pi.prototype._rotateCompassArrow=function(){var t=this.options.visualizePitch?\"scale(\"+1/Math.pow(Math.cos(this._map.transform.pitch*(Math.PI/180)),.5)+\") rotateX(\"+this._map.transform.pitch+\"deg) rotateZ(\"+this._map.transform.angle*(180/Math.PI)+\"deg)\":\"rotate(\"+this._map.transform.angle*(180/Math.PI)+\"deg)\";this._compassIcon.style.transform=t},Pi.prototype.onAdd=function(t){return this._map=t,this.options.showZoom&&(this._setButtonTitle(this._zoomInButton,\"ZoomIn\"),this._setButtonTitle(this._zoomOutButton,\"ZoomOut\"),this._map.on(\"zoom\",this._updateZoomButtons),this._updateZoomButtons()),this.options.showCompass&&(this._setButtonTitle(this._compass,\"ResetBearing\"),this.options.visualizePitch&&this._map.on(\"pitch\",this._rotateCompassArrow),this._map.on(\"rotate\",this._rotateCompassArrow),this._rotateCompassArrow(),this._handler=new Ii(this._map,this._compass,this.options.visualizePitch)),this._container},Pi.prototype.onRemove=function(){r.remove(this._container),this.options.showZoom&&this._map.off(\"zoom\",this._updateZoomButtons),this.options.showCompass&&(this.options.visualizePitch&&this._map.off(\"pitch\",this._rotateCompassArrow),this._map.off(\"rotate\",this._rotateCompassArrow),this._handler.off(),delete this._handler),delete this._map},Pi.prototype._createButton=function(t,e){var n=r.create(\"button\",t,this._container);return n.type=\"button\",n.addEventListener(\"click\",e),n},Pi.prototype._setButtonTitle=function(t,e){var r=this._map._getUIString(\"NavigationControl.\"+e);t.title=r,t.setAttribute(\"aria-label\",r)};var Ii=function(e,n,i){void 0===i&&(i=!1),this._clickTolerance=10,this.element=n,this.mouseRotate=new Xn({clickTolerance:e.dragRotate._mouseRotate._clickTolerance}),this.map=e,i&&(this.mousePitch=new Zn({clickTolerance:e.dragRotate._mousePitch._clickTolerance})),t.bindAll([\"mousedown\",\"mousemove\",\"mouseup\",\"touchstart\",\"touchmove\",\"touchend\",\"reset\"],this),r.addEventListener(n,\"mousedown\",this.mousedown),r.addEventListener(n,\"touchstart\",this.touchstart,{passive:!1}),r.addEventListener(n,\"touchmove\",this.touchmove),r.addEventListener(n,\"touchend\",this.touchend),r.addEventListener(n,\"touchcancel\",this.reset)};function Oi(e,r,n){if(e=new t.LngLat(e.lng,e.lat),r){var i=new t.LngLat(e.lng-360,e.lat),a=new t.LngLat(e.lng+360,e.lat),o=n.locationPoint(e).distSqr(r);n.locationPoint(i).distSqr(r)<o?e=i:n.locationPoint(a).distSqr(r)<o&&(e=a)}for(;Math.abs(e.lng-n.center.lng)>180;){var s=n.locationPoint(e);if(s.x>=0&&s.y>=0&&s.x<=n.width&&s.y<=n.height)break;e.lng>n.center.lng?e.lng-=360:e.lng+=360}return e}Ii.prototype.down=function(t,e){this.mouseRotate.mousedown(t,e),this.mousePitch&&this.mousePitch.mousedown(t,e),r.disableDrag()},Ii.prototype.move=function(t,e){var r=this.map,n=this.mouseRotate.mousemoveWindow(t,e);if(n&&n.bearingDelta&&r.setBearing(r.getBearing()+n.bearingDelta),this.mousePitch){var i=this.mousePitch.mousemoveWindow(t,e);i&&i.pitchDelta&&r.setPitch(r.getPitch()+i.pitchDelta)}},Ii.prototype.off=function(){var t=this.element;r.removeEventListener(t,\"mousedown\",this.mousedown),r.removeEventListener(t,\"touchstart\",this.touchstart,{passive:!1}),r.removeEventListener(t,\"touchmove\",this.touchmove),r.removeEventListener(t,\"touchend\",this.touchend),r.removeEventListener(t,\"touchcancel\",this.reset),this.offTemp()},Ii.prototype.offTemp=function(){r.enableDrag(),r.removeEventListener(t.window,\"mousemove\",this.mousemove),r.removeEventListener(t.window,\"mouseup\",this.mouseup)},Ii.prototype.mousedown=function(e){this.down(t.extend({},e,{ctrlKey:!0,preventDefault:function(){return e.preventDefault()}}),r.mousePos(this.element,e)),r.addEventListener(t.window,\"mousemove\",this.mousemove),r.addEventListener(t.window,\"mouseup\",this.mouseup)},Ii.prototype.mousemove=function(t){this.move(t,r.mousePos(this.element,t))},Ii.prototype.mouseup=function(t){this.mouseRotate.mouseupWindow(t),this.mousePitch&&this.mousePitch.mouseupWindow(t),this.offTemp()},Ii.prototype.touchstart=function(t){1!==t.targetTouches.length?this.reset():(this._startPos=this._lastPos=r.touchPos(this.element,t.targetTouches)[0],this.down({type:\"mousedown\",button:0,ctrlKey:!0,preventDefault:function(){return t.preventDefault()}},this._startPos))},Ii.prototype.touchmove=function(t){1!==t.targetTouches.length?this.reset():(this._lastPos=r.touchPos(this.element,t.targetTouches)[0],this.move({preventDefault:function(){return t.preventDefault()}},this._lastPos))},Ii.prototype.touchend=function(t){0===t.targetTouches.length&&this._startPos&&this._lastPos&&this._startPos.dist(this._lastPos)<this._clickTolerance&&this.element.click(),this.reset()},Ii.prototype.reset=function(){this.mouseRotate.reset(),this.mousePitch&&this.mousePitch.reset(),delete this._startPos,delete this._lastPos,this.offTemp()};var zi={center:\"translate(-50%,-50%)\",top:\"translate(-50%,0)\",\"top-left\":\"translate(0,0)\",\"top-right\":\"translate(-100%,0)\",bottom:\"translate(-50%,-100%)\",\"bottom-left\":\"translate(0,-100%)\",\"bottom-right\":\"translate(-100%,-100%)\",left:\"translate(0,-50%)\",right:\"translate(-100%,-50%)\"};function Di(t,e,r){var n=t.classList;for(var i in zi)n.remove(\"mapboxgl-\"+r+\"-anchor-\"+i);n.add(\"mapboxgl-\"+r+\"-anchor-\"+e)}var Ri,Fi=function(e){function n(n,i){var a=this;if(e.call(this),(n instanceof t.window.HTMLElement||i)&&(n=t.extend({element:n},i)),t.bindAll([\"_update\",\"_onMove\",\"_onUp\",\"_addDragHandler\",\"_onMapClick\",\"_onKeyPress\"],this),this._anchor=n&&n.anchor||\"center\",this._color=n&&n.color||\"#3FB1CE\",this._draggable=n&&n.draggable||!1,this._state=\"inactive\",this._rotation=n&&n.rotation||0,this._rotationAlignment=n&&n.rotationAlignment||\"auto\",this._pitchAlignment=n&&n.pitchAlignment&&\"auto\"!==n.pitchAlignment?n.pitchAlignment:this._rotationAlignment,n&&n.element)this._element=n.element,this._offset=t.Point.convert(n&&n.offset||[0,0]);else{this._defaultMarker=!0,this._element=r.create(\"div\"),this._element.setAttribute(\"aria-label\",\"Map marker\");var o=r.createNS(\"http://www.w3.org/2000/svg\",\"svg\");o.setAttributeNS(null,\"display\",\"block\"),o.setAttributeNS(null,\"height\",\"41px\"),o.setAttributeNS(null,\"width\",\"27px\"),o.setAttributeNS(null,\"viewBox\",\"0 0 27 41\");var s=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");s.setAttributeNS(null,\"stroke\",\"none\"),s.setAttributeNS(null,\"stroke-width\",\"1\"),s.setAttributeNS(null,\"fill\",\"none\"),s.setAttributeNS(null,\"fill-rule\",\"evenodd\");var l=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");l.setAttributeNS(null,\"fill-rule\",\"nonzero\");var c=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");c.setAttributeNS(null,\"transform\",\"translate(3.0, 29.0)\"),c.setAttributeNS(null,\"fill\",\"#000000\");for(var u=0,f=[{rx:\"10.5\",ry:\"5.25002273\"},{rx:\"10.5\",ry:\"5.25002273\"},{rx:\"9.5\",ry:\"4.77275007\"},{rx:\"8.5\",ry:\"4.29549936\"},{rx:\"7.5\",ry:\"3.81822308\"},{rx:\"6.5\",ry:\"3.34094679\"},{rx:\"5.5\",ry:\"2.86367051\"},{rx:\"4.5\",ry:\"2.38636864\"}];u<f.length;u+=1){var h=f[u],p=r.createNS(\"http://www.w3.org/2000/svg\",\"ellipse\");p.setAttributeNS(null,\"opacity\",\"0.04\"),p.setAttributeNS(null,\"cx\",\"10.5\"),p.setAttributeNS(null,\"cy\",\"5.80029008\"),p.setAttributeNS(null,\"rx\",h.rx),p.setAttributeNS(null,\"ry\",h.ry),c.appendChild(p)}var d=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");d.setAttributeNS(null,\"fill\",this._color);var m=r.createNS(\"http://www.w3.org/2000/svg\",\"path\");m.setAttributeNS(null,\"d\",\"M27,13.5 C27,19.074644 20.250001,27.000002 14.75,34.500002 C14.016665,35.500004 12.983335,35.500004 12.25,34.500002 C6.7499993,27.000002 0,19.222562 0,13.5 C0,6.0441559 6.0441559,0 13.5,0 C20.955844,0 27,6.0441559 27,13.5 Z\"),d.appendChild(m);var g=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");g.setAttributeNS(null,\"opacity\",\"0.25\"),g.setAttributeNS(null,\"fill\",\"#000000\");var v=r.createNS(\"http://www.w3.org/2000/svg\",\"path\");v.setAttributeNS(null,\"d\",\"M13.5,0 C6.0441559,0 0,6.0441559 0,13.5 C0,19.222562 6.7499993,27 12.25,34.5 C13,35.522727 14.016664,35.500004 14.75,34.5 C20.250001,27 27,19.074644 27,13.5 C27,6.0441559 20.955844,0 13.5,0 Z M13.5,1 C20.415404,1 26,6.584596 26,13.5 C26,15.898657 24.495584,19.181431 22.220703,22.738281 C19.945823,26.295132 16.705119,30.142167 13.943359,33.908203 C13.743445,34.180814 13.612715,34.322738 13.5,34.441406 C13.387285,34.322738 13.256555,34.180814 13.056641,33.908203 C10.284481,30.127985 7.4148684,26.314159 5.015625,22.773438 C2.6163816,19.232715 1,15.953538 1,13.5 C1,6.584596 6.584596,1 13.5,1 Z\"),g.appendChild(v);var y=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");y.setAttributeNS(null,\"transform\",\"translate(6.0, 7.0)\"),y.setAttributeNS(null,\"fill\",\"#FFFFFF\");var x=r.createNS(\"http://www.w3.org/2000/svg\",\"g\");x.setAttributeNS(null,\"transform\",\"translate(8.0, 8.0)\");var b=r.createNS(\"http://www.w3.org/2000/svg\",\"circle\");b.setAttributeNS(null,\"fill\",\"#000000\"),b.setAttributeNS(null,\"opacity\",\"0.25\"),b.setAttributeNS(null,\"cx\",\"5.5\"),b.setAttributeNS(null,\"cy\",\"5.5\"),b.setAttributeNS(null,\"r\",\"5.4999962\");var _=r.createNS(\"http://www.w3.org/2000/svg\",\"circle\");_.setAttributeNS(null,\"fill\",\"#FFFFFF\"),_.setAttributeNS(null,\"cx\",\"5.5\"),_.setAttributeNS(null,\"cy\",\"5.5\"),_.setAttributeNS(null,\"r\",\"5.4999962\"),x.appendChild(b),x.appendChild(_),l.appendChild(c),l.appendChild(d),l.appendChild(g),l.appendChild(y),l.appendChild(x),o.appendChild(l),this._element.appendChild(o),this._offset=t.Point.convert(n&&n.offset||[0,-14])}this._element.classList.add(\"mapboxgl-marker\"),this._element.addEventListener(\"dragstart\",(function(t){t.preventDefault()})),this._element.addEventListener(\"mousedown\",(function(t){t.preventDefault()})),this._element.addEventListener(\"focus\",(function(){var t=a._map.getContainer();t.scrollTop=0,t.scrollLeft=0})),Di(this._element,this._anchor,\"marker\"),this._popup=null}return e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n,n.prototype.addTo=function(t){return this.remove(),this._map=t,t.getCanvasContainer().appendChild(this._element),t.on(\"move\",this._update),t.on(\"moveend\",this._update),this.setDraggable(this._draggable),this._update(),this._map.on(\"click\",this._onMapClick),this},n.prototype.remove=function(){return this._map&&(this._map.off(\"click\",this._onMapClick),this._map.off(\"move\",this._update),this._map.off(\"moveend\",this._update),this._map.off(\"mousedown\",this._addDragHandler),this._map.off(\"touchstart\",this._addDragHandler),this._map.off(\"mouseup\",this._onUp),this._map.off(\"touchend\",this._onUp),this._map.off(\"mousemove\",this._onMove),this._map.off(\"touchmove\",this._onMove),delete this._map),r.remove(this._element),this._popup&&this._popup.remove(),this},n.prototype.getLngLat=function(){return this._lngLat},n.prototype.setLngLat=function(e){return this._lngLat=t.LngLat.convert(e),this._pos=null,this._popup&&this._popup.setLngLat(this._lngLat),this._update(),this},n.prototype.getElement=function(){return this._element},n.prototype.setPopup=function(t){if(this._popup&&(this._popup.remove(),this._popup=null,this._element.removeEventListener(\"keypress\",this._onKeyPress),this._originalTabIndex||this._element.removeAttribute(\"tabindex\")),t){if(!(\"offset\"in t.options)){var e=Math.sqrt(Math.pow(13.5,2)/2);t.options.offset=this._defaultMarker?{top:[0,0],\"top-left\":[0,0],\"top-right\":[0,0],bottom:[0,-38.1],\"bottom-left\":[e,-1*(24.6+e)],\"bottom-right\":[-e,-1*(24.6+e)],left:[13.5,-24.6],right:[-13.5,-24.6]}:this._offset}this._popup=t,this._lngLat&&this._popup.setLngLat(this._lngLat),this._originalTabIndex=this._element.getAttribute(\"tabindex\"),this._originalTabIndex||this._element.setAttribute(\"tabindex\",\"0\"),this._element.addEventListener(\"keypress\",this._onKeyPress)}return this},n.prototype._onKeyPress=function(t){var e=t.code,r=t.charCode||t.keyCode;\"Space\"!==e&&\"Enter\"!==e&&32!==r&&13!==r||this.togglePopup()},n.prototype._onMapClick=function(t){var e=t.originalEvent.target,r=this._element;this._popup&&(e===r||r.contains(e))&&this.togglePopup()},n.prototype.getPopup=function(){return this._popup},n.prototype.togglePopup=function(){var t=this._popup;return t?(t.isOpen()?t.remove():t.addTo(this._map),this):this},n.prototype._update=function(t){if(this._map){this._map.transform.renderWorldCopies&&(this._lngLat=Oi(this._lngLat,this._pos,this._map.transform)),this._pos=this._map.project(this._lngLat)._add(this._offset);var e=\"\";\"viewport\"===this._rotationAlignment||\"auto\"===this._rotationAlignment?e=\"rotateZ(\"+this._rotation+\"deg)\":\"map\"===this._rotationAlignment&&(e=\"rotateZ(\"+(this._rotation-this._map.getBearing())+\"deg)\");var n=\"\";\"viewport\"===this._pitchAlignment||\"auto\"===this._pitchAlignment?n=\"rotateX(0deg)\":\"map\"===this._pitchAlignment&&(n=\"rotateX(\"+this._map.getPitch()+\"deg)\"),t&&\"moveend\"!==t.type||(this._pos=this._pos.round()),r.setTransform(this._element,zi[this._anchor]+\" translate(\"+this._pos.x+\"px, \"+this._pos.y+\"px) \"+n+\" \"+e)}},n.prototype.getOffset=function(){return this._offset},n.prototype.setOffset=function(e){return this._offset=t.Point.convert(e),this._update(),this},n.prototype._onMove=function(e){this._pos=e.point.sub(this._positionDelta),this._lngLat=this._map.unproject(this._pos),this.setLngLat(this._lngLat),this._element.style.pointerEvents=\"none\",\"pending\"===this._state&&(this._state=\"active\",this.fire(new t.Event(\"dragstart\"))),this.fire(new t.Event(\"drag\"))},n.prototype._onUp=function(){this._element.style.pointerEvents=\"auto\",this._positionDelta=null,this._map.off(\"mousemove\",this._onMove),this._map.off(\"touchmove\",this._onMove),\"active\"===this._state&&this.fire(new t.Event(\"dragend\")),this._state=\"inactive\"},n.prototype._addDragHandler=function(t){this._element.contains(t.originalEvent.target)&&(t.preventDefault(),this._positionDelta=t.point.sub(this._pos).add(this._offset),this._state=\"pending\",this._map.on(\"mousemove\",this._onMove),this._map.on(\"touchmove\",this._onMove),this._map.once(\"mouseup\",this._onUp),this._map.once(\"touchend\",this._onUp))},n.prototype.setDraggable=function(t){return this._draggable=!!t,this._map&&(t?(this._map.on(\"mousedown\",this._addDragHandler),this._map.on(\"touchstart\",this._addDragHandler)):(this._map.off(\"mousedown\",this._addDragHandler),this._map.off(\"touchstart\",this._addDragHandler))),this},n.prototype.isDraggable=function(){return this._draggable},n.prototype.setRotation=function(t){return this._rotation=t||0,this._update(),this},n.prototype.getRotation=function(){return this._rotation},n.prototype.setRotationAlignment=function(t){return this._rotationAlignment=t||\"auto\",this._update(),this},n.prototype.getRotationAlignment=function(){return this._rotationAlignment},n.prototype.setPitchAlignment=function(t){return this._pitchAlignment=t&&\"auto\"!==t?t:this._rotationAlignment,this._update(),this},n.prototype.getPitchAlignment=function(){return this._pitchAlignment},n}(t.Evented),Bi={positionOptions:{enableHighAccuracy:!1,maximumAge:0,timeout:6e3},fitBoundsOptions:{maxZoom:15},trackUserLocation:!1,showAccuracyCircle:!0,showUserLocation:!0};var Ni=0,ji=!1,Ui=function(e){function n(r){e.call(this),this.options=t.extend({},Bi,r),t.bindAll([\"_onSuccess\",\"_onError\",\"_onZoom\",\"_finish\",\"_setupUI\",\"_updateCamera\",\"_updateMarker\"],this)}return e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n,n.prototype.onAdd=function(e){var n;return this._map=e,this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-group\"),n=this._setupUI,void 0!==Ri?n(Ri):void 0!==t.window.navigator.permissions?t.window.navigator.permissions.query({name:\"geolocation\"}).then((function(t){Ri=\"denied\"!==t.state,n(Ri)})):(Ri=!!t.window.navigator.geolocation,n(Ri)),this._container},n.prototype.onRemove=function(){void 0!==this._geolocationWatchID&&(t.window.navigator.geolocation.clearWatch(this._geolocationWatchID),this._geolocationWatchID=void 0),this.options.showUserLocation&&this._userLocationDotMarker&&this._userLocationDotMarker.remove(),this.options.showAccuracyCircle&&this._accuracyCircleMarker&&this._accuracyCircleMarker.remove(),r.remove(this._container),this._map.off(\"zoom\",this._onZoom),this._map=void 0,Ni=0,ji=!1},n.prototype._isOutOfMapMaxBounds=function(t){var e=this._map.getMaxBounds(),r=t.coords;return e&&(r.longitude<e.getWest()||r.longitude>e.getEast()||r.latitude<e.getSouth()||r.latitude>e.getNorth())},n.prototype._setErrorState=function(){switch(this._watchState){case\"WAITING_ACTIVE\":this._watchState=\"ACTIVE_ERROR\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active-error\");break;case\"ACTIVE_LOCK\":this._watchState=\"ACTIVE_ERROR\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\");break;case\"BACKGROUND\":this._watchState=\"BACKGROUND_ERROR\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\")}},n.prototype._onSuccess=function(e){if(this._map){if(this._isOutOfMapMaxBounds(e))return this._setErrorState(),this.fire(new t.Event(\"outofmaxbounds\",e)),this._updateMarker(),void this._finish();if(this.options.trackUserLocation)switch(this._lastKnownPosition=e,this._watchState){case\"WAITING_ACTIVE\":case\"ACTIVE_LOCK\":case\"ACTIVE_ERROR\":this._watchState=\"ACTIVE_LOCK\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active\");break;case\"BACKGROUND\":case\"BACKGROUND_ERROR\":this._watchState=\"BACKGROUND\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background-error\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background\")}this.options.showUserLocation&&\"OFF\"!==this._watchState&&this._updateMarker(e),this.options.trackUserLocation&&\"ACTIVE_LOCK\"!==this._watchState||this._updateCamera(e),this.options.showUserLocation&&this._dotElement.classList.remove(\"mapboxgl-user-location-dot-stale\"),this.fire(new t.Event(\"geolocate\",e)),this._finish()}},n.prototype._updateCamera=function(e){var r=new t.LngLat(e.coords.longitude,e.coords.latitude),n=e.coords.accuracy,i=this._map.getBearing(),a=t.extend({bearing:i},this.options.fitBoundsOptions);this._map.fitBounds(r.toBounds(n),a,{geolocateSource:!0})},n.prototype._updateMarker=function(e){if(e){var r=new t.LngLat(e.coords.longitude,e.coords.latitude);this._accuracyCircleMarker.setLngLat(r).addTo(this._map),this._userLocationDotMarker.setLngLat(r).addTo(this._map),this._accuracy=e.coords.accuracy,this.options.showUserLocation&&this.options.showAccuracyCircle&&this._updateCircleRadius()}else this._userLocationDotMarker.remove(),this._accuracyCircleMarker.remove()},n.prototype._updateCircleRadius=function(){var t=this._map._container.clientHeight/2,e=this._map.unproject([0,t]),r=this._map.unproject([1,t]),n=e.distanceTo(r),i=Math.ceil(2*this._accuracy/n);this._circleElement.style.width=i+\"px\",this._circleElement.style.height=i+\"px\"},n.prototype._onZoom=function(){this.options.showUserLocation&&this.options.showAccuracyCircle&&this._updateCircleRadius()},n.prototype._onError=function(e){if(this._map){if(this.options.trackUserLocation)if(1===e.code){this._watchState=\"OFF\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background-error\"),this._geolocateButton.disabled=!0;var r=this._map._getUIString(\"GeolocateControl.LocationNotAvailable\");this._geolocateButton.title=r,this._geolocateButton.setAttribute(\"aria-label\",r),void 0!==this._geolocationWatchID&&this._clearWatch()}else{if(3===e.code&&ji)return;this._setErrorState()}\"OFF\"!==this._watchState&&this.options.showUserLocation&&this._dotElement.classList.add(\"mapboxgl-user-location-dot-stale\"),this.fire(new t.Event(\"error\",e)),this._finish()}},n.prototype._finish=function(){this._timeoutId&&clearTimeout(this._timeoutId),this._timeoutId=void 0},n.prototype._setupUI=function(e){var n=this;if(this._container.addEventListener(\"contextmenu\",(function(t){return t.preventDefault()})),this._geolocateButton=r.create(\"button\",\"mapboxgl-ctrl-geolocate\",this._container),r.create(\"span\",\"mapboxgl-ctrl-icon\",this._geolocateButton).setAttribute(\"aria-hidden\",!0),this._geolocateButton.type=\"button\",!1===e){t.warnOnce(\"Geolocation support is not available so the GeolocateControl will be disabled.\");var i=this._map._getUIString(\"GeolocateControl.LocationNotAvailable\");this._geolocateButton.disabled=!0,this._geolocateButton.title=i,this._geolocateButton.setAttribute(\"aria-label\",i)}else{var a=this._map._getUIString(\"GeolocateControl.FindMyLocation\");this._geolocateButton.title=a,this._geolocateButton.setAttribute(\"aria-label\",a)}this.options.trackUserLocation&&(this._geolocateButton.setAttribute(\"aria-pressed\",\"false\"),this._watchState=\"OFF\"),this.options.showUserLocation&&(this._dotElement=r.create(\"div\",\"mapboxgl-user-location-dot\"),this._userLocationDotMarker=new Fi(this._dotElement),this._circleElement=r.create(\"div\",\"mapboxgl-user-location-accuracy-circle\"),this._accuracyCircleMarker=new Fi({element:this._circleElement,pitchAlignment:\"map\"}),this.options.trackUserLocation&&(this._watchState=\"OFF\"),this._map.on(\"zoom\",this._onZoom)),this._geolocateButton.addEventListener(\"click\",this.trigger.bind(this)),this._setup=!0,this.options.trackUserLocation&&this._map.on(\"movestart\",(function(e){var r=e.originalEvent&&\"resize\"===e.originalEvent.type;e.geolocateSource||\"ACTIVE_LOCK\"!==n._watchState||r||(n._watchState=\"BACKGROUND\",n._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background\"),n._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),n.fire(new t.Event(\"trackuserlocationend\")))}))},n.prototype.trigger=function(){if(!this._setup)return t.warnOnce(\"Geolocate control triggered before added to a map\"),!1;if(this.options.trackUserLocation){switch(this._watchState){case\"OFF\":this._watchState=\"WAITING_ACTIVE\",this.fire(new t.Event(\"trackuserlocationstart\"));break;case\"WAITING_ACTIVE\":case\"ACTIVE_LOCK\":case\"ACTIVE_ERROR\":case\"BACKGROUND_ERROR\":Ni--,ji=!1,this._watchState=\"OFF\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-active-error\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background-error\"),this.fire(new t.Event(\"trackuserlocationend\"));break;case\"BACKGROUND\":this._watchState=\"ACTIVE_LOCK\",this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-background\"),this._lastKnownPosition&&this._updateCamera(this._lastKnownPosition),this.fire(new t.Event(\"trackuserlocationstart\"))}switch(this._watchState){case\"WAITING_ACTIVE\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active\");break;case\"ACTIVE_LOCK\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active\");break;case\"ACTIVE_ERROR\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-active-error\");break;case\"BACKGROUND\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background\");break;case\"BACKGROUND_ERROR\":this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-background-error\")}if(\"OFF\"===this._watchState&&void 0!==this._geolocationWatchID)this._clearWatch();else if(void 0===this._geolocationWatchID){var e;this._geolocateButton.classList.add(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.setAttribute(\"aria-pressed\",\"true\"),++Ni>1?(e={maximumAge:6e5,timeout:0},ji=!0):(e=this.options.positionOptions,ji=!1),this._geolocationWatchID=t.window.navigator.geolocation.watchPosition(this._onSuccess,this._onError,e)}}else t.window.navigator.geolocation.getCurrentPosition(this._onSuccess,this._onError,this.options.positionOptions),this._timeoutId=setTimeout(this._finish,1e4);return!0},n.prototype._clearWatch=function(){t.window.navigator.geolocation.clearWatch(this._geolocationWatchID),this._geolocationWatchID=void 0,this._geolocateButton.classList.remove(\"mapboxgl-ctrl-geolocate-waiting\"),this._geolocateButton.setAttribute(\"aria-pressed\",\"false\"),this.options.showUserLocation&&this._updateMarker(null)},n}(t.Evented),Vi={maxWidth:100,unit:\"metric\"},Hi=function(e){this.options=t.extend({},Vi,e),t.bindAll([\"_onMove\",\"setUnit\"],this)};function qi(t,e,r){var n=r&&r.maxWidth||100,i=t._container.clientHeight/2,a=t.unproject([0,i]),o=t.unproject([n,i]),s=a.distanceTo(o);if(r&&\"imperial\"===r.unit){var l=3.2808*s;if(l>5280)Gi(e,n,l/5280,t._getUIString(\"ScaleControl.Miles\"));else Gi(e,n,l,t._getUIString(\"ScaleControl.Feet\"))}else if(r&&\"nautical\"===r.unit){Gi(e,n,s/1852,t._getUIString(\"ScaleControl.NauticalMiles\"))}else s>=1e3?Gi(e,n,s/1e3,t._getUIString(\"ScaleControl.Kilometers\")):Gi(e,n,s,t._getUIString(\"ScaleControl.Meters\"))}function Gi(t,e,r,n){var i,a,o,s=(i=r,a=Math.pow(10,(\"\"+Math.floor(i)).length-1),o=(o=i/a)>=10?10:o>=5?5:o>=3?3:o>=2?2:o>=1?1:function(t){var e=Math.pow(10,Math.ceil(-Math.log(t)/Math.LN10));return Math.round(t*e)/e}(o),a*o),l=s/r;t.style.width=e*l+\"px\",t.innerHTML=s+\"&nbsp;\"+n}Hi.prototype.getDefaultPosition=function(){return\"bottom-left\"},Hi.prototype._onMove=function(){qi(this._map,this._container,this.options)},Hi.prototype.onAdd=function(t){return this._map=t,this._container=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-scale\",t.getContainer()),this._map.on(\"move\",this._onMove),this._onMove(),this._container},Hi.prototype.onRemove=function(){r.remove(this._container),this._map.off(\"move\",this._onMove),this._map=void 0},Hi.prototype.setUnit=function(t){this.options.unit=t,qi(this._map,this._container,this.options)};var Yi=function(e){this._fullscreen=!1,e&&e.container&&(e.container instanceof t.window.HTMLElement?this._container=e.container:t.warnOnce(\"Full screen control 'container' must be a DOM element.\")),t.bindAll([\"_onClickFullscreen\",\"_changeIcon\"],this),\"onfullscreenchange\"in t.window.document?this._fullscreenchange=\"fullscreenchange\":\"onmozfullscreenchange\"in t.window.document?this._fullscreenchange=\"mozfullscreenchange\":\"onwebkitfullscreenchange\"in t.window.document?this._fullscreenchange=\"webkitfullscreenchange\":\"onmsfullscreenchange\"in t.window.document&&(this._fullscreenchange=\"MSFullscreenChange\")};Yi.prototype.onAdd=function(e){return this._map=e,this._container||(this._container=this._map.getContainer()),this._controlContainer=r.create(\"div\",\"mapboxgl-ctrl mapboxgl-ctrl-group\"),this._checkFullscreenSupport()?this._setupUI():(this._controlContainer.style.display=\"none\",t.warnOnce(\"This device does not support fullscreen mode.\")),this._controlContainer},Yi.prototype.onRemove=function(){r.remove(this._controlContainer),this._map=null,t.window.document.removeEventListener(this._fullscreenchange,this._changeIcon)},Yi.prototype._checkFullscreenSupport=function(){return!!(t.window.document.fullscreenEnabled||t.window.document.mozFullScreenEnabled||t.window.document.msFullscreenEnabled||t.window.document.webkitFullscreenEnabled)},Yi.prototype._setupUI=function(){var e=this._fullscreenButton=r.create(\"button\",\"mapboxgl-ctrl-fullscreen\",this._controlContainer);r.create(\"span\",\"mapboxgl-ctrl-icon\",e).setAttribute(\"aria-hidden\",!0),e.type=\"button\",this._updateTitle(),this._fullscreenButton.addEventListener(\"click\",this._onClickFullscreen),t.window.document.addEventListener(this._fullscreenchange,this._changeIcon)},Yi.prototype._updateTitle=function(){var t=this._getTitle();this._fullscreenButton.setAttribute(\"aria-label\",t),this._fullscreenButton.title=t},Yi.prototype._getTitle=function(){return this._map._getUIString(this._isFullscreen()?\"FullscreenControl.Exit\":\"FullscreenControl.Enter\")},Yi.prototype._isFullscreen=function(){return this._fullscreen},Yi.prototype._changeIcon=function(){(t.window.document.fullscreenElement||t.window.document.mozFullScreenElement||t.window.document.webkitFullscreenElement||t.window.document.msFullscreenElement)===this._container!==this._fullscreen&&(this._fullscreen=!this._fullscreen,this._fullscreenButton.classList.toggle(\"mapboxgl-ctrl-shrink\"),this._fullscreenButton.classList.toggle(\"mapboxgl-ctrl-fullscreen\"),this._updateTitle())},Yi.prototype._onClickFullscreen=function(){this._isFullscreen()?t.window.document.exitFullscreen?t.window.document.exitFullscreen():t.window.document.mozCancelFullScreen?t.window.document.mozCancelFullScreen():t.window.document.msExitFullscreen?t.window.document.msExitFullscreen():t.window.document.webkitCancelFullScreen&&t.window.document.webkitCancelFullScreen():this._container.requestFullscreen?this._container.requestFullscreen():this._container.mozRequestFullScreen?this._container.mozRequestFullScreen():this._container.msRequestFullscreen?this._container.msRequestFullscreen():this._container.webkitRequestFullscreen&&this._container.webkitRequestFullscreen()};var Wi={closeButton:!0,closeOnClick:!0,className:\"\",maxWidth:\"240px\"},Xi=function(e){function n(r){e.call(this),this.options=t.extend(Object.create(Wi),r),t.bindAll([\"_update\",\"_onClose\",\"remove\",\"_onMouseMove\",\"_onMouseUp\",\"_onDrag\"],this)}return e&&(n.__proto__=e),n.prototype=Object.create(e&&e.prototype),n.prototype.constructor=n,n.prototype.addTo=function(e){return this._map&&this.remove(),this._map=e,this.options.closeOnClick&&this._map.on(\"click\",this._onClose),this.options.closeOnMove&&this._map.on(\"move\",this._onClose),this._map.on(\"remove\",this.remove),this._update(),this._trackPointer?(this._map.on(\"mousemove\",this._onMouseMove),this._map.on(\"mouseup\",this._onMouseUp),this._container&&this._container.classList.add(\"mapboxgl-popup-track-pointer\"),this._map._canvasContainer.classList.add(\"mapboxgl-track-pointer\")):this._map.on(\"move\",this._update),this.fire(new t.Event(\"open\")),this},n.prototype.isOpen=function(){return!!this._map},n.prototype.remove=function(){return this._content&&r.remove(this._content),this._container&&(r.remove(this._container),delete this._container),this._map&&(this._map.off(\"move\",this._update),this._map.off(\"move\",this._onClose),this._map.off(\"click\",this._onClose),this._map.off(\"remove\",this.remove),this._map.off(\"mousemove\",this._onMouseMove),this._map.off(\"mouseup\",this._onMouseUp),this._map.off(\"drag\",this._onDrag),delete this._map),this.fire(new t.Event(\"close\")),this},n.prototype.getLngLat=function(){return this._lngLat},n.prototype.setLngLat=function(e){return this._lngLat=t.LngLat.convert(e),this._pos=null,this._trackPointer=!1,this._update(),this._map&&(this._map.on(\"move\",this._update),this._map.off(\"mousemove\",this._onMouseMove),this._container&&this._container.classList.remove(\"mapboxgl-popup-track-pointer\"),this._map._canvasContainer.classList.remove(\"mapboxgl-track-pointer\")),this},n.prototype.trackPointer=function(){return this._trackPointer=!0,this._pos=null,this._update(),this._map&&(this._map.off(\"move\",this._update),this._map.on(\"mousemove\",this._onMouseMove),this._map.on(\"drag\",this._onDrag),this._container&&this._container.classList.add(\"mapboxgl-popup-track-pointer\"),this._map._canvasContainer.classList.add(\"mapboxgl-track-pointer\")),this},n.prototype.getElement=function(){return this._container},n.prototype.setText=function(e){return this.setDOMContent(t.window.document.createTextNode(e))},n.prototype.setHTML=function(e){var r,n=t.window.document.createDocumentFragment(),i=t.window.document.createElement(\"body\");for(i.innerHTML=e;r=i.firstChild;)n.appendChild(r);return this.setDOMContent(n)},n.prototype.getMaxWidth=function(){return this._container&&this._container.style.maxWidth},n.prototype.setMaxWidth=function(t){return this.options.maxWidth=t,this._update(),this},n.prototype.setDOMContent=function(t){return this._createContent(),this._content.appendChild(t),this._update(),this},n.prototype.addClassName=function(t){this._container&&this._container.classList.add(t)},n.prototype.removeClassName=function(t){this._container&&this._container.classList.remove(t)},n.prototype.toggleClassName=function(t){if(this._container)return this._container.classList.toggle(t)},n.prototype._createContent=function(){this._content&&r.remove(this._content),this._content=r.create(\"div\",\"mapboxgl-popup-content\",this._container),this.options.closeButton&&(this._closeButton=r.create(\"button\",\"mapboxgl-popup-close-button\",this._content),this._closeButton.type=\"button\",this._closeButton.setAttribute(\"aria-label\",\"Close popup\"),this._closeButton.innerHTML=\"&#215;\",this._closeButton.addEventListener(\"click\",this._onClose))},n.prototype._onMouseUp=function(t){this._update(t.point)},n.prototype._onMouseMove=function(t){this._update(t.point)},n.prototype._onDrag=function(t){this._update(t.point)},n.prototype._update=function(e){var n=this,i=this._lngLat||this._trackPointer;if(this._map&&i&&this._content&&(this._container||(this._container=r.create(\"div\",\"mapboxgl-popup\",this._map.getContainer()),this._tip=r.create(\"div\",\"mapboxgl-popup-tip\",this._container),this._container.appendChild(this._content),this.options.className&&this.options.className.split(\" \").forEach((function(t){return n._container.classList.add(t)})),this._trackPointer&&this._container.classList.add(\"mapboxgl-popup-track-pointer\")),this.options.maxWidth&&this._container.style.maxWidth!==this.options.maxWidth&&(this._container.style.maxWidth=this.options.maxWidth),this._map.transform.renderWorldCopies&&!this._trackPointer&&(this._lngLat=Oi(this._lngLat,this._pos,this._map.transform)),!this._trackPointer||e)){var a=this._pos=this._trackPointer&&e?e:this._map.project(this._lngLat),o=this.options.anchor,s=function e(r){if(r){if(\"number\"==typeof r){var n=Math.round(Math.sqrt(.5*Math.pow(r,2)));return{center:new t.Point(0,0),top:new t.Point(0,r),\"top-left\":new t.Point(n,n),\"top-right\":new t.Point(-n,n),bottom:new t.Point(0,-r),\"bottom-left\":new t.Point(n,-n),\"bottom-right\":new t.Point(-n,-n),left:new t.Point(r,0),right:new t.Point(-r,0)}}if(r instanceof t.Point||Array.isArray(r)){var i=t.Point.convert(r);return{center:i,top:i,\"top-left\":i,\"top-right\":i,bottom:i,\"bottom-left\":i,\"bottom-right\":i,left:i,right:i}}return{center:t.Point.convert(r.center||[0,0]),top:t.Point.convert(r.top||[0,0]),\"top-left\":t.Point.convert(r[\"top-left\"]||[0,0]),\"top-right\":t.Point.convert(r[\"top-right\"]||[0,0]),bottom:t.Point.convert(r.bottom||[0,0]),\"bottom-left\":t.Point.convert(r[\"bottom-left\"]||[0,0]),\"bottom-right\":t.Point.convert(r[\"bottom-right\"]||[0,0]),left:t.Point.convert(r.left||[0,0]),right:t.Point.convert(r.right||[0,0])}}return e(new t.Point(0,0))}(this.options.offset);if(!o){var l,c=this._container.offsetWidth,u=this._container.offsetHeight;l=a.y+s.bottom.y<u?[\"top\"]:a.y>this._map.transform.height-u?[\"bottom\"]:[],a.x<c/2?l.push(\"left\"):a.x>this._map.transform.width-c/2&&l.push(\"right\"),o=0===l.length?\"bottom\":l.join(\"-\")}var f=a.add(s[o]).round();r.setTransform(this._container,zi[o]+\" translate(\"+f.x+\"px,\"+f.y+\"px)\"),Di(this._container,o,\"popup\")}},n.prototype._onClose=function(){this.remove()},n}(t.Evented);var Zi={version:t.version,supported:e,setRTLTextPlugin:t.setRTLTextPlugin,getRTLTextPluginStatus:t.getRTLTextPluginStatus,Map:Ei,NavigationControl:Pi,GeolocateControl:Ui,AttributionControl:bi,ScaleControl:Hi,FullscreenControl:Yi,Popup:Xi,Marker:Fi,Style:qe,LngLat:t.LngLat,LngLatBounds:t.LngLatBounds,Point:t.Point,MercatorCoordinate:t.MercatorCoordinate,Evented:t.Evented,config:t.config,prewarm:function(){Bt().acquire(zt)},clearPrewarmedResources:function(){var t=Rt;t&&(t.isPreloaded()&&1===t.numActive()?(t.release(zt),Rt=null):console.warn(\"Could not clear WebWorkers since there are active Map instances that still reference it. The pre-warmed WebWorker pool can only be cleared when all map instances have been removed with map.remove()\"))},get accessToken(){return t.config.ACCESS_TOKEN},set accessToken(e){t.config.ACCESS_TOKEN=e},get baseApiUrl(){return t.config.API_URL},set baseApiUrl(e){t.config.API_URL=e},get workerCount(){return Dt.workerCount},set workerCount(t){Dt.workerCount=t},get maxParallelImageRequests(){return t.config.MAX_PARALLEL_IMAGE_REQUESTS},set maxParallelImageRequests(e){t.config.MAX_PARALLEL_IMAGE_REQUESTS=e},clearStorage:function(e){t.clearTileCache(e)},workerUrl:\"\"};return Zi})),r}))},{}],240:[function(t,e,r){\"use strict\";e.exports=Math.log2||function(t){return Math.log(t)*Math.LOG2E}},{}],241:[function(t,e,r){\"use strict\";e.exports=function(t,e){e||(e=t,t=window);var r=0,i=0,a=0,o={shift:!1,alt:!1,control:!1,meta:!1},s=!1;function l(t){var e=!1;return\"altKey\"in t&&(e=e||t.altKey!==o.alt,o.alt=!!t.altKey),\"shiftKey\"in t&&(e=e||t.shiftKey!==o.shift,o.shift=!!t.shiftKey),\"ctrlKey\"in t&&(e=e||t.ctrlKey!==o.control,o.control=!!t.ctrlKey),\"metaKey\"in t&&(e=e||t.metaKey!==o.meta,o.meta=!!t.metaKey),e}function c(t,s){var c=n.x(s),u=n.y(s);\"buttons\"in s&&(t=0|s.buttons),(t!==r||c!==i||u!==a||l(s))&&(r=0|t,i=c||0,a=u||0,e&&e(r,i,a,o))}function u(t){c(0,t)}function f(){(r||i||a||o.shift||o.alt||o.meta||o.control)&&(i=a=0,r=0,o.shift=o.alt=o.control=o.meta=!1,e&&e(0,0,0,o))}function h(t){l(t)&&e&&e(r,i,a,o)}function p(t){0===n.buttons(t)?c(0,t):c(r,t)}function d(t){c(r|n.buttons(t),t)}function m(t){c(r&~n.buttons(t),t)}function g(){s||(s=!0,t.addEventListener(\"mousemove\",p),t.addEventListener(\"mousedown\",d),t.addEventListener(\"mouseup\",m),t.addEventListener(\"mouseleave\",u),t.addEventListener(\"mouseenter\",u),t.addEventListener(\"mouseout\",u),t.addEventListener(\"mouseover\",u),t.addEventListener(\"blur\",f),t.addEventListener(\"keyup\",h),t.addEventListener(\"keydown\",h),t.addEventListener(\"keypress\",h),t!==window&&(window.addEventListener(\"blur\",f),window.addEventListener(\"keyup\",h),window.addEventListener(\"keydown\",h),window.addEventListener(\"keypress\",h)))}g();var v={element:t};return Object.defineProperties(v,{enabled:{get:function(){return s},set:function(e){e?g():function(){if(!s)return;s=!1,t.removeEventListener(\"mousemove\",p),t.removeEventListener(\"mousedown\",d),t.removeEventListener(\"mouseup\",m),t.removeEventListener(\"mouseleave\",u),t.removeEventListener(\"mouseenter\",u),t.removeEventListener(\"mouseout\",u),t.removeEventListener(\"mouseover\",u),t.removeEventListener(\"blur\",f),t.removeEventListener(\"keyup\",h),t.removeEventListener(\"keydown\",h),t.removeEventListener(\"keypress\",h),t!==window&&(window.removeEventListener(\"blur\",f),window.removeEventListener(\"keyup\",h),window.removeEventListener(\"keydown\",h),window.removeEventListener(\"keypress\",h))}()},enumerable:!0},buttons:{get:function(){return r},enumerable:!0},x:{get:function(){return i},enumerable:!0},y:{get:function(){return a},enumerable:!0},mods:{get:function(){return o},enumerable:!0}}),v};var n=t(\"mouse-event\")},{\"mouse-event\":243}],242:[function(t,e,r){var n={left:0,top:0};e.exports=function(t,e,r){e=e||t.currentTarget||t.srcElement,Array.isArray(r)||(r=[0,0]);var i=t.clientX||0,a=t.clientY||0,o=(s=e,s===window||s===document||s===document.body?n:s.getBoundingClientRect());var s;return r[0]=i-o.left,r[1]=a-o.top,r}},{}],243:[function(t,e,r){\"use strict\";function n(t){return t.target||t.srcElement||window}r.buttons=function(t){if(\"object\"==typeof t){if(\"buttons\"in t)return t.buttons;if(\"which\"in t){if(2===(e=t.which))return 4;if(3===e)return 2;if(e>0)return 1<<e-1}else if(\"button\"in t){var e;if(1===(e=t.button))return 4;if(2===e)return 2;if(e>=0)return 1<<e}}return 0},r.element=n,r.x=function(t){if(\"object\"==typeof t){if(\"offsetX\"in t)return t.offsetX;var e=n(t).getBoundingClientRect();return t.clientX-e.left}return 0},r.y=function(t){if(\"object\"==typeof t){if(\"offsetY\"in t)return t.offsetY;var e=n(t).getBoundingClientRect();return t.clientY-e.top}return 0}},{}],244:[function(t,e,r){\"use strict\";var n=t(\"to-px\");e.exports=function(t,e,r){\"function\"==typeof t&&(r=!!e,e=t,t=window);var i=n(\"ex\",t),a=function(t){r&&t.preventDefault();var n=t.deltaX||0,a=t.deltaY||0,o=t.deltaZ||0,s=1;switch(t.deltaMode){case 1:s=i;break;case 2:s=window.innerHeight}if(a*=s,o*=s,(n*=s)||a||o)return e(n,a,o,t)};return t.addEventListener(\"wheel\",a),a}},{\"to-px\":314}],245:[function(t,e,r){(function(t,r){(function(){\n",
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              "/*\n",
              " * @copyright 2016 Sean Connelly (@voidqk), http://syntheti.cc\n",
              " * @license MIT\n",
              " * @preserve Project Home: https://github.com/voidqk/polybooljs\n",
              " */\n",
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r=0,n=t[t.length-1][0],i=t[t.length-1][1],a=[],o=0;o<t.length;o++){var s=t[o][0],l=t[o][1];a.push([s,l]),r+=l*n-s*i,n=s,i=l}return r<0!==e&&a.reverse(),a.push([a[0][0],a[0][1]]),a}var u=[];function f(t){var e=[c(t.region,!1)];u.push(e);for(var r=0;r<t.children.length;r++)e.push(h(t.children[r]))}function h(t){for(var e=0;e<t.children.length;e++)f(t.children[e]);return c(t.region,!0)}for(s=0;s<a.children.length;s++)f(a.children[s]);return u.length<=0?{type:\"Polygon\",coordinates:[]}:1==u.length?{type:\"Polygon\",coordinates:u[0]}:{type:\"MultiPolygon\",coordinates:u}}};e.exports=n},{}],258:[function(t,e,r){var n=t(\"./linked-list\");e.exports=function(t,e,r){function i(t,e,n){return{id:r?r.segmentId():-1,start:t,end:e,myFill:{above:n.myFill.above,below:n.myFill.below},otherFill:null}}var a=n.create();function o(t,r){a.insertBefore(t,(function(n){return function(t,r,n,i,a,o){var s=e.pointsCompare(r,a);return 0!==s?s:e.pointsSame(n,o)?0:t!==i?t?1:-1:e.pointAboveOrOnLine(n,i?a:o,i?o:a)?1:-1}(t.isStart,t.pt,r,n.isStart,n.pt,n.other.pt)<0}))}function s(t,e){var r=function(t,e){var r=n.node({isStart:!0,pt:t.start,seg:t,primary:e,other:null,status:null});return o(r,t.end),r}(t,e);return function(t,e,r){var i=n.node({isStart:!1,pt:e.end,seg:e,primary:r,other:t,status:null});t.other=i,o(i,t.pt)}(r,t,e),r}function l(t,e){var n=i(e,t.seg.end,t.seg);return function(t,e){r&&r.segmentChop(t.seg,e),t.other.remove(),t.seg.end=e,t.other.pt=e,o(t.other,t.pt)}(t,e),s(n,t.primary)}function c(i,o){var s=n.create();function c(t){return s.findTransition((function(r){var n,i,a,o,s,l;return(n=t,i=r.ev,a=n.seg.start,o=n.seg.end,s=i.seg.start,l=i.seg.end,e.pointsCollinear(a,s,l)?e.pointsCollinear(o,s,l)||e.pointAboveOrOnLine(o,s,l)?1:-1:e.pointAboveOrOnLine(a,s,l)?1:-1)>0}))}function u(t,n){var i=t.seg,a=n.seg,o=i.start,s=i.end,c=a.start,u=a.end;r&&r.checkIntersection(i,a);var f=e.linesIntersect(o,s,c,u);if(!1===f){if(!e.pointsCollinear(o,s,c))return!1;if(e.pointsSame(o,u)||e.pointsSame(s,c))return!1;var h=e.pointsSame(o,c),p=e.pointsSame(s,u);if(h&&p)return n;var d=!h&&e.pointBetween(o,c,u),m=!p&&e.pointBetween(s,c,u);if(h)return m?l(n,s):l(t,u),n;d&&(p||(m?l(n,s):l(t,u)),l(n,o))}else 0===f.alongA&&(-1===f.alongB?l(t,c):0===f.alongB?l(t,f.pt):1===f.alongB&&l(t,u)),0===f.alongB&&(-1===f.alongA?l(n,o):0===f.alongA?l(n,f.pt):1===f.alongA&&l(n,s));return!1}for(var f=[];!a.isEmpty();){var h=a.getHead();if(r&&r.vert(h.pt[0]),h.isStart){r&&r.segmentNew(h.seg,h.primary);var p=c(h),d=p.before?p.before.ev:null,m=p.after?p.after.ev:null;function g(){if(d){var t=u(h,d);if(t)return t}return!!m&&u(h,m)}r&&r.tempStatus(h.seg,!!d&&d.seg,!!m&&m.seg);var v,y=g();if(y){var x;if(t)(x=null===h.seg.myFill.below||h.seg.myFill.above!==h.seg.myFill.below)&&(y.seg.myFill.above=!y.seg.myFill.above);else y.seg.otherFill=h.seg.myFill;r&&r.segmentUpdate(y.seg),h.other.remove(),h.remove()}if(a.getHead()!==h){r&&r.rewind(h.seg);continue}if(t)x=null===h.seg.myFill.below||h.seg.myFill.above!==h.seg.myFill.below,h.seg.myFill.below=m?m.seg.myFill.above:i,h.seg.myFill.above=x?!h.seg.myFill.below:h.seg.myFill.below;else if(null===h.seg.otherFill)v=m?h.primary===m.primary?m.seg.otherFill.above:m.seg.myFill.above:h.primary?o:i,h.seg.otherFill={above:v,below:v};r&&r.status(h.seg,!!d&&d.seg,!!m&&m.seg),h.other.status=p.insert(n.node({ev:h}))}else{var b=h.status;if(null===b)throw new Error(\"PolyBool: Zero-length segment detected; your epsilon is probably too small or too large\");if(s.exists(b.prev)&&s.exists(b.next)&&u(b.prev.ev,b.next.ev),r&&r.statusRemove(b.ev.seg),b.remove(),!h.primary){var _=h.seg.myFill;h.seg.myFill=h.seg.otherFill,h.seg.otherFill=_}f.push(h.seg)}a.getHead().remove()}return r&&r.done(),f}return t?{addRegion:function(t){for(var n,i,a,o=t[t.length-1],l=0;l<t.length;l++){n=o,o=t[l];var c=e.pointsCompare(n,o);0!==c&&s((i=c<0?n:o,a=c<0?o:n,{id:r?r.segmentId():-1,start:i,end:a,myFill:{above:null,below:null},otherFill:null}),!0)}},calculate:function(t){return c(t,!1)}}:{calculate:function(t,e,r,n){return t.forEach((function(t){s(i(t.start,t.end,t),!0)})),r.forEach((function(t){s(i(t.start,t.end,t),!1)})),c(e,n)}}}},{\"./linked-list\":259}],259:[function(t,e,r){e.exports={create:function(){var t={root:{root:!0,next:null},exists:function(e){return null!==e&&e!==t.root},isEmpty:function(){return null===t.root.next},getHead:function(){return t.root.next},insertBefore:function(e,r){for(var n=t.root,i=t.root.next;null!==i;){if(r(i))return e.prev=i.prev,e.next=i,i.prev.next=e,void(i.prev=e);n=i,i=i.next}n.next=e,e.prev=n,e.next=null},findTransition:function(e){for(var r=t.root,n=t.root.next;null!==n&&!e(n);)r=n,n=n.next;return{before:r===t.root?null:r,after:n,insert:function(t){return t.prev=r,t.next=n,r.next=t,null!==n&&(n.prev=t),t}}}};return t},node:function(t){return t.prev=null,t.next=null,t.remove=function(){t.prev.next=t.next,t.next&&(t.next.prev=t.prev),t.prev=null,t.next=null},t}}},{}],260:[function(t,e,r){e.exports=function(t,e,r){var n=[],i=[];return t.forEach((function(t){var a=t.start,o=t.end;if(e.pointsSame(a,o))console.warn(\"PolyBool: Warning: Zero-length segment detected; your epsilon is probably too small or too large\");else{r&&r.chainStart(t);for(var s={index:0,matches_head:!1,matches_pt1:!1},l={index:0,matches_head:!1,matches_pt1:!1},c=s,u=0;u<n.length;u++){var f=(g=n[u])[0],h=(g[1],g[g.length-1]);g[g.length-2];if(e.pointsSame(f,a)){if(k(u,!0,!0))break}else if(e.pointsSame(f,o)){if(k(u,!0,!1))break}else if(e.pointsSame(h,a)){if(k(u,!1,!0))break}else if(e.pointsSame(h,o)&&k(u,!1,!1))break}if(c===s)return n.push([a,o]),void(r&&r.chainNew(a,o));if(c===l){r&&r.chainMatch(s.index);var p=s.index,d=s.matches_pt1?o:a,m=s.matches_head,g=n[p],v=m?g[0]:g[g.length-1],y=m?g[1]:g[g.length-2],x=m?g[g.length-1]:g[0],b=m?g[g.length-2]:g[1];return e.pointsCollinear(y,v,d)&&(m?(r&&r.chainRemoveHead(s.index,d),g.shift()):(r&&r.chainRemoveTail(s.index,d),g.pop()),v=y),e.pointsSame(x,d)?(n.splice(p,1),e.pointsCollinear(b,x,v)&&(m?(r&&r.chainRemoveTail(s.index,v),g.pop()):(r&&r.chainRemoveHead(s.index,v),g.shift())),r&&r.chainClose(s.index),void i.push(g)):void(m?(r&&r.chainAddHead(s.index,d),g.unshift(d)):(r&&r.chainAddTail(s.index,d),g.push(d)))}var _=s.index,w=l.index;r&&r.chainConnect(_,w);var T=n[_].length<n[w].length;s.matches_head?l.matches_head?T?(A(_),M(_,w)):(A(w),M(w,_)):M(w,_):l.matches_head?M(_,w):T?(A(_),M(w,_)):(A(w),M(_,w))}function k(t,e,r){return c.index=t,c.matches_head=e,c.matches_pt1=r,c===s?(c=l,!1):(c=null,!0)}function A(t){r&&r.chainReverse(t),n[t].reverse()}function M(t,i){var a=n[t],o=n[i],s=a[a.length-1],l=a[a.length-2],c=o[0],u=o[1];e.pointsCollinear(l,s,c)&&(r&&r.chainRemoveTail(t,s),a.pop(),s=l),e.pointsCollinear(s,c,u)&&(r&&r.chainRemoveHead(i,c),o.shift()),r&&r.chainJoin(t,i),n[t]=a.concat(o),n.splice(i,1)}})),i}},{}],261:[function(t,e,r){function n(t,e,r){var n=[];return t.forEach((function(t){var i=(t.myFill.above?8:0)+(t.myFill.below?4:0)+(t.otherFill&&t.otherFill.above?2:0)+(t.otherFill&&t.otherFill.below?1:0);0!==e[i]&&n.push({id:r?r.segmentId():-1,start:t.start,end:t.end,myFill:{above:1===e[i],below:2===e[i]},otherFill:null})})),r&&r.selected(n),n}var i={union:function(t,e){return n(t,[0,2,1,0,2,2,0,0,1,0,1,0,0,0,0,0],e)},intersect:function(t,e){return n(t,[0,0,0,0,0,2,0,2,0,0,1,1,0,2,1,0],e)},difference:function(t,e){return n(t,[0,0,0,0,2,0,2,0,1,1,0,0,0,1,2,0],e)},differenceRev:function(t,e){return n(t,[0,2,1,0,0,0,1,1,0,2,0,2,0,0,0,0],e)},xor:function(t,e){return n(t,[0,2,1,0,2,0,0,1,1,0,0,2,0,1,2,0],e)}};e.exports=i},{}],262:[function(t,e,r){\"use strict\";var n=t(\"stream\").Transform,i=t(\"stream-parser\");function a(){n.call(this,{readableObjectMode:!0})}function o(t,e,r){Error.call(this),Error.captureStackTrace?Error.captureStackTrace(this,this.constructor):this.stack=(new Error).stack||\"\",this.name=this.constructor.name,this.message=t,e&&(this.code=e),r&&(this.statusCode=r)}a.prototype=Object.create(n.prototype),a.prototype.constructor=a,i(a.prototype),r.ParserStream=a,r.sliceEq=function(t,e,r){for(var n=e,i=0;i<r.length;)if(t[n++]!==r[i++])return!1;return!0},r.str2arr=function(t,e){var r=[],n=0;if(e&&\"hex\"===e)for(;n<t.length;)r.push(parseInt(t.slice(n,n+2),16)),n+=2;else for(;n<t.length;n++)r.push(255&t.charCodeAt(n));return r},r.readUInt16LE=function(t,e){return t[e]|t[e+1]<<8},r.readUInt16BE=function(t,e){return t[e+1]|t[e]<<8},r.readUInt32LE=function(t,e){return t[e]|t[e+1]<<8|t[e+2]<<16|16777216*t[e+3]},r.readUInt32BE=function(t,e){return t[e+3]|t[e+2]<<8|t[e+1]<<16|16777216*t[e]},o.prototype=Object.create(Error.prototype),o.prototype.constructor=o,r.ProbeError=o},{stream:285,\"stream-parser\":301}],263:[function(t,e,r){\"use strict\";function n(t,e){var r=new Error(t);return r.code=e,r}function i(t){try{return decodeURIComponent(escape(t))}catch(e){return t}}function a(t,e,r){this.input=t.subarray(e,r),this.start=e;var i=String.fromCharCode.apply(null,this.input.subarray(0,4));if(\"II*\\0\"!==i&&\"MM\\0*\"!==i)throw n(\"invalid TIFF signature\",\"EBADDATA\");this.big_endian=\"M\"===i[0]}a.prototype.each=function(t){this.aborted=!1;var e=this.read_uint32(4);for(this.ifds_to_read=[{id:0,offset:e}];this.ifds_to_read.length>0&&!this.aborted;){var r=this.ifds_to_read.shift();r.offset&&this.scan_ifd(r.id,r.offset,t)}},a.prototype.read_uint16=function(t){var e=this.input;if(t+2>e.length)throw n(\"unexpected EOF\",\"EBADDATA\");return this.big_endian?256*e[t]+e[t+1]:e[t]+256*e[t+1]},a.prototype.read_uint32=function(t){var e=this.input;if(t+4>e.length)throw n(\"unexpected EOF\",\"EBADDATA\");return this.big_endian?16777216*e[t]+65536*e[t+1]+256*e[t+2]+e[t+3]:e[t]+256*e[t+1]+65536*e[t+2]+16777216*e[t+3]},a.prototype.is_subifd_link=function(t,e){return 0===t&&34665===e||0===t&&34853===e||34665===t&&40965===e},a.prototype.exif_format_length=function(t){switch(t){case 1:case 2:case 6:case 7:return 1;case 3:case 8:return 2;case 4:case 9:case 11:return 4;case 5:case 10:case 12:return 8;default:return 0}},a.prototype.exif_format_read=function(t,e){var r;switch(t){case 1:case 2:return r=this.input[e];case 6:return(r=this.input[e])|33554430*(128&r);case 3:return r=this.read_uint16(e);case 8:return(r=this.read_uint16(e))|131070*(32768&r);case 4:return r=this.read_uint32(e);case 9:return 0|(r=this.read_uint32(e));case 5:case 10:case 11:case 12:case 7:default:return null}},a.prototype.scan_ifd=function(t,e,r){var a=this.read_uint16(e);e+=2;for(var o=0;o<a;o++){var s=this.read_uint16(e),l=this.read_uint16(e+2),c=this.read_uint32(e+4),u=this.exif_format_length(l),f=c*u,h=f<=4?e+8:this.read_uint32(e+8),p=!1;if(h+f>this.input.length)throw n(\"unexpected EOF\",\"EBADDATA\");for(var d=[],m=h,g=0;g<c;g++,m+=u){var v=this.exif_format_read(l,m);if(null===v){d=null;break}d.push(v)}if(Array.isArray(d)&&2===l&&(d=i(String.fromCharCode.apply(null,d)))&&\"\\0\"===d[d.length-1]&&(d=d.slice(0,-1)),this.is_subifd_link(t,s)&&Array.isArray(d)&&Number.isInteger(d[0])&&d[0]>0&&(this.ifds_to_read.push({id:s,offset:d[0]}),p=!0),!1===r({is_big_endian:this.big_endian,ifd:t,tag:s,format:l,count:c,entry_offset:e+this.start,data_length:f,data_offset:h+this.start,value:d,is_subifd_link:p}))return void(this.aborted=!0);e+=12}0===t&&this.ifds_to_read.push({id:1,offset:this.read_uint32(e)})},e.exports.ExifParser=a,e.exports.get_orientation=function(t){var e=0;try{return new a(t,0,t.length).each((function(t){if(0===t.ifd&&274===t.tag&&Array.isArray(t.value))return e=t.value[0],!1})),e}catch(t){return-1}}},{}],264:[function(t,e,r){\"use strict\";var n=t(\"./common\").readUInt16BE,i=t(\"./common\").readUInt32BE;function a(t,e){if(t.length<4+e)return null;var r=i(t,e);return t.length<r+e||r<8?null:{boxtype:String.fromCharCode.apply(null,t.slice(e+4,e+8)),data:t.slice(e+8,e+r),end:e+r}}function o(t,e){for(var r=0;;){var n=a(t,r);if(!n)break;switch(n.boxtype){case\"ispe\":e.sizes.push({width:i(n.data,4),height:i(n.data,8)});break;case\"irot\":e.transforms.push({type:\"irot\",value:3&n.data[0]});break;case\"imir\":e.transforms.push({type:\"imir\",value:1&n.data[0]})}r=n.end}}function s(t,e,r){for(var n=0,i=0;i<r;i++)n=256*n+(t[e+i]||0);return n}function l(t,e){for(var r=t[4]>>4&15,i=15&t[4],a=t[5]>>4&15,o=n(t,6),l=8,c=0;c<o;c++){var u=n(t,l),f=n(t,l+=2),h=s(t,l+=2,a),p=n(t,l+=a);if(l+=2,0===f&&1===p){var d=s(t,l,r),m=s(t,l+r,i);e.item_loc[u]={length:m,offset:d+h}}l+=p*(r+i)}}function c(t,e){for(var r=n(t,4),i=6,o=0;o<r;o++){var s=a(t,i);if(!s)break;if(\"infe\"===s.boxtype){for(var l=n(s.data,4),c=\"\",u=8;u<s.data.length&&s.data[u];u++)c+=String.fromCharCode(s.data[u]);e.item_inf[c]=l}i=s.end}}function u(t,e){for(var r=0;;){var n=a(t,r);if(!n)break;\"ipco\"===n.boxtype&&o(n.data,e),r=n.end}}e.exports.unbox=a,e.exports.readSizeFromMeta=function(t){var e={sizes:[],transforms:[],item_inf:{},item_loc:{}};if(function(t,e){for(var r=4;;){var n=a(t,r);if(!n)break;\"iprp\"===n.boxtype&&u(n.data,e),\"iloc\"===n.boxtype&&l(n.data,e),\"iinf\"===n.boxtype&&c(n.data,e),r=n.end}}(t,e),e.sizes.length){var r,n,i,o=(r=e.sizes,n=r.reduce((function(t,e){return t.width>e.width||t.width===e.width&&t.height>e.height?t:e})),i=r.reduce((function(t,e){return t.height>e.height||t.height===e.height&&t.width>e.width?t:e})),n.width>i.height||n.width===i.height&&n.height>i.width?n:i),s=1;e.transforms.forEach((function(t){var e={1:6,2:5,3:8,4:7,5:4,6:3,7:2,8:1},r={1:4,2:3,3:2,4:1,5:6,6:5,7:8,8:7};if(\"imir\"===t.type&&(s=0===t.value?r[s]:e[s=e[s=r[s]]]),\"irot\"===t.type)for(var n=0;n<t.value;n++)s=e[s]}));var f=null;return e.item_inf.Exif&&(f=e.item_loc[e.item_inf.Exif]),{width:o.width,height:o.height,orientation:e.transforms.length?s:null,variants:e.sizes,exif_location:f}}},e.exports.getMimeType=function(t){var e=String.fromCharCode.apply(null,t.slice(0,4)),r={};r[e]=!0;for(var 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h=[[1,0,0,1,0,0],[1,0,0,-1,0,0],[-1,0,0,-1,0,0],[-1,0,0,-1,0,0],[-1,0,0,1,0,0],[1,0,0,1,0,0],[1,0,-1,0,0,1],[1,0,-1,0,0,-1],[1,0,1,0,0,-1],[1,0,1,0,0,-1],[1,0,1,0,0,1],[1,0,-1,0,0,1],[-1,0,-1,0,0,1],[-1,0,-1,0,0,-1],[-1,0,1,0,0,-1],[-1,0,1,0,0,-1],[-1,0,1,0,0,1],[-1,0,-1,0,0,1],[0,1,1,0,0,0],[0,1,-1,0,0,0],[0,-1,-1,0,0,0],[0,-1,-1,0,0,0],[0,1,1,0,0,0],[0,-1,1,0,0,0],[0,1,0,-1,1,0],[0,1,0,-1,-1,0],[0,1,0,1,-1,0],[0,1,0,1,1,0],[0,1,0,-1,1,0],[0,1,0,1,-1,0],[0,-1,0,-1,1,0],[0,-1,0,-1,-1,0],[0,-1,0,1,-1,0],[0,-1,0,1,1,0],[0,-1,0,-1,1,0],[0,-1,0,1,-1,0]]},{\"array-bounds\":71,\"color-normalize\":89,\"flatten-vertex-data\":191,\"object-assign\":247,\"pick-by-alias\":253,\"to-float32\":313,\"update-diff\":329}],280:[function(t,e,r){\"use strict\";var n=t(\"color-normalize\"),i=t(\"array-bounds\"),a=t(\"object-assign\"),o=t(\"glslify\"),s=t(\"pick-by-alias\"),l=t(\"flatten-vertex-data\"),c=t(\"earcut\"),u=t(\"array-normalize\"),f=t(\"to-float32\"),h=f.float32,p=f.fract32,d=t(\"es6-weak-map\"),m=t(\"parse-rect\"),g=t(\"array-find-index\");function v(t,e){if(!(this instanceof v))return new v(t,e);if(\"function\"==typeof t?(e||(e={}),e.regl=t):e=t,e.length&&(e.positions=e),!(t=e.regl).hasExtension(\"ANGLE_instanced_arrays\"))throw Error(\"regl-error2d: `ANGLE_instanced_arrays` extension should be enabled\");this.gl=t._gl,this.regl=t,this.passes=[],this.shaders=v.shaders.has(t)?v.shaders.get(t):v.shaders.set(t,v.createShaders(t)).get(t),this.update(e)}e.exports=v,v.dashMult=2,v.maxPatternLength=256,v.precisionThreshold=3e6,v.maxPoints=1e4,v.maxLines=2048,v.shaders=new d,v.createShaders=function(t){var e,r=t.buffer({usage:\"static\",type:\"float\",data:[0,1,0,0,1,1,1,0]}),n={primitive:\"triangle strip\",instances:t.prop(\"count\"),count:4,offset:0,uniforms:{miterMode:function(t,e){return\"round\"===e.join?2:1},miterLimit:t.prop(\"miterLimit\"),scale:t.prop(\"scale\"),scaleFract:t.prop(\"scaleFract\"),translateFract:t.prop(\"translateFract\"),translate:t.prop(\"translate\"),thickness:t.prop(\"thickness\"),dashTexture:t.prop(\"dashTexture\"),opacity:t.prop(\"opacity\"),pixelRatio:t.context(\"pixelRatio\"),id:t.prop(\"id\"),dashLength:t.prop(\"dashLength\"),viewport:function(t,e){return[e.viewport.x,e.viewport.y,t.viewportWidth,t.viewportHeight]},depth:t.prop(\"depth\")},blend:{enable:!0,color:[0,0,0,0],equation:{rgb:\"add\",alpha:\"add\"},func:{srcRGB:\"src alpha\",dstRGB:\"one minus src alpha\",srcAlpha:\"one minus dst alpha\",dstAlpha:\"one\"}},depth:{enable:function(t,e){return!e.overlay}},stencil:{enable:!1},scissor:{enable:!0,box:t.prop(\"viewport\")},viewport:t.prop(\"viewport\")},i=t(a({vert:o([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec2 aCoord, bCoord, aCoordFract, bCoordFract;\\nattribute vec4 color;\\nattribute float lineEnd, lineTop;\\n\\nuniform vec2 scale, scaleFract, translate, translateFract;\\nuniform float thickness, pixelRatio, id, depth;\\nuniform vec4 viewport;\\n\\nvarying vec4 fragColor;\\nvarying vec2 tangent;\\n\\nvec2 project(vec2 position, vec2 positionFract, vec2 scale, vec2 scaleFract, vec2 translate, vec2 translateFract) {\\n\\t// the order is important\\n\\treturn position * scale + translate\\n       + positionFract * scale + translateFract\\n       + position * scaleFract\\n       + positionFract * scaleFract;\\n}\\n\\nvoid main() {\\n\\tfloat lineStart = 1. - lineEnd;\\n\\tfloat lineOffset = lineTop * 2. - 1.;\\n\\n\\tvec2 diff = (bCoord + bCoordFract - aCoord - aCoordFract);\\n\\ttangent = normalize(diff * scale * viewport.zw);\\n\\tvec2 normal = vec2(-tangent.y, tangent.x);\\n\\n\\tvec2 position = project(aCoord, aCoordFract, scale, scaleFract, translate, translateFract) * lineStart\\n\\t\\t+ project(bCoord, bCoordFract, scale, scaleFract, translate, translateFract) * lineEnd\\n\\n\\t\\t+ thickness * normal * .5 * lineOffset / viewport.zw;\\n\\n\\tgl_Position = vec4(position * 2.0 - 1.0, depth, 1);\\n\\n\\tfragColor = color / 255.;\\n}\\n\"]),frag:o([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform float dashLength, pixelRatio, thickness, opacity, id;\\nuniform sampler2D dashTexture;\\n\\nvarying vec4 fragColor;\\nvarying vec2 tangent;\\n\\nvoid main() {\\n\\tfloat alpha = 1.;\\n\\n\\tfloat t = fract(dot(tangent, gl_FragCoord.xy) / dashLength) * .5 + .25;\\n\\tfloat dash = texture2D(dashTexture, vec2(t, .5)).r;\\n\\n\\tgl_FragColor = fragColor;\\n\\tgl_FragColor.a *= alpha * opacity * dash;\\n}\\n\"]),attributes:{lineEnd:{buffer:r,divisor:0,stride:8,offset:0},lineTop:{buffer:r,divisor:0,stride:8,offset:4},aCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:8,divisor:1},bCoord:{buffer:t.prop(\"positionBuffer\"),stride:8,offset:16,divisor:1},aCoordFract:{buffer:t.prop(\"positionFractBuffer\"),stride:8,offset:8,divisor:1},bCoordFract:{buffer:t.prop(\"positionFractBuffer\"),stride:8,offset:16,divisor:1},color:{buffer:t.prop(\"colorBuffer\"),stride:4,offset:0,divisor:1}}},n));try{e=t(a({cull:{enable:!0,face:\"back\"},vert:o([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec2 aCoord, bCoord, nextCoord, prevCoord;\\nattribute vec4 aColor, bColor;\\nattribute float lineEnd, lineTop;\\n\\nuniform vec2 scale, translate;\\nuniform float thickness, pixelRatio, id, depth;\\nuniform vec4 viewport;\\nuniform float miterLimit, miterMode;\\n\\nvarying vec4 fragColor;\\nvarying vec4 startCutoff, endCutoff;\\nvarying vec2 tangent;\\nvarying vec2 startCoord, endCoord;\\nvarying float enableStartMiter, enableEndMiter;\\n\\nconst float REVERSE_THRESHOLD = -.875;\\nconst float MIN_DIFF = 1e-6;\\n\\n// TODO: possible optimizations: avoid overcalculating all for vertices and calc just one instead\\n// TODO: precalculate dot products, normalize things beforehead etc.\\n// TODO: refactor to rectangular algorithm\\n\\nfloat distToLine(vec2 p, vec2 a, vec2 b) {\\n\\tvec2 diff = b - a;\\n\\tvec2 perp = normalize(vec2(-diff.y, diff.x));\\n\\treturn dot(p - a, perp);\\n}\\n\\nbool isNaN( float val ){\\n  return ( val < 0.0 || 0.0 < val || val == 0.0 ) ? false : true;\\n}\\n\\nvoid main() {\\n\\tvec2 aCoord = aCoord, bCoord = bCoord, prevCoord = prevCoord, nextCoord = nextCoord;\\n\\n  vec2 adjustedScale;\\n  adjustedScale.x = (abs(scale.x) < MIN_DIFF) ? MIN_DIFF : scale.x;\\n  adjustedScale.y = (abs(scale.y) < MIN_DIFF) ? MIN_DIFF : scale.y;\\n\\n  vec2 scaleRatio = adjustedScale * viewport.zw;\\n\\tvec2 normalWidth = thickness / scaleRatio;\\n\\n\\tfloat lineStart = 1. - lineEnd;\\n\\tfloat lineBot = 1. - lineTop;\\n\\n\\tfragColor = (lineStart * aColor + lineEnd * bColor) / 255.;\\n\\n\\tif (isNaN(aCoord.x) || isNaN(aCoord.y) || isNaN(bCoord.x) || isNaN(bCoord.y)) return;\\n\\n\\tif (aCoord == prevCoord) prevCoord = aCoord + normalize(bCoord - aCoord);\\n\\tif (bCoord == nextCoord) nextCoord = bCoord - normalize(bCoord - aCoord);\\n\\n\\tvec2 prevDiff = aCoord - prevCoord;\\n\\tvec2 currDiff = bCoord - aCoord;\\n\\tvec2 nextDiff = nextCoord - bCoord;\\n\\n\\tvec2 prevTangent = normalize(prevDiff * scaleRatio);\\n\\tvec2 currTangent = normalize(currDiff * scaleRatio);\\n\\tvec2 nextTangent = normalize(nextDiff * scaleRatio);\\n\\n\\tvec2 prevNormal = vec2(-prevTangent.y, prevTangent.x);\\n\\tvec2 currNormal = vec2(-currTangent.y, currTangent.x);\\n\\tvec2 nextNormal = vec2(-nextTangent.y, nextTangent.x);\\n\\n\\tvec2 startJoinDirection = normalize(prevTangent - currTangent);\\n\\tvec2 endJoinDirection = normalize(currTangent - nextTangent);\\n\\n\\t// collapsed/unidirectional segment cases\\n\\t// FIXME: there should be more elegant solution\\n\\tvec2 prevTanDiff = abs(prevTangent - currTangent);\\n\\tvec2 nextTanDiff = abs(nextTangent - currTangent);\\n\\tif (max(prevTanDiff.x, prevTanDiff.y) < MIN_DIFF) {\\n\\t\\tstartJoinDirection = currNormal;\\n\\t}\\n\\tif (max(nextTanDiff.x, nextTanDiff.y) < MIN_DIFF) {\\n\\t\\tendJoinDirection = currNormal;\\n\\t}\\n\\tif (aCoord == bCoord) {\\n\\t\\tendJoinDirection = startJoinDirection;\\n\\t\\tcurrNormal = prevNormal;\\n\\t\\tcurrTangent = prevTangent;\\n\\t}\\n\\n\\ttangent = currTangent;\\n\\n\\t//calculate join shifts relative to normals\\n\\tfloat startJoinShift = dot(currNormal, startJoinDirection);\\n\\tfloat endJoinShift = dot(currNormal, endJoinDirection);\\n\\n\\tfloat startMiterRatio = abs(1. / startJoinShift);\\n\\tfloat endMiterRatio = abs(1. / endJoinShift);\\n\\n\\tvec2 startJoin = startJoinDirection * startMiterRatio;\\n\\tvec2 endJoin = endJoinDirection * endMiterRatio;\\n\\n\\tvec2 startTopJoin, startBotJoin, endTopJoin, endBotJoin;\\n\\tstartTopJoin = sign(startJoinShift) * startJoin * .5;\\n\\tstartBotJoin = -startTopJoin;\\n\\n\\tendTopJoin = sign(endJoinShift) * endJoin * .5;\\n\\tendBotJoin = -endTopJoin;\\n\\n\\tvec2 aTopCoord = aCoord + normalWidth * startTopJoin;\\n\\tvec2 bTopCoord = bCoord + normalWidth * endTopJoin;\\n\\tvec2 aBotCoord = aCoord + normalWidth * startBotJoin;\\n\\tvec2 bBotCoord = bCoord + normalWidth * endBotJoin;\\n\\n\\t//miter anti-clipping\\n\\tfloat baClipping = distToLine(bCoord, aCoord, aBotCoord) / dot(normalize(normalWidth * endBotJoin), normalize(normalWidth.yx * vec2(-startBotJoin.y, startBotJoin.x)));\\n\\tfloat abClipping = distToLine(aCoord, bCoord, bTopCoord) / dot(normalize(normalWidth * startBotJoin), normalize(normalWidth.yx * vec2(-endBotJoin.y, endBotJoin.x)));\\n\\n\\t//prevent close to reverse direction switch\\n\\tbool prevReverse = dot(currTangent, prevTangent) <= REVERSE_THRESHOLD && abs(dot(currTangent, prevNormal)) * min(length(prevDiff), length(currDiff)) <  length(normalWidth * currNormal);\\n\\tbool nextReverse = dot(currTangent, nextTangent) <= REVERSE_THRESHOLD && abs(dot(currTangent, nextNormal)) * min(length(nextDiff), length(currDiff)) <  length(normalWidth * currNormal);\\n\\n\\tif (prevReverse) {\\n\\t\\t//make join rectangular\\n\\t\\tvec2 miterShift = normalWidth * startJoinDirection * miterLimit * .5;\\n\\t\\tfloat normalAdjust = 1. - min(miterLimit / startMiterRatio, 1.);\\n\\t\\taBotCoord = aCoord + miterShift - normalAdjust * normalWidth * currNormal * .5;\\n\\t\\taTopCoord = aCoord + miterShift + normalAdjust * normalWidth * currNormal * .5;\\n\\t}\\n\\telse if (!nextReverse && baClipping > 0. && baClipping < length(normalWidth * endBotJoin)) {\\n\\t\\t//handle miter clipping\\n\\t\\tbTopCoord -= normalWidth * endTopJoin;\\n\\t\\tbTopCoord += normalize(endTopJoin * normalWidth) * baClipping;\\n\\t}\\n\\n\\tif (nextReverse) {\\n\\t\\t//make join rectangular\\n\\t\\tvec2 miterShift = normalWidth * endJoinDirection * miterLimit * .5;\\n\\t\\tfloat normalAdjust = 1. - min(miterLimit / endMiterRatio, 1.);\\n\\t\\tbBotCoord = bCoord + miterShift - normalAdjust * normalWidth * currNormal * .5;\\n\\t\\tbTopCoord = bCoord + miterShift + normalAdjust * normalWidth * currNormal * .5;\\n\\t}\\n\\telse if (!prevReverse && abClipping > 0. && abClipping < length(normalWidth * startBotJoin)) {\\n\\t\\t//handle miter clipping\\n\\t\\taBotCoord -= normalWidth * startBotJoin;\\n\\t\\taBotCoord += normalize(startBotJoin * normalWidth) * abClipping;\\n\\t}\\n\\n\\tvec2 aTopPosition = (aTopCoord) * adjustedScale + translate;\\n\\tvec2 aBotPosition = (aBotCoord) * adjustedScale + translate;\\n\\n\\tvec2 bTopPosition = (bTopCoord) * adjustedScale + translate;\\n\\tvec2 bBotPosition = (bBotCoord) * adjustedScale + translate;\\n\\n\\t//position is normalized 0..1 coord on the screen\\n\\tvec2 position = (aTopPosition * lineTop + aBotPosition * lineBot) * lineStart + (bTopPosition * lineTop + bBotPosition * lineBot) * lineEnd;\\n\\n\\tstartCoord = aCoord * scaleRatio + translate * viewport.zw + viewport.xy;\\n\\tendCoord = bCoord * scaleRatio + translate * viewport.zw + viewport.xy;\\n\\n\\tgl_Position = vec4(position  * 2.0 - 1.0, depth, 1);\\n\\n\\tenableStartMiter = step(dot(currTangent, prevTangent), .5);\\n\\tenableEndMiter = step(dot(currTangent, nextTangent), .5);\\n\\n\\t//bevel miter cutoffs\\n\\tif (miterMode == 1.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tvec2 startMiterWidth = vec2(startJoinDirection) * thickness * miterLimit * .5;\\n\\t\\t\\tstartCutoff = vec4(aCoord, aCoord);\\n\\t\\t\\tstartCutoff.zw += vec2(-startJoinDirection.y, startJoinDirection.x) / scaleRatio;\\n\\t\\t\\tstartCutoff = startCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tstartCutoff += viewport.xyxy;\\n\\t\\t\\tstartCutoff += startMiterWidth.xyxy;\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tvec2 endMiterWidth = vec2(endJoinDirection) * thickness * miterLimit * .5;\\n\\t\\t\\tendCutoff = vec4(bCoord, bCoord);\\n\\t\\t\\tendCutoff.zw += vec2(-endJoinDirection.y, endJoinDirection.x)  / scaleRatio;\\n\\t\\t\\tendCutoff = endCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tendCutoff += viewport.xyxy;\\n\\t\\t\\tendCutoff += endMiterWidth.xyxy;\\n\\t\\t}\\n\\t}\\n\\n\\t//round miter cutoffs\\n\\telse if (miterMode == 2.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tvec2 startMiterWidth = vec2(startJoinDirection) * thickness * abs(dot(startJoinDirection, currNormal)) * .5;\\n\\t\\t\\tstartCutoff = vec4(aCoord, aCoord);\\n\\t\\t\\tstartCutoff.zw += vec2(-startJoinDirection.y, startJoinDirection.x) / scaleRatio;\\n\\t\\t\\tstartCutoff = startCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tstartCutoff += viewport.xyxy;\\n\\t\\t\\tstartCutoff += startMiterWidth.xyxy;\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tvec2 endMiterWidth = vec2(endJoinDirection) * thickness * abs(dot(endJoinDirection, currNormal)) * .5;\\n\\t\\t\\tendCutoff = vec4(bCoord, bCoord);\\n\\t\\t\\tendCutoff.zw += vec2(-endJoinDirection.y, endJoinDirection.x)  / scaleRatio;\\n\\t\\t\\tendCutoff = endCutoff * scaleRatio.xyxy + translate.xyxy * viewport.zwzw;\\n\\t\\t\\tendCutoff += viewport.xyxy;\\n\\t\\t\\tendCutoff += endMiterWidth.xyxy;\\n\\t\\t}\\n\\t}\\n}\\n\"]),frag:o([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform float dashLength, pixelRatio, thickness, opacity, id, miterMode;\\nuniform sampler2D dashTexture;\\n\\nvarying vec4 fragColor;\\nvarying vec2 tangent;\\nvarying vec4 startCutoff, endCutoff;\\nvarying vec2 startCoord, endCoord;\\nvarying float enableStartMiter, enableEndMiter;\\n\\nfloat distToLine(vec2 p, vec2 a, vec2 b) {\\n\\tvec2 diff = b - a;\\n\\tvec2 perp = normalize(vec2(-diff.y, diff.x));\\n\\treturn dot(p - a, perp);\\n}\\n\\nvoid main() {\\n\\tfloat alpha = 1., distToStart, distToEnd;\\n\\tfloat cutoff = thickness * .5;\\n\\n\\t//bevel miter\\n\\tif (miterMode == 1.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tdistToStart = distToLine(gl_FragCoord.xy, startCutoff.xy, startCutoff.zw);\\n\\t\\t\\tif (distToStart < -1.) {\\n\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\treturn;\\n\\t\\t\\t}\\n\\t\\t\\talpha *= min(max(distToStart + 1., 0.), 1.);\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tdistToEnd = distToLine(gl_FragCoord.xy, endCutoff.xy, endCutoff.zw);\\n\\t\\t\\tif (distToEnd < -1.) {\\n\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\treturn;\\n\\t\\t\\t}\\n\\t\\t\\talpha *= min(max(distToEnd + 1., 0.), 1.);\\n\\t\\t}\\n\\t}\\n\\n\\t// round miter\\n\\telse if (miterMode == 2.) {\\n\\t\\tif (enableStartMiter == 1.) {\\n\\t\\t\\tdistToStart = distToLine(gl_FragCoord.xy, startCutoff.xy, startCutoff.zw);\\n\\t\\t\\tif (distToStart < 0.) {\\n\\t\\t\\t\\tfloat radius = length(gl_FragCoord.xy - startCoord);\\n\\n\\t\\t\\t\\tif(radius > cutoff + .5) {\\n\\t\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\t\\treturn;\\n\\t\\t\\t\\t}\\n\\n\\t\\t\\t\\talpha -= smoothstep(cutoff - .5, cutoff + .5, radius);\\n\\t\\t\\t}\\n\\t\\t}\\n\\n\\t\\tif (enableEndMiter == 1.) {\\n\\t\\t\\tdistToEnd = distToLine(gl_FragCoord.xy, endCutoff.xy, endCutoff.zw);\\n\\t\\t\\tif (distToEnd < 0.) {\\n\\t\\t\\t\\tfloat radius = length(gl_FragCoord.xy - endCoord);\\n\\n\\t\\t\\t\\tif(radius > cutoff + .5) {\\n\\t\\t\\t\\t\\tdiscard;\\n\\t\\t\\t\\t\\treturn;\\n\\t\\t\\t\\t}\\n\\n\\t\\t\\t\\talpha -= smoothstep(cutoff - .5, cutoff + .5, radius);\\n\\t\\t\\t}\\n\\t\\t}\\n\\t}\\n\\n\\tfloat t = fract(dot(tangent, gl_FragCoord.xy) / dashLength) * .5 + .25;\\n\\tfloat dash = texture2D(dashTexture, vec2(t, .5)).r;\\n\\n\\tgl_FragColor = fragColor;\\n\\tgl_FragColor.a *= alpha * opacity * 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t=this,e=[],r=arguments.length;r--;)e[r]=arguments[r];return(e.length?e:this.passes).forEach((function(e,r){var n;if(e&&Array.isArray(e))return(n=t).draw.apply(n,e);\"number\"==typeof e&&(e=t.passes[e]),e&&e.count>1&&e.opacity&&(t.regl._refresh(),e.fill&&e.triangles&&e.triangles.length>2&&t.shaders.fill(e),e.thickness&&(e.scale[0]*e.viewport.width>v.precisionThreshold||e.scale[1]*e.viewport.height>v.precisionThreshold||\"rect\"===e.join||!e.join&&(e.thickness<=2||e.count>=v.maxPoints)?t.shaders.rect(e):t.shaders.miter(e)))})),this},v.prototype.update=function(t){var e=this;if(t){null!=t.length?\"number\"==typeof t[0]&&(t=[{positions:t}]):Array.isArray(t)||(t=[t]);var r=this.regl,o=this.gl;if(t.forEach((function(t,f){var d=e.passes[f];if(void 0!==t)if(null!==t){if(\"number\"==typeof t[0]&&(t={positions:t}),t=s(t,{positions:\"positions points data coords\",thickness:\"thickness lineWidth lineWidths line-width linewidth width stroke-width strokewidth strokeWidth\",join:\"lineJoin linejoin 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Uint8Array})},t=a({},v.defaults,t)),null!=t.thickness&&(d.thickness=parseFloat(t.thickness)),null!=t.opacity&&(d.opacity=parseFloat(t.opacity)),null!=t.miterLimit&&(d.miterLimit=parseFloat(t.miterLimit)),null!=t.overlay&&(d.overlay=!!t.overlay,f<v.maxLines&&(d.depth=2*(v.maxLines-1-f%v.maxLines)/v.maxLines-1)),null!=t.join&&(d.join=t.join),null!=t.hole&&(d.hole=t.hole),null!=t.fill&&(d.fill=t.fill?n(t.fill,\"uint8\"):null),null!=t.viewport&&(d.viewport=m(t.viewport)),d.viewport||(d.viewport=m([o.drawingBufferWidth,o.drawingBufferHeight])),null!=t.close&&(d.close=t.close),null===t.positions&&(t.positions=[]),t.positions){var y,x;if(t.positions.x&&t.positions.y){var b=t.positions.x,_=t.positions.y;x=d.count=Math.max(b.length,_.length),y=new Float64Array(2*x);for(var w=0;w<x;w++)y[2*w]=b[w],y[2*w+1]=_[w]}else y=l(t.positions,\"float64\"),x=d.count=Math.floor(y.length/2);var T=d.bounds=i(y,2);if(d.fill){for(var k=[],A={},M=0,S=0,E=0,L=d.count;S<L;S++){var C=y[2*S],P=y[2*S+1];isNaN(C)||isNaN(P)||null==C||null==P?(C=y[2*M],P=y[2*M+1],A[S]=M):M=S,k[E++]=C,k[E++]=P}if(t.splitNull){d.count-1 in A||(A[d.count]=d.count-1);var I=Object.keys(A).map(Number).sort((function(t,e){return t-e})),O=[],z=0,D=null!=d.hole?d.hole[0]:null;if(null!=D){var R=g(I,(function(t){return t>=D}));(I=I.slice(0,R)).push(D)}for(var F=function(t){var e=k.slice(2*z,2*I[t]).concat(D?k.slice(2*D):[]),r=(d.hole||[]).map((function(e){return e-D+(I[t]-z)})),n=c(e,r);n=n.map((function(e){return e+z+(e+z<I[t]?0:D-I[t])})),O.push.apply(O,n),z=I[t]+1},B=0;B<I.length;B++)F(B);for(var N=0,j=O.length;N<j;N++)null!=A[O[N]]&&(O[N]=A[O[N]]);d.triangles=O}else{for(var U=c(k,d.hole||[]),V=0,H=U.length;V<H;V++)null!=A[U[V]]&&(U[V]=A[U[V]]);d.triangles=U}}var q=new Float64Array(y);u(q,2,T);var G=new 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at=0;at<t.dashes.length;++at){for(var ot=0,st=t.dashes[at]*v.dashMult*.5;ot<st;++ot)$[rt++]=nt;nt^=255}}d.dashLength=tt,d.dashTexture({channels:1,data:$,width:$.length,height:1,mag:\"linear\",min:\"linear\"},0,0)}if(t.color){var lt=d.count,ct=t.color;ct||(ct=\"transparent\");var ut=new Uint8Array(4*lt+4);if(Array.isArray(ct)&&\"number\"!=typeof ct[0]){for(var ft=0;ft<lt;ft++){var ht=n(ct[ft],\"uint8\");ut.set(ht,4*ft)}ut.set(n(ct[0],\"uint8\"),4*lt)}else for(var pt=n(ct,\"uint8\"),dt=0;dt<lt+1;dt++)ut.set(pt,4*dt);d.colorBuffer({usage:\"dynamic\",type:\"uint8\",data:ut})}}else e.passes[f]=null})),t.length<this.passes.length){for(var f=t.length;f<this.passes.length;f++){var d=this.passes[f];d&&(d.colorBuffer.destroy(),d.positionBuffer.destroy(),d.dashTexture.destroy())}this.passes.length=t.length}for(var y=[],x=0;x<this.passes.length;x++)null!==this.passes[x]&&y.push(this.passes[x]);return this.passes=y,this}},v.prototype.destroy=function(){return 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o={uniforms:{constPointSize:!!e.constPointSize,opacity:t.prop(\"opacity\"),paletteSize:function(t,e){return[r.tooManyColors?0:255,n.height]},pixelRatio:t.context(\"pixelRatio\"),scale:t.prop(\"scale\"),scaleFract:t.prop(\"scaleFract\"),translate:t.prop(\"translate\"),translateFract:t.prop(\"translateFract\"),markerTexture:t.prop(\"markerTexture\"),paletteTexture:n},attributes:{x:function(t,e){return e.xAttr||{buffer:e.positionBuffer,stride:8,offset:0}},y:function(t,e){return e.yAttr||{buffer:e.positionBuffer,stride:8,offset:4}},xFract:function(t,e){return e.xAttr?{constant:[0,0]}:{buffer:e.positionFractBuffer,stride:8,offset:0}},yFract:function(t,e){return e.yAttr?{constant:[0,0]}:{buffer:e.positionFractBuffer,stride:8,offset:4}},size:function(t,e){return e.size.length?{buffer:e.sizeBuffer,stride:2,offset:0}:{constant:[Math.round(255*e.size/r.maxSize)]}},borderSize:function(t,e){return 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mix(color, fragColor, colorAmt);\\n    color.a *= opacity;\\n\\n    gl_FragColor = color;\\n  }\\n\\n}\\n\"]),s.vert=h([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute float x, y, xFract, yFract;\\nattribute float size, borderSize;\\nattribute vec4 colorId, borderColorId;\\nattribute float isActive;\\n\\nuniform bool constPointSize;\\nuniform float pixelRatio;\\nuniform vec2 scale, scaleFract, translate, translateFract, paletteSize;\\nuniform sampler2D paletteTexture;\\n\\nconst float maxSize = 100.;\\nconst float borderLevel = .5;\\n\\nvarying vec4 fragColor, fragBorderColor;\\nvarying float fragPointSize, fragBorderRadius, fragWidth, fragBorderColorLevel, fragColorLevel;\\n\\nfloat pointSizeScale = (constPointSize) ? 2. : pixelRatio;\\n\\nbool isDirect = (paletteSize.x < 1.);\\n\\nvec4 getColor(vec4 id) {\\n  return isDirect ? id / 255. : texture2D(paletteTexture,\\n    vec2(\\n      (id.x + .5) / paletteSize.x,\\n      (id.y + .5) / paletteSize.y\\n    )\\n  );\\n}\\n\\nvoid main() {\\n  // ignore inactive points\\n  if (isActive == 0.) return;\\n\\n  vec2 position = vec2(x, y);\\n  vec2 positionFract = vec2(xFract, yFract);\\n\\n  vec4 color = getColor(colorId);\\n  vec4 borderColor = getColor(borderColorId);\\n\\n  float size = size * maxSize / 255.;\\n  float borderSize = borderSize * maxSize / 255.;\\n\\n  gl_PointSize = 2. * size * pointSizeScale;\\n  fragPointSize = size * pixelRatio;\\n\\n  vec2 pos = (position + translate) * scale\\n      + (positionFract + translateFract) * scale\\n      + (position + translate) * scaleFract\\n      + (positionFract + translateFract) * scaleFract;\\n\\n  gl_Position = vec4(pos * 2. - 1., 0., 1.);\\n\\n  fragColor = color;\\n  fragBorderColor = borderColor;\\n  fragWidth = 1. / gl_PointSize;\\n\\n  fragBorderColorLevel = clamp(borderLevel - borderLevel * borderSize / size, 0., 1.);\\n  fragColorLevel = clamp(borderLevel + (1. - borderLevel) * borderSize / size, 0., 1.);\\n}\"]),this.drawMarker=t(s);var l=f({},o);l.frag=h([\"precision highp float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragColor, fragBorderColor;\\nvarying float fragBorderRadius, fragWidth;\\n\\nuniform float opacity;\\n\\nfloat smoothStep(float edge0, float edge1, float x) {\\n\\tfloat t;\\n\\tt = clamp((x - edge0) / (edge1 - edge0), 0.0, 1.0);\\n\\treturn t * t * (3.0 - 2.0 * t);\\n}\\n\\nvoid main() {\\n\\tfloat radius, alpha = 1.0, delta = fragWidth;\\n\\n\\tradius = length(2.0 * gl_PointCoord.xy - 1.0);\\n\\n\\tif (radius > 1.0 + delta) {\\n\\t\\tdiscard;\\n\\t}\\n\\n\\talpha -= smoothstep(1.0 - delta, 1.0 + delta, radius);\\n\\n\\tfloat borderRadius = fragBorderRadius;\\n\\tfloat ratio = smoothstep(borderRadius - delta, borderRadius + delta, radius);\\n\\tvec4 color = mix(fragColor, fragBorderColor, ratio);\\n\\tcolor.a *= alpha * opacity;\\n\\tgl_FragColor = color;\\n}\\n\"]),l.vert=h([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute float x, y, xFract, yFract;\\nattribute float size, borderSize;\\nattribute vec4 colorId, borderColorId;\\nattribute float isActive;\\n\\nuniform bool constPointSize;\\nuniform float pixelRatio;\\nuniform vec2 paletteSize, scale, scaleFract, translate, translateFract;\\nuniform sampler2D paletteTexture;\\n\\nconst float maxSize = 100.;\\n\\nvarying vec4 fragColor, fragBorderColor;\\nvarying float fragBorderRadius, fragWidth;\\n\\nfloat pointSizeScale = (constPointSize) ? 2. : pixelRatio;\\n\\nbool isDirect = (paletteSize.x < 1.);\\n\\nvec4 getColor(vec4 id) {\\n  return isDirect ? id / 255. : texture2D(paletteTexture,\\n    vec2(\\n      (id.x + .5) / paletteSize.x,\\n      (id.y + .5) / paletteSize.y\\n    )\\n  );\\n}\\n\\nvoid main() {\\n  // ignore inactive points\\n  if (isActive == 0.) return;\\n\\n  vec2 position = vec2(x, y);\\n  vec2 positionFract = vec2(xFract, yFract);\\n\\n  vec4 color = getColor(colorId);\\n  vec4 borderColor = getColor(borderColorId);\\n\\n  float size = size * maxSize / 255.;\\n  float borderSize = borderSize * maxSize / 255.;\\n\\n  gl_PointSize = (size + borderSize) * pointSizeScale;\\n\\n  vec2 pos = (position + translate) * scale\\n      + (positionFract + translateFract) * scale\\n      + (position + translate) * scaleFract\\n      + (positionFract + translateFract) * scaleFract;\\n\\n  gl_Position = vec4(pos * 2. - 1., 0., 1.);\\n\\n  fragBorderRadius = 1. - 2. * borderSize / (size + borderSize);\\n  fragColor = color;\\n  fragBorderColor = borderColor.a == 0. || borderSize == 0. ? vec4(color.rgb, 0.) : borderColor;\\n  fragWidth = 1. / gl_PointSize;\\n}\\n\"]),g&&(l.frag=l.frag.replace(\"smoothstep\",\"smoothStep\"),s.frag=s.frag.replace(\"smoothstep\",\"smoothStep\")),this.drawCircle=t(l)}b.defaults={color:\"black\",borderColor:\"transparent\",borderSize:0,size:12,opacity:1,marker:void 0,viewport:null,range:null,pixelSize:null,count:0,offset:0,bounds:null,positions:[],snap:1e4},b.prototype.render=function(){return arguments.length&&this.update.apply(this,arguments),this.draw(),this},b.prototype.draw=function(){for(var t=this,e=arguments.length,r=new Array(e),n=0;n<e;n++)r[n]=arguments[n];var i=this.groups;if(1===r.length&&Array.isArray(r[0])&&(null===r[0][0]||Array.isArray(r[0][0]))&&(r=r[0]),this.regl._refresh(),r.length)for(var a=0;a<r.length;a++)this.drawItem(a,r[a]);else i.forEach((function(e,r){t.drawItem(r)}));return this},b.prototype.drawItem=function(t,e){var r=this.groups,n=r[t];if(\"number\"==typeof e&&(t=e,n=r[e],e=null),n&&n.count&&n.opacity){n.activation[0]&&this.drawCircle(this.getMarkerDrawOptions(0,n,e));for(var a=[],o=1;o<n.activation.length;o++)n.activation[o]&&(!0===n.activation[o]||n.activation[o].data.length)&&a.push.apply(a,i(this.getMarkerDrawOptions(o,n,e)));a.length&&this.drawMarker(a)}},b.prototype.getMarkerDrawOptions=function(t,e,r){var i=e.range,a=e.tree,o=e.viewport,s=e.activation,l=e.selectionBuffer,c=e.count;this.regl;if(!a)return r?[f({},e,{markerTexture:this.markerTextures[t],activation:s[t],count:r.length,elements:r,offset:0})]:[f({},e,{markerTexture:this.markerTextures[t],activation:s[t],offset:0})];var u=[],h=a.range(i,{lod:!0,px:[(i[2]-i[0])/o.width,(i[3]-i[1])/o.height]});if(r){for(var p=s[t].data,d=new Uint8Array(c),m=0;m<r.length;m++){var g=r[m];d[g]=p?p[g]:1}l.subdata(d)}for(var v=h.length;v--;){var y=n(h[v],2),x=y[0],b=y[1];u.push(f({},e,{markerTexture:this.markerTextures[t],activation:r?l:s[t],offset:x,count:b-x}))}return u},b.prototype.update=function(){for(var t=this,e=arguments.length,r=new Array(e),n=0;n<e;n++)r[n]=arguments[n];if(r.length){1===r.length&&Array.isArray(r[0])&&(r=r[0]);var i=this.groups,a=this.gl,o=this.regl,s=this.maxSize,c=this.maxColors,h=this.palette;this.groups=i=r.map((function(e,r){var n=i[r];if(void 0===e)return n;null===e?e={positions:null}:\"function\"==typeof e?e={ondraw:e}:\"number\"==typeof e[0]&&(e={positions:e}),null===(e=p(e,{positions:\"positions data points\",snap:\"snap cluster lod tree\",size:\"sizes size radius\",borderSize:\"borderSizes borderSize border-size bordersize borderWidth borderWidths border-width borderwidth stroke-width strokeWidth strokewidth outline\",color:\"colors color fill fill-color fillColor\",borderColor:\"borderColors borderColor stroke stroke-color strokeColor\",marker:\"markers marker shape\",range:\"range dataBox databox\",viewport:\"viewport viewPort viewBox viewbox\",opacity:\"opacity alpha transparency\",bounds:\"bound bounds boundaries limits\",tooManyColors:\"tooManyColors palette paletteMode optimizePalette enablePalette\"})).positions&&(e.positions=[]),null!=e.tooManyColors&&(t.tooManyColors=e.tooManyColors),n||(i[r]=n={id:r,scale:null,translate:null,scaleFract:null,translateFract:null,activation:[],selectionBuffer:o.buffer({data:new Uint8Array(0),usage:\"stream\",type:\"uint8\"}),sizeBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"uint8\"}),colorBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"uint8\"}),positionBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"float\"}),positionFractBuffer:o.buffer({data:new Uint8Array(0),usage:\"dynamic\",type:\"float\"})},e=f({},b.defaults,e)),e.positions&&!(\"marker\"in e)&&(e.marker=n.marker,delete n.marker),e.marker&&!(\"positions\"in e)&&(e.positions=n.positions,delete n.positions);var g=0,x=0;if(d(n,e,[{snap:!0,size:function(t,e){return null==t&&(t=b.defaults.size),g+=t&&t.length?1:0,t},borderSize:function(t,e){return null==t&&(t=b.defaults.borderSize),g+=t&&t.length?1:0,t},opacity:parseFloat,color:function(e,r){return null==e&&(e=b.defaults.color),e=t.updateColor(e),x++,e},borderColor:function(e,r){return null==e&&(e=b.defaults.borderColor),e=t.updateColor(e),x++,e},bounds:function(t,e,r){return\"range\"in r||(r.range=null),t},positions:function(t,e,r){var n=e.snap,i=e.positionBuffer,a=e.positionFractBuffer,s=e.selectionBuffer;if(t.x||t.y)return t.x.length?e.xAttr={buffer:o.buffer(t.x),offset:0,stride:4,count:t.x.length}:e.xAttr={buffer:t.x.buffer,offset:4*t.x.offset||0,stride:4*(t.x.stride||1),count:t.x.count},t.y.length?e.yAttr={buffer:o.buffer(t.y),offset:0,stride:4,count:t.y.length}:e.yAttr={buffer:t.y.buffer,offset:4*t.y.offset||0,stride:4*(t.y.stride||1),count:t.y.count},e.count=Math.max(e.xAttr.count,e.yAttr.count),t;t=m(t,\"float64\");var c=e.count=Math.floor(t.length/2),f=e.bounds=c?l(t,2):null;if(r.range||e.range||(delete e.range,r.range=f),r.marker||e.marker||(delete e.marker,r.marker=null),n&&(!0===n||c>n)?e.tree=u(t,{bounds:f}):n&&n.length&&(e.tree=n),e.tree){var h={primitive:\"points\",usage:\"static\",data:e.tree,type:\"uint32\"};e.elements?e.elements(h):e.elements=o.elements(h)}var p=v.float32(t);return i({data:p,usage:\"dynamic\"}),a({data:v.fract32(t,p),usage:\"dynamic\"}),s({data:new Uint8Array(c),type:\"uint8\",usage:\"stream\"}),t}},{marker:function(e,r,n){var i=r.activation;if(i.forEach((function(t){return t&&t.destroy&&t.destroy()})),i.length=0,e&&\"number\"!=typeof e[0]){for(var a=[],s=0,l=Math.min(e.length,r.count);s<l;s++){var c=t.addMarker(e[s]);a[c]||(a[c]=new Uint8Array(r.count)),a[c][s]=1}for(var u=0;u<a.length;u++)if(a[u]){var f={data:a[u],type:\"uint8\",usage:\"static\"};i[u]?i[u](f):i[u]=o.buffer(f),i[u].data=a[u]}}else{i[t.addMarker(e)]=!0}return e},range:function(t,e,r){var n=e.bounds;if(n)return t||(t=n),e.scale=[1/(t[2]-t[0]),1/(t[3]-t[1])],e.translate=[-t[0],-t[1]],e.scaleFract=v.fract(e.scale),e.translateFract=v.fract(e.translate),t},viewport:function(t){return y(t||[a.drawingBufferWidth,a.drawingBufferHeight])}}]),g){var _=n,w=_.count,T=_.size,k=_.borderSize,A=_.sizeBuffer,M=new Uint8Array(2*w);if(T.length||k.length)for(var S=0;S<w;S++)M[2*S]=Math.round(255*(null==T[S]?T:T[S])/s),M[2*S+1]=Math.round(255*(null==k[S]?k:k[S])/s);A({data:M,usage:\"dynamic\"})}if(x){var E,L=n,C=L.count,P=L.color,I=L.borderColor,O=L.colorBuffer;if(t.tooManyColors){if(P.length||I.length){E=new Uint8Array(8*C);for(var z=0;z<C;z++){var D=P[z];E[8*z]=h[4*D],E[8*z+1]=h[4*D+1],E[8*z+2]=h[4*D+2],E[8*z+3]=h[4*D+3];var R=I[z];E[8*z+4]=h[4*R],E[8*z+5]=h[4*R+1],E[8*z+6]=h[4*R+2],E[8*z+7]=h[4*R+3]}}}else if(P.length||I.length){E=new Uint8Array(4*C+2);for(var F=0;F<C;F++)null!=P[F]&&(E[4*F]=P[F]%c,E[4*F+1]=Math.floor(P[F]/c)),null!=I[F]&&(E[4*F+2]=I[F]%c,E[4*F+3]=Math.floor(I[F]/c))}O({data:E||new Uint8Array(0),type:\"uint8\",usage:\"dynamic\"})}return n}))}},b.prototype.addMarker=function(t){var e,r=this.markerTextures,n=this.regl,i=this.markerCache,a=null==t?0:i.indexOf(t);if(a>=0)return a;if(t instanceof Uint8Array||t instanceof Uint8ClampedArray)e=t;else{e=new Uint8Array(t.length);for(var o=0,s=t.length;o<s;o++)e[o]=255*t[o]}var l=Math.floor(Math.sqrt(e.length));return a=r.length,i.push(t),r.push(n.texture({channels:1,data:e,radius:l,mag:\"linear\",min:\"linear\"})),a},b.prototype.updateColor=function(t){var e=this.paletteIds,r=this.palette,n=this.maxColors;Array.isArray(t)||(t=[t]);var i=[];if(\"number\"==typeof t[0]){var a=[];if(Array.isArray(t))for(var o=0;o<t.length;o+=4)a.push(t.slice(o,o+4));else for(var l=0;l<t.length;l+=4)a.push(t.subarray(l,l+4));t=a}for(var u=0;u<t.length;u++){var f=t[u];f=s(f,\"uint8\");var h=c(f,!1);if(null==e[h]){var p=r.length;e[h]=Math.floor(p/4),r[p]=f[0],r[p+1]=f[1],r[p+2]=f[2],r[p+3]=f[3]}i[u]=e[h]}return!this.tooManyColors&&r.length>4*n&&(this.tooManyColors=!0),this.updatePalette(r),1===i.length?i[0]:i},b.prototype.updatePalette=function(t){if(!this.tooManyColors){var e=this.maxColors,r=this.paletteTexture,n=Math.ceil(.25*t.length/e);if(n>1)for(var i=.25*(t=t.slice()).length%e;i<n*e;i++)t.push(0,0,0,0);r.height<n&&r.resize(e,n),r.subimage({width:Math.min(.25*t.length,e),height:n,data:t},0,0)}},b.prototype.destroy=function(){return this.groups.forEach((function(t){t.sizeBuffer.destroy(),t.positionBuffer.destroy(),t.positionFractBuffer.destroy(),t.colorBuffer.destroy(),t.activation.forEach((function(t){return t&&t.destroy&&t.destroy()})),t.selectionBuffer.destroy(),t.elements&&t.elements.destroy()})),this.groups.length=0,this.paletteTexture.destroy(),this.markerTextures.forEach((function(t){return t&&t.destroy&&t.destroy()})),this};var _=t(\"object-assign\");e.exports=function(t,e){var r=new x(t,e),n=r.render.bind(r);return _(n,{render:n,update:r.update.bind(r),draw:r.draw.bind(r),destroy:r.destroy.bind(r),regl:r.regl,gl:r.gl,canvas:r.gl.canvas,groups:r.groups,markers:r.markerCache,palette:r.palette}),n}},{\"@plotly/point-cluster\":59,\"array-bounds\":71,\"color-id\":87,\"color-normalize\":89,\"flatten-vertex-data\":191,glslify:227,\"is-iexplorer\":233,\"object-assign\":247,\"parse-rect\":249,\"pick-by-alias\":253,\"to-float32\":313,\"update-diff\":329}],282:[function(t,e,r){\"use strict\";var n=t(\"regl-scatter2d\"),i=t(\"pick-by-alias\"),a=t(\"array-bounds\"),o=t(\"raf\"),s=t(\"array-range\"),l=t(\"parse-rect\"),c=t(\"flatten-vertex-data\");function u(t,e){if(!(this instanceof u))return new u(t,e);this.traces=[],this.passes={},this.regl=t,this.scatter=n(t),this.canvas=this.scatter.canvas}function f(t,e,r){return(null!=t.id?t.id:t)<<16|(255&e)<<8|255&r}function h(t,e,r){var n,i,a,o,s=t[e],l=t[r];return s.length>2?(s[0],s[2],n=s[1],i=s[3]):s.length?(n=s[0],i=s[1]):(s.x,n=s.y,s.x+s.width,i=s.y+s.height),l.length>2?(a=l[0],o=l[2],l[1],l[3]):l.length?(a=l[0],o=l[1]):(a=l.x,l.y,o=l.x+l.width,l.y+l.height),[a,n,o,i]}function p(t){if(\"number\"==typeof t)return[t,t,t,t];if(2===t.length)return[t[0],t[1],t[0],t[1]];var e=l(t);return[e.x,e.y,e.x+e.width,e.y+e.height]}e.exports=u,u.prototype.render=function(){for(var t,e=this,r=[],n=arguments.length;n--;)r[n]=arguments[n];return r.length&&(t=this).update.apply(t,r),this.regl.attributes.preserveDrawingBuffer?this.draw():(this.dirty?null==this.planned&&(this.planned=o((function(){e.draw(),e.dirty=!0,e.planned=null}))):(this.draw(),this.dirty=!0,o((function(){e.dirty=!1}))),this)},u.prototype.update=function(){for(var t,e=[],r=arguments.length;r--;)e[r]=arguments[r];if(e.length){for(var n=0;n<e.length;n++)this.updateItem(n,e[n]);this.traces=this.traces.filter(Boolean);for(var i=[],a=0,o=0;o<this.traces.length;o++){for(var s=this.traces[o],l=this.traces[o].passes,c=0;c<l.length;c++)i.push(this.passes[l[c]]);s.passOffset=a,a+=s.passes.length}return(t=this.scatter).update.apply(t,i),this}},u.prototype.updateItem=function(t,e){var r=this.regl;if(null===e)return this.traces[t]=null,this;if(!e)return this;var n,o=i(e,{data:\"data items columns rows values dimensions samples x\",snap:\"snap cluster\",size:\"sizes size radius\",color:\"colors color fill fill-color fillColor\",opacity:\"opacity alpha transparency opaque\",borderSize:\"borderSizes borderSize border-size bordersize borderWidth borderWidths border-width borderwidth stroke-width strokeWidth strokewidth outline\",borderColor:\"borderColors borderColor bordercolor stroke stroke-color strokeColor\",marker:\"markers marker shape\",range:\"range ranges databox dataBox\",viewport:\"viewport viewBox viewbox\",domain:\"domain domains area areas\",padding:\"pad padding paddings pads margin margins\",transpose:\"transpose transposed\",diagonal:\"diagonal diag showDiagonal\",upper:\"upper up top upperhalf upperHalf showupperhalf showUpper showUpperHalf\",lower:\"lower low bottom lowerhalf lowerHalf showlowerhalf showLowerHalf showLower\"}),s=this.traces[t]||(this.traces[t]={id:t,buffer:r.buffer({usage:\"dynamic\",type:\"float\",data:new Uint8Array}),color:\"black\",marker:null,size:12,borderColor:\"transparent\",borderSize:1,viewport:l([r._gl.drawingBufferWidth,r._gl.drawingBufferHeight]),padding:[0,0,0,0],opacity:1,diagonal:!0,upper:!0,lower:!0});if(null!=o.color&&(s.color=o.color),null!=o.size&&(s.size=o.size),null!=o.marker&&(s.marker=o.marker),null!=o.borderColor&&(s.borderColor=o.borderColor),null!=o.borderSize&&(s.borderSize=o.borderSize),null!=o.opacity&&(s.opacity=o.opacity),o.viewport&&(s.viewport=l(o.viewport)),null!=o.diagonal&&(s.diagonal=o.diagonal),null!=o.upper&&(s.upper=o.upper),null!=o.lower&&(s.lower=o.lower),o.data){s.buffer(c(o.data)),s.columns=o.data.length,s.count=o.data[0].length,s.bounds=[];for(var u=0;u<s.columns;u++)s.bounds[u]=a(o.data[u],1)}o.range&&(s.range=o.range,n=s.range&&\"number\"!=typeof s.range[0]),o.domain&&(s.domain=o.domain);var d=!1;null!=o.padding&&(Array.isArray(o.padding)&&o.padding.length===s.columns&&\"number\"==typeof o.padding[o.padding.length-1]?(s.padding=o.padding.map(p),d=!0):s.padding=p(o.padding));var m=s.columns,g=s.count,v=s.viewport.width,y=s.viewport.height,x=s.viewport.x,b=s.viewport.y,_=v/m,w=y/m;s.passes=[];for(var T=0;T<m;T++)for(var k=0;k<m;k++)if((s.diagonal||k!==T)&&(s.upper||!(T>k))&&(s.lower||!(T<k))){var A=f(s.id,T,k),M=this.passes[A]||(this.passes[A]={});if(o.data&&(o.transpose?M.positions={x:{buffer:s.buffer,offset:k,count:g,stride:m},y:{buffer:s.buffer,offset:T,count:g,stride:m}}:M.positions={x:{buffer:s.buffer,offset:k*g,count:g},y:{buffer:s.buffer,offset:T*g,count:g}},M.bounds=h(s.bounds,T,k)),o.domain||o.viewport||o.data){var S=d?h(s.padding,T,k):s.padding;if(s.domain){var E=h(s.domain,T,k),L=E[0],C=E[1],P=E[2],I=E[3];M.viewport=[x+L*v+S[0],b+C*y+S[1],x+P*v-S[2],b+I*y-S[3]]}else M.viewport=[x+k*_+_*S[0],b+T*w+w*S[1],x+(k+1)*_-_*S[2],b+(T+1)*w-w*S[3]]}o.color&&(M.color=s.color),o.size&&(M.size=s.size),o.marker&&(M.marker=s.marker),o.borderSize&&(M.borderSize=s.borderSize),o.borderColor&&(M.borderColor=s.borderColor),o.opacity&&(M.opacity=s.opacity),o.range&&(M.range=n?h(s.range,T,k):s.range||M.bounds),s.passes.push(A)}return this},u.prototype.draw=function(){for(var t,e=[],r=arguments.length;r--;)e[r]=arguments[r];if(e.length){for(var n=[],i=0;i<e.length;i++)if(\"number\"==typeof e[i]){var a=this.traces[e[i]],o=a.passes,l=a.passOffset;n.push.apply(n,s(l,l+o.length))}else if(e[i].length){var c=e[i],u=this.traces[i],f=u.passes,h=u.passOffset;f=f.map((function(t,e){n[h+e]=c}))}(t=this.scatter).draw.apply(t,n)}else this.scatter.draw();return this},u.prototype.destroy=function(){return 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e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return(t=e.year()+(e.year()<0?1:0))%4==3||t%4==-1},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear||n.regionalOptions[\"\"].invalidYear),13},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(13===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return(t=i.year())<0&&t++,i.day()+30*(i.month()-1)+365*(t-1)+Math.floor(t/4)+this.jdEpoch-1},fromJD:function(t){var e=Math.floor(t)+.5-this.jdEpoch,r=Math.floor((e-Math.floor((e+366)/1461))/365)+1;r<=0&&r--,e=Math.floor(t)+.5-this.newDate(r,1,1).toJD();var n=Math.floor(e/30)+1,i=e-30*(n-1)+1;return 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e=Math.floor(t/400)+1;t-=400*(e-1),t+=t>15?16:0;var r=Math.floor(t/32)+1,n=t-32*(r-1)+1;return this.newDate(e<=0?e-1:e,r,n)}});var o={20:\"Fruitbat\",21:\"Anchovy\"};n.calendars.discworld=a},{\"../main\":346,\"object-assign\":247}],335:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new 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i=this._validate(t,e,r,n.local.invalidDate);return{yearType:(this.leapYear(i)?\"embolismic\":\"common\")+\" \"+[\"deficient\",\"regular\",\"complete\"][this.daysInYear(i)%10-3]}},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=i.year(),e=i.month(),r=i.day();var a=t<=0?t+1:t,o=this.jdEpoch+this._delay1(a)+this._delay2(a)+r+1;if(e<7){for(var s=7;s<=this.monthsInYear(t);s++)o+=this.daysInMonth(t,s);for(s=1;s<e;s++)o+=this.daysInMonth(t,s)}else for(s=7;s<e;s++)o+=this.daysInMonth(t,s);return o},_delay1:function(t){var e=Math.floor((235*t-234)/19),r=12084+13753*e,n=29*e+Math.floor(r/25920);return o(3*(n+1),7)<3&&n++,n},_delay2:function(t){var e=this._delay1(t-1),r=this._delay1(t);return this._delay1(t+1)-r==356?2:r-e==382?1:0},fromJD:function(t){t=Math.floor(t)+.5;for(var e=Math.floor(98496*(t-this.jdEpoch)/35975351)-1;t>=this.toJD(-1===e?1:e+1,7,1);)e++;for(var r=t<this.toJD(e,1,1)?7:1;t>this.toJD(e,r,this.daysInMonth(e,r));)r++;var n=t-this.toJD(e,r,1)+1;return this.newDate(e,r,n)}}),n.calendars.hebrew=a},{\"../main\":346,\"object-assign\":247}],337:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"Islamic\",jdEpoch:1948439.5,daysPerMonth:[30,29,30,29,30,29,30,29,30,29,30,29],hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,regionalOptions:{\"\":{name:\"Islamic\",epochs:[\"BH\",\"AH\"],monthNames:[\"Muharram\",\"Safar\",\"Rabi' al-awwal\",\"Rabi' al-thani\",\"Jumada al-awwal\",\"Jumada al-thani\",\"Rajab\",\"Sha'aban\",\"Ramadan\",\"Shawwal\",\"Dhu al-Qi'dah\",\"Dhu al-Hijjah\"],monthNamesShort:[\"Muh\",\"Saf\",\"Rab1\",\"Rab2\",\"Jum1\",\"Jum2\",\"Raj\",\"Sha'\",\"Ram\",\"Shaw\",\"DhuQ\",\"DhuH\"],dayNames:[\"Yawm al-ahad\",\"Yawm al-ithnayn\",\"Yawm ath-thulaathaa'\",\"Yawm al-arbi'aa'\",\"Yawm al-kham\\u012bs\",\"Yawm al-jum'a\",\"Yawm as-sabt\"],dayNamesShort:[\"Aha\",\"Ith\",\"Thu\",\"Arb\",\"Kha\",\"Jum\",\"Sab\"],dayNamesMin:[\"Ah\",\"It\",\"Th\",\"Ar\",\"Kh\",\"Ju\",\"Sa\"],digits:null,dateFormat:\"yyyy/mm/dd\",firstDay:6,isRTL:!1}},leapYear:function(t){return(11*this._validate(t,this.minMonth,this.minDay,n.local.invalidYear).year()+14)%30<11},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInYear:function(t){return this.leapYear(t)?355:354},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(12===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return 5!==this.dayOfWeek(t,e,r)},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=i.year(),e=i.month(),t=t<=0?t+1:t,(r=i.day())+Math.ceil(29.5*(e-1))+354*(t-1)+Math.floor((3+11*t)/30)+this.jdEpoch-1},fromJD:function(t){t=Math.floor(t)+.5;var e=Math.floor((30*(t-this.jdEpoch)+10646)/10631);e=e<=0?e-1:e;var r=Math.min(12,Math.ceil((t-29-this.toJD(e,1,1))/29.5)+1),n=t-this.toJD(e,r,1)+1;return this.newDate(e,r,n)}}),n.calendars.islamic=a},{\"../main\":346,\"object-assign\":247}],338:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"Julian\",jdEpoch:1721423.5,daysPerMonth:[31,28,31,30,31,30,31,31,30,31,30,31],hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,regionalOptions:{\"\":{name:\"Julian\",epochs:[\"BC\",\"AD\"],monthNames:[\"January\",\"February\",\"March\",\"April\",\"May\",\"June\",\"July\",\"August\",\"September\",\"October\",\"November\",\"December\"],monthNamesShort:[\"Jan\",\"Feb\",\"Mar\",\"Apr\",\"May\",\"Jun\",\"Jul\",\"Aug\",\"Sep\",\"Oct\",\"Nov\",\"Dec\"],dayNames:[\"Sunday\",\"Monday\",\"Tuesday\",\"Wednesday\",\"Thursday\",\"Friday\",\"Saturday\"],dayNamesShort:[\"Sun\",\"Mon\",\"Tue\",\"Wed\",\"Thu\",\"Fri\",\"Sat\"],dayNamesMin:[\"Su\",\"Mo\",\"Tu\",\"We\",\"Th\",\"Fr\",\"Sa\"],digits:null,dateFormat:\"mm/dd/yyyy\",firstDay:0,isRTL:!1}},leapYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return(t=e.year()<0?e.year()+1:e.year())%4==0},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(4-(n.dayOfWeek()||7),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(2===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return t=i.year(),e=i.month(),r=i.day(),t<0&&t++,e<=2&&(t--,e+=12),Math.floor(365.25*(t+4716))+Math.floor(30.6001*(e+1))+r-1524.5},fromJD:function(t){var e=Math.floor(t+.5)+1524,r=Math.floor((e-122.1)/365.25),n=Math.floor(365.25*r),i=Math.floor((e-n)/30.6001),a=i-Math.floor(i<14?1:13),o=r-Math.floor(a>2?4716:4715),s=e-n-Math.floor(30.6001*i);return o<=0&&o--,this.newDate(o,a,s)}}),n.calendars.julian=a},{\"../main\":346,\"object-assign\":247}],339:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}function o(t,e){return t-e*Math.floor(t/e)}function s(t,e){return o(t-1,e)+1}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"Mayan\",jdEpoch:584282.5,hasYearZero:!0,minMonth:0,firstMonth:0,minDay:0,regionalOptions:{\"\":{name:\"Mayan\",epochs:[\"\",\"\"],monthNames:[\"0\",\"1\",\"2\",\"3\",\"4\",\"5\",\"6\",\"7\",\"8\",\"9\",\"10\",\"11\",\"12\",\"13\",\"14\",\"15\",\"16\",\"17\"],monthNamesShort:[\"0\",\"1\",\"2\",\"3\",\"4\",\"5\",\"6\",\"7\",\"8\",\"9\",\"10\",\"11\",\"12\",\"13\",\"14\",\"15\",\"16\",\"17\"],dayNames:[\"0\",\"1\",\"2\",\"3\",\"4\",\"5\",\"6\",\"7\",\"8\",\"9\",\"10\",\"11\",\"12\",\"13\",\"14\",\"15\",\"16\",\"17\",\"18\",\"19\"],dayNamesShort:[\"0\",\"1\",\"2\",\"3\",\"4\",\"5\",\"6\",\"7\",\"8\",\"9\",\"10\",\"11\",\"12\",\"13\",\"14\",\"15\",\"16\",\"17\",\"18\",\"19\"],dayNamesMin:[\"0\",\"1\",\"2\",\"3\",\"4\",\"5\",\"6\",\"7\",\"8\",\"9\",\"10\",\"11\",\"12\",\"13\",\"14\",\"15\",\"16\",\"17\",\"18\",\"19\"],digits:null,dateFormat:\"YYYY.m.d\",firstDay:0,isRTL:!1,haabMonths:[\"Pop\",\"Uo\",\"Zip\",\"Zotz\",\"Tzec\",\"Xul\",\"Yaxkin\",\"Mol\",\"Chen\",\"Yax\",\"Zac\",\"Ceh\",\"Mac\",\"Kankin\",\"Muan\",\"Pax\",\"Kayab\",\"Cumku\",\"Uayeb\"],tzolkinMonths:[\"Imix\",\"Ik\",\"Akbal\",\"Kan\",\"Chicchan\",\"Cimi\",\"Manik\",\"Lamat\",\"Muluc\",\"Oc\",\"Chuen\",\"Eb\",\"Ben\",\"Ix\",\"Men\",\"Cib\",\"Caban\",\"Etznab\",\"Cauac\",\"Ahau\"]}},leapYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),!1},formatYear:function(t){t=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear).year();var e=Math.floor(t/400);return t%=400,t+=t<0?400:0,e+\".\"+Math.floor(t/20)+\".\"+t%20},forYear:function(t){if((t=t.split(\".\")).length<3)throw\"Invalid Mayan year\";for(var e=0,r=0;r<t.length;r++){var n=parseInt(t[r],10);if(Math.abs(n)>19||r>0&&n<0)throw\"Invalid Mayan year\";e=20*e+n}return e},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),18},weekOfYear:function(t,e,r){return this._validate(t,e,r,n.local.invalidDate),0},daysInYear:function(t){return this._validate(t,this.minMonth,this.minDay,n.local.invalidYear),360},daysInMonth:function(t,e){return this._validate(t,e,this.minDay,n.local.invalidMonth),20},daysInWeek:function(){return 5},dayOfWeek:function(t,e,r){return this._validate(t,e,r,n.local.invalidDate).day()},weekDay:function(t,e,r){return this._validate(t,e,r,n.local.invalidDate),!0},extraInfo:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate).toJD(),a=this._toHaab(i),o=this._toTzolkin(i);return{haabMonthName:this.local.haabMonths[a[0]-1],haabMonth:a[0],haabDay:a[1],tzolkinDayName:this.local.tzolkinMonths[o[0]-1],tzolkinDay:o[0],tzolkinTrecena:o[1]}},_toHaab:function(t){var e=o((t-=this.jdEpoch)+8+340,365);return[Math.floor(e/20)+1,o(e,20)]},_toTzolkin:function(t){return[s((t-=this.jdEpoch)+20,20),s(t+4,13)]},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);return i.day()+20*i.month()+360*i.year()+this.jdEpoch},fromJD:function(t){t=Math.floor(t)+.5-this.jdEpoch;var e=Math.floor(t/360);t%=360,t+=t<0?360:0;var r=Math.floor(t/20),n=t%20;return this.newDate(e,r,n)}}),n.calendars.mayan=a},{\"../main\":346,\"object-assign\":247}],340:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar;var o=n.instance(\"gregorian\");i(a.prototype,{name:\"Nanakshahi\",jdEpoch:2257673.5,daysPerMonth:[31,31,31,31,31,30,30,30,30,30,30,30],hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,regionalOptions:{\"\":{name:\"Nanakshahi\",epochs:[\"BN\",\"AN\"],monthNames:[\"Chet\",\"Vaisakh\",\"Jeth\",\"Harh\",\"Sawan\",\"Bhadon\",\"Assu\",\"Katak\",\"Maghar\",\"Poh\",\"Magh\",\"Phagun\"],monthNamesShort:[\"Che\",\"Vai\",\"Jet\",\"Har\",\"Saw\",\"Bha\",\"Ass\",\"Kat\",\"Mgr\",\"Poh\",\"Mgh\",\"Pha\"],dayNames:[\"Somvaar\",\"Mangalvar\",\"Budhvaar\",\"Veervaar\",\"Shukarvaar\",\"Sanicharvaar\",\"Etvaar\"],dayNamesShort:[\"Som\",\"Mangal\",\"Budh\",\"Veer\",\"Shukar\",\"Sanichar\",\"Et\"],dayNamesMin:[\"So\",\"Ma\",\"Bu\",\"Ve\",\"Sh\",\"Sa\",\"Et\"],digits:null,dateFormat:\"dd-mm-yyyy\",firstDay:0,isRTL:!1}},leapYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear||n.regionalOptions[\"\"].invalidYear);return o.leapYear(e.year()+(e.year()<1?1:0)+1469)},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(1-(n.dayOfWeek()||7),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(12===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidMonth);(t=i.year())<0&&t++;for(var a=i.day(),s=1;s<i.month();s++)a+=this.daysPerMonth[s-1];return a+o.toJD(t+1468,3,13)},fromJD:function(t){t=Math.floor(t+.5);for(var e=Math.floor((t-(this.jdEpoch-1))/366);t>=this.toJD(e+1,1,1);)e++;for(var r=t-Math.floor(this.toJD(e,1,1)+.5)+1,n=1;r>this.daysInMonth(e,n);)r-=this.daysInMonth(e,n),n++;return this.newDate(e,n,r)}}),n.calendars.nanakshahi=a},{\"../main\":346,\"object-assign\":247}],341:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"Nepali\",jdEpoch:1700709.5,daysPerMonth:[31,31,32,32,31,30,30,29,30,29,30,30],hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,daysPerYear:365,regionalOptions:{\"\":{name:\"Nepali\",epochs:[\"BBS\",\"ABS\"],monthNames:[\"Baisakh\",\"Jestha\",\"Ashadh\",\"Shrawan\",\"Bhadra\",\"Ashwin\",\"Kartik\",\"Mangsir\",\"Paush\",\"Mangh\",\"Falgun\",\"Chaitra\"],monthNamesShort:[\"Bai\",\"Je\",\"As\",\"Shra\",\"Bha\",\"Ash\",\"Kar\",\"Mang\",\"Pau\",\"Ma\",\"Fal\",\"Chai\"],dayNames:[\"Aaitabaar\",\"Sombaar\",\"Manglbaar\",\"Budhabaar\",\"Bihibaar\",\"Shukrabaar\",\"Shanibaar\"],dayNamesShort:[\"Aaita\",\"Som\",\"Mangl\",\"Budha\",\"Bihi\",\"Shukra\",\"Shani\"],dayNamesMin:[\"Aai\",\"So\",\"Man\",\"Bu\",\"Bi\",\"Shu\",\"Sha\"],digits:null,dateFormat:\"dd/mm/yyyy\",firstDay:1,isRTL:!1}},leapYear:function(t){return this.daysInYear(t)!==this.daysPerYear},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInYear:function(t){if(t=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear).year(),void 0===this.NEPALI_CALENDAR_DATA[t])return this.daysPerYear;for(var e=0,r=this.minMonth;r<=12;r++)e+=this.NEPALI_CALENDAR_DATA[t][r];return e},daysInMonth:function(t,e){return t.year&&(e=t.month(),t=t.year()),this._validate(t,e,this.minDay,n.local.invalidMonth),void 0===this.NEPALI_CALENDAR_DATA[t]?this.daysPerMonth[e-1]:this.NEPALI_CALENDAR_DATA[t][e]},weekDay:function(t,e,r){return 6!==this.dayOfWeek(t,e,r)},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=i.year(),e=i.month(),r=i.day();var a=n.instance(),o=0,s=e,l=t;this._createMissingCalendarData(t);var c=t-(s>9||9===s&&r>=this.NEPALI_CALENDAR_DATA[l][0]?56:57);for(9!==e&&(o=r,s--);9!==s;)s<=0&&(s=12,l--),o+=this.NEPALI_CALENDAR_DATA[l][s],s--;return 9===e?(o+=r-this.NEPALI_CALENDAR_DATA[l][0])<0&&(o+=a.daysInYear(c)):o+=this.NEPALI_CALENDAR_DATA[l][9]-this.NEPALI_CALENDAR_DATA[l][0],a.newDate(c,1,1).add(o,\"d\").toJD()},fromJD:function(t){var e=n.instance().fromJD(t),r=e.year(),i=e.dayOfYear(),a=r+56;this._createMissingCalendarData(a);for(var o=9,s=this.NEPALI_CALENDAR_DATA[a][0],l=this.NEPALI_CALENDAR_DATA[a][o]-s+1;i>l;)++o>12&&(o=1,a++),l+=this.NEPALI_CALENDAR_DATA[a][o];var c=this.NEPALI_CALENDAR_DATA[a][o]-(l-i);return this.newDate(a,o,c)},_createMissingCalendarData:function(t){var e=this.daysPerMonth.slice(0);e.unshift(17);for(var r=t-1;r<t+2;r++)void 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e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return 682*((e.year()-(e.year()>0?474:473))%2820+474+38)%2816<682},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-(n.dayOfWeek()+1)%7,\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(12===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return 5!==this.dayOfWeek(t,e,r)},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=i.year(),e=i.month(),r=i.day();var a=t-(t>=0?474:473),s=474+o(a,2820);return r+(e<=7?31*(e-1):30*(e-1)+6)+Math.floor((682*s-110)/2816)+365*(s-1)+1029983*Math.floor(a/2820)+this.jdEpoch-1},fromJD:function(t){var e=(t=Math.floor(t)+.5)-this.toJD(475,1,1),r=Math.floor(e/1029983),n=o(e,1029983),i=2820;if(1029982!==n){var a=Math.floor(n/366),s=o(n,366);i=Math.floor((2134*a+2816*s+2815)/1028522)+a+1}var l=i+2820*r+474;l=l<=0?l-1:l;var 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i=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);t=this._t2gYear(i.year());return a.weekOfYear(t,i.month(),i.day())},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(2===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=this._t2gYear(i.year());return a.toJD(t,i.month(),i.day())},fromJD:function(t){var e=a.fromJD(t),r=this._g2tYear(e.year());return this.newDate(r,e.month(),e.day())},_t2gYear:function(t){return t+this.yearsOffset+(t>=-this.yearsOffset&&t<=-1?1:0)},_g2tYear:function(t){return t-this.yearsOffset-(t>=1&&t<=this.yearsOffset?1:0)}}),n.calendars.taiwan=o},{\"../main\":346,\"object-assign\":247}],344:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\"),a=n.instance();function 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e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);t=this._t2gYear(e.year());return a.leapYear(t)},weekOfYear:function(t,e,r){var i=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);t=this._t2gYear(i.year());return a.weekOfYear(t,i.month(),i.day())},daysInMonth:function(t,e){var r=this._validate(t,e,this.minDay,n.local.invalidMonth);return this.daysPerMonth[r.month()-1]+(2===r.month()&&this.leapYear(r.year())?1:0)},weekDay:function(t,e,r){return(this.dayOfWeek(t,e,r)||7)<6},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate);t=this._t2gYear(i.year());return a.toJD(t,i.month(),i.day())},fromJD:function(t){var e=a.fromJD(t),r=this._g2tYear(e.year());return this.newDate(r,e.month(),e.day())},_t2gYear:function(t){return t-this.yearsOffset-(t>=1&&t<=this.yearsOffset?1:0)},_g2tYear:function(t){return t+this.yearsOffset+(t>=-this.yearsOffset&&t<=-1?1:0)}}),n.calendars.thai=o},{\"../main\":346,\"object-assign\":247}],345:[function(t,e,r){var n=t(\"../main\"),i=t(\"object-assign\");function a(t){this.local=this.regionalOptions[t||\"\"]||this.regionalOptions[\"\"]}a.prototype=new n.baseCalendar,i(a.prototype,{name:\"UmmAlQura\",hasYearZero:!1,minMonth:1,firstMonth:1,minDay:1,regionalOptions:{\"\":{name:\"Umm al-Qura\",epochs:[\"BH\",\"AH\"],monthNames:[\"Al-Muharram\",\"Safar\",\"Rabi' al-awwal\",\"Rabi' Al-Thani\",\"Jumada Al-Awwal\",\"Jumada Al-Thani\",\"Rajab\",\"Sha'aban\",\"Ramadan\",\"Shawwal\",\"Dhu al-Qi'dah\",\"Dhu al-Hijjah\"],monthNamesShort:[\"Muh\",\"Saf\",\"Rab1\",\"Rab2\",\"Jum1\",\"Jum2\",\"Raj\",\"Sha'\",\"Ram\",\"Shaw\",\"DhuQ\",\"DhuH\"],dayNames:[\"Yawm al-Ahad\",\"Yawm al-Ithnain\",\"Yawm al-Thal\\u0101th\\u0101\\u2019\",\"Yawm al-Arba\\u2018\\u0101\\u2019\",\"Yawm al-Kham\\u012bs\",\"Yawm al-Jum\\u2018a\",\"Yawm al-Sabt\"],dayNamesMin:[\"Ah\",\"Ith\",\"Th\",\"Ar\",\"Kh\",\"Ju\",\"Sa\"],digits:null,dateFormat:\"yyyy/mm/dd\",firstDay:6,isRTL:!0}},leapYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,n.local.invalidYear);return 355===this.daysInYear(e.year())},weekOfYear:function(t,e,r){var n=this.newDate(t,e,r);return n.add(-n.dayOfWeek(),\"d\"),Math.floor((n.dayOfYear()-1)/7)+1},daysInYear:function(t){for(var e=0,r=1;r<=12;r++)e+=this.daysInMonth(t,r);return e},daysInMonth:function(t,e){for(var r=this._validate(t,e,this.minDay,n.local.invalidMonth).toJD()-24e5+.5,i=0,a=0;a<o.length;a++){if(o[a]>r)return o[i]-o[i-1];i++}return 30},weekDay:function(t,e,r){return 5!==this.dayOfWeek(t,e,r)},toJD:function(t,e,r){var i=this._validate(t,e,r,n.local.invalidDate),a=12*(i.year()-1)+i.month()-15292;return i.day()+o[a-1]-1+24e5-.5},fromJD:function(t){for(var e=t-24e5+.5,r=0,n=0;n<o.length&&!(o[n]>e);n++)r++;var i=r+15292,a=Math.floor((i-1)/12),s=a+1,l=i-12*a,c=e-o[r-1]+1;return this.newDate(s,l,c)},isValid:function(t,e,r){var i=n.baseCalendar.prototype.isValid.apply(this,arguments);return i&&(i=(t=null!=t.year?t.year:t)>=1276&&t<=1500),i},_validate:function(t,e,r,i){var a=n.baseCalendar.prototype._validate.apply(this,arguments);if(a.year<1276||a.year>1500)throw i.replace(/\\{0\\}/,this.local.name);return a}}),n.calendars.ummalqura=a;var 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n=t(\"object-assign\");function i(){this.regionalOptions=[],this.regionalOptions[\"\"]={invalidCalendar:\"Calendar {0} not found\",invalidDate:\"Invalid {0} date\",invalidMonth:\"Invalid {0} month\",invalidYear:\"Invalid {0} year\",differentCalendars:\"Cannot mix {0} and {1} dates\"},this.local=this.regionalOptions[\"\"],this.calendars={},this._localCals={}}function a(t,e,r,n){if(this._calendar=t,this._year=e,this._month=r,this._day=n,0===this._calendar._validateLevel&&!this._calendar.isValid(this._year,this._month,this._day))throw(c.local.invalidDate||c.regionalOptions[\"\"].invalidDate).replace(/\\{0\\}/,this._calendar.local.name)}function o(t,e){return\"000000\".substring(0,e-(t=\"\"+t).length)+t}function s(){this.shortYearCutoff=\"+10\"}function l(t){this.local=this.regionalOptions[t]||this.regionalOptions[\"\"]}n(i.prototype,{instance:function(t,e){t=(t||\"gregorian\").toLowerCase(),e=e||\"\";var r=this._localCals[t+\"-\"+e];if(!r&&this.calendars[t]&&(r=new this.calendars[t](e),this._localCals[t+\"-\"+e]=r),!r)throw(this.local.invalidCalendar||this.regionalOptions[\"\"].invalidCalendar).replace(/\\{0\\}/,t);return r},newDate:function(t,e,r,n,i){return(n=(null!=t&&t.year?t.calendar():\"string\"==typeof n?this.instance(n,i):n)||this.instance()).newDate(t,e,r)},substituteDigits:function(t){return function(e){return(e+\"\").replace(/[0-9]/g,(function(e){return t[e]}))}},substituteChineseDigits:function(t,e){return function(r){for(var n=\"\",i=0;r>0;){var a=r%10;n=(0===a?\"\":t[a]+e[i])+n,i++,r=Math.floor(r/10)}return 0===n.indexOf(t[1]+e[1])&&(n=n.substr(1)),n||t[0]}}}),n(a.prototype,{newDate:function(t,e,r){return this._calendar.newDate(null==t?this:t,e,r)},year:function(t){return 0===arguments.length?this._year:this.set(t,\"y\")},month:function(t){return 0===arguments.length?this._month:this.set(t,\"m\")},day:function(t){return 0===arguments.length?this._day:this.set(t,\"d\")},date:function(t,e,r){if(!this._calendar.isValid(t,e,r))throw(c.local.invalidDate||c.regionalOptions[\"\"].invalidDate).replace(/\\{0\\}/,this._calendar.local.name);return this._year=t,this._month=e,this._day=r,this},leapYear:function(){return this._calendar.leapYear(this)},epoch:function(){return this._calendar.epoch(this)},formatYear:function(){return this._calendar.formatYear(this)},monthOfYear:function(){return this._calendar.monthOfYear(this)},weekOfYear:function(){return this._calendar.weekOfYear(this)},daysInYear:function(){return this._calendar.daysInYear(this)},dayOfYear:function(){return this._calendar.dayOfYear(this)},daysInMonth:function(){return this._calendar.daysInMonth(this)},dayOfWeek:function(){return this._calendar.dayOfWeek(this)},weekDay:function(){return this._calendar.weekDay(this)},extraInfo:function(){return this._calendar.extraInfo(this)},add:function(t,e){return this._calendar.add(this,t,e)},set:function(t,e){return this._calendar.set(this,t,e)},compareTo:function(t){if(this._calendar.name!==t._calendar.name)throw(c.local.differentCalendars||c.regionalOptions[\"\"].differentCalendars).replace(/\\{0\\}/,this._calendar.local.name).replace(/\\{1\\}/,t._calendar.local.name);var e=this._year!==t._year?this._year-t._year:this._month!==t._month?this.monthOfYear()-t.monthOfYear():this._day-t._day;return 0===e?0:e<0?-1:1},calendar:function(){return this._calendar},toJD:function(){return this._calendar.toJD(this)},fromJD:function(t){return this._calendar.fromJD(t)},toJSDate:function(){return this._calendar.toJSDate(this)},fromJSDate:function(t){return this._calendar.fromJSDate(t)},toString:function(){return(this.year()<0?\"-\":\"\")+o(Math.abs(this.year()),4)+\"-\"+o(this.month(),2)+\"-\"+o(this.day(),2)}}),n(s.prototype,{_validateLevel:0,newDate:function(t,e,r){return null==t?this.today():(t.year&&(this._validate(t,e,r,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate),r=t.day(),e=t.month(),t=t.year()),new a(this,t,e,r))},today:function(){return this.fromJSDate(new Date)},epoch:function(t){return this._validate(t,this.minMonth,this.minDay,c.local.invalidYear||c.regionalOptions[\"\"].invalidYear).year()<0?this.local.epochs[0]:this.local.epochs[1]},formatYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,c.local.invalidYear||c.regionalOptions[\"\"].invalidYear);return(e.year()<0?\"-\":\"\")+o(Math.abs(e.year()),4)},monthsInYear:function(t){return this._validate(t,this.minMonth,this.minDay,c.local.invalidYear||c.regionalOptions[\"\"].invalidYear),12},monthOfYear:function(t,e){var r=this._validate(t,e,this.minDay,c.local.invalidMonth||c.regionalOptions[\"\"].invalidMonth);return(r.month()+this.monthsInYear(r)-this.firstMonth)%this.monthsInYear(r)+this.minMonth},fromMonthOfYear:function(t,e){var r=(e+this.firstMonth-2*this.minMonth)%this.monthsInYear(t)+this.minMonth;return this._validate(t,r,this.minDay,c.local.invalidMonth||c.regionalOptions[\"\"].invalidMonth),r},daysInYear:function(t){var e=this._validate(t,this.minMonth,this.minDay,c.local.invalidYear||c.regionalOptions[\"\"].invalidYear);return this.leapYear(e)?366:365},dayOfYear:function(t,e,r){var n=this._validate(t,e,r,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate);return n.toJD()-this.newDate(n.year(),this.fromMonthOfYear(n.year(),this.minMonth),this.minDay).toJD()+1},daysInWeek:function(){return 7},dayOfWeek:function(t,e,r){var n=this._validate(t,e,r,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate);return(Math.floor(this.toJD(n))+2)%this.daysInWeek()},extraInfo:function(t,e,r){return this._validate(t,e,r,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate),{}},add:function(t,e,r){return this._validate(t,this.minMonth,this.minDay,c.local.invalidDate||c.regionalOptions[\"\"].invalidDate),this._correctAdd(t,this._add(t,e,r),e,r)},_add:function(t,e,r){if(this._validateLevel++,\"d\"===r||\"w\"===r){var n=t.toJD()+e*(\"w\"===r?this.daysInWeek():1),i=t.calendar().fromJD(n);return this._validateLevel--,[i.year(),i.month(),i.day()]}try{var a=t.year()+(\"y\"===r?e:0),o=t.monthOfYear()+(\"m\"===r?e:0);i=t.day();\"y\"===r?(t.month()!==this.fromMonthOfYear(a,o)&&(o=this.newDate(a,t.month(),this.minDay).monthOfYear()),o=Math.min(o,this.monthsInYear(a)),i=Math.min(i,this.daysInMonth(a,this.fromMonthOfYear(a,o)))):\"m\"===r&&(!function(t){for(;o<t.minMonth;)a--,o+=t.monthsInYear(a);for(var e=t.monthsInYear(a);o>e-1+t.minMonth;)a++,o-=e,e=t.monthsInYear(a)}(this),i=Math.min(i,this.daysInMonth(a,this.fromMonthOfYear(a,o))));var s=[a,this.fromMonthOfYear(a,o),i];return this._validateLevel--,s}catch(t){throw 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r,s,l=o(t,e),c=l.on,u=l.off.concat(l.explicitOff),f={},h=t._fullLayout.annotations;if(!c.length&&!u.length)return;for(r=0;r<c.length;r++)(s=a(t.layout,\"annotations\",h[c[r]])).modifyItem(\"visible\",!0),n.extendFlat(f,s.getUpdateObj());for(r=0;r<u.length;r++)(s=a(t.layout,\"annotations\",h[u[r]])).modifyItem(\"visible\",!1),n.extendFlat(f,s.getUpdateObj());return i.call(\"update\",t,{},f)}}},{\"../../lib\":503,\"../../plot_api/plot_template\":543,\"../../registry\":638}],352:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../color\");e.exports=function(t,e,r,a){a(\"opacity\");var o=a(\"bgcolor\"),s=a(\"bordercolor\"),l=i.opacity(s);a(\"borderpad\");var c=a(\"borderwidth\"),u=a(\"showarrow\");if(a(\"text\",u?\" \":r._dfltTitle.annotation),a(\"textangle\"),n.coerceFont(a,\"font\",r.font),a(\"width\"),a(\"align\"),a(\"height\")&&a(\"valign\"),u){var f,h,p=a(\"arrowside\");-1!==p.indexOf(\"end\")&&(f=a(\"arrowhead\"),h=a(\"arrowsize\")),-1!==p.indexOf(\"start\")&&(a(\"startarrowhead\",f),a(\"startarrowsize\",h)),a(\"arrowcolor\",l?e.bordercolor:i.defaultLine),a(\"arrowwidth\",2*(l&&c||1)),a(\"standoff\"),a(\"startstandoff\")}var d=a(\"hovertext\"),m=r.hoverlabel||{};if(d){var g=a(\"hoverlabel.bgcolor\",m.bgcolor||(i.opacity(o)?i.rgb(o):i.defaultLine)),v=a(\"hoverlabel.bordercolor\",m.bordercolor||i.contrast(g));n.coerceFont(a,\"hoverlabel.font\",{family:m.font.family,size:m.font.size,color:m.font.color||v})}a(\"captureevents\",!!d)}},{\"../../lib\":503,\"../color\":366}],353:[function(t,e,r){\"use strict\";var n=t(\"fast-isnumeric\"),i=t(\"../../lib/to_log_range\");e.exports=function(t,e,r,a){e=e||{};var o=\"log\"===r&&\"linear\"===e.type,s=\"linear\"===r&&\"log\"===e.type;if(o||s)for(var l,c,u=t._fullLayout.annotations,f=e._id.charAt(0),h=0;h<u.length;h++)l=u[h],c=\"annotations[\"+h+\"].\",l[f+\"ref\"]===e._id&&p(f),l[\"a\"+f+\"ref\"]===e._id&&p(\"a\"+f);function p(t){var r=l[t],s=null;s=o?i(r,e.range):Math.pow(10,r),n(s)||(s=null),a(c+t,s)}}},{\"../../lib/to_log_range\":531,\"fast-isnumeric\":190}],354:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../../plots/cartesian/axes\"),a=t(\"../../plots/array_container_defaults\"),o=t(\"./common_defaults\"),s=t(\"./attributes\");function l(t,e,r){function a(r,i){return n.coerce(t,e,s,r,i)}var l=a(\"visible\"),c=a(\"clicktoshow\");if(l||c){o(t,e,r,a);for(var u=e.showarrow,f=[\"x\",\"y\"],h=[-10,-30],p={_fullLayout:r},d=0;d<2;d++){var m=f[d],g=i.coerceRef(t,e,p,m,\"\",\"paper\");if(\"paper\"!==g)i.getFromId(p,g)._annIndices.push(e._index);if(i.coercePosition(e,p,a,g,m,.5),u){var v=\"a\"+m,y=i.coerceRef(t,e,p,v,\"pixel\",[\"pixel\",\"paper\"]);\"pixel\"!==y&&y!==g&&(y=e[v]=\"pixel\");var 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r=t._fullLayout.annotations[e]||{},n=l.getFromId(t,r.xref),i=l.getFromId(t,r.yref);n&&n.setScale(),i&&i.setScale(),x(t,r,e,!1,n,i)}function y(t,e,r,n,i){var a=i[r],o=i[r+\"ref\"],s=-1!==r.indexOf(\"y\"),c=\"domain\"===l.getRefType(o),u=s?n.h:n.w;return t?c?a+(s?-e:e)/t._length:t.p2r(t.r2p(a)+e):a+(s?-e:e)/u}function x(t,e,r,a,v,x){var b,_,w=t._fullLayout,T=t._fullLayout._size,k=t._context.edits;a?(b=\"annotation-\"+a,_=a+\".annotations\"):(b=\"annotation\",_=\"annotations\");var A=m(t.layout,_,e),M=A.modifyBase,S=A.modifyItem,E=A.getUpdateObj;w._infolayer.selectAll(\".\"+b+'[data-index=\"'+r+'\"]').remove();var L=\"clip\"+w._uid+\"_ann\"+r;if(e._input&&!1!==e.visible){var C={x:{},y:{}},P=+e.textangle||0,I=w._infolayer.append(\"g\").classed(b,!0).attr(\"data-index\",String(r)).style(\"opacity\",e.opacity),O=I.append(\"g\").classed(\"annotation-text-g\",!0),z=k[e.showarrow?\"annotationTail\":\"annotationPosition\"],D=e.captureevents||k.annotationText||z,R=O.append(\"g\").style(\"pointer-events\",D?\"all\":null).call(p,\"pointer\").on(\"click\",(function(){t._dragging=!1,t.emit(\"plotly_clickannotation\",Y(n.event))}));e.hovertext&&R.on(\"mouseover\",(function(){var r=e.hoverlabel,n=r.font,i=this.getBoundingClientRect(),a=t.getBoundingClientRect();f.loneHover({x0:i.left-a.left,x1:i.right-a.left,y:(i.top+i.bottom)/2-a.top,text:e.hovertext,color:r.bgcolor,borderColor:r.bordercolor,fontFamily:n.family,fontSize:n.size,fontColor:n.color},{container:w._hoverlayer.node(),outerContainer:w._paper.node(),gd:t})})).on(\"mouseout\",(function(){f.loneUnhover(w._hoverlayer.node())}));var F=e.borderwidth,B=e.borderpad,N=F+B,j=R.append(\"rect\").attr(\"class\",\"bg\").style(\"stroke-width\",F+\"px\").call(c.stroke,e.bordercolor).call(c.fill,e.bgcolor),U=e.width||e.height,V=w._topclips.selectAll(\"#\"+L).data(U?[0]:[]);V.enter().append(\"clipPath\").classed(\"annclip\",!0).attr(\"id\",L).append(\"rect\"),V.exit().remove();var H=e.font,q=w._meta?o.templateString(e.text,w._meta):e.text,G=R.append(\"text\").classed(\"annotation-text\",!0).text(q);k.annotationText?G.call(h.makeEditable,{delegate:R,gd:t}).call(W).on(\"edit\",(function(r){e.text=r,this.call(W),S(\"text\",r),v&&v.autorange&&M(v._name+\".autorange\",!0),x&&x.autorange&&M(x._name+\".autorange\",!0),i.call(\"_guiRelayout\",t,E())})):G.call(W)}else n.selectAll(\"#\"+L).remove();function Y(t){var n={index:r,annotation:e._input,fullAnnotation:e,event:t};return a&&(n.subplotId=a),n}function W(r){return r.call(u.font,H).attr({\"text-anchor\":{left:\"start\",right:\"end\"}[e.align]||\"middle\"}),h.convertToTspans(r,t,X),r}function X(){var r=G.selectAll(\"a\");1===r.size()&&r.text()===G.text()&&R.insert(\"a\",\":first-child\").attr({\"xlink:xlink:href\":r.attr(\"xlink:href\"),\"xlink:xlink:show\":r.attr(\"xlink:show\")}).style({cursor:\"pointer\"}).node().appendChild(j.node());var n=R.select(\".annotation-text-math-group\"),f=!n.empty(),m=u.bBox((f?n:G).node()),b=m.width,_=m.height,A=e.width||b,D=e.height||_,B=Math.round(A+2*N),H=Math.round(D+2*N);function q(t,e){return\"auto\"===e&&(e=t<1/3?\"left\":t>2/3?\"right\":\"center\"),{center:0,middle:0,left:.5,bottom:-.5,right:-.5,top:.5}[e]}for(var W=!1,X=[\"x\",\"y\"],Z=0;Z<X.length;Z++){var J,K,Q,$,tt,et=X[Z],rt=e[et+\"ref\"]||et,nt=e[\"a\"+et+\"ref\"],it={x:v,y:x}[et],at=(P+(\"x\"===et?0:-90))*Math.PI/180,ot=B*Math.cos(at),st=H*Math.sin(at),lt=Math.abs(ot)+Math.abs(st),ct=e[et+\"anchor\"],ut=e[et+\"shift\"]*(\"x\"===et?1:-1),ft=C[et],ht=l.getRefType(rt);if(it&&\"domain\"!==ht){var pt=it.r2fraction(e[et]);(pt<0||pt>1)&&(nt===rt?((pt=it.r2fraction(e[\"a\"+et]))<0||pt>1)&&(W=!0):W=!0),J=it._offset+it.r2p(e[et]),$=.5}else{var dt=\"domain\"===ht;\"x\"===et?(Q=e[et],J=dt?it._offset+it._length*Q:J=T.l+T.w*Q):(Q=1-e[et],J=dt?it._offset+it._length*Q:J=T.t+T.h*Q),$=e.showarrow?.5:Q}if(e.showarrow){ft.head=J;var mt=e[\"a\"+et];if(tt=ot*q(.5,e.xanchor)-st*q(.5,e.yanchor),nt===rt){var gt=l.getRefType(nt);\"domain\"===gt?(\"y\"===et&&(mt=1-mt),ft.tail=it._offset+it._length*mt):\"paper\"===gt?\"y\"===et?(mt=1-mt,ft.tail=T.t+T.h*mt):ft.tail=T.l+T.w*mt:ft.tail=it._offset+it.r2p(mt),K=tt}else ft.tail=J+mt,K=tt+mt;ft.text=ft.tail+tt;var vt=w[\"x\"===et?\"width\":\"height\"];if(\"paper\"===rt&&(ft.head=o.constrain(ft.head,1,vt-1)),\"pixel\"===nt){var yt=-Math.max(ft.tail-3,ft.text),xt=Math.min(ft.tail+3,ft.text)-vt;yt>0?(ft.tail+=yt,ft.text+=yt):xt>0&&(ft.tail-=xt,ft.text-=xt)}ft.tail+=ut,ft.head+=ut}else K=tt=lt*q($,ct),ft.text=J+tt;ft.text+=ut,tt+=ut,K+=ut,e[\"_\"+et+\"padplus\"]=lt/2+K,e[\"_\"+et+\"padminus\"]=lt/2-K,e[\"_\"+et+\"size\"]=lt,e[\"_\"+et+\"shift\"]=tt}if(W)R.remove();else{var bt=0,_t=0;if(\"left\"!==e.align&&(bt=(A-b)*(\"center\"===e.align?.5:1)),\"top\"!==e.valign&&(_t=(D-_)*(\"middle\"===e.valign?.5:1)),f)n.select(\"svg\").attr({x:N+bt-1,y:N+_t}).call(u.setClipUrl,U?L:null,t);else{var wt=N+_t-m.top,Tt=N+bt-m.left;G.call(h.positionText,Tt,wt).call(u.setClipUrl,U?L:null,t)}V.select(\"rect\").call(u.setRect,N,N,A,D),j.call(u.setRect,F/2,F/2,B-F,H-F),R.call(u.setTranslate,Math.round(C.x.text-B/2),Math.round(C.y.text-H/2)),O.attr({transform:\"rotate(\"+P+\",\"+C.x.text+\",\"+C.y.text+\")\"});var kt,At=function(r,n){I.selectAll(\".annotation-arrow-g\").remove();var l=C.x.head,f=C.y.head,h=C.x.tail+r,p=C.y.tail+n,m=C.x.text+r,b=C.y.text+n,_=o.rotationXYMatrix(P,m,b),w=o.apply2DTransform(_),A=o.apply2DTransform2(_),L=+j.attr(\"width\"),z=+j.attr(\"height\"),D=m-.5*L,F=D+L,B=b-.5*z,N=B+z,U=[[D,B,D,N],[D,N,F,N],[F,N,F,B],[F,B,D,B]].map(A);if(!U.reduce((function(t,e){return t^!!o.segmentsIntersect(l,f,l+1e6,f+1e6,e[0],e[1],e[2],e[3])}),!1)){U.forEach((function(t){var e=o.segmentsIntersect(h,p,l,f,t[0],t[1],t[2],t[3]);e&&(h=e.x,p=e.y)}));var V=e.arrowwidth,H=e.arrowcolor,q=e.arrowside,G=I.append(\"g\").style({opacity:c.opacity(H)}).classed(\"annotation-arrow-g\",!0),Y=G.append(\"path\").attr(\"d\",\"M\"+h+\",\"+p+\"L\"+l+\",\"+f).style(\"stroke-width\",V+\"px\").call(c.stroke,c.rgb(H));if(g(Y,q,e),k.annotationPosition&&Y.node().parentNode&&!a){var W=l,X=f;if(e.standoff){var Z=Math.sqrt(Math.pow(l-h,2)+Math.pow(f-p,2));W+=e.standoff*(h-l)/Z,X+=e.standoff*(p-f)/Z}var J,K,Q=G.append(\"path\").classed(\"annotation-arrow\",!0).classed(\"anndrag\",!0).classed(\"cursor-move\",!0).attr({d:\"M3,3H-3V-3H3ZM0,0L\"+(h-W)+\",\"+(p-X),transform:s(W,X)}).style(\"stroke-width\",V+6+\"px\").call(c.stroke,\"rgba(0,0,0,0)\").call(c.fill,\"rgba(0,0,0,0)\");d.init({element:Q.node(),gd:t,prepFn:function(){var t=u.getTranslate(R);J=t.x,K=t.y,v&&v.autorange&&M(v._name+\".autorange\",!0),x&&x.autorange&&M(x._name+\".autorange\",!0)},moveFn:function(t,r){var n=w(J,K),i=n[0]+t,a=n[1]+r;R.call(u.setTranslate,i,a),S(\"x\",y(v,t,\"x\",T,e)),S(\"y\",y(x,r,\"y\",T,e)),e.axref===e.xref&&S(\"ax\",y(v,t,\"ax\",T,e)),e.ayref===e.yref&&S(\"ay\",y(x,r,\"ay\",T,e)),G.attr(\"transform\",s(t,r)),O.attr({transform:\"rotate(\"+P+\",\"+i+\",\"+a+\")\"})},doneFn:function(){i.call(\"_guiRelayout\",t,E());var e=document.querySelector(\".js-notes-box-panel\");e&&e.redraw(e.selectedObj)}})}}};if(e.showarrow&&At(0,0),z)d.init({element:R.node(),gd:t,prepFn:function(){kt=O.attr(\"transform\")},moveFn:function(t,r){var n=\"pointer\";if(e.showarrow)e.axref===e.xref?S(\"ax\",y(v,t,\"ax\",T,e)):S(\"ax\",e.ax+t),e.ayref===e.yref?S(\"ay\",y(x,r,\"ay\",T.w,e)):S(\"ay\",e.ay+r),At(t,r);else{if(a)return;var i,o;if(v)i=y(v,t,\"x\",T,e);else{var l=e._xsize/T.w,c=e.x+(e._xshift-e.xshift)/T.w-l/2;i=d.align(c+t/T.w,l,0,1,e.xanchor)}if(x)o=y(x,r,\"y\",T,e);else{var u=e._ysize/T.h,f=e.y-(e._yshift+e.yshift)/T.h-u/2;o=d.align(f-r/T.h,u,0,1,e.yanchor)}S(\"x\",i),S(\"y\",o),v&&x||(n=d.getCursor(v?.5:i,x?.5:o,e.xanchor,e.yanchor))}O.attr({transform:s(t,r)+kt}),p(R,n)},clickFn:function(r,n){e.captureevents&&t.emit(\"plotly_clickannotation\",Y(n))},doneFn:function(){p(R),i.call(\"_guiRelayout\",t,E());var e=document.querySelector(\".js-notes-box-panel\");e&&e.redraw(e.selectedObj)}})}}}e.exports={draw:function(t){var e=t._fullLayout;e._infolayer.selectAll(\".annotation\").remove();for(var r=0;r<e.annotations.length;r++)e.annotations[r].visible&&v(t,r);return a.previousPromises(t)},drawOne:v,drawRaw:x}},{\"../../lib\":503,\"../../lib/setcursor\":524,\"../../lib/svg_text_utils\":529,\"../../plot_api/plot_template\":543,\"../../plots/cartesian/axes\":554,\"../../plots/plots\":619,\"../../registry\":638,\"../color\":366,\"../dragelement\":385,\"../drawing\":388,\"../fx\":406,\"./draw_arrow_head\":356,\"@plotly/d3\":58}],356:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"../color\"),a=t(\"./arrow_paths\"),o=t(\"../../lib\"),s=o.strScale,l=o.strRotate,c=o.strTranslate;e.exports=function(t,e,r){var o,u,f,h,p=t.node(),d=a[r.arrowhead||0],m=a[r.startarrowhead||0],g=(r.arrowwidth||1)*(r.arrowsize||1),v=(r.arrowwidth||1)*(r.startarrowsize||1),y=e.indexOf(\"start\")>=0,x=e.indexOf(\"end\")>=0,b=d.backoff*g+r.standoff,_=m.backoff*v+r.startstandoff;if(\"line\"===p.nodeName){o={x:+t.attr(\"x1\"),y:+t.attr(\"y1\")},u={x:+t.attr(\"x2\"),y:+t.attr(\"y2\")};var w=o.x-u.x,T=o.y-u.y;if(h=(f=Math.atan2(T,w))+Math.PI,b&&_&&b+_>Math.sqrt(w*w+T*T))return void z();if(b){if(b*b>w*w+T*T)return void z();var k=b*Math.cos(f),A=b*Math.sin(f);u.x+=k,u.y+=A,t.attr({x2:u.x,y2:u.y})}if(_){if(_*_>w*w+T*T)return void z();var M=_*Math.cos(f),S=_*Math.sin(f);o.x-=M,o.y-=S,t.attr({x1:o.x,y1:o.y})}}else if(\"path\"===p.nodeName){var E=p.getTotalLength(),L=\"\";if(E<b+_)return void z();var C=p.getPointAtLength(0),P=p.getPointAtLength(.1);f=Math.atan2(C.y-P.y,C.x-P.x),o=p.getPointAtLength(Math.min(_,E)),L=\"0px,\"+_+\"px,\";var 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n=t(\"@plotly/d3\"),i=t(\"tinycolor2\"),a=t(\"../../plots/plots\"),o=t(\"../../registry\"),s=t(\"../../plots/cartesian/axes\"),l=t(\"../dragelement\"),c=t(\"../../lib\"),u=c.strTranslate,f=t(\"../../lib/extend\").extendFlat,h=t(\"../../lib/setcursor\"),p=t(\"../drawing\"),d=t(\"../color\"),m=t(\"../titles\"),g=t(\"../../lib/svg_text_utils\"),v=t(\"../colorscale/helpers\").flipScale,y=t(\"../../plots/cartesian/axis_defaults\"),x=t(\"../../plots/cartesian/position_defaults\"),b=t(\"../../plots/cartesian/layout_attributes\"),_=t(\"../../constants/alignment\"),w=_.LINE_SPACING,T=_.FROM_TL,k=_.FROM_BR,A=t(\"./constants\").cn;e.exports={draw:function(t){var e=t._fullLayout._infolayer.selectAll(\"g.\"+A.colorbar).data(function(t){var e,r,n,i,a=t._fullLayout,o=t.calcdata,s=[];function l(t){return f(t,{_fillcolor:null,_line:{color:null,width:null,dash:null},_levels:{start:null,end:null,size:null},_filllevels:null,_fillgradient:null,_zrange:null})}function c(){\"function\"==typeof 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r=n.select(this);c.ensureSingle(r,\"rect\",A.cbbg),c.ensureSingle(r,\"g\",A.cbfills),c.ensureSingle(r,\"g\",A.cblines),c.ensureSingle(r,\"g\",A.cbaxis,(function(t){t.classed(A.crisp,!0)})),c.ensureSingle(r,\"g\",A.cbtitleunshift,(function(t){t.append(\"g\").classed(A.cbtitle,!0)})),c.ensureSingle(r,\"rect\",A.cboutline);var v=function(t,e,r){var o=\"v\"===e.orientation,l=e.len,h=e.lenmode,v=e.thickness,_=e.thicknessmode,M=e.outlinewidth,S=e.borderwidth,E=e.bgcolor,L=e.xanchor,C=e.yanchor,P=e.xpad,I=e.ypad,O=e.x,z=o?e.y:1-e.y,D=r._fullLayout,R=D._size,F=e._fillcolor,B=e._line,N=e.title,j=N.side,U=e._zrange||n.extent((\"function\"==typeof F?F:B.color).domain()),V=\"function\"==typeof B.color?B.color:function(){return B.color},H=\"function\"==typeof F?F:function(){return F},q=e._levels,G=function(t,e,r){var n,i,a=e._levels,o=[],s=[],l=a.end+a.size/100,c=a.size,u=1.001*r[0]-.001*r[1],f=1.001*r[1]-.001*r[0];for(i=0;i<1e5&&(n=a.start+i*c,!(c>0?n>=l:n<=l));i++)n>u&&n<f&&o.push(n);if(e._fillgradient)s=[0];else if(\"function\"==typeof e._fillcolor){var h=e._filllevels;if(h)for(l=h.end+h.size/100,c=h.size,i=0;i<1e5&&(n=h.start+i*c,!(c>0?n>=l:n<=l));i++)n>r[0]&&n<r[1]&&s.push(n);else(s=o.map((function(t){return t-a.size/2}))).push(s[s.length-1]+a.size)}else e._fillcolor&&\"string\"==typeof e._fillcolor&&(s=[0]);a.size<0&&(o.reverse(),s.reverse());return{line:o,fill:s}}(0,e,U),Y=G.fill,W=G.line,X=Math.round(v*(\"fraction\"===_?o?R.w:R.h:1)),Z=X/(o?R.w:R.h),J=Math.round(l*(\"fraction\"===h?o?R.h:R.w:1)),K=J/(o?R.h:R.w),Q=Math.round(o?O*R.w+P:z*R.h+I),$={center:.5,right:1}[L]||0,tt={top:1,middle:.5}[C]||0,et=o?O-$*Z:z-tt*Z,rt=o?z-tt*K:O-$*K,nt=Math.round(o?R.h*(1-rt):R.w*rt);e._lenFrac=K,e._thickFrac=Z,e._uFrac=et,e._vFrac=rt;var it=e._axis=function(t,e,r){var n=t._fullLayout,i=\"v\"===e.orientation,a={type:\"linear\",range:r,tickmode:e.tickmode,nticks:e.nticks,tick0:e.tick0,dtick:e.dtick,tickvals:e.tickvals,ticktext:e.ticktext,ticks:e.ticks,ticklen:e.ticklen,tickwidth:e.tickwidth,tickcolor:e.tickcolor,showticklabels:e.showticklabels,ticklabelposition:e.ticklabelposition,ticklabeloverflow:e.ticklabeloverflow,ticklabelstep:e.ticklabelstep,tickfont:e.tickfont,tickangle:e.tickangle,tickformat:e.tickformat,exponentformat:e.exponentformat,minexponent:e.minexponent,separatethousands:e.separatethousands,showexponent:e.showexponent,showtickprefix:e.showtickprefix,tickprefix:e.tickprefix,showticksuffix:e.showticksuffix,ticksuffix:e.ticksuffix,title:e.title,showline:!0,anchor:\"free\",side:i?\"right\":\"bottom\",position:1},o=i?\"y\":\"x\",s={type:\"linear\",_id:o+e._id},l={letter:o,font:n.font,noHover:!0,noTickson:!0,noTicklabelmode:!0,calendar:n.calendar};function u(t,e){return c.coerce(a,s,b,t,e)}return y(a,s,u,l,n),x(a,s,u,l),s}(r,e,U);it.position=Z+(o?O+P/R.w:z+I/R.h);var at=-1!==[\"top\",\"bottom\"].indexOf(j);o&&at&&(it.title.side=j,it.titlex=O+P/R.w,it.titley=rt+(\"top\"===N.side?K-I/R.h:I/R.h));o||at||(it.title.side=j,it.titley=z+I/R.h,it.titlex=rt+P/R.w);if(B.color&&\"auto\"===e.tickmode){it.tickmode=\"linear\",it.tick0=q.start;var ot=q.size,st=c.constrain(J/50,4,15)+1,lt=(U[1]-U[0])/((e.nticks||st)*ot);if(lt>1){var ct=Math.pow(10,Math.floor(Math.log(lt)/Math.LN10));ot*=ct*c.roundUp(lt/ct,[2,5,10]),(Math.abs(q.start)/q.size+1e-6)%1<2e-6&&(it.tick0=0)}it.dtick=ot}it.domain=o?[rt+I/R.h,rt+K-I/R.h]:[rt+P/R.w,rt+K-P/R.w],it.setScale(),t.attr(\"transform\",u(Math.round(R.l),Math.round(R.t)));var ut,ft=t.select(\".\"+A.cbtitleunshift).attr(\"transform\",u(-Math.round(R.l),-Math.round(R.t))),ht=it.ticklabelposition,pt=it.title.font.size,dt=t.select(\".\"+A.cbaxis),mt=0,gt=0;function vt(n,i){var a={propContainer:it,propName:e._propPrefix+\"title\",traceIndex:e._traceIndex,_meta:e._meta,placeholder:D._dfltTitle.colorbar,containerGroup:t.select(\".\"+A.cbtitle)},o=\"h\"===n.charAt(0)?n.substr(1):\"h\"+n;t.selectAll(\".\"+o+\",.\"+o+\"-math-group\").remove(),m.draw(r,n,f(a,i||{}))}return c.syncOrAsync([a.previousPromises,function(){var t,e;(o&&at||!o&&!at)&&(\"top\"===j&&(t=P+R.l+R.w*O,e=I+R.t+R.h*(1-rt-K)+3+.75*pt),\"bottom\"===j&&(t=P+R.l+R.w*O,e=I+R.t+R.h*(1-rt)-3-.25*pt),\"right\"===j&&(e=I+R.t+R.h*z+3+.75*pt,t=P+R.l+R.w*rt),vt(it._id+\"title\",{attributes:{x:t,y:e,\"text-anchor\":o?\"start\":\"middle\"}}))},function(){if(!o&&!at||o&&at){var a,l=t.select(\".\"+A.cbtitle),f=l.select(\"text\"),h=[-M/2,M/2],d=l.select(\".h\"+it._id+\"title-math-group\").node(),m=15.6;if(f.node()&&(m=parseInt(f.node().style.fontSize,10)*w),d?(a=p.bBox(d),gt=a.width,(mt=a.height)>m&&(h[1]-=(mt-m)/2)):f.node()&&!f.classed(A.jsPlaceholder)&&(a=p.bBox(f.node()),gt=a.width,mt=a.height),o){if(mt){if(mt+=5,\"top\"===j)it.domain[1]-=mt/R.h,h[1]*=-1;else{it.domain[0]+=mt/R.h;var v=g.lineCount(f);h[1]+=(1-v)*m}l.attr(\"transform\",u(h[0],h[1])),it.setScale()}}else gt&&(\"right\"===j&&(it.domain[0]+=(gt+pt/2)/R.w),l.attr(\"transform\",u(h[0],h[1])),it.setScale())}t.selectAll(\".\"+A.cbfills+\",.\"+A.cblines).attr(\"transform\",o?u(0,Math.round(R.h*(1-it.domain[1]))):u(Math.round(R.w*it.domain[0]),0)),dt.attr(\"transform\",o?u(0,Math.round(-R.t)):u(Math.round(-R.l),0));var y=t.select(\".\"+A.cbfills).selectAll(\"rect.\"+A.cbfill).attr(\"style\",\"\").data(Y);y.enter().append(\"rect\").classed(A.cbfill,!0).style(\"stroke\",\"none\"),y.exit().remove();var x=U.map(it.c2p).map(Math.round).sort((function(t,e){return t-e}));y.each((function(t,a){var s=[0===a?U[0]:(Y[a]+Y[a-1])/2,a===Y.length-1?U[1]:(Y[a]+Y[a+1])/2].map(it.c2p).map(Math.round);o&&(s[1]=c.constrain(s[1]+(s[1]>s[0])?1:-1,x[0],x[1]));var l=n.select(this).attr(o?\"x\":\"y\",Q).attr(o?\"y\":\"x\",n.min(s)).attr(o?\"width\":\"height\",Math.max(X,2)).attr(o?\"height\":\"width\",Math.max(n.max(s)-n.min(s),2));if(e._fillgradient)p.gradient(l,r,e._id,o?\"vertical\":\"horizontalreversed\",e._fillgradient,\"fill\");else{var u=H(t).replace(\"e-\",\"\");l.attr(\"fill\",i(u).toHexString())}}));var b=t.select(\".\"+A.cblines).selectAll(\"path.\"+A.cbline).data(B.color&&B.width?W:[]);b.enter().append(\"path\").classed(A.cbline,!0),b.exit().remove(),b.each((function(t){var e=Q,r=Math.round(it.c2p(t))+B.width/2%1;n.select(this).attr(\"d\",\"M\"+(o?e+\",\"+r:r+\",\"+e)+(o?\"h\":\"v\")+X).call(p.lineGroupStyle,B.width,V(t),B.dash)})),dt.selectAll(\"g.\"+it._id+\"tick,path\").remove();var _=Q+X+(M||0)/2-(\"outside\"===e.ticks?1:0),T=s.calcTicks(it),k=s.getTickSigns(it)[2];return s.drawTicks(r,it,{vals:\"inside\"===it.ticks?s.clipEnds(it,T):T,layer:dt,path:s.makeTickPath(it,_,k),transFn:s.makeTransTickFn(it)}),s.drawLabels(r,it,{vals:T,layer:dt,transFn:s.makeTransTickLabelFn(it),labelFns:s.makeLabelFns(it,_)})},function(){if(o&&!at||!o&&at){var t,i,a=it.position||0,s=it._offset+it._length/2;if(\"right\"===j)i=s,t=R.l+R.w*a+10+pt*(it.showticklabels?1:.5);else if(t=s,\"bottom\"===j&&(i=R.t+R.h*a+10+(-1===ht.indexOf(\"inside\")?it.tickfont.size:0)+(\"intside\"!==it.ticks&&e.ticklen||0)),\"top\"===j){var l=N.text.split(\"<br>\").length;i=R.t+R.h*a+10-X-w*pt*l}vt((o?\"h\":\"v\")+it._id+\"title\",{avoid:{selection:n.select(r).selectAll(\"g.\"+it._id+\"tick\"),side:j,offsetTop:o?0:R.t,offsetLeft:o?R.l:0,maxShift:o?D.width:D.height},attributes:{x:t,y:i,\"text-anchor\":\"middle\"},transform:{rotate:o?-90:0,offset:0}})}},a.previousPromises,function(){var n,s=X+M/2;-1===ht.indexOf(\"inside\")&&(n=p.bBox(dt.node()),s+=o?n.width:n.height),ut=ft.select(\"text\");var c=0,f=o&&\"top\"===j,m=!o&&\"right\"===j,g=0;if(ut.node()&&!ut.classed(A.jsPlaceholder)){var y,x=ft.select(\".h\"+it._id+\"title-math-group\").node();x&&(o&&at||!o&&!at)?(c=(n=p.bBox(x)).width,y=n.height):(c=(n=p.bBox(ft.node())).right-R.l-(o?Q:nt),y=n.bottom-R.t-(o?nt:Q),o||\"top\"!==j||(s+=n.height,g=n.height)),m&&(ut.attr(\"transform\",u(c/2+pt/2,0)),c*=2),s=Math.max(s,o?c:y)}var b=2*(o?P:I)+s+S+M/2,w=0;!o&&N.text&&\"bottom\"===C&&z<=0&&(b+=w=b/2,g+=w),D._hColorbarMoveTitle=w,D._hColorbarMoveCBTitle=g;var F=S+M;t.select(\".\"+A.cbbg).attr(\"x\",(o?Q:nt)-F/2-(o?P:0)).attr(\"y\",(o?nt:Q)-(o?J:I+g-w)).attr(o?\"width\":\"height\",Math.max(b-w,2)).attr(o?\"height\":\"width\",Math.max(J+F,2)).call(d.fill,E).call(d.stroke,e.bordercolor).style(\"stroke-width\",S);var B=m?Math.max(c-10,0):0;if(t.selectAll(\".\"+A.cboutline).attr(\"x\",(o?Q:nt+P)+B).attr(\"y\",(o?nt+I-J:Q)+(f?mt:0)).attr(o?\"width\":\"height\",Math.max(X,2)).attr(o?\"height\":\"width\",Math.max(J-(o?2*I+mt:2*P+B),2)).call(d.stroke,e.outlinecolor).style({fill:\"none\",\"stroke-width\":M}),t.attr(\"transform\",u(R.l-(o?$*b:0),R.t-(o?0:(1-tt)*b-g))),!o&&(S||i(E).getAlpha()&&!i.equals(D.paper_bgcolor,E))){var U=dt.selectAll(\"text\"),V=U[0].length,H=t.select(\".\"+A.cbbg).node(),q=p.bBox(H),G=p.getTranslate(t);U.each((function(t,e){var r=V-1;if(0===e||e===r){var n,i=p.bBox(this),a=p.getTranslate(this);if(e===r){var o=i.right+a.x;(n=q.right+G.x+nt-S-2+O-o)>0&&(n=0)}else if(0===e){var s=i.left+a.x;(n=q.left+G.x+nt+S+2-s)<0&&(n=0)}n&&(V<3?this.setAttribute(\"transform\",\"translate(\"+n+\",0) \"+this.getAttribute(\"transform\")):this.setAttribute(\"visibility\",\"hidden\"))}}))}var Y={},W=T[L],Z=k[L],K=T[C],et=k[C],rt=b-X;o?(\"pixels\"===h?(Y.y=z,Y.t=J*K,Y.b=J*et):(Y.t=Y.b=0,Y.yt=z+l*K,Y.yb=z-l*et),\"pixels\"===_?(Y.x=O,Y.l=b*W,Y.r=b*Z):(Y.l=rt*W,Y.r=rt*Z,Y.xl=O-v*W,Y.xr=O+v*Z)):(\"pixels\"===h?(Y.x=O,Y.l=J*W,Y.r=J*Z):(Y.l=Y.r=0,Y.xl=O+l*W,Y.xr=O-l*Z),\"pixels\"===_?(Y.y=1-z,Y.t=b*K,Y.b=b*et):(Y.t=rt*K,Y.b=rt*et,Y.yt=z-v*K,Y.yb=z+v*et)),a.autoMargin(r,e._id,Y)}],r)}(r,e,t);v&&v.then&&(t._promises||[]).push(v),t._context.edits.colorbarPosition&&function(t,e,r){var n,i,a,s=\"v\"===e.orientation,c=r._fullLayout._size;l.init({element:t.node(),gd:r,prepFn:function(){n=t.attr(\"transform\"),h(t)},moveFn:function(r,o){t.attr(\"transform\",n+u(r,o)),i=l.align((s?e._uFrac:e._vFrac)+r/c.w,s?e._thickFrac:e._lenFrac,0,1,e.xanchor),a=l.align((s?e._vFrac:1-e._uFrac)-o/c.h,s?e._lenFrac:e._thickFrac,0,1,e.yanchor);var f=l.getCursor(i,a,e.xanchor,e.yanchor);h(t,f)},doneFn:function(){if(h(t),void 0!==i&&void 0!==a){var n={};n[e._propPrefix+\"x\"]=i,n[e._propPrefix+\"y\"]=a,void 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o.warn(\"Fx.hover failed\",e,t),d.unhoverRaw(t,e)}var ct=1/0;function ut(t,r){for(G=0;G<rt.length;G++)if((Y=rt[G])&&Y[0]&&Y[0].trace&&!0===(W=Y[0].trace).visible&&0!==W._length&&-1===[\"carpet\",\"contourcarpet\"].indexOf(W._module.name)){if(\"splom\"===W.type?X=l[Z=0]:(X=v.getSubplot(W),Z=l.indexOf(X)),J=P,v.isUnifiedHover(J)&&(J=J.charAt(0)),$={cd:Y,trace:W,xa:_[Z],ya:w[Z],maxHoverDistance:O,maxSpikeDistance:B,index:!1,distance:Math.min(ct,O),spikeDistance:1/0,xSpike:void 0,ySpike:void 0,color:p.defaultLine,name:W.name,x0:void 0,x1:void 0,y0:void 0,y1:void 0,xLabelVal:void 0,yLabelVal:void 0,zLabelVal:void 0,text:void 0},u[X]&&($.subplot=u[X]._subplot),u._splomScenes&&u._splomScenes[W.uid]&&($.scene=u._splomScenes[W.uid]),tt=et.length,\"array\"===J){var n=e[G];\"pointNumber\"in n?($.index=n.pointNumber,J=\"closest\"):(J=\"\",\"xval\"in n&&(K=n.xval,J=\"x\"),\"yval\"in n&&(Q=n.yval,J=J?\"closest\":\"y\"))}else void 0!==t&&void 0!==r?(K=t,Q=r):(K=V[Z],Q=H[Z]);if(0!==O)if(W._module&&W._module.hoverPoints){var a=W._module.hoverPoints($,K,Q,J,{finiteRange:!0,hoverLayer:u._hoverlayer});if(a)for(var s,c=0;c<a.length;c++)s=a[c],i(s.x0)&&i(s.y0)&&et.push(D(s,P))}else o.log(\"Unrecognized trace type in hover:\",W);if(\"closest\"===P&&et.length>tt&&(et.splice(0,tt),ct=et[0].distance),y&&0!==B&&0===et.length){$.distance=B,$.index=!1;var f=W._module.hoverPoints($,K,Q,\"closest\",{hoverLayer:u._hoverlayer});if(f&&(f=f.filter((function(t){return t.spikeDistance<=B}))),f&&f.length){var h,d=f.filter((function(t){return t.xa.showspikes&&\"hovered data\"!==t.xa.spikesnap}));if(d.length){var m=d[0];i(m.x0)&&i(m.y0)&&(h=ht(m),(!nt.vLinePoint||nt.vLinePoint.spikeDistance>h.spikeDistance)&&(nt.vLinePoint=h))}var g=f.filter((function(t){return t.ya.showspikes&&\"hovered data\"!==t.ya.spikesnap}));if(g.length){var x=g[0];i(x.x0)&&i(x.y0)&&(h=ht(x),(!nt.hLinePoint||nt.hLinePoint.spikeDistance>h.spikeDistance)&&(nt.hLinePoint=h))}}}}}function ft(t,e,r){for(var n,i=null,a=1/0,o=0;o<t.length;o++)n=t[o].spikeDistance,r&&0===o&&(n=-1/0),n<=a&&n<=e&&(i=t[o],a=n);return i}function ht(t){return t?{xa:t.xa,ya:t.ya,x:void 0!==t.xSpike?t.xSpike:(t.x0+t.x1)/2,y:void 0!==t.ySpike?t.ySpike:(t.y0+t.y1)/2,distance:t.distance,spikeDistance:t.spikeDistance,curveNumber:t.trace.index,color:t.color,pointNumber:t.index}:null}ut();var pt={fullLayout:u,container:u._hoverlayer,event:e},dt=t._spikepoints,mt={vLinePoint:nt.vLinePoint,hLinePoint:nt.hLinePoint};t._spikepoints=mt;var gt=function(){et.sort((function(t,e){return t.distance-e.distance})),et=function(t,e){for(var r=e.charAt(0),n=[],i=[],a=[],o=0;o<t.length;o++){var s=t[o];g.traceIs(s.trace,\"bar-like\")||g.traceIs(s.trace,\"box-violin\")?a.push(s):s.trace[r+\"period\"]?i.push(s):n.push(s)}return n.concat(i).concat(a)}(et,P)};gt();var vt=P.charAt(0),yt=(\"x\"===vt||\"y\"===vt)&&et[0]&&L[et[0].trace.type];if(y&&0!==B&&0!==et.length){var xt=ft(et.filter((function(t){return t.ya.showspikes})),B,yt);nt.hLinePoint=ht(xt);var bt=ft(et.filter((function(t){return t.xa.showspikes})),B,yt);nt.vLinePoint=ht(bt)}if(0===et.length){var _t=d.unhoverRaw(t,e);return!y||null===nt.hLinePoint&&null===nt.vLinePoint||F(dt)&&R(t,nt,pt),_t}y&&F(dt)&&R(t,nt,pt);if(v.isXYhover(J)&&0!==et[0].length&&\"splom\"!==et[0].trace.type){var wt=et[0],Tt=(et=E[wt.trace.type]?et.filter((function(t){return t.trace.index===wt.trace.index})):[wt]).length,kt=N(\"x\",wt,u),At=N(\"y\",wt,u);ut(kt,At);var Mt,St=[],Et={},Lt=0,Ct=function(t){var e=E[t.trace.type]?C(t):t.trace.index;if(Et[e]){var r=Et[e]-1,n=St[r];r>0&&Math.abs(t.distance)<Math.abs(n.distance)&&(St[r]=t)}else Lt++,Et[e]=Lt,St.push(t)};for(Mt=0;Mt<Tt;Mt++)Ct(et[Mt]);for(Mt=et.length-1;Mt>Tt-1;Mt--)Ct(et[Mt]);et=St,gt()}var Pt=t._hoverdata,It=[],Ot=j(t),zt=U(t);for(q=0;q<et.length;q++){var Dt=et[q],Rt=v.makeEventData(Dt,Dt.trace,Dt.cd);if(!1!==Dt.hovertemplate){var Ft=!1;Dt.cd[Dt.index]&&Dt.cd[Dt.index].ht&&(Ft=Dt.cd[Dt.index].ht),Dt.hovertemplate=Ft||Dt.trace.hovertemplate||!1}if(Dt.xa&&Dt.ya){var Bt=Dt.x0+Dt.xa._offset,Nt=Dt.x1+Dt.xa._offset,jt=Dt.y0+Dt.ya._offset,Ut=Dt.y1+Dt.ya._offset,Vt=Math.min(Bt,Nt),Ht=Math.max(Bt,Nt),qt=Math.min(jt,Ut),Gt=Math.max(jt,Ut);Rt.bbox={x0:Vt+zt,x1:Ht+zt,y0:qt+Ot,y1:Gt+Ot}}Dt.eventData=[Rt],It.push(Rt)}t._hoverdata=It;var Yt=\"y\"===P&&(rt.length>1||et.length>1)||\"closest\"===P&&it&&et.length>1,Wt=p.combine(u.plot_bgcolor||p.background,u.paper_bgcolor),Xt=I(et,{gd:t,hovermode:P,rotateLabels:Yt,bgColor:Wt,container:u._hoverlayer,outerContainer:u._paper.node(),commonLabelOpts:u.hoverlabel,hoverdistance:u.hoverdistance});v.isUnifiedHover(P)||(!function(t,e,r){var n,i,a,o,s,l,c,u=0,f=1,h=t.size(),p=new Array(h),d=0;function m(t){var e=t[0],r=t[t.length-1];if(i=e.pmin-e.pos-e.dp+e.size,a=r.pos+r.dp+r.size-e.pmax,i>.01){for(s=t.length-1;s>=0;s--)t[s].dp+=i;n=!1}if(!(a<.01)){if(i<-.01){for(s=t.length-1;s>=0;s--)t[s].dp-=a;n=!1}if(n){var c=0;for(o=0;o<t.length;o++)(l=t[o]).pos+l.dp+l.size>e.pmax&&c++;for(o=t.length-1;o>=0&&!(c<=0);o--)(l=t[o]).pos>e.pmax-1&&(l.del=!0,c--);for(o=0;o<t.length&&!(c<=0);o++)if((l=t[o]).pos<e.pmin+1)for(l.del=!0,c--,a=2*l.size,s=t.length-1;s>=0;s--)t[s].dp-=a;for(o=t.length-1;o>=0&&!(c<=0);o--)(l=t[o]).pos+l.dp+l.size>e.pmax&&(l.del=!0,c--)}}}t.each((function(t){var n=t[e],i=\"x\"===n._id.charAt(0),a=n.range;0===d&&a&&a[0]>a[1]!==i&&(f=-1),p[d++]=[{datum:t,traceIndex:t.trace.index,dp:0,pos:t.pos,posref:t.posref,size:t.by*(i?T:1)/2,pmin:0,pmax:i?r.width:r.height}]})),p.sort((function(t,e){return t[0].posref-e[0].posref||f*(e[0].traceIndex-t[0].traceIndex)}));for(;!n&&u<=h;){for(u++,n=!0,o=0;o<p.length-1;){var g=p[o],v=p[o+1],y=g[g.length-1],x=v[0];if((i=y.pos+y.dp+y.size-x.pos-x.dp+x.size)>.01&&y.pmin===x.pmin&&y.pmax===x.pmax){for(s=v.length-1;s>=0;s--)v[s].dp+=i;for(g.push.apply(g,v),p.splice(o+1,1),c=0,s=g.length-1;s>=0;s--)c+=g[s].dp;for(a=c/g.length,s=g.length-1;s>=0;s--)g[s].dp-=a;n=!1}else o++}p.forEach(m)}for(o=p.length-1;o>=0;o--){var b=p[o];for(s=b.length-1;s>=0;s--){var _=b[s],w=_.datum;w.offset=_.dp,w.del=_.del}}}(Xt,Yt?\"xa\":\"ya\",u),z(Xt,Yt,u._invScaleX,u._invScaleY));if(s&&s.tagName){var Zt=g.getComponentMethod(\"annotations\",\"hasClickToShow\")(t,It);f(n.select(s),Zt?\"pointer\":\"\")}if(!s||a||!function(t,e,r){if(!r||r.length!==t._hoverdata.length)return!0;for(var n=r.length-1;n>=0;n--){var i=r[n],a=t._hoverdata[n];if(i.curveNumber!==a.curveNumber||String(i.pointNumber)!==String(a.pointNumber)||String(i.pointNumbers)!==String(a.pointNumbers))return!0}return!1}(t,0,Pt))return;Pt&&t.emit(\"plotly_unhover\",{event:e,points:Pt});t.emit(\"plotly_hover\",{event:e,points:t._hoverdata,xaxes:_,yaxes:w,xvals:V,yvals:H})}(t,e,r,a,s)}))},r.loneHover=function(t,e){var r=!0;Array.isArray(t)||(r=!1,t=[t]);var i=e.gd,a=j(i),o=U(i),s=I(t.map((function(t){var r=t._x0||t.x0||t.x||0,n=t._x1||t.x1||t.x||0,s=t._y0||t.y0||t.y||0,l=t._y1||t.y1||t.y||0,c=t.eventData;if(c){var u=Math.min(r,n),f=Math.max(r,n),h=Math.min(s,l),d=Math.max(s,l),m=t.trace;if(g.traceIs(m,\"gl3d\")){var v=i._fullLayout[m.scene]._scene.container,y=v.offsetLeft,x=v.offsetTop;u+=y,f+=y,h+=x,d+=x}c.bbox={x0:u+o,x1:f+o,y0:h+a,y1:d+a},e.inOut_bbox&&e.inOut_bbox.push(c.bbox)}else c=!1;return{color:t.color||p.defaultLine,x0:t.x0||t.x||0,x1:t.x1||t.x||0,y0:t.y0||t.y||0,y1:t.y1||t.y||0,xLabel:t.xLabel,yLabel:t.yLabel,zLabel:t.zLabel,text:t.text,name:t.name,idealAlign:t.idealAlign,borderColor:t.borderColor,fontFamily:t.fontFamily,fontSize:t.fontSize,fontColor:t.fontColor,nameLength:t.nameLength,textAlign:t.textAlign,trace:t.trace||{index:0,hoverinfo:\"\"},xa:{_offset:0},ya:{_offset:0},index:0,hovertemplate:t.hovertemplate||!1,hovertemplateLabels:t.hovertemplateLabels||!1,eventData:c}})),{gd:i,hovermode:\"closest\",rotateLabels:!1,bgColor:e.bgColor||p.background,container:n.select(e.container),outerContainer:e.outerContainer||e.container}),l=0,c=0;return s.sort((function(t,e){return t.y0-e.y0})).each((function(t,r){var n=t.y0-t.by/2;t.offset=n-5<l?l-n+5:0,l=n+t.by+t.offset,r===e.anchorIndex&&(c=t.offset)})).each((function(t){t.offset-=c})),z(s,!1,i._fullLayout._invScaleX,i._fullLayout._invScaleY),r?s:s.node()};var P=/<extra>([\\s\\S]*)<\\/extra>/;function I(t,e){var r=e.gd,i=r._fullLayout,a=e.hovermode,c=e.rotateLabels,f=e.bgColor,d=e.container,m=e.outerContainer,w=e.commonLabelOpts||{};if(0===t.length)return[[]];var T=e.fontFamily||y.HOVERFONT,k=e.fontSize||y.HOVERFONTSIZE,A=t[0],E=A.xa,L=A.ya,P=a.charAt(0),I=A[P+\"Label\"],z=V(r,m),D=z.top,R=z.width,F=z.height,B=void 0!==I&&A.distance<=e.hoverdistance&&(\"x\"===a||\"y\"===a);if(B){var N,j,U=!0;for(N=0;N<t.length;N++)if(U&&void 0===t[N].zLabel&&(U=!1),j=t[N].hoverinfo||t[N].trace.hoverinfo){var H=Array.isArray(j)?j:j.split(\"+\");if(-1===H.indexOf(\"all\")&&-1===H.indexOf(a)){B=!1;break}}U&&(B=!1)}var q=d.selectAll(\"g.axistext\").data(B?[0]:[]);if(q.enter().append(\"g\").classed(\"axistext\",!0),q.exit().remove(),q.each((function(){var t=n.select(this),e=o.ensureSingle(t,\"path\",\"\",(function(t){t.style({\"stroke-width\":\"1px\"})})),l=o.ensureSingle(t,\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),c=w.bgcolor||p.defaultLine,f=w.bordercolor||p.contrast(c),d=p.contrast(c),m={family:w.font.family||T,size:w.font.size||k,color:w.font.color||d};e.style({fill:c,stroke:f}),l.text(I).call(h.font,m).call(u.positionText,0,0).call(u.convertToTspans,r),t.attr(\"transform\",\"\");var g,v,y=V(r,l.node());if(\"x\"===a){var x=\"top\"===E.side?\"-\":\"\";l.attr(\"text-anchor\",\"middle\").call(u.positionText,0,\"top\"===E.side?D-y.bottom-M-S:D-y.top+M+S),g=E._offset+(A.x0+A.x1)/2,v=L._offset+(\"top\"===E.side?0:L._length);var b=y.width/2+S;g<b?(g=b,e.attr(\"d\",\"M-\"+(b-M)+\",0L-\"+(b-2*M)+\",\"+x+M+\"H\"+(S+y.width/2)+\"v\"+x+(2*S+y.height)+\"H-\"+b+\"V\"+x+M+\"Z\")):g>i.width-b?(g=i.width-b,e.attr(\"d\",\"M\"+(b-M)+\",0L\"+b+\",\"+x+M+\"v\"+x+(2*S+y.height)+\"H-\"+b+\"V\"+x+M+\"H\"+(b-2*M)+\"Z\")):e.attr(\"d\",\"M0,0L\"+M+\",\"+x+M+\"H\"+(S+y.width/2)+\"v\"+x+(2*S+y.height)+\"H-\"+(S+y.width/2)+\"V\"+x+M+\"H-\"+M+\"Z\")}else{var _,C,P;\"right\"===L.side?(_=\"start\",C=1,P=\"\",g=E._offset+E._length):(_=\"end\",C=-1,P=\"-\",g=E._offset),v=L._offset+(A.y0+A.y1)/2,l.attr(\"text-anchor\",_),e.attr(\"d\",\"M0,0L\"+P+M+\",\"+M+\"V\"+(S+y.height/2)+\"h\"+P+(2*S+y.width)+\"V-\"+(S+y.height/2)+\"H\"+P+M+\"V-\"+M+\"Z\");var O,z=y.height/2,R=D-y.top-z,F=\"clip\"+i._uid+\"commonlabel\"+L._id;if(g<y.width+2*S+M){O=\"M-\"+(M+S)+\"-\"+z+\"h-\"+(y.width-S)+\"V\"+z+\"h\"+(y.width-S)+\"Z\";var B=y.width-g+S;u.positionText(l,B,R),\"end\"===_&&l.selectAll(\"tspan\").each((function(){var t=n.select(this),e=h.tester.append(\"text\").text(t.text()).call(h.font,m),i=V(r,e.node());Math.round(i.width)<Math.round(y.width)&&t.attr(\"x\",B-i.width),e.remove()}))}else u.positionText(l,C*(S+M),R),O=null;var N=i._topclips.selectAll(\"#\"+F).data(O?[0]:[]);N.enter().append(\"clipPath\").attr(\"id\",F).append(\"path\"),N.exit().remove(),N.select(\"path\").attr(\"d\",O),h.setClipUrl(l,O?F:null,r)}t.attr(\"transform\",s(g,v))})),v.isUnifiedHover(a)){d.selectAll(\"g.hovertext\").remove();var G=t.filter((function(t){return\"none\"!==t.hoverinfo}));if(0===G.length)return;var Y=i.hoverlabel,W=Y.font,X={showlegend:!0,legend:{title:{text:I,font:W},font:W,bgcolor:Y.bgcolor,bordercolor:Y.bordercolor,borderwidth:1,tracegroupgap:7,traceorder:i.legend?i.legend.traceorder:void 0,orientation:\"v\"}},Z={font:W};x(X,Z,r._fullData);var J=Z.legend;J.entries=[];for(var K=0;K<G.length;K++){var Q=G[K];if(\"none\"!==Q.hoverinfo){var $=O(Q,!0,a,i,I),tt=$[0],et=$[1];Q.name=et,Q.text=\"\"!==et?et+\" : 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n=t(\"@plotly/d3\"),i=t(\"../../lib\"),a=t(\"../../plots/plots\"),o=t(\"../../registry\"),s=t(\"../../lib/events\"),l=t(\"../dragelement\"),c=t(\"../drawing\"),u=t(\"../color\"),f=t(\"../../lib/svg_text_utils\"),h=t(\"./handle_click\"),p=t(\"./constants\"),d=t(\"../../constants/alignment\"),m=d.LINE_SPACING,g=d.FROM_TL,v=d.FROM_BR,y=t(\"./get_legend_data\"),x=t(\"./style\"),b=t(\"./helpers\");function _(t,e,r,n,i){var a=r.data()[0][0].trace,l={event:i,node:r.node(),curveNumber:a.index,expandedIndex:a._expandedIndex,data:t.data,layout:t.layout,frames:t._transitionData._frames,config:t._context,fullData:t._fullData,fullLayout:t._fullLayout};if(a._group&&(l.group=a._group),o.traceIs(a,\"pie-like\")&&(l.label=r.datum()[0].label),!1!==s.triggerHandler(t,\"plotly_legendclick\",l))if(1===n)e._clickTimeout=setTimeout((function(){t._fullLayout&&h(r,t,n)}),t._context.doubleClickDelay);else 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rectangle\")},attr:\"dragmode\",val:\"drawrect\",icon:o.drawrect,click:f},u.drawcircle={name:\"drawcircle\",title:function(t){return c(t,\"Draw circle\")},attr:\"dragmode\",val:\"drawcircle\",icon:o.drawcircle,click:f},u.eraseshape={name:\"eraseshape\",title:function(t){return c(t,\"Erase active shape\")},icon:o.eraseshape,click:s},u.zoomIn2d={name:\"zoomIn2d\",_cat:\"zoomin\",title:function(t){return c(t,\"Zoom in\")},attr:\"zoom\",val:\"in\",icon:o.zoom_plus,click:f},u.zoomOut2d={name:\"zoomOut2d\",_cat:\"zoomout\",title:function(t){return c(t,\"Zoom out\")},attr:\"zoom\",val:\"out\",icon:o.zoom_minus,click:f},u.autoScale2d={name:\"autoScale2d\",_cat:\"autoscale\",title:function(t){return c(t,\"Autoscale\")},attr:\"zoom\",val:\"auto\",icon:o.autoscale,click:f},u.resetScale2d={name:\"resetScale2d\",_cat:\"resetscale\",title:function(t){return c(t,\"Reset axes\")},attr:\"zoom\",val:\"reset\",icon:o.home,click:f},u.hoverClosestCartesian={name:\"hoverClosestCartesian\",_cat:\"hoverclosest\",title:function(t){return c(t,\"Show closest data on hover\")},attr:\"hovermode\",val:\"closest\",icon:o.tooltip_basic,gravity:\"ne\",click:f},u.hoverCompareCartesian={name:\"hoverCompareCartesian\",_cat:\"hoverCompare\",title:function(t){return c(t,\"Compare data on hover\")},attr:\"hovermode\",val:function(t){return t._fullLayout._isHoriz?\"y\":\"x\"},icon:o.tooltip_compare,gravity:\"ne\",click:f},u.zoom3d={name:\"zoom3d\",_cat:\"zoom\",title:function(t){return c(t,\"Zoom\")},attr:\"scene.dragmode\",val:\"zoom\",icon:o.zoombox,click:h},u.pan3d={name:\"pan3d\",_cat:\"pan\",title:function(t){return c(t,\"Pan\")},attr:\"scene.dragmode\",val:\"pan\",icon:o.pan,click:h},u.orbitRotation={name:\"orbitRotation\",title:function(t){return c(t,\"Orbital rotation\")},attr:\"scene.dragmode\",val:\"orbit\",icon:o[\"3d_rotate\"],click:h},u.tableRotation={name:\"tableRotation\",title:function(t){return c(t,\"Turntable rotation\")},attr:\"scene.dragmode\",val:\"turntable\",icon:o[\"z-axis\"],click:h},u.resetCameraDefault3d={name:\"resetCameraDefault3d\",_cat:\"resetCameraDefault\",title:function(t){return c(t,\"Reset camera to default\")},attr:\"resetDefault\",icon:o.home,click:p},u.resetCameraLastSave3d={name:\"resetCameraLastSave3d\",_cat:\"resetCameraLastSave\",title:function(t){return c(t,\"Reset camera to last save\")},attr:\"resetLastSave\",icon:o.movie,click:p},u.hoverClosest3d={name:\"hoverClosest3d\",_cat:\"hoverclosest\",title:function(t){return c(t,\"Toggle show closest data on hover\")},attr:\"hovermode\",val:null,toggle:!0,icon:o.tooltip_basic,gravity:\"ne\",click:function(t,e){var r=d(t,e);n.call(\"_guiRelayout\",t,r)}},u.zoomInGeo={name:\"zoomInGeo\",_cat:\"zoomin\",title:function(t){return c(t,\"Zoom in\")},attr:\"zoom\",val:\"in\",icon:o.zoom_plus,click:m},u.zoomOutGeo={name:\"zoomOutGeo\",_cat:\"zoomout\",title:function(t){return c(t,\"Zoom out\")},attr:\"zoom\",val:\"out\",icon:o.zoom_minus,click:m},u.resetGeo={name:\"resetGeo\",_cat:\"reset\",title:function(t){return c(t,\"Reset\")},attr:\"reset\",val:null,icon:o.autoscale,click:m},u.hoverClosestGeo={name:\"hoverClosestGeo\",_cat:\"hoverclosest\",title:function(t){return c(t,\"Toggle show closest data on hover\")},attr:\"hovermode\",val:null,toggle:!0,icon:o.tooltip_basic,gravity:\"ne\",click:v},u.hoverClosestGl2d={name:\"hoverClosestGl2d\",_cat:\"hoverclosest\",title:function(t){return c(t,\"Toggle show closest data on hover\")},attr:\"hovermode\",val:null,toggle:!0,icon:o.tooltip_basic,gravity:\"ne\",click:v},u.hoverClosestPie={name:\"hoverClosestPie\",_cat:\"hoverclosest\",title:function(t){return c(t,\"Toggle show closest data on hover\")},attr:\"hovermode\",val:\"closest\",icon:o.tooltip_basic,gravity:\"ne\",click:v},u.resetViewSankey={name:\"resetSankeyGroup\",title:function(t){return c(t,\"Reset view\")},icon:o.home,click:function(t){for(var e={\"node.groups\":[],\"node.x\":[],\"node.y\":[]},r=0;r<t._fullData.length;r++){var i=t._fullData[r]._viewInitial;e[\"node.groups\"].push(i.node.groups.slice()),e[\"node.x\"].push(i.node.x.slice()),e[\"node.y\"].push(i.node.y.slice())}n.call(\"restyle\",t,e)}},u.toggleHover={name:\"toggleHover\",title:function(t){return c(t,\"Toggle show closest data on hover\")},attr:\"hovermode\",val:null,toggle:!0,icon:o.tooltip_basic,gravity:\"ne\",click:function(t,e){var r=d(t,e);r.hovermode=g(t),n.call(\"_guiRelayout\",t,r)}},u.resetViews={name:\"resetViews\",title:function(t){return c(t,\"Reset views\")},icon:o.home,click:function(t,e){var r=e.currentTarget;r.setAttribute(\"data-attr\",\"zoom\"),r.setAttribute(\"data-val\",\"reset\"),f(t,e),r.setAttribute(\"data-attr\",\"resetLastSave\"),p(t,e),x(t,\"geo\"),x(t,\"mapbox\")}},u.toggleSpikelines={name:\"toggleSpikelines\",title:function(t){return c(t,\"Toggle Spike Lines\")},icon:o.spikeline,attr:\"_cartesianSpikesEnabled\",val:\"on\",click:function(t){var e=t._fullLayout,r=e._cartesianSpikesEnabled;e._cartesianSpikesEnabled=\"on\"===r?\"off\":\"on\",n.call(\"_guiRelayout\",t,function(t){for(var e=\"on\"===t._fullLayout._cartesianSpikesEnabled,r=a.list(t,null,!0),n={},i=0;i<r.length;i++){var o=r[i];n[o._name+\".showspikes\"]=!!e||o._showSpikeInitial}return n}(t))}},u.resetViewMapbox={name:\"resetViewMapbox\",_cat:\"resetView\",title:function(t){return c(t,\"Reset view\")},attr:\"reset\",icon:o.home,click:function(t){x(t,\"mapbox\")}},u.zoomInMapbox={name:\"zoomInMapbox\",_cat:\"zoomin\",title:function(t){return c(t,\"Zoom in\")},attr:\"zoom\",val:\"in\",icon:o.zoom_plus,click:y},u.zoomOutMapbox={name:\"zoomOutMapbox\",_cat:\"zoomout\",title:function(t){return c(t,\"Zoom out\")},attr:\"zoom\",val:\"out\",icon:o.zoom_minus,click:y}},{\"../../fonts/ploticon\":482,\"../../lib\":503,\"../../plots/cartesian/axis_ids\":558,\"../../plots/plots\":619,\"../../registry\":638,\"../shapes/draw\":450}],427:[function(t,e,r){\"use strict\";var n=t(\"./buttons\"),i=Object.keys(n),a=[\"drawline\",\"drawopenpath\",\"drawclosedpath\",\"drawcircle\",\"drawrect\",\"eraseshape\"],o=[\"v1hovermode\",\"hoverclosest\",\"hovercompare\",\"togglehover\",\"togglespikelines\"].concat(a),s=[];i.forEach((function(t){!function(t){if(-1===o.indexOf(t._cat||t.name)){var e=t.name,r=(t._cat||t.name).toLowerCase();-1===s.indexOf(e)&&s.push(e),-1===s.indexOf(r)&&s.push(r)}}(n[t])})),s.sort(),e.exports={DRAW_MODES:a,backButtons:o,foreButtons:s}},{\"./buttons\":426}],428:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../color\"),a=t(\"../../plot_api/plot_template\"),o=t(\"./attributes\");e.exports=function(t,e){var r=t.modebar||{},s=a.newContainer(e,\"modebar\");function l(t,e){return n.coerce(r,s,o,t,e)}l(\"orientation\"),l(\"bgcolor\",i.addOpacity(e.paper_bgcolor,.5));var c=i.contrast(i.rgb(e.modebar.bgcolor));l(\"color\",i.addOpacity(c,.3)),l(\"activecolor\",i.addOpacity(c,.7)),l(\"uirevision\",e.uirevision),l(\"add\"),l(\"remove\")}},{\"../../lib\":503,\"../../plot_api/plot_template\":543,\"../color\":366,\"./attributes\":425}],429:[function(t,e,r){\"use strict\";e.exports={moduleType:\"component\",name:\"modebar\",layoutAttributes:t(\"./attributes\"),supplyLayoutDefaults:t(\"./defaults\"),manage:t(\"./manage\")}},{\"./attributes\":425,\"./defaults\":428,\"./manage\":430}],430:[function(t,e,r){\"use strict\";var n=t(\"../../plots/cartesian/axis_ids\"),i=t(\"../../traces/scatter/subtypes\"),a=t(\"../../registry\"),o=t(\"../fx/helpers\").isUnifiedHover,s=t(\"./modebar\"),l=t(\"./buttons\"),c=t(\"./constants\").DRAW_MODES,u=t(\"../../lib\").extendDeep;e.exports=function(t){var e=t._fullLayout,r=t._context,f=e._modeBar;if(r.displayModeBar||r.watermark){if(!Array.isArray(r.modeBarButtonsToRemove))throw new Error([\"*modeBarButtonsToRemove* configuration options\",\"must be an array.\"].join(\" \"));if(!Array.isArray(r.modeBarButtonsToAdd))throw new Error([\"*modeBarButtonsToAdd* configuration options\",\"must be an array.\"].join(\" \"));var h,p=r.modeBarButtons;h=Array.isArray(p)&&p.length?function(t){for(var e=u([],t),r=0;r<e.length;r++)for(var n=e[r],i=0;i<n.length;i++){var a=n[i];if(\"string\"==typeof a){if(void 0===l[a])throw new Error([\"*modeBarButtons* configuration options\",\"invalid button name\"].join(\" \"));e[r][i]=l[a]}}return e}(p):!r.displayModeBar&&r.watermark?[]:function(t){var e=t._fullLayout,r=t._fullData,s=t._context;function u(t,e){if(\"string\"==typeof e){if(e.toLowerCase()===t.toLowerCase())return!0}else{var r=e.name,n=e._cat||e.name;if(r===t||n===t.toLowerCase())return!0}return!1}var f=e.modebar.add;\"string\"==typeof f&&(f=[f]);var h=e.modebar.remove;\"string\"==typeof h&&(h=[h]);var p=s.modeBarButtonsToAdd.concat(f.filter((function(t){for(var e=0;e<s.modeBarButtonsToRemove.length;e++)if(u(t,s.modeBarButtonsToRemove[e]))return!1;return!0}))),d=s.modeBarButtonsToRemove.concat(h.filter((function(t){for(var e=0;e<s.modeBarButtonsToAdd.length;e++)if(u(t,s.modeBarButtonsToAdd[e]))return!1;return!0}))),m=e._has(\"cartesian\"),g=e._has(\"gl3d\"),v=e._has(\"geo\"),y=e._has(\"pie\"),x=e._has(\"funnelarea\"),b=e._has(\"gl2d\"),_=e._has(\"ternary\"),w=e._has(\"mapbox\"),T=e._has(\"polar\"),k=e._has(\"smith\"),A=e._has(\"sankey\"),M=function(t){for(var e=n.list({_fullLayout:t},null,!0),r=0;r<e.length;r++)if(!e[r].fixedrange)return!1;return!0}(e),S=o(e.hovermode),E=[];function L(t){if(t.length){for(var e=[],r=0;r<t.length;r++){for(var n=t[r],i=l[n],a=i.name.toLowerCase(),o=(i._cat||i.name).toLowerCase(),s=!1,c=0;c<d.length;c++){var u=d[c].toLowerCase();if(u===a||u===o){s=!0;break}}s||e.push(l[n])}E.push(e)}}var C=[\"toImage\"];s.showEditInChartStudio?C.push(\"editInChartStudio\"):s.showSendToCloud&&C.push(\"sendDataToCloud\");L(C);var P=[],I=[],O=[],z=[];(m||b||y||x||_)+v+g+w+T+k>1?(I=[\"toggleHover\"],O=[\"resetViews\"]):v?(P=[\"zoomInGeo\",\"zoomOutGeo\"],I=[\"hoverClosestGeo\"],O=[\"resetGeo\"]):g?(I=[\"hoverClosest3d\"],O=[\"resetCameraDefault3d\",\"resetCameraLastSave3d\"]):w?(P=[\"zoomInMapbox\",\"zoomOutMapbox\"],I=[\"toggleHover\"],O=[\"resetViewMapbox\"]):b?I=[\"hoverClosestGl2d\"]:y?I=[\"hoverClosestPie\"]:A?(I=[\"hoverClosestCartesian\",\"hoverCompareCartesian\"],O=[\"resetViewSankey\"]):I=[\"toggleHover\"];m&&(I=[\"toggleSpikelines\",\"hoverClosestCartesian\",\"hoverCompareCartesian\"]);(function(t){for(var e=0;e<t.length;e++)if(!a.traceIs(t[e],\"noHover\"))return!1;return!0}(r)||S)&&(I=[]);!m&&!b||M||(P=[\"zoomIn2d\",\"zoomOut2d\",\"autoScale2d\"],\"resetViews\"!==O[0]&&(O=[\"resetScale2d\"]));g?z=[\"zoom3d\",\"pan3d\",\"orbitRotation\",\"tableRotation\"]:(m||b)&&!M||_?z=[\"zoom2d\",\"pan2d\"]:w||v?z=[\"pan2d\"]:T&&(z=[\"zoom2d\"]);(function(t){for(var e=!1,r=0;r<t.length&&!e;r++){var n=t[r];n._module&&n._module.selectPoints&&(a.traceIs(n,\"scatter-like\")?(i.hasMarkers(n)||i.hasText(n))&&(e=!0):a.traceIs(n,\"box-violin\")&&\"all\"!==n.boxpoints&&\"all\"!==n.points||(e=!0))}return e})(r)&&z.push(\"select2d\",\"lasso2d\");var D=[],R=function(t){-1===D.indexOf(t)&&-1!==I.indexOf(t)&&D.push(t)};if(Array.isArray(p)){for(var F=[],B=0;B<p.length;B++){var N=p[B];\"string\"==typeof N?(N=N.toLowerCase(),-1!==c.indexOf(N)?(e._has(\"mapbox\")||e._has(\"cartesian\"))&&z.push(N):\"togglespikelines\"===N?R(\"toggleSpikelines\"):\"togglehover\"===N?R(\"toggleHover\"):\"hovercompare\"===N?R(\"hoverCompareCartesian\"):\"hoverclosest\"===N?(R(\"hoverClosestCartesian\"),R(\"hoverClosestGeo\"),R(\"hoverClosest3d\"),R(\"hoverClosestGl2d\"),R(\"hoverClosestPie\")):\"v1hovermode\"===N&&(R(\"toggleHover\"),R(\"hoverClosestCartesian\"),R(\"hoverCompareCartesian\"),R(\"hoverClosestGeo\"),R(\"hoverClosest3d\"),R(\"hoverClosestGl2d\"),R(\"hoverClosestPie\"))):F.push(N)}p=F}return L(z),L(P.concat(O)),L(D),function(t,e){if(e.length)if(Array.isArray(e[0]))for(var r=0;r<e.length;r++)t.push(e[r]);else t.push(e);return t}(E,p)}(t),f?f.update(t,h):e._modeBar=s(t,h)}else f&&(f.destroy(),delete e._modeBar)}},{\"../../lib\":503,\"../../plots/cartesian/axis_ids\":558,\"../../registry\":638,\"../../traces/scatter/subtypes\":952,\"../fx/helpers\":402,\"./buttons\":426,\"./constants\":427,\"./modebar\":431}],431:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"fast-isnumeric\"),a=t(\"../../lib\"),o=t(\"../../fonts/ploticon\"),s=t(\"../../version\").version,l=new DOMParser;function c(t){this.container=t.container,this.element=document.createElement(\"div\"),this.update(t.graphInfo,t.buttons),this.container.appendChild(this.element)}var u=c.prototype;u.update=function(t,e){this.graphInfo=t;var r=this.graphInfo._context,n=this.graphInfo._fullLayout,i=\"modebar-\"+n._uid;this.element.setAttribute(\"id\",i),this._uid=i,this.element.className=\"modebar\",\"hover\"===r.displayModeBar&&(this.element.className+=\" modebar--hover ease-bg\"),\"v\"===n.modebar.orientation&&(this.element.className+=\" vertical\",e=e.reverse());var o=n.modebar,s=\"hover\"===r.displayModeBar?\".js-plotly-plot .plotly:hover \":\"\";a.deleteRelatedStyleRule(i),a.addRelatedStyleRule(i,s+\"#\"+i+\" .modebar-group\",\"background-color: \"+o.bgcolor),a.addRelatedStyleRule(i,\"#\"+i+\" .modebar-btn .icon path\",\"fill: \"+o.color),a.addRelatedStyleRule(i,\"#\"+i+\" .modebar-btn:hover .icon path\",\"fill: \"+o.activecolor),a.addRelatedStyleRule(i,\"#\"+i+\" .modebar-btn.active .icon path\",\"fill: \"+o.activecolor);var l=!this.hasButtons(e),c=this.hasLogo!==r.displaylogo,u=this.locale!==r.locale;if(this.locale=r.locale,(l||c||u)&&(this.removeAllButtons(),this.updateButtons(e),r.watermark||r.displaylogo)){var f=this.getLogo();r.watermark&&(f.className=f.className+\" watermark\"),\"v\"===n.modebar.orientation?this.element.insertBefore(f,this.element.childNodes[0]):this.element.appendChild(f),this.hasLogo=!0}this.updateActiveButton()},u.updateButtons=function(t){var e=this;this.buttons=t,this.buttonElements=[],this.buttonsNames=[],this.buttons.forEach((function(t){var r=e.createGroup();t.forEach((function(t){var n=t.name;if(!n)throw new Error(\"must provide button 'name' in button config\");if(-1!==e.buttonsNames.indexOf(n))throw new Error(\"button name '\"+n+\"' is taken\");e.buttonsNames.push(n);var i=e.createButton(t);e.buttonElements.push(i),r.appendChild(i)})),e.element.appendChild(r)}))},u.createGroup=function(){var t=document.createElement(\"div\");return t.className=\"modebar-group\",t},u.createButton=function(t){var e=this,r=document.createElement(\"a\");r.setAttribute(\"rel\",\"tooltip\"),r.className=\"modebar-btn\";var i=t.title;void 0===i?i=t.name:\"function\"==typeof i&&(i=i(this.graphInfo)),(i||0===i)&&r.setAttribute(\"data-title\",i),void 0!==t.attr&&r.setAttribute(\"data-attr\",t.attr);var a=t.val;if(void 0!==a&&(\"function\"==typeof a&&(a=a(this.graphInfo)),r.setAttribute(\"data-val\",a)),\"function\"!=typeof t.click)throw new Error(\"must provide button 'click' function in button config\");r.addEventListener(\"click\",(function(r){t.click(e.graphInfo,r),e.updateActiveButton(r.currentTarget)})),r.setAttribute(\"data-toggle\",t.toggle||!1),t.toggle&&n.select(r).classed(\"active\",!0);var s=t.icon;return\"function\"==typeof s?r.appendChild(s()):r.appendChild(this.createIcon(s||o.question)),r.setAttribute(\"data-gravity\",t.gravity||\"n\"),r},u.createIcon=function(t){var e,r=i(t.height)?Number(t.height):t.ascent-t.descent,n=\"http://www.w3.org/2000/svg\";if(t.path){(e=document.createElementNS(n,\"svg\")).setAttribute(\"viewBox\",[0,0,t.width,r].join(\" \")),e.setAttribute(\"class\",\"icon\");var a=document.createElementNS(n,\"path\");a.setAttribute(\"d\",t.path),t.transform?a.setAttribute(\"transform\",t.transform):void 0!==t.ascent&&a.setAttribute(\"transform\",\"matrix(1 0 0 -1 0 \"+t.ascent+\")\"),e.appendChild(a)}t.svg&&(e=l.parseFromString(t.svg,\"application/xml\").childNodes[0]);return e.setAttribute(\"height\",\"1em\"),e.setAttribute(\"width\",\"1em\"),e},u.updateActiveButton=function(t){var e=this.graphInfo._fullLayout,r=void 0!==t?t.getAttribute(\"data-attr\"):null;this.buttonElements.forEach((function(t){var i=t.getAttribute(\"data-val\")||!0,o=t.getAttribute(\"data-attr\"),s=\"true\"===t.getAttribute(\"data-toggle\"),l=n.select(t);if(s)o===r&&l.classed(\"active\",!l.classed(\"active\"));else{var c=null===o?o:a.nestedProperty(e,o).get();l.classed(\"active\",c===i)}}))},u.hasButtons=function(t){var e=this.buttons;if(!e)return!1;if(t.length!==e.length)return!1;for(var r=0;r<t.length;++r){if(t[r].length!==e[r].length)return!1;for(var 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t.match(n.segmentRE).forEach((function(t){var a=e[t.charAt(0)].drawn;if(void 0!==a){var o=t.substr(1).match(n.paramRE);!o||o.length<a||r.push(i.cleanNumber(o[a]))}})),r},r.getDataToPixel=function(t,e,n,i){var a,o=t._fullLayout._size;if(e)if(\"domain\"===i)a=function(t){return e._length*(n?1-t:t)+e._offset};else{var s=r.shapePositionToRange(e);a=function(t){return e._offset+e.r2p(s(t,!0))},\"date\"===e.type&&(a=r.decodeDate(a))}else a=n?function(t){return o.t+o.h*(1-t)}:function(t){return o.l+o.w*t};return a},r.getPixelToData=function(t,e,n,i){var a,o=t._fullLayout._size;if(e)if(\"domain\"===i)a=function(t){var r=(t-e._offset)/e._length;return n?1-r:r};else{var s=r.rangeToShapePosition(e);a=function(t){return s(e.p2r(t-e._offset))}}else a=n?function(t){return 1-(t-o.t)/o.h}:function(t){return(t-o.l)/o.w};return a},r.roundPositionForSharpStrokeRendering=function(t,e){var r=1===Math.round(e%2),n=Math.round(t);return r?n+.5:n},r.makeOptionsAndPlotinfo=function(t,e){var 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n=t(\"../../plots/font_attributes\"),i=t(\"../../plots/pad_attributes\"),a=t(\"../../lib/extend\").extendDeepAll,o=t(\"../../plot_api/edit_types\").overrideAll,s=t(\"../../plots/animation_attributes\"),l=t(\"../../plot_api/plot_template\").templatedArray,c=t(\"./constants\"),u=l(\"step\",{visible:{valType:\"boolean\",dflt:!0},method:{valType:\"enumerated\",values:[\"restyle\",\"relayout\",\"animate\",\"update\",\"skip\"],dflt:\"restyle\"},args:{valType:\"info_array\",freeLength:!0,items:[{valType:\"any\"},{valType:\"any\"},{valType:\"any\"}]},label:{valType:\"string\"},value:{valType:\"string\"},execute:{valType:\"boolean\",dflt:!0}});e.exports=o(l(\"slider\",{visible:{valType:\"boolean\",dflt:!0},active:{valType:\"number\",min:0,dflt:0},steps:u,lenmode:{valType:\"enumerated\",values:[\"fraction\",\"pixels\"],dflt:\"fraction\"},len:{valType:\"number\",min:0,dflt:1},x:{valType:\"number\",min:-2,max:3,dflt:0},pad:a(i({editType:\"arraydraw\"}),{},{t:{dflt:20}}),xanchor:{valType:\"enumerated\",values:[\"auto\",\"left\",\"center\",\"right\"],dflt:\"left\"},y:{valType:\"number\",min:-2,max:3,dflt:0},yanchor:{valType:\"enumerated\",values:[\"auto\",\"top\",\"middle\",\"bottom\"],dflt:\"top\"},transition:{duration:{valType:\"number\",min:0,dflt:150},easing:{valType:\"enumerated\",values:s.transition.easing.values,dflt:\"cubic-in-out\"}},currentvalue:{visible:{valType:\"boolean\",dflt:!0},xanchor:{valType:\"enumerated\",values:[\"left\",\"center\",\"right\"],dflt:\"left\"},offset:{valType:\"number\",dflt:10},prefix:{valType:\"string\"},suffix:{valType:\"string\"},font:n({})},font:n({}),activebgcolor:{valType:\"color\",dflt:c.gripBgActiveColor},bgcolor:{valType:\"color\",dflt:c.railBgColor},bordercolor:{valType:\"color\",dflt:c.railBorderColor},borderwidth:{valType:\"number\",min:0,dflt:c.railBorderWidth},ticklen:{valType:\"number\",min:0,dflt:c.tickLength},tickcolor:{valType:\"color\",dflt:c.tickColor},tickwidth:{valType:\"number\",min:0,dflt:1},minorticklen:{valType:\"number\",min:0,dflt:c.minorTickLength}}),\"arraydraw\",\"from-root\")},{\"../../lib/extend\":493,\"../../plot_api/edit_types\":536,\"../../plot_api/plot_template\":543,\"../../plots/animation_attributes\":548,\"../../plots/font_attributes\":585,\"../../plots/pad_attributes\":618,\"./constants\":460}],460:[function(t,e,r){\"use 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T={y:e.y,b:u.height*m[w],t:u.height*d[w]};\"fraction\"===e.lenmode?(T.l=0,T.xl=e.x-e.len*d[b],T.r=0,T.xr=e.x+e.len*m[b]):(T.x=e.x,T.l=u.outerLength*d[b],T.r=u.outerLength*m[b]),i.autoMargin(t,g(e),T)}function x(t,e,r){if(e.currentvalue.visible){var n,i,a=e._dims;switch(e.currentvalue.xanchor){case\"right\":n=a.inputAreaLength-f.currentValueInset-a.currentValueMaxWidth,i=\"left\";break;case\"center\":n=.5*a.inputAreaLength,i=\"middle\";break;default:n=f.currentValueInset,i=\"left\"}var l=s.ensureSingle(t,\"text\",f.labelClass,(function(t){t.attr({\"text-anchor\":i,\"data-notex\":1})})),u=e.currentvalue.prefix?e.currentvalue.prefix:\"\";if(\"string\"==typeof r)u+=r;else{var h=e.steps[e.active].label,d=e._gd._fullLayout._meta;d&&(h=s.templateString(h,d)),u+=h}e.currentvalue.suffix&&(u+=e.currentvalue.suffix),l.call(o.font,e.currentvalue.font).text(u).call(c.convertToTspans,e._gd);var m=c.lineCount(l),g=(a.currentValueMaxLines+1-m)*e.currentvalue.font.size*p;return 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t=s(),a=L(t,n.mouse(i)[0]);T(e,r,t,a,!1)}function h(){var t=s();t._dragging=!1,l.call(a.fill,t.bgcolor),o.on(\"mouseup\",null),o.on(\"mousemove\",null),o.on(\"touchend\",null),o.on(\"touchmove\",null),e.emit(\"plotly_sliderend\",{slider:t,step:t.steps[t.active]})}T(e,r,t,c,!0),t._dragging=!0,o.on(\"mousemove\",u),o.on(\"touchmove\",u),o.on(\"mouseup\",h),o.on(\"touchend\",h)}t.on(\"mousedown\",l),t.on(\"touchstart\",l)}function M(t,e){var r=t.selectAll(\"rect.\"+f.tickRectClass).data(e._visibleSteps),i=e._dims;r.enter().append(\"rect\").classed(f.tickRectClass,!0),r.exit().remove(),r.attr({width:e.tickwidth+\"px\",\"shape-rendering\":\"crispEdges\"}),r.each((function(t,r){var s=r%i.labelStride==0,l=n.select(this);l.attr({height:s?e.ticklen:e.minorticklen}).call(a.fill,e.tickcolor),o.setTranslate(l,E(e,r/(e._stepCount-1))-.5*e.tickwidth,(s?f.tickOffset:f.minorTickOffset)+i.currentValueTotalHeight)}))}function S(t,e,r){for(var 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n=t(\"@plotly/d3\"),i=t(\"d3-time-format\").utcFormat,a=t(\"d3-format\").format,o=t(\"fast-isnumeric\"),s=t(\"../constants/numerical\"),l=s.FP_SAFE,c=-l,u=s.BADNUM,f=e.exports={};f.adjustFormat=function(t){return!t||/^\\d[.]\\df/.test(t)||/[.]\\d%/.test(t)?t:\"0.f\"===t?\"~f\":/^\\d%/.test(t)?\"~%\":/^\\ds/.test(t)?\"~s\":!/^[~,.0$]/.test(t)&&/[&fps]/.test(t)?\"~\"+t:t};var h={};f.warnBadFormat=function(t){var e=String(t);h[e]||(h[e]=1,f.warn('encountered bad format: \"'+e+'\"'))},f.noFormat=function(t){return String(t)},f.numberFormat=function(t){var e;try{e=a(f.adjustFormat(t))}catch(e){return f.warnBadFormat(t),f.noFormat}return e},f.nestedProperty=t(\"./nested_property\"),f.keyedContainer=t(\"./keyed_container\"),f.relativeAttr=t(\"./relative_attr\"),f.isPlainObject=t(\"./is_plain_object\"),f.toLogRange=t(\"./to_log_range\"),f.relinkPrivateKeys=t(\"./relink_private\");var 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b=0;b<t.calcdata.length;b++)t.calcdata[b][0].trace=t._fullData[b];t._context.responsive?t._responsiveChartHandler||(t._responsiveChartHandler=function(){o.isHidden(t)||h.resize(t)},window.addEventListener(\"resize\",t._responsiveChartHandler)):o.clearResponsive(t);var T=o.extendFlat({},m._size),k=0;function A(){if(h.clearAutoMarginIds(t),w.drawMarginPushers(t),p.allowAutoMargin(t),m._has(\"pie\"))for(var e=t._fullData,r=0;r<e.length;r++){var n=e[r];\"pie\"===n.type&&n.automargin&&h.allowAutoMargin(t,\"pie.\"+n.uid+\".automargin\")}return h.doAutoMargin(t),h.previousPromises(t)}function S(){t._transitioning||(w.doAutoRangeAndConstraints(t),f&&p.saveRangeInitial(t),u.getComponentMethod(\"rangeslider\",\"calcAutorange\")(t))}var E=[h.previousPromises,function(){if(s)return r.addFrames(t,s)},function e(){for(var 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u=e._clips.selectAll(\".axesclip\").data(c,(function(t){return t.x._id+t.y._id}));u.enter().append(\"clipPath\").classed(\"axesclip\",!0).attr(\"id\",(function(t){return\"clip\"+e._uid+t.x._id+t.y._id})).append(\"rect\"),u.exit().remove(),u.each((function(t){n.select(this).select(\"rect\").attr({x:t.x._offset||0,y:t.y._offset||0,width:t.x._length||1,height:t.y._length||1})}))}},H.draw=function(t,e,r){var n=t._fullLayout;\"redraw\"===e&&n._paper.selectAll(\"g.subplot\").each((function(t){var e=t[0],r=n._plots[e];if(r){var i=r.xaxis,a=r.yaxis;r.xaxislayer.selectAll(\".\"+i._id+\"tick\").remove(),r.yaxislayer.selectAll(\".\"+a._id+\"tick\").remove(),r.xaxislayer.selectAll(\".\"+i._id+\"tick2\").remove(),r.yaxislayer.selectAll(\".\"+a._id+\"tick2\").remove(),r.xaxislayer.selectAll(\".\"+i._id+\"divider\").remove(),r.yaxislayer.selectAll(\".\"+a._id+\"divider\").remove(),r.minorGridlayer&&r.minorGridlayer.selectAll(\"path\").remove(),r.gridlayer&&r.gridlayer.selectAll(\"path\").remove(),r.zerolinelayer&&r.zerolinelayer.selectAll(\"path\").remove(),n._infolayer.select(\".g-\"+i._id+\"title\").remove(),n._infolayer.select(\".g-\"+a._id+\"title\").remove()}}));var i=e&&\"redraw\"!==e?e:H.listIds(t);return s.syncOrAsync(i.map((function(e){return function(){if(e){var n=H.getFromId(t,e),i=H.drawOne(t,n,r);return n._r=n.range.slice(),n._rl=s.simpleMap(n._r,n.r2l),i}}})))},H.drawOne=function(t,e,r){var n,i,l;r=r||{},e.setScale();var c=t._fullLayout,p=e._id,d=p.charAt(0),m=H.counterLetter(p),g=c._plots[e._mainSubplot];if(g){var v=g[d+\"axislayer\"],y=e._mainLinePosition,x=e._mainMirrorPosition,b=e._vals=H.calcTicks(e),_=[e.mirror,y,x].join(\"_\");for(n=0;n<b.length;n++)b[n].axInfo=_;e._selections={},e._tickAngles&&(e._prevTickAngles=e._tickAngles),e._tickAngles={},e._depth=null;var w={};if(e.visible){var T,k,A=H.makeTransTickFn(e),M=H.makeTransTickLabelFn(e),S=\"inside\"===e.ticks,E=\"outside\"===e.ticks;if(\"boundaries\"===e.tickson){var L=function(t,e){var r,n=[],i=function(t,e){var r=t.xbnd[e];null!==r&&n.push(s.extendFlat({},t,{x:r}))};if(e.length){for(r=0;r<e.length;r++)i(e[r],0);i(e[r-1],1)}return n}(0,b);k=H.clipEnds(e,L),T=S?k:L}else k=H.clipEnds(e,b),T=S&&\"period\"!==e.ticklabelmode?k:b;var C,P=e._gridVals=k,I=function(t,e){var r,n,i=[],a=e.length&&e[e.length-1].x<e[0].x,o=function(t,e){var r=t.xbnd[e];null!==r&&i.push(s.extendFlat({},t,{x:r}))};if(t.showdividers&&e.length){for(r=0;r<e.length;r++){var l=e[r];l.text2!==n&&o(l,a?1:0),n=l.text2}o(e[r-1],a?0:1)}return i}(e,b);if(!c._hasOnlyLargeSploms){var O=e._subplotsWith,z={};for(n=0;n<O.length;n++){i=O[n];var D=(l=c._plots[i])[m+\"axis\"],R=D._mainAxis._id;if(!z[R]){z[R]=1;var F=\"x\"===d?\"M0,\"+D._offset+\"v\"+D._length:\"M\"+D._offset+\",0h\"+D._length;H.drawGrid(t,e,{vals:P,counterAxis:D,layer:l.gridlayer.select(\".\"+p),minorLayer:l.minorGridlayer.select(\".\"+p),path:F,transFn:A}),H.drawZeroLine(t,e,{counterAxis:D,layer:l.zerolinelayer,path:F,transFn:A})}}}var B=H.getTickSigns(e),N=H.getTickSigns(e,\"minor\");if(e.ticks||e.minor&&e.minor.ticks){var j,q,G,Y,W=H.makeTickPath(e,y,B[2]),X=H.makeTickPath(e,y,N[2],{minor:!0});if(e._anchorAxis&&e.mirror&&!0!==e.mirror?(j=H.makeTickPath(e,x,B[3]),q=H.makeTickPath(e,x,N[3],{minor:!0}),G=W+j,Y=X+q):(j=\"\",q=\"\",G=W,Y=X),e.showdividers&&E&&\"boundaries\"===e.tickson){var Z={};for(n=0;n<I.length;n++)Z[I[n].x]=1;C=function(t){return Z[t.x]?j:G}}else C=function(t){return t.minor?Y:G}}if(H.drawTicks(t,e,{vals:T,layer:v,path:C,transFn:A}),\"allticks\"===e.mirror){var J=Object.keys(e._linepositions||{});for(n=0;n<J.length;n++){i=J[n],l=c._plots[i];var K=e._linepositions[i]||[],Q=K[0],$=K[1],tt=K[2],et=H.makeTickPath(e,Q,tt?B[0]:N[0],{minor:tt})+H.makeTickPath(e,$,tt?B[1]:N[1],{minor:tt});H.drawTicks(t,e,{vals:T,layer:l[d+\"axislayer\"],path:et,transFn:A})}}var rt=[];if(rt.push((function(){return H.drawLabels(t,e,{vals:b,layer:v,plotinfo:l,transFn:M,labelFns:H.makeLabelFns(e,y)})})),\"multicategory\"===e.type){var nt={x:2,y:10}[d];rt.push((function(){var r={x:\"height\",y:\"width\"}[d],n=at()[r]+nt+(e._tickAngles[p+\"tick\"]?e.tickfont.size*U:0);return H.drawLabels(t,e,{vals:vt(e,b),layer:v,cls:p+\"tick2\",repositionOnUpdate:!0,secondary:!0,transFn:A,labelFns:H.makeLabelFns(e,y+n*B[4])})})),rt.push((function(){return e._depth=B[4]*(at(\"tick2\")[e.side]-y),function(t,e,r){var n=e._id+\"divider\",i=r.vals,a=r.layer.selectAll(\"path.\"+n).data(i,xt);a.exit().remove(),a.enter().insert(\"path\",\":first-child\").classed(n,1).classed(\"crisp\",1).call(f.stroke,e.dividercolor).style(\"stroke-width\",h.crispRound(t,e.dividerwidth,1)+\"px\"),a.attr(\"transform\",r.transFn).attr(\"d\",r.path)}(t,e,{vals:I,layer:v,path:H.makeTickPath(e,y,B[4],{len:e._depth}),transFn:A})}))}else e.title.hasOwnProperty(\"standoff\")&&rt.push((function(){e._depth=B[4]*(at()[e.side]-y)}));var it=o.getComponentMethod(\"rangeslider\",\"isVisible\")(e);return rt.push((function(){var r,n,i,s,l=e.side.charAt(0),u=V[e.side].charAt(0),f=H.getPxPosition(t,e),h=E?e.ticklen:0;if((e.automargin||it)&&(\"multicategory\"===e.type?r=at(\"tick2\"):(r=at(),\"x\"===d&&\"b\"===l&&(e._depth=Math.max(r.width>0?r.bottom-f:0,h)))),e.automargin){n={x:0,y:0,r:0,l:0,t:0,b:0};var p=[0,1];if(\"x\"===d){if(\"b\"===l?n[l]=e._depth:(n[l]=e._depth=Math.max(r.width>0?f-r.top:0,h),p.reverse()),r.width>0){var g=r.right-(e._offset+e._length);g>0&&(n.xr=1,n.r=g);var v=e._offset-r.left;v>0&&(n.xl=0,n.l=v)}}else if(\"l\"===l?n[l]=e._depth=Math.max(r.height>0?f-r.left:0,h):(n[l]=e._depth=Math.max(r.height>0?r.right-f:0,h),p.reverse()),r.height>0){var y=r.bottom-(e._offset+e._length);y>0&&(n.yb=0,n.b=y);var x=e._offset-r.top;x>0&&(n.yt=1,n.t=x)}n[m]=\"free\"===e.anchor?e.position:e._anchorAxis.domain[p[0]],e.title.text!==c._dfltTitle[d]&&(n[l]+=bt(e)+(e.title.standoff||0)),e.mirror&&\"free\"!==e.anchor&&((i={x:0,y:0,r:0,l:0,t:0,b:0})[u]=e.linewidth,e.mirror&&!0!==e.mirror&&(i[u]+=h),!0===e.mirror||\"ticks\"===e.mirror?i[m]=e._anchorAxis.domain[p[1]]:\"all\"!==e.mirror&&\"allticks\"!==e.mirror||(i[m]=[e._counterDomainMin,e._counterDomainMax][p[1]]))}it&&(s=o.getComponentMethod(\"rangeslider\",\"autoMarginOpts\")(t,e)),a.autoMargin(t,Tt(e),n),a.autoMargin(t,kt(e),i),a.autoMargin(t,At(e),s)})),r.skipTitle||it&&\"bottom\"===e.side||rt.push((function(){return function(t,e){var r,n=t._fullLayout,i=e._id,a=i.charAt(0),o=e.title.font.size;if(e.title.hasOwnProperty(\"standoff\"))r=e._depth+e.title.standoff+bt(e);else{var s=Pt(e);if(\"multicategory\"===e.type)r=e._depth;else{var l=1.5*o;s&&(l=.5*o,\"outside\"===e.ticks&&(l+=e.ticklen)),r=10+l+(e.linewidth?e.linewidth-1:0)}s||(r+=\"x\"===a?\"top\"===e.side?o*(e.showticklabels?1:0):o*(e.showticklabels?1.5:.5):\"right\"===e.side?o*(e.showticklabels?1:.5):o*(e.showticklabels?.5:0))}var c,f,p,d,m=H.getPxPosition(t,e);\"x\"===a?(f=e._offset+e._length/2,p=\"top\"===e.side?m-r:m+r):(p=e._offset+e._length/2,f=\"right\"===e.side?m+r:m-r,c={rotate:\"-90\",offset:0});if(\"multicategory\"!==e.type){var g=e._selections[e._id+\"tick\"];if(d={selection:g,side:e.side},g&&g.node()&&g.node().parentNode){var v=h.getTranslate(g.node().parentNode);d.offsetLeft=v.x,d.offsetTop=v.y}e.title.hasOwnProperty(\"standoff\")&&(d.pad=0)}return u.draw(t,i+\"title\",{propContainer:e,propName:e._name+\".title.text\",placeholder:n._dfltTitle[a],avoid:d,transform:c,attributes:{x:f,y:p,\"text-anchor\":\"middle\"}})}(t,e)})),s.syncOrAsync(rt)}}function at(t){var r=p+(t||\"tick\");return w[r]||(w[r]=function(t,e){var r,n,i,a;t._selections[e].size()?(r=1/0,n=-1/0,i=1/0,a=-1/0,t._selections[e].each((function(){var t=wt(this),e=h.bBox(t.node().parentNode);r=Math.min(r,e.top),n=Math.max(n,e.bottom),i=Math.min(i,e.left),a=Math.max(a,e.right)}))):(r=0,n=0,i=0,a=0);return{top:r,bottom:n,left:i,right:a,height:n-r,width:a-i}}(e,r)),w[r]}},H.getTickSigns=function(t,e){var r=t._id.charAt(0),n={x:\"top\",y:\"right\"}[r],i=t.side===n?1:-1,a=[-1,1,i,-i];return\"inside\"!==(e?(t.minor||{}).ticks:t.ticks)==(\"x\"===r)&&(a=a.map((function(t){return-t}))),t.side&&a.push({l:-1,t:-1,r:1,b:1}[t.side.charAt(0)]),a},H.makeTransTickFn=function(t){return\"x\"===t._id.charAt(0)?function(e){return l(t._offset+t.l2p(e.x),0)}:function(e){return l(0,t._offset+t.l2p(e.x))}},H.makeTransTickLabelFn=function(t){var e=function(t){var e=t.ticklabelposition||\"\",r=function(t){return-1!==e.indexOf(t)},n=r(\"top\"),i=r(\"left\"),a=r(\"right\"),o=r(\"bottom\"),s=r(\"inside\"),l=o||i||n||a;if(!l&&!s)return[0,0];var c=t.side,u=l?(t.tickwidth||0)/2:0,f=3,h=t.tickfont?t.tickfont.size:12;(o||n)&&(u+=h*j,f+=(t.linewidth||0)/2);(i||a)&&(u+=(t.linewidth||0)/2,f+=3);s&&\"top\"===c&&(f-=h*(1-j));(i||n)&&(u=-u);\"bottom\"!==c&&\"right\"!==c||(f=-f);return[l?u:0,s?f:0]}(t),r=e[0],n=e[1];return\"x\"===t._id.charAt(0)?function(e){return l(r+t._offset+t.l2p(yt(e)),n)}:function(e){return l(n,r+t._offset+t.l2p(yt(e)))}},H.makeTickPath=function(t,e,r,n){n||(n={});var i=n.minor;if(i&&!t.minor)return\"\";var a=void 0!==n.len?n.len:i?t.minor.ticklen:t.ticklen,o=t._id.charAt(0),s=(t.linewidth||1)/2;return\"x\"===o?\"M0,\"+(e+s*r)+\"v\"+a*r:\"M\"+(e+s*r)+\",0h\"+a*r},H.makeLabelFns=function(t,e,r){var n=t.ticklabelposition||\"\",a=function(t){return-1!==n.indexOf(t)},o=a(\"top\"),l=a(\"left\"),c=a(\"right\"),u=a(\"bottom\")||l||o||c,f=a(\"inside\"),h=\"inside\"===n&&\"inside\"===t.ticks||!f&&\"outside\"===t.ticks&&\"boundaries\"!==t.tickson,p=0,d=0,m=h?t.ticklen:0;if(f?m*=-1:u&&(m=0),h&&(p+=m,r)){var g=s.deg2rad(r);p=m*Math.cos(g)+1,d=m*Math.sin(g)}t.showticklabels&&(h||t.showline)&&(p+=.2*t.tickfont.size);var v,y,x,b,_,w={labelStandoff:p+=(t.linewidth||1)/2*(f?-1:1),labelShift:d},T=0,k=t.side,A=t._id.charAt(0),M=t.tickangle;if(\"x\"===A)b=(_=!f&&\"bottom\"===k||f&&\"top\"===k)?1:-1,f&&(b*=-1),v=d*b,y=e+p*b,x=_?1:-.2,90===Math.abs(M)&&(f?x+=N:x=-90===M&&\"bottom\"===k?j:90===M&&\"top\"===k?N:.5,T=N/2*(M/90)),w.xFn=function(t){return t.dx+v+T*t.fontSize},w.yFn=function(t){return t.dy+y+t.fontSize*x},w.anchorFn=function(t,e){if(u){if(l)return\"end\";if(c)return\"start\"}return i(e)&&0!==e&&180!==e?e*b<0!==f?\"end\":\"start\":\"middle\"},w.heightFn=function(e,r,n){return r<-60||r>60?-.5*n:\"top\"===t.side!==f?-n:0};else if(\"y\"===A){if(b=(_=!f&&\"left\"===k||f&&\"right\"===k)?1:-1,f&&(b*=-1),v=p,y=d*b,x=0,f||90!==Math.abs(M)||(x=-90===M&&\"left\"===k||90===M&&\"right\"===k?j:.5),f){var S=i(M)?+M:0;if(0!==S){var E=s.deg2rad(S);T=Math.abs(Math.sin(E))*j*b,x=0}}w.xFn=function(t){return t.dx+e-(v+t.fontSize*x)*b+T*t.fontSize},w.yFn=function(t){return t.dy+y+t.fontSize*N},w.anchorFn=function(t,e){return i(e)&&90===Math.abs(e)?\"middle\":_?\"end\":\"start\"},w.heightFn=function(e,r,n){return\"right\"===t.side&&(r*=-1),r<-30?-n:r<30?-.5*n:0}}return w},H.drawTicks=function(t,e,r){r=r||{};var i=e._id+\"tick\",a=[].concat(e.minor&&e.minor.ticks?r.vals.filter((function(t){return t.minor&&!t.noTick})):[]).concat(e.ticks?r.vals.filter((function(t){return!t.minor&&!t.noTick})):[]),o=r.layer.selectAll(\"path.\"+i).data(a,xt);o.exit().remove(),o.enter().append(\"path\").classed(i,1).classed(\"ticks\",1).classed(\"crisp\",!1!==r.crisp).each((function(t){return f.stroke(n.select(this),t.minor?e.minor.tickcolor:e.tickcolor)})).style(\"stroke-width\",(function(r){return h.crispRound(t,r.minor?e.minor.tickwidth:e.tickwidth,1)+\"px\"})).attr(\"d\",r.path).style(\"display\",null),It(e,[R]),o.attr(\"transform\",r.transFn)},H.drawGrid=function(t,e,r){r=r||{};var i=e._id+\"grid\",a=e.minor&&e.minor.showgrid,o=a?r.vals.filter((function(t){return t.minor})):[],s=e.showgrid?r.vals.filter((function(t){return!t.minor})):[],l=r.counterAxis;if(l&&H.shouldShowZeroLine(t,e,l))for(var c=\"array\"===e.tickmode,u=0;u<s.length;u++){var p=s[u].x;if(c?!p:Math.abs(p)<e.dtick/100){if(s=s.slice(0,u).concat(s.slice(u+1)),!c)break;u--}}e._gw=h.crispRound(t,e.gridwidth,1);for(var d=a?h.crispRound(t,e.minor.gridwidth,1):0,m=r.layer,g=r.minorLayer,v=1;v>=0;v--){var y=v?m:g;if(y){var x=y.selectAll(\"path.\"+i).data(v?s:o,xt);x.exit().remove(),x.enter().append(\"path\").classed(i,1).classed(\"crisp\",!1!==r.crisp),x.attr(\"transform\",r.transFn).attr(\"d\",r.path).each((function(t){return f.stroke(n.select(this),t.minor?e.minor.gridcolor:e.gridcolor||\"#ddd\")})).style(\"stroke-dasharray\",(function(t){return h.dashStyle(t.minor?e.minor.griddash:e.griddash,t.minor?e.minor.gridwidth:e.gridwidth)})).style(\"stroke-width\",(function(t){return(t.minor?d:e._gw)+\"px\"})).style(\"display\",null),\"function\"==typeof r.path&&x.attr(\"d\",r.path)}}It(e,[z,D])},H.drawZeroLine=function(t,e,r){r=r||r;var n=e._id+\"zl\",i=H.shouldShowZeroLine(t,e,r.counterAxis),a=r.layer.selectAll(\"path.\"+n).data(i?[{x:0,id:e._id}]:[]);a.exit().remove(),a.enter().append(\"path\").classed(n,1).classed(\"zl\",1).classed(\"crisp\",!1!==r.crisp).each((function(){r.layer.selectAll(\"path\").sort((function(t,e){return Y(t.id,e.id)}))})),a.attr(\"transform\",r.transFn).attr(\"d\",r.path).call(f.stroke,e.zerolinecolor||f.defaultLine).style(\"stroke-width\",h.crispRound(t,e.zerolinewidth,e._gw||1)+\"px\").style(\"display\",null),It(e,[O])},H.drawLabels=function(t,e,r){r=r||{};var a=t._fullLayout,o=e._id,u=o.charAt(0),f=r.cls||o+\"tick\",p=r.vals.filter((function(t){return t.text})),d=r.labelFns,m=r.secondary?0:e.tickangle,g=(e._prevTickAngles||{})[f],v=r.layer.selectAll(\"g.\"+f).data(e.showticklabels?p:[],xt),y=[];function x(t,a){t.each((function(t){var o=n.select(this),s=o.select(\".text-math-group\"),u=d.anchorFn(t,a),f=r.transFn.call(o.node(),t)+(i(a)&&0!=+a?\" rotate(\"+a+\",\"+d.xFn(t)+\",\"+(d.yFn(t)-t.fontSize/2)+\")\":\"\"),p=c.lineCount(o),m=U*t.fontSize,g=d.heightFn(t,i(a)?+a:0,(p-1)*m);if(g&&(f+=l(0,g)),s.empty()){var v=o.select(\"text\");v.attr({transform:f,\"text-anchor\":u}),v.style(\"opacity\",1),e._adjustTickLabelsOverflow&&e._adjustTickLabelsOverflow()}else{var y=h.bBox(s.node()).width*{end:-.5,start:.5}[u];s.attr(\"transform\",f+l(y,0))}}))}v.enter().append(\"g\").classed(f,1).append(\"text\").attr(\"text-anchor\",\"middle\").each((function(e){var r=n.select(this),i=t._promises.length;r.call(c.positionText,d.xFn(e),d.yFn(e)).call(h.font,e.font,e.fontSize,e.fontColor).text(e.text).call(c.convertToTspans,t),t._promises[i]?y.push(t._promises.pop().then((function(){x(r,m)}))):x(r,m)})),It(e,[F]),v.exit().remove(),r.repositionOnUpdate&&v.each((function(t){n.select(this).select(\"text\").call(c.positionText,d.xFn(t),d.yFn(t))})),e._adjustTickLabelsOverflow=function(){var r=e.ticklabeloverflow;if(r&&\"allow\"!==r){var i=-1!==r.indexOf(\"hide\"),o=\"x\"===e._id.charAt(0),l=0,c=o?t._fullLayout.width:t._fullLayout.height;if(-1!==r.indexOf(\"domain\")){var u=s.simpleMap(e.range,e.r2l);l=e.l2p(u[0])+e._offset,c=e.l2p(u[1])+e._offset}var f=Math.min(l,c),p=Math.max(l,c),d=e.side,m=1/0,g=-1/0;for(var y in v.each((function(t){var 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o=\"tick\"===t.K&&\"text\"===t.L&&\"period\"===e.ticklabelmode,s=a._plots[e._mainSubplot];(t.K===O.K?s.zerolinelayer.selectAll(\".\"+e._id+\"zl\"):t.K===D.K?s.minorGridlayer.selectAll(\".\"+e._id):t.K===z.K?s.gridlayer.selectAll(\".\"+e._id):s[e._id.charAt(0)+\"axislayer\"]).each((function(){var a=n.select(this);t.L&&(a=a.selectAll(t.L)),a.each((function(a){var s=e.l2p(o?yt(a):a.x)+e._offset,l=n.select(this);s<e[\"_visibleLabelMax_\"+r._id]&&s>e[\"_visibleLabelMin_\"+r._id]?l.style(\"display\",\"none\"):\"tick\"!==t.K||i||l.style(\"display\",null)}))}))}))}))},x(v,g+1?g:m);var b=null;e._selections&&(e._selections[f]=v);var _=[function(){return y.length&&Promise.all(y)}];e.automargin&&a._redrawFromAutoMarginCount&&90===g?(b=90,_.push((function(){x(v,g)}))):_.push((function(){if(x(v,m),p.length&&\"x\"===u&&!i(m)&&(\"log\"!==e.type||\"D\"!==String(e.dtick).charAt(0))){b=0;var t,n=0,a=[];if(v.each((function(t){n=Math.max(n,t.fontSize);var 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n=t(\"fast-isnumeric\"),i=t(\"../../registry\"),a=t(\"../../lib\"),o=t(\"../../plot_api/plot_template\"),s=t(\"../array_container_defaults\"),l=t(\"./layout_attributes\"),c=t(\"./tick_value_defaults\"),u=t(\"./tick_mark_defaults\"),f=t(\"./tick_label_defaults\"),h=t(\"./prefix_suffix_defaults\"),p=t(\"./category_order_defaults\"),d=t(\"./line_grid_defaults\"),m=t(\"./set_convert\"),g=t(\"./constants\").WEEKDAY_PATTERN,v=t(\"./constants\").HOUR_PATTERN;function y(t,e,r){function i(r,n){return a.coerce(t,e,l.rangebreaks,r,n)}if(i(\"enabled\")){var o=i(\"bounds\");if(o&&o.length>=2){var s,c,u=\"\";if(2===o.length)for(s=0;s<2;s++)if(c=b(o[s])){u=g;break}var f=i(\"pattern\",u);if(f===g)for(s=0;s<2;s++)(c=b(o[s]))&&(e.bounds[s]=o[s]=c-1);if(f)for(s=0;s<2;s++)switch(c=o[s],f){case g:if(!n(c))return void(e.enabled=!1);if((c=+c)!==Math.floor(c)||c<0||c>=7)return void(e.enabled=!1);e.bounds[s]=o[s]=c;break;case v:if(!n(c))return void(e.enabled=!1);if((c=+c)<0||c>24)return 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a=Pt.dragmode,s=t._fullLayout.dragmode;s!==a&&(Pt.dragmode=s),yt(),pt=t._fullLayout._invScaleX,dt=t._fullLayout._invScaleY,ot||(gt?e.shiftKey?\"pan\"===s?s=\"zoom\":y(s)||(s=\"pan\"):e.ctrlKey&&(s=\"pan\"):s=\"pan\"),x(s)?Pt.minDrag=1:Pt.minDrag=void 0,y(s)?(Pt.xaxes=J,Pt.yaxes=K,A(e,r,n,Pt,s)):(Pt.clickFn=Ot,y(a)&&It(),ot||(\"zoom\"===s?(Pt.moveFn=zt,Pt.doneFn=Rt,Pt.minDrag=1,function(e,r,n){var a=bt.getBoundingClientRect();_t=r-a.left,wt=n-a.top,t._fullLayout._calcInverseTransform(t);var s=i.apply3DTransform(t._fullLayout._invTransform)(_t,wt);_t=s[0],wt=s[1],Tt={l:_t,r:_t,w:0,t:wt,b:wt,h:0},kt=t._hmpixcount?t._hmlumcount/t._hmpixcount:o(t._fullLayout.plot_bgcolor).getLuminance(),Mt=!1,St=\"xy\",Ct=!1,Et=N(mt,kt,Q,$,At=\"M0,0H\"+tt+\"V\"+et+\"H0V0\"),Lt=j(mt,Q,$)}(0,r,n)):\"pan\"===s&&(Pt.moveFn=Ut,Pt.doneFn=Gt))),t._fullLayout._redrag=function(){var e=t._dragdata;if(e&&e.element===bt){var r=t._fullLayout.dragmode;y(r)||(yt(),Yt([0,0,tt,et]),Pt.moveFn(e.dx,e.dy))}}},g.init(Pt);var 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r,n,a,o,s=t._fullLayout,c=s._plots,u=s._subplots.cartesian;if(ut&&l.subplotsRegistry.splom.drag(t),ct)for(r=0;r<u.length;r++)if(a=(n=c[u[r]]).xaxis,o=n.yaxis,n._scene){var f=i.simpleMap(a.range,a.r2l),p=i.simpleMap(o.range,o.r2l);n._scene.update({range:[f[0],p[0],f[1],p[1]]})}if((ut||ct)&&(_(t),w(t)),ft){var d=e[2]/I._length,g=e[3]/O._length;for(r=0;r<u.length;r++){a=(n=c[u[r]]).xaxis,o=n.yaxis;var y,x,b,T,k=(st||nt.isSubplotConstrained)&&!a.fixedrange&&V[a._id],A=(lt||nt.isSubplotConstrained)&&!o.fixedrange&&Z[o._id];if(k?(y=d,b=v||nt.isSubplotConstrained?e[0]:Zt(a,y)):nt.xaHash[a._id]?(y=d,b=e[0]*a._length/I._length):nt.yaHash[a._id]?(y=g,b=\"ns\"===at?-e[1]*a._length/O._length:Zt(a,y,{n:\"top\",s:\"bottom\"}[at])):b=Xt(a,y=Wt(a,d,g)),A?(x=g,T=m||nt.isSubplotConstrained?e[1]:Zt(o,x)):nt.yaHash[o._id]?(x=g,T=e[1]*o._length/O._length):nt.xaHash[o._id]?(x=d,T=\"ew\"===it?-e[0]*o._length/I._length:Zt(o,x,{e:\"right\",w:\"left\"}[it])):T=Xt(o,x=Wt(o,d,g)),y||x){y||(y=1),x||(x=1);var M=a._offset-b/y,S=o._offset-T/x;n.clipRect.call(h.setTranslate,b,T).call(h.setScale,y,x),n.plot.call(h.setTranslate,M,S).call(h.setScale,1/y,1/x),y===n.xScaleFactor&&x===n.yScaleFactor||(h.setPointGroupScale(n.zoomScalePts,y,x),h.setTextPointsScale(n.zoomScaleTxt,y,x)),h.hideOutsideRangePoints(n.clipOnAxisFalseTraces,n),n.xScaleFactor=y,n.yScaleFactor=x}}}}function Wt(t,e,r){return t.fixedrange?0:st&&rt.xaHash[t._id]?e:lt&&(rt.isSubplotConstrained?rt.xaHash:rt.yaHash)[t._id]?r:0}function Xt(t,e){return e?(t.range=t._r.slice(),E(t,e),Zt(t,e)):0}function Zt(t,e,r){return t._length*(1-e)*b[r||t.constraintoward||\"middle\"]}return m.length*v.length!=1&&W(bt,(function(e){if(t._context._scrollZoom.cartesian||t._fullLayout._enablescrollzoom){if(It(),t._transitioningWithDuration)return e.preventDefault(),void e.stopPropagation();yt(),clearTimeout(Bt);var r=-e.deltaY;if(isFinite(r)||(r=e.wheelDelta/10),isFinite(r)){var n,a=Math.exp(-Math.min(Math.max(r,-20),20)/200),o=jt.draglayer.select(\".nsewdrag\").node().getBoundingClientRect(),s=(e.clientX-o.left)/o.width,l=(o.bottom-e.clientY)/o.height;if(st){for(v||(s=.5),n=0;n<J.length;n++)c(J[n],s,a);Vt(\"x\"),Ft[2]*=a,Ft[0]+=Ft[2]*s*(1/a-1)}if(lt){for(m||(l=.5),n=0;n<K.length;n++)c(K[n],l,a);Vt(\"y\"),Ft[3]*=a,Ft[1]+=Ft[3]*(1-l)*(1/a-1)}Yt(Ft),Ht(),t.emit(\"plotly_relayouting\",ht),Bt=setTimeout((function(){t._fullLayout&&(Ft=[0,0,tt,et],Gt())}),Nt),e.preventDefault()}else i.log(\"Did not find wheel motion attributes: \",e)}function c(t,e,r){if(!t.fixedrange){var n=i.simpleMap(t.range,t.r2l),a=n[0]+(n[1]-n[0])*e;t.range=n.map((function(e){return t.l2r(a+(e-a)*r)}))}}})),bt},makeDragger:O,makeRectDragger:z,makeZoombox:N,makeCorners:j,updateZoombox:U,xyCorners:G,transitionZoombox:V,removeZoombox:H,showDoubleClickNotifier:q,attachWheelEventHandler:W}},{\"../../components/color\":366,\"../../components/dragelement\":385,\"../../components/dragelement/helpers\":384,\"../../components/drawing\":388,\"../../components/fx\":406,\"../../constants/alignment\":471,\"../../lib\":503,\"../../lib/clear_gl_canvases\":487,\"../../lib/setcursor\":524,\"../../lib/svg_text_utils\":529,\"../../plot_api/subroutines\":544,\"../../registry\":638,\"../plots\":619,\"./axes\":554,\"./axis_ids\":558,\"./constants\":561,\"./scale_zoom\":574,\"./select\":575,\"@plotly/d3\":58,\"has-passive-events\":229,tinycolor2:312}],564:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"../../components/fx\"),a=t(\"../../components/dragelement\"),o=t(\"../../lib/setcursor\"),s=t(\"./dragbox\").makeDragBox,l=t(\"./constants\").DRAGGERSIZE;r.initInteractions=function(t){var e=t._fullLayout;if(t._context.staticPlot)n.select(t).selectAll(\".drag\").remove();else if(e._has(\"cartesian\")||e._has(\"splom\")){Object.keys(e._plots||{}).sort((function(t,r){if((e._plots[t].mainplot&&!0)===(e._plots[r].mainplot&&!0)){var n=t.split(\"y\"),i=r.split(\"y\");return n[0]===i[0]?Number(n[1]||1)-Number(i[1]||1):Number(n[0]||1)-Number(i[0]||1)}return e._plots[t].mainplot?1:-1})).forEach((function(r){var n=e._plots[r],o=n.xaxis,c=n.yaxis;if(!n.mainplot){var u=s(t,n,o._offset,c._offset,o._length,c._length,\"ns\",\"ew\");u.onmousemove=function(e){t._fullLayout._rehover=function(){t._fullLayout._hoversubplot===r&&t._fullLayout._plots[r]&&i.hover(t,e,r)},i.hover(t,e,r),t._fullLayout._lasthover=u,t._fullLayout._hoversubplot=r},u.onmouseout=function(e){t._dragging||(t._fullLayout._hoversubplot=null,a.unhover(t,e))},t._context.showAxisDragHandles&&(s(t,n,o._offset-l,c._offset-l,l,l,\"n\",\"w\"),s(t,n,o._offset+o._length,c._offset-l,l,l,\"n\",\"e\"),s(t,n,o._offset-l,c._offset+c._length,l,l,\"s\",\"w\"),s(t,n,o._offset+o._length,c._offset+c._length,l,l,\"s\",\"e\"))}if(t._context.showAxisDragHandles){if(r===o._mainSubplot){var f=o._mainLinePosition;\"top\"===o.side&&(f-=l),s(t,n,o._offset+.1*o._length,f,.8*o._length,l,\"\",\"ew\"),s(t,n,o._offset,f,.1*o._length,l,\"\",\"w\"),s(t,n,o._offset+.9*o._length,f,.1*o._length,l,\"\",\"e\")}if(r===c._mainSubplot){var h=c._mainLinePosition;\"right\"!==c.side&&(h-=l),s(t,n,h,c._offset+.1*c._length,l,.8*c._length,\"ns\",\"\"),s(t,n,h,c._offset+.9*c._length,l,.1*c._length,\"s\",\"\"),s(t,n,h,c._offset,l,.1*c._length,\"n\",\"\")}}}));var o=e._hoverlayer.node();o.onmousemove=function(r){r.target=t._fullLayout._lasthover,i.hover(t,r,e._hoversubplot)},o.onclick=function(e){e.target=t._fullLayout._lasthover,i.click(t,e)},o.onmousedown=function(e){t._fullLayout._lasthover.onmousedown(e)},r.updateFx(t)}},r.updateFx=function(t){var e=t._fullLayout,r=\"pan\"===e.dragmode?\"move\":\"crosshair\";o(e._draggers,r)}},{\"../../components/dragelement\":385,\"../../components/fx\":406,\"../../lib/setcursor\":524,\"./constants\":561,\"./dragbox\":563,\"@plotly/d3\":58}],565:[function(t,e,r){\"use strict\";e.exports={clearOutlineControllers:function(t){var e=t._fullLayout._zoomlayer;e&&e.selectAll(\".outline-controllers\").remove()},clearSelect:function(t){var e=t._fullLayout._zoomlayer;e&&e.selectAll(\".select-outline\").remove(),t._fullLayout._drawing=!1}}},{}],566:[function(t,e,r){\"use strict\";var n=t(\"../../lib\").strTranslate;function i(t,e){switch(t.type){case\"log\":return t.p2d(e);case\"date\":return t.p2r(e,0,t.calendar);default:return t.p2r(e)}}e.exports={p2r:i,r2p:function(t,e){switch(t.type){case\"log\":return t.d2p(e);case\"date\":return t.r2p(e,0,t.calendar);default:return t.r2p(e)}},axValue:function(t){var e=\"y\"===t._id.charAt(0)?1:0;return function(r){return i(t,r[e])}},getTransform:function(t){return n(t.xaxis._offset,t.yaxis._offset)}}},{\"../../lib\":503}],567:[function(t,e,r){\"use strict\";var n=t(\"../../registry\"),i=t(\"../../lib\"),a=t(\"./axis_ids\");e.exports=function(t){return function(e,r){var o=e[t];if(Array.isArray(o))for(var s=n.subplotsRegistry.cartesian,l=s.idRegex,c=r._subplots,u=c.xaxis,f=c.yaxis,h=c.cartesian,p=r._has(\"cartesian\")||r._has(\"gl2d\"),d=0;d<o.length;d++){var m=o[d];if(i.isPlainObject(m)){var g=a.cleanId(m.xref,\"x\",!1),v=a.cleanId(m.yref,\"y\",!1),y=l.x.test(g),x=l.y.test(v);if(y||x){p||i.pushUnique(r._basePlotModules,s);var b=!1;y&&-1===u.indexOf(g)&&(u.push(g),b=!0),x&&-1===f.indexOf(v)&&(f.push(v),b=!0),b&&y&&x&&h.push(g+v)}}}}}},{\"../../lib\":503,\"../../registry\":638,\"./axis_ids\":558}],568:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"../../registry\"),a=t(\"../../lib\"),o=t(\"../plots\"),s=t(\"../../components/drawing\"),l=t(\"../get_data\").getModuleCalcData,c=t(\"./axis_ids\"),u=t(\"./constants\"),f=t(\"../../constants/xmlns_namespaces\"),h=a.ensureSingle;function p(t,e,r){return a.ensureSingle(t,e,r,(function(t){t.datum(r)}))}function d(t,e,r,a,o){for(var c,f,h,p=u.traceLayerClasses,d=t._fullLayout,m=d._modules,g=[],v=[],y=0;y<m.length;y++){var x=(c=m[y]).name,b=i.modules[x].categories;if(b.svg){var _=c.layerName||x+\"layer\",w=c.plot;h=(f=l(r,w))[0],r=f[1],h.length&&g.push({i:p.indexOf(_),className:_,plotMethod:w,cdModule:h}),b.zoomScale&&v.push(\".\"+_)}}g.sort((function(t,e){return t.i-e.i}));var T=e.plot.selectAll(\"g.mlayer\").data(g,(function(t){return t.className}));if(T.enter().append(\"g\").attr(\"class\",(function(t){return t.className})).classed(\"mlayer\",!0).classed(\"rangeplot\",e.isRangePlot),T.exit().remove(),T.order(),T.each((function(r){var i=n.select(this),l=r.className;r.plotMethod(t,e,r.cdModule,i,a,o),-1===u.clipOnAxisFalseQuery.indexOf(\".\"+l)&&s.setClipUrl(i,e.layerClipId,t)})),d._has(\"scattergl\")&&(c=i.getModule(\"scattergl\"),h=l(r,c)[0],c.plot(t,e,h)),!t._context.staticPlot&&(e._hasClipOnAxisFalse&&(e.clipOnAxisFalseTraces=e.plot.selectAll(u.clipOnAxisFalseQuery.join(\",\")).selectAll(\".trace\")),v.length)){var k=e.plot.selectAll(v.join(\",\")).selectAll(\".trace\");e.zoomScalePts=k.selectAll(\"path.point\"),e.zoomScaleTxt=k.selectAll(\".textpoint\")}}function m(t,e){var r=e.plotgroup,n=e.id,i=u.layerValue2layerClass[e.xaxis.layer],a=u.layerValue2layerClass[e.yaxis.layer],o=t._fullLayout._hasOnlyLargeSploms;if(e.mainplot){var s=e.mainplotinfo,l=s.plotgroup,f=n+\"-x\",d=n+\"-y\";e.minorGridlayer=s.minorGridlayer,e.gridlayer=s.gridlayer,e.zerolinelayer=s.zerolinelayer,h(s.overlinesBelow,\"path\",f),h(s.overlinesBelow,\"path\",d),h(s.overaxesBelow,\"g\",f),h(s.overaxesBelow,\"g\",d),e.plot=h(s.overplot,\"g\",n),h(s.overlinesAbove,\"path\",f),h(s.overlinesAbove,\"path\",d),h(s.overaxesAbove,\"g\",f),h(s.overaxesAbove,\"g\",d),e.xlines=l.select(\".overlines-\"+i).select(\".\"+f),e.ylines=l.select(\".overlines-\"+a).select(\".\"+d),e.xaxislayer=l.select(\".overaxes-\"+i).select(\".\"+f),e.yaxislayer=l.select(\".overaxes-\"+a).select(\".\"+d)}else 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yt=b(\"rangeslider\",\"handleDefaults\"),xt=b(\"rangeselector\",\"handleDefaults\");for(y=0;y<j.length;y++)q=j[y],W=t[q],X=e[q],yt(t,e,q),\"date\"===X.type&&xt(W,X,e,U,X.calendar),K(\"fixedrange\");for(y=0;y<U.length;y++){q=U[y],W=t[q],X=e[q];var bt=e[m(X.anchor)];K(\"fixedrange\",b(\"rangeslider\",\"isVisible\")(bt))}h.handleDefaults(t,e,{axIds:rt.concat(it).sort(d.idSort),axHasImage:P})}},{\"../../components/color\":366,\"../../components/fx/helpers\":402,\"../../components/fx/hovermode_defaults\":405,\"../../lib\":503,\"../../plot_api/plot_template\":543,\"../../registry\":638,\"../layout_attributes\":610,\"./axis_defaults\":556,\"./axis_ids\":558,\"./constants\":561,\"./constraints\":562,\"./layout_attributes\":569,\"./position_defaults\":572,\"./type_defaults\":582}],571:[function(t,e,r){\"use strict\";var n=t(\"tinycolor2\").mix,i=t(\"../../components/color/attributes\"),a=t(\"../../lib\");e.exports=function(t,e,r,o){var s=(o=o||{}).dfltColor;function l(r,n){return a.coerce2(t,e,o.attributes,r,n)}var c=l(\"linecolor\",s),u=l(\"linewidth\");r(\"showline\",o.showLine||!!c||!!u)||(delete e.linecolor,delete e.linewidth);var f=l(\"gridcolor\",n(s,o.bgColor,o.blend||i.lightFraction).toRgbString()),h=l(\"gridwidth\"),p=l(\"griddash\");if(r(\"showgrid\",o.showGrid||!!f||!!h||!!p)||(delete e.gridcolor,delete e.gridwidth,delete e.griddash),o.hasMinor){var d=l(\"minor.gridcolor\",n(e.gridcolor,o.bgColor,67).toRgbString()),m=l(\"minor.gridwidth\",e.gridwidth||1),g=l(\"minor.griddash\",e.griddash||\"solid\");r(\"minor.showgrid\",!!d||!!m||!!g)||(delete e.minor.gridcolor,delete e.minor.gridwidth,delete e.minor.griddash)}if(!o.noZeroLine){var v=l(\"zerolinecolor\",s),y=l(\"zerolinewidth\");r(\"zeroline\",o.showGrid||!!v||!!y)||(delete e.zerolinecolor,delete e.zerolinewidth)}}},{\"../../components/color/attributes\":365,\"../../lib\":503,tinycolor2:312}],572:[function(t,e,r){\"use strict\";var n=t(\"fast-isnumeric\"),i=t(\"../../lib\");e.exports=function(t,e,r,a){var o,s,l,c,u=a.counterAxes||[],f=a.overlayableAxes||[],h=a.letter,p=a.grid;p&&(s=p._domains[h][p._axisMap[e._id]],o=p._anchors[e._id],s&&(l=p[h+\"side\"].split(\" \")[0],c=p.domain[h][\"right\"===l||\"top\"===l?1:0])),s=s||[0,1],o=o||(n(t.position)?\"free\":u[0]||\"free\"),l=l||(\"x\"===h?\"bottom\":\"left\"),c=c||0,\"free\"===i.coerce(t,e,{anchor:{valType:\"enumerated\",values:[\"free\"].concat(u),dflt:o}},\"anchor\")&&r(\"position\",c),i.coerce(t,e,{side:{valType:\"enumerated\",values:\"x\"===h?[\"bottom\",\"top\"]:[\"left\",\"right\"],dflt:l}},\"side\");var d=!1;if(f.length&&(d=i.coerce(t,e,{overlaying:{valType:\"enumerated\",values:[!1].concat(f),dflt:!1}},\"overlaying\")),!d){var m=r(\"domain\",s);m[0]>m[1]-1/4096&&(e.domain=s),i.noneOrAll(t.domain,e.domain,s)}return r(\"layer\"),e}},{\"../../lib\":503,\"fast-isnumeric\":190}],573:[function(t,e,r){\"use strict\";var n=t(\"./show_dflt\");e.exports=function(t,e,r,i,a){a||(a={});var o=a.tickSuffixDflt,s=n(t);r(\"tickprefix\")&&r(\"showtickprefix\",s),r(\"ticksuffix\",o)&&r(\"showticksuffix\",s)}},{\"./show_dflt\":577}],574:[function(t,e,r){\"use strict\";var n=t(\"../../constants/alignment\").FROM_BL;e.exports=function(t,e,r){void 0===r&&(r=n[t.constraintoward||\"center\"]);var i=[t.r2l(t.range[0]),t.r2l(t.range[1])],a=i[0]+(i[1]-i[0])*r;t.range=t._input.range=[t.l2r(a+(i[0]-a)*e),t.l2r(a+(i[1]-a)*e)],t.setScale()}},{\"../../constants/alignment\":471}],575:[function(t,e,r){\"use strict\";var n=t(\"polybooljs\"),i=t(\"../../registry\"),a=t(\"../../components/drawing\").dashStyle,o=t(\"../../components/color\"),s=t(\"../../components/fx\"),l=t(\"../../components/fx/helpers\").makeEventData,c=t(\"../../components/dragelement/helpers\"),u=c.freeMode,f=c.rectMode,h=c.drawMode,p=c.openMode,d=c.selectMode,m=t(\"../../components/shapes/draw_newshape/display_outlines\"),g=t(\"../../components/shapes/draw_newshape/helpers\").handleEllipse,v=t(\"../../components/shapes/draw_newshape/newshapes\"),y=t(\"../../lib\"),x=t(\"../../lib/polygon\"),b=t(\"../../lib/throttle\"),_=t(\"./axis_ids\").getFromId,w=t(\"../../lib/clear_gl_canvases\"),T=t(\"../../plot_api/subroutines\").redrawReglTraces,k=t(\"./constants\"),A=k.MINSELECT,M=x.filter,S=x.tester,E=t(\"./handle_outline\").clearSelect,L=t(\"./helpers\"),C=L.p2r,P=L.axValue,I=L.getTransform;function O(t,e,r,n,i,a,o){var s,l,c,u,f,h,d,g,v,y=e._hoverdata,x=e._fullLayout.clickmode.indexOf(\"event\")>-1,b=[];if(function(t){return 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e=[],r=z(t[0])?0:t[0][0][0],n=r,i=z(t[0])?0:t[0][0][1],a=i,o=0;o<t.length;o++)if(z(t[o]))e.push(D(t[o]));else{var s=x.tester(t[o]);s.subtract=t[o].subtract,e.push(s),r=Math.min(r,s.xmin),n=Math.max(n,s.xmax),i=Math.min(i,s.ymin),a=Math.max(a,s.ymax)}return{xmin:r,xmax:n,ymin:i,ymax:a,pts:[],contains:function(t,r,n,i){for(var a=!1,o=0;o<e.length;o++)e[o].contains(t,r,n,i)&&(a=!1===e[o].subtract);return a},isRect:!1,degenerate:!1}}function F(t,e,r){e._fullLayout._drawing=!1;var n=e._fullLayout,i=r.plotinfo,a=r.dragmode,o=n._lastSelectedSubplot&&n._lastSelectedSubplot===i.id,s=(t.shiftKey||t.altKey)&&!(h(a)&&p(a));o&&s&&i.selection&&i.selection.selectionDefs&&!r.selectionDefs?(r.selectionDefs=i.selection.selectionDefs,r.mergedPolygons=i.selection.mergedPolygons):s&&i.selection||B(r),o||(E(e),n._lastSelectedSubplot=i.id)}function B(t){var e=t.dragmode,r=t.plotinfo,n=t.gd;if(n._fullLayout._activeShapeIndex>=0&&n._fullLayout._deactivateShape(n),h(e)){var 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r=this.bounds,n=(e.framewidth||0)/2,i=r[0][0]-n,a=r[0][1]-n,o=r[1][0]-i+n,s=r[1][1]-a+n;h.setRect(this.clipRect,i,a,o,s),this.bgRect.call(h.setRect,i,a,o,s).call(f.fill,e.bgcolor),this.xaxis._offset=i,this.xaxis._length=o,this.yaxis._offset=a,this.yaxis._length=s},S.updateFx=function(t,e){var r=this,i=r.graphDiv,a=r.bgRect,o=t.dragmode,s=t.clickmode;if(!r.isStatic){var u;\"select\"===o?u=function(t,e){(t.range={})[r.id]=[h([e.xmin,e.ymin]),h([e.xmax,e.ymax])]}:\"lasso\"===o&&(u=function(t,e,n){(t.lassoPoints={})[r.id]=n.filtered.map(h)});var f={element:r.bgRect.node(),gd:i,plotinfo:{id:r.id,xaxis:r.xaxis,yaxis:r.yaxis,fillRangeItems:u},xaxes:[r.xaxis],yaxes:[r.yaxis],subplot:r.id,clickFn:function(t){2===t&&x(i)}};\"pan\"===o?(a.node().onmousedown=null,a.call(_(r,e)),a.on(\"dblclick.zoom\",(function(){var t=r.viewInitial,e={};for(var n in 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t=this,e=t.graphDiv,r=e._fullLayout,i=\"clip\"+r._uid+t.id;t.clipDef=r._clips.append(\"clipPath\").attr(\"id\",i),t.clipRect=t.clipDef.append(\"rect\"),t.framework=n.select(t.container).append(\"g\").attr(\"class\",\"geo \"+t.id).call(h.setClipUrl,i,e),t.project=function(e){var r=t.projection(e);return r?[r[0]-t.xaxis._offset,r[1]-t.yaxis._offset]:[null,null]},t.xaxis={_id:\"x\",c2p:function(e){return t.project(e)[0]}},t.yaxis={_id:\"y\",c2p:function(e){return t.project(e)[1]}},t.mockAxis={type:\"linear\",showexponent:\"all\",exponentformat:\"B\"},m.setConvert(t.mockAxis,r)},S.saveViewInitial=function(t){var 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e=t._fullLayout,r=t.calcdata,i=e._subplots.geo,s=0;s<i.length;s++){var l=i[s],c=n(r,o,l),u=e[l]._subplot;u||(u=a({id:l,graphDiv:t,container:e._geolayer.node(),topojsonURL:t._context.topojsonURL,staticPlot:t._context.staticPlot}),e[l]._subplot=u),u.plot(c,e,t._promises)}},updateFx:function(t){for(var e=t._fullLayout,r=e._subplots.geo,n=0;n<r.length;n++){var i=e[r[n]];i._subplot.updateFx(e,i)}},clean:function(t,e,r,n){for(var i=n._subplots.geo||[],a=0;a<i.length;a++){var o=i[a],s=n[o]._subplot;!e[o]&&s&&(s.framework.remove(),s.clipDef.remove())}}}},{\"../../lib\":503,\"../../plots/get_data\":593,\"./geo\":588,\"./layout_attributes\":590,\"./layout_defaults\":591}],590:[function(t,e,r){\"use strict\";var n=t(\"../../components/color/attributes\"),i=t(\"../domain\").attributes,a=t(\"../../components/drawing/attributes\").dash,o=t(\"./constants\"),s=t(\"../../plot_api/edit_types\").overrideAll,l=t(\"../../lib/sort_object_keys\"),c={range:{valType:\"info_array\",items:[{valType:\"number\"},{valType:\"number\"}]},showgrid:{valType:\"boolean\",dflt:!1},tick0:{valType:\"number\",dflt:0},dtick:{valType:\"number\"},gridcolor:{valType:\"color\",dflt:n.lightLine},gridwidth:{valType:\"number\",min:0,dflt:1},griddash:a};(e.exports=s({domain:i({name:\"geo\"},{}),fitbounds:{valType:\"enumerated\",values:[!1,\"locations\",\"geojson\"],dflt:!1,editType:\"plot\"},resolution:{valType:\"enumerated\",values:[110,50],dflt:110,coerceNumber:!0},scope:{valType:\"enumerated\",values:l(o.scopeDefaults),dflt:\"world\"},projection:{type:{valType:\"enumerated\",values:l(o.projNames)},rotation:{lon:{valType:\"number\"},lat:{valType:\"number\"},roll:{valType:\"number\"}},tilt:{valType:\"number\",dflt:0},distance:{valType:\"number\",min:1.001,dflt:2},parallels:{valType:\"info_array\",items:[{valType:\"number\"},{valType:\"number\"}]},scale:{valType:\"number\",min:0,dflt:1}},center:{lon:{valType:\"number\"},lat:{valType:\"number\"}},visible:{valType:\"boolean\",dflt:!0},showcoastlines:{valType:\"boolean\"},coastlinecolor:{valType:\"color\",dflt:n.defaultLine},coastlinewidth:{valType:\"number\",min:0,dflt:1},showland:{valType:\"boolean\",dflt:!1},landcolor:{valType:\"color\",dflt:o.landColor},showocean:{valType:\"boolean\",dflt:!1},oceancolor:{valType:\"color\",dflt:o.waterColor},showlakes:{valType:\"boolean\",dflt:!1},lakecolor:{valType:\"color\",dflt:o.waterColor},showrivers:{valType:\"boolean\",dflt:!1},rivercolor:{valType:\"color\",dflt:o.waterColor},riverwidth:{valType:\"number\",min:0,dflt:1},showcountries:{valType:\"boolean\"},countrycolor:{valType:\"color\",dflt:n.defaultLine},countrywidth:{valType:\"number\",min:0,dflt:1},showsubunits:{valType:\"boolean\"},subunitcolor:{valType:\"color\",dflt:n.defaultLine},subunitwidth:{valType:\"number\",min:0,dflt:1},showframe:{valType:\"boolean\"},framecolor:{valType:\"color\",dflt:n.defaultLine},framewidth:{valType:\"number\",min:0,dflt:1},bgcolor:{valType:\"color\",dflt:n.background},lonaxis:c,lataxis:c},\"plot\",\"from-root\")).uirevision={valType:\"any\",editType:\"none\"}},{\"../../components/color/attributes\":365,\"../../components/drawing/attributes\":387,\"../../lib/sort_object_keys\":526,\"../../plot_api/edit_types\":536,\"../domain\":584,\"./constants\":587}],591:[function(t,e,r){\"use 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d=(e=s[h]).charAt(0);for(n=(r=t[this.scene[e]._name]).title.text===this.scene.fullLayout._dfltTitle[d]?\"\":r.title.text,p=0;p<=2;p+=2)this.labelEnable[h+p]=!1,this.labels[h+p]=n,this.labelColor[h+p]=i(r.title.font.color),this.labelFont[h+p]=r.title.font.family,this.labelSize[h+p]=r.title.font.size,this.labelPad[h+p]=this.getLabelPad(e,r),this.tickEnable[h+p]=!1,this.tickColor[h+p]=i((r.tickfont||{}).color),this.tickAngle[h+p]=\"auto\"===r.tickangle?0:Math.PI*-r.tickangle/180,this.tickPad[h+p]=this.getTickPad(r),this.tickMarkLength[h+p]=0,this.tickMarkWidth[h+p]=r.tickwidth||0,this.tickMarkColor[h+p]=i(r.tickcolor),this.borderLineEnable[h+p]=!1,this.borderLineColor[h+p]=i(r.linecolor),this.borderLineWidth[h+p]=r.linewidth||0;c=this.hasSharedAxis(r),o=this.hasAxisInDfltPos(e,r)&&!c,l=this.hasAxisInAltrPos(e,r)&&!c,a=r.mirror||!1,u=c?-1!==String(a).indexOf(\"all\"):!!a,f=c?\"allticks\"===a:-1!==String(a).indexOf(\"ticks\"),o?this.labelEnable[h]=!0:l&&(this.labelEnable[h+2]=!0),o?this.tickEnable[h]=r.showticklabels:l&&(this.tickEnable[h+2]=r.showticklabels),(o||u)&&(this.borderLineEnable[h]=r.showline),(l||u)&&(this.borderLineEnable[h+2]=r.showline),(o||f)&&(this.tickMarkLength[h]=this.getTickMarkLength(r)),(l||f)&&(this.tickMarkLength[h+2]=this.getTickMarkLength(r)),this.gridLineEnable[h]=r.showgrid,this.gridLineColor[h]=i(r.gridcolor),this.gridLineWidth[h]=r.gridwidth,this.zeroLineEnable[h]=r.zeroline,this.zeroLineColor[h]=i(r.zerolinecolor),this.zeroLineWidth[h]=r.zerolinewidth}},o.hasSharedAxis=function(t){var 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n=t(\"../../plot_api/edit_types\").overrideAll,i=t(\"./scene2d\"),a=t(\"../layout_attributes\"),o=t(\"../../constants/xmlns_namespaces\"),s=t(\"../cartesian/constants\"),l=t(\"../cartesian\"),c=t(\"../../components/fx/layout_attributes\"),u=t(\"../get_data\").getSubplotData;r.name=\"gl2d\",r.attr=[\"xaxis\",\"yaxis\"],r.idRoot=[\"x\",\"y\"],r.idRegex=s.idRegex,r.attrRegex=s.attrRegex,r.attributes=t(\"../cartesian/attributes\"),r.supplyLayoutDefaults=function(t,e,r){e._has(\"cartesian\")||l.supplyLayoutDefaults(t,e,r)},r.layoutAttrOverrides=n(l.layoutAttributes,\"plot\",\"from-root\"),r.baseLayoutAttrOverrides=n({plot_bgcolor:a.plot_bgcolor,hoverlabel:c.hoverlabel},\"plot\",\"nested\"),r.plot=function(t){for(var e=t._fullLayout,r=t._fullData,n=e._subplots.gl2d,a=0;a<n.length;a++){var o=n[a],s=e._plots[o],l=u(r,\"gl2d\",o),c=s._scene2d;void 0===c&&(c=new i({id:o,graphDiv:t,container:t.querySelector(\".gl-container\"),staticPlot:t._context.staticPlot,plotGlPixelRatio:t._context.plotGlPixelRatio},e),s._scene2d=c),c.plot(l,t.calcdata,e,t.layout)}},r.clean=function(t,e,r,n){for(var i=n._subplots.gl2d||[],a=0;a<i.length;a++){var o=i[a],s=n._plots[o];if(s._scene2d){var c=u(t,\"gl2d\",o);0===c.length&&(s._scene2d.destroy(),delete n._plots[o])}}l.clean.apply(this,arguments)},r.drawFramework=function(t){t._context.staticPlot||l.drawFramework(t)},r.toSVG=function(t){for(var e=t._fullLayout,r=e._subplots.gl2d,n=0;n<r.length;n++){var i=e._plots[r[n]]._scene2d,a=i.toImage(\"png\");e._glimages.append(\"svg:image\").attr({xmlns:o.svg,\"xlink:href\":a,x:0,y:0,width:\"100%\",height:\"100%\",preserveAspectRatio:\"none\"}),i.destroy()}},r.updateFx=function(t){for(var e=t._fullLayout,r=e._subplots.gl2d,n=0;n<r.length;n++){e._plots[r[n]]._scene2d.updateFx(e.dragmode)}}},{\"../../components/fx/layout_attributes\":407,\"../../constants/xmlns_namespaces\":480,\"../../plot_api/edit_types\":536,\"../cartesian\":568,\"../cartesian/attributes\":552,\"../cartesian/constants\":561,\"../get_data\":593,\"../layout_attributes\":610,\"./scene2d\":597}],597:[function(t,e,r){\"use strict\";var n,i,a=t(\"../../registry\"),o=t(\"../../plots/cartesian/axes\"),s=t(\"../../components/fx\"),l=t(\"../../../stackgl_modules\").gl_plot2d,c=t(\"../../../stackgl_modules\").gl_spikes2d,u=t(\"../../../stackgl_modules\").gl_select_box,f=t(\"webgl-context\"),h=t(\"./convert\"),p=t(\"./camera\"),d=t(\"../../lib/show_no_webgl_msg\"),m=t(\"../cartesian/constraints\"),g=m.enforce,v=m.clean,y=t(\"../cartesian/autorange\").doAutoRange,x=t(\"../../components/dragelement/helpers\"),b=x.drawMode,_=x.selectMode,w=[\"xaxis\",\"yaxis\"],T=t(\"../cartesian/constants\").SUBPLOT_PATTERN;function k(t,e){this.container=t.container,this.graphDiv=t.graphDiv,this.pixelRatio=t.plotGlPixelRatio||window.devicePixelRatio,this.id=t.id,this.staticPlot=!!t.staticPlot,this.scrollZoom=this.graphDiv._context._scrollZoom.cartesian,this.fullData=null,this.updateRefs(e),this.makeFramework(),this.stopped||(this.glplotOptions=h(this),this.glplotOptions.merge(e),this.glplot=l(this.glplotOptions),this.camera=p(this),this.traces={},this.spikes=c(this.glplot),this.selectBox=u(this.glplot,{innerFill:!1,outerFill:!0}),this.lastButtonState=0,this.pickResult=null,this.isMouseOver=!0,this.stopped=!1,this.redraw=this.draw.bind(this),this.redraw())}e.exports=k;var A=k.prototype;A.makeFramework=function(){if(this.staticPlot){if(!(i||(n=document.createElement(\"canvas\"),i=f({canvas:n,preserveDrawingBuffer:!1,premultipliedAlpha:!0,antialias:!0}))))throw new Error(\"Error creating static canvas/context for image server\");this.canvas=n,this.gl=i}else{var t=this.container.querySelector(\".gl-canvas-focus\"),e=f({canvas:t,preserveDrawingBuffer:!0,premultipliedAlpha:!0});if(!e)return d(this),void(this.stopped=!0);this.canvas=t,this.gl=e}var r=this.canvas;r.style.width=\"100%\",r.style.height=\"100%\",r.style.position=\"absolute\",r.style.top=\"0px\",r.style.left=\"0px\",r.style[\"pointer-events\"]=\"none\",this.updateSize(r);var a=this.svgContainer=document.createElementNS(\"http://www.w3.org/2000/svg\",\"svg\");a.style.position=\"absolute\",a.style.top=a.style.left=\"0px\",a.style.width=a.style.height=\"100%\",a.style[\"z-index\"]=20,a.style[\"pointer-events\"]=\"none\";var o=this.mouseContainer=document.createElement(\"div\");o.style.position=\"absolute\",o.style[\"pointer-events\"]=\"auto\",this.pickCanvas=this.container.querySelector(\".gl-canvas-pick\");var s=this.container;s.appendChild(a),s.appendChild(o);var l=this;o.addEventListener(\"mouseout\",(function(){l.isMouseOver=!1,l.unhover()})),o.addEventListener(\"mouseover\",(function(){l.isMouseOver=!0}))},A.toImage=function(t){t||(t=\"png\"),this.stopped=!0,this.staticPlot&&this.container.appendChild(n),this.updateSize(this.canvas);var e=this.glplot.gl,r=e.drawingBufferWidth,i=e.drawingBufferHeight;e.clearColor(1,1,1,0),e.clear(e.COLOR_BUFFER_BIT|e.DEPTH_BUFFER_BIT),this.glplot.setDirty(),this.glplot.draw(),e.bindFramebuffer(e.FRAMEBUFFER,null);var a=new Uint8Array(r*i*4);e.readPixels(0,0,r,i,e.RGBA,e.UNSIGNED_BYTE,a);for(var o=0,s=i-1;o<s;++o,--s)for(var l=0;l<r;++l)for(var c=0;c<4;++c){var u=a[4*(r*o+l)+c];a[4*(r*o+l)+c]=a[4*(r*s+l)+c],a[4*(r*s+l)+c]=u}var f=document.createElement(\"canvas\");f.width=r,f.height=i;var h,p=f.getContext(\"2d\",{willReadFrequently:!0}),d=p.createImageData(r,i);switch(d.data.set(a),p.putImageData(d,0,0),t){case\"jpeg\":h=f.toDataURL(\"image/jpeg\");break;case\"webp\":h=f.toDataURL(\"image/webp\");break;default:h=f.toDataURL(\"image/png\")}return this.staticPlot&&this.container.removeChild(n),h},A.updateSize=function(t){t||(t=this.canvas);var e=this.pixelRatio,r=this.fullLayout,n=r.width,i=r.height,a=0|Math.ceil(e*n),o=0|Math.ceil(e*i);return t.width===a&&t.height===o||(t.width=a,t.height=o),t},A.computeTickMarks=function(){this.xaxis.setScale(),this.yaxis.setScale();for(var t=[o.calcTicks(this.xaxis),o.calcTicks(this.yaxis)],e=0;e<2;++e)for(var r=0;r<t[e].length;++r)t[e][r].text=t[e][r].text+\"\";return t},A.updateRefs=function(t){this.fullLayout=t;var e=this.id.match(T),r=\"xaxis\"+e[1],n=\"yaxis\"+e[2];this.xaxis=this.fullLayout[r],this.yaxis=this.fullLayout[n]},A.relayoutCallback=function(){var t=this.graphDiv,e=this.xaxis,r=this.yaxis,n=t.layout,i={},o=i[e._name+\".range\"]=e.range.slice(),s=i[r._name+\".range\"]=r.range.slice();i[e._name+\".autorange\"]=e.autorange,i[r._name+\".autorange\"]=r.autorange,a.call(\"_storeDirectGUIEdit\",t.layout,t._fullLayout._preGUI,i);var l=n[e._name];l.range=o,l.autorange=e.autorange;var c=n[r._name];c.range=s,c.autorange=r.autorange,i.lastInputTime=this.camera.lastInputTime,t.emit(\"plotly_relayout\",i)},A.cameraChanged=function(){var t=this.camera;this.glplot.setDataBox(this.calcDataBox());var e=this.computeTickMarks();(function(t,e){for(var r=0;r<2;++r){var n=t[r],i=e[r];if(n.length!==i.length)return!0;for(var a=0;a<n.length;++a)if(n[a].x!==i[a].x)return!0}return!1})(e,this.glplotOptions.ticks)&&(this.glplotOptions.ticks=e,this.glplotOptions.dataBox=t.dataBox,this.glplot.update(this.glplotOptions),this.handleAnnotations())},A.handleAnnotations=function(){for(var t=this.graphDiv,e=this.fullLayout.annotations,r=0;r<e.length;r++){var n=e[r];n.xref===this.xaxis._id&&n.yref===this.yaxis._id&&a.getComponentMethod(\"annotations\",\"drawOne\")(t,r)}},A.destroy=function(){if(this.glplot){var t=this.traces;t&&Object.keys(t).map((function(e){t[e].dispose(),delete t[e]})),this.glplot.dispose(),this.container.removeChild(this.svgContainer),this.container.removeChild(this.mouseContainer),this.fullData=null,this.glplot=null,this.stopped=!0,this.camera.mouseListener.enabled=!1,this.mouseContainer.removeEventListener(\"wheel\",this.camera.wheelListener),this.camera=null}},A.plot=function(t,e,r){var n=this.glplot;this.updateRefs(r),this.xaxis.clearCalc(),this.yaxis.clearCalc(),this.updateTraces(t,e),this.updateFx(r.dragmode);var i=r.width,a=r.height;this.updateSize(this.canvas);var o=this.glplotOptions;o.merge(r),o.screenBox=[0,0,i,a];var s={_fullLayout:{_axisConstraintGroups:r._axisConstraintGroups,xaxis:this.xaxis,yaxis:this.yaxis,_size:r._size}};v(s,this.xaxis),v(s,this.yaxis);var l,c,u=r._size,f=this.xaxis.domain,h=this.yaxis.domain;for(o.viewBox=[u.l+f[0]*u.w,u.b+h[0]*u.h,i-u.r-(1-f[1])*u.w,a-u.t-(1-h[1])*u.h],this.mouseContainer.style.width=u.w*(f[1]-f[0])+\"px\",this.mouseContainer.style.height=u.h*(h[1]-h[0])+\"px\",this.mouseContainer.height=u.h*(h[1]-h[0]),this.mouseContainer.style.left=u.l+f[0]*u.w+\"px\",this.mouseContainer.style.top=u.t+(1-h[1])*u.h+\"px\",c=0;c<2;++c)(l=this[w[c]])._length=o.viewBox[c+2]-o.viewBox[c],y(this.graphDiv,l),l.setScale();g(s),o.ticks=this.computeTickMarks(),o.dataBox=this.calcDataBox(),o.merge(r),n.update(o),this.glplot.draw()},A.calcDataBox=function(){var t=this.xaxis,e=this.yaxis,r=t.range,n=e.range,i=t.r2l,a=e.r2l;return[i(r[0]),a(n[0]),i(r[1]),a(n[1])]},A.setRanges=function(t){var e=this.xaxis,r=this.yaxis,n=e.l2r,i=r.l2r;e.range=[n(t[0]),n(t[2])],r.range=[i(t[1]),i(t[3])]},A.updateTraces=function(t,e){var r,n,i,a=Object.keys(this.traces);this.fullData=t;t:for(r=0;r<a.length;r++){var o=a[r],s=this.traces[o];for(n=0;n<t.length;n++)if((i=t[n]).uid===o&&i.type===s.type)continue t;s.dispose(),delete this.traces[o]}for(r=0;r<t.length;r++){i=t[r];var l=e[r],c=this.traces[i.uid];c?c.update(i,l):(c=i._module.plot(this,i,l),this.traces[i.uid]=c)}this.glplot.objects.sort((function(t,e){return t._trace.index-e._trace.index}))},A.updateFx=function(t){_(t)||b(t)?(this.pickCanvas.style[\"pointer-events\"]=\"none\",this.mouseContainer.style[\"pointer-events\"]=\"none\"):(this.pickCanvas.style[\"pointer-events\"]=\"auto\",this.mouseContainer.style[\"pointer-events\"]=\"auto\"),this.mouseContainer.style.cursor=\"pan\"===t?\"move\":\"zoom\"===t?\"crosshair\":null},A.emitPointAction=function(t,e){for(var r,n=t.trace.uid,i=t.pointIndex,a=0;a<this.fullData.length;a++)this.fullData[a].uid===n&&(r=this.fullData[a]);var o={x:t.traceCoord[0],y:t.traceCoord[1],curveNumber:r.index,pointNumber:i,data:r._input,fullData:this.fullData,xaxis:this.xaxis,yaxis:this.yaxis};s.appendArrayPointValue(o,r,i),this.graphDiv.emit(e,{points:[o]})},A.draw=function(){if(!this.stopped){requestAnimationFrame(this.redraw);var t=this.glplot,e=this.camera,r=e.mouseListener,n=1===this.lastButtonState&&0===r.buttons,i=this.fullLayout;this.lastButtonState=r.buttons,this.cameraChanged();var a,o=r.x*t.pixelRatio,l=this.canvas.height-t.pixelRatio*r.y;if(e.boxEnabled&&\"zoom\"===i.dragmode){this.selectBox.enabled=!0;for(var c=this.selectBox.selectBox=[Math.min(e.boxStart[0],e.boxEnd[0]),Math.min(e.boxStart[1],e.boxEnd[1]),Math.max(e.boxStart[0],e.boxEnd[0]),Math.max(e.boxStart[1],e.boxEnd[1])],u=0;u<2;u++)e.boxStart[u]===e.boxEnd[u]&&(c[u]=t.dataBox[u],c[u+2]=t.dataBox[u+2]);t.setDirty()}else if(!e.panning&&this.isMouseOver){this.selectBox.enabled=!1;var f=i._size,h=this.xaxis.domain,p=this.yaxis.domain,d=(a=t.pick(o/t.pixelRatio+f.l+h[0]*f.w,l/t.pixelRatio-(f.t+(1-p[1])*f.h)))&&a.object._trace.handlePick(a);if(d&&n&&this.emitPointAction(d,\"plotly_click\"),a&&\"skip\"!==a.object._trace.hoverinfo&&i.hovermode&&d&&(!this.lastPickResult||this.lastPickResult.traceUid!==d.trace.uid||this.lastPickResult.dataCoord[0]!==d.dataCoord[0]||this.lastPickResult.dataCoord[1]!==d.dataCoord[1])){var m=d;this.lastPickResult={traceUid:d.trace?d.trace.uid:null,dataCoord:d.dataCoord.slice()},this.spikes.update({center:a.dataCoord}),m.screenCoord=[((t.viewBox[2]-t.viewBox[0])*(a.dataCoord[0]-t.dataBox[0])/(t.dataBox[2]-t.dataBox[0])+t.viewBox[0])/t.pixelRatio,(this.canvas.height-(t.viewBox[3]-t.viewBox[1])*(a.dataCoord[1]-t.dataBox[1])/(t.dataBox[3]-t.dataBox[1])-t.viewBox[1])/t.pixelRatio],this.emitPointAction(d,\"plotly_hover\");var g=this.fullData[m.trace.index]||{},v=m.pointIndex,y=s.castHoverinfo(g,i,v);if(y&&\"all\"!==y){var x=y.split(\"+\");-1===x.indexOf(\"x\")&&(m.traceCoord[0]=void 0),-1===x.indexOf(\"y\")&&(m.traceCoord[1]=void 0),-1===x.indexOf(\"z\")&&(m.traceCoord[2]=void 0),-1===x.indexOf(\"text\")&&(m.textLabel=void 0),-1===x.indexOf(\"name\")&&(m.name=void 0)}s.loneHover({x:m.screenCoord[0],y:m.screenCoord[1],xLabel:this.hoverFormatter(\"xaxis\",m.traceCoord[0]),yLabel:this.hoverFormatter(\"yaxis\",m.traceCoord[1]),zLabel:m.traceCoord[2],text:m.textLabel,name:m.name,color:s.castHoverOption(g,v,\"bgcolor\")||m.color,borderColor:s.castHoverOption(g,v,\"bordercolor\"),fontFamily:s.castHoverOption(g,v,\"font.family\"),fontSize:s.castHoverOption(g,v,\"font.size\"),fontColor:s.castHoverOption(g,v,\"font.color\"),nameLength:s.castHoverOption(g,v,\"namelength\"),textAlign:s.castHoverOption(g,v,\"align\")},{container:this.svgContainer,gd:this.graphDiv})}}a||this.unhover(),t.draw()}},A.unhover=function(){this.lastPickResult&&(this.spikes.update({}),this.lastPickResult=null,this.graphDiv.emit(\"plotly_unhover\"),s.loneUnhover(this.svgContainer))},A.hoverFormatter=function(t,e){if(void 0!==e){var r=this[t];return o.tickText(r,r.c2l(e),\"hover\").text}}},{\"../../../stackgl_modules\":1124,\"../../components/dragelement/helpers\":384,\"../../components/fx\":406,\"../../lib/show_no_webgl_msg\":525,\"../../plots/cartesian/axes\":554,\"../../registry\":638,\"../cartesian/autorange\":553,\"../cartesian/constants\":561,\"../cartesian/constraints\":562,\"./camera\":594,\"./convert\":595,\"webgl-context\":331}],598:[function(t,e,r){\"use strict\";var n=t(\"../../plot_api/edit_types\").overrideAll,i=t(\"../../components/fx/layout_attributes\"),a=t(\"./scene\"),o=t(\"../get_data\").getSubplotData,s=t(\"../../lib\"),l=t(\"../../constants/xmlns_namespaces\");r.name=\"gl3d\",r.attr=\"scene\",r.idRoot=\"scene\",r.idRegex=r.attrRegex=s.counterRegex(\"scene\"),r.attributes=t(\"./layout/attributes\"),r.layoutAttributes=t(\"./layout/layout_attributes\"),r.baseLayoutAttrOverrides=n({hoverlabel:i.hoverlabel},\"plot\",\"nested\"),r.supplyLayoutDefaults=t(\"./layout/defaults\"),r.plot=function(t){for(var e=t._fullLayout,r=t._fullData,n=e._subplots.gl3d,i=0;i<n.length;i++){var s=n[i],l=o(r,\"gl3d\",s),c=e[s],u=c.camera,f=c._scene;f||(f=new a({id:s,graphDiv:t,container:t.querySelector(\".gl-container\"),staticPlot:t._context.staticPlot,plotGlPixelRatio:t._context.plotGlPixelRatio,camera:u},e),c._scene=f),f.viewInitial||(f.viewInitial={up:{x:u.up.x,y:u.up.y,z:u.up.z},eye:{x:u.eye.x,y:u.eye.y,z:u.eye.z},center:{x:u.center.x,y:u.center.y,z:u.center.z}}),f.plot(l,e,t.layout)}},r.clean=function(t,e,r,n){for(var i=n._subplots.gl3d||[],a=0;a<i.length;a++){var o=i[a];!e[o]&&n[o]._scene&&(n[o]._scene.destroy(),n._infolayer&&n._infolayer.selectAll(\".annotation-\"+o).remove())}},r.toSVG=function(t){for(var e=t._fullLayout,r=e._subplots.gl3d,n=e._size,i=0;i<r.length;i++){var a=e[r[i]],o=a.domain,s=a._scene,c=s.toImage(\"png\");e._glimages.append(\"svg:image\").attr({xmlns:l.svg,\"xlink:href\":c,x:n.l+n.w*o.x[0],y:n.t+n.h*(1-o.y[1]),width:n.w*(o.x[1]-o.x[0]),height:n.h*(o.y[1]-o.y[0]),preserveAspectRatio:\"none\"}),s.destroy()}},r.cleanId=function(t){if(t.match(/^scene[0-9]*$/)){var e=t.substr(5);return\"1\"===e&&(e=\"\"),\"scene\"+e}},r.updateFx=function(t){for(var e=t._fullLayout,r=e._subplots.gl3d,n=0;n<r.length;n++){e[r[n]]._scene.updateFx(e.dragmode,e.hovermode)}}},{\"../../components/fx/layout_attributes\":407,\"../../constants/xmlns_namespaces\":480,\"../../lib\":503,\"../../plot_api/edit_types\":536,\"../get_data\":593,\"./layout/attributes\":599,\"./layout/defaults\":603,\"./layout/layout_attributes\":604,\"./scene\":608}],599:[function(t,e,r){\"use strict\";e.exports={scene:{valType:\"subplotid\",dflt:\"scene\",editType:\"calc+clearAxisTypes\"}}},{}],600:[function(t,e,r){\"use strict\";var n=t(\"../../../components/color\"),i=t(\"../../cartesian/layout_attributes\"),a=t(\"../../../lib/extend\").extendFlat,o=t(\"../../../plot_api/edit_types\").overrideAll;e.exports=o({visible:i.visible,showspikes:{valType:\"boolean\",dflt:!0},spikesides:{valType:\"boolean\",dflt:!0},spikethickness:{valType:\"number\",min:0,dflt:2},spikecolor:{valType:\"color\",dflt:n.defaultLine},showbackground:{valType:\"boolean\",dflt:!1},backgroundcolor:{valType:\"color\",dflt:\"rgba(204, 204, 204, 0.5)\"},showaxeslabels:{valType:\"boolean\",dflt:!0},color:i.color,categoryorder:i.categoryorder,categoryarray:i.categoryarray,title:{text:i.title.text,font:i.title.font},type:a({},i.type,{values:[\"-\",\"linear\",\"log\",\"date\",\"category\"]}),autotypenumbers:i.autotypenumbers,autorange:i.autorange,rangemode:i.rangemode,range:a({},i.range,{items:[{valType:\"any\",editType:\"plot\",impliedEdits:{\"^autorange\":!1}},{valType:\"any\",editType:\"plot\",impliedEdits:{\"^autorange\":!1}}],anim:!1}),tickmode:i.tickmode,nticks:i.nticks,tick0:i.tick0,dtick:i.dtick,tickvals:i.tickvals,ticktext:i.ticktext,ticks:i.ticks,mirror:i.mirror,ticklen:i.ticklen,tickwidth:i.tickwidth,tickcolor:i.tickcolor,showticklabels:i.showticklabels,tickfont:i.tickfont,tickangle:i.tickangle,tickprefix:i.tickprefix,showtickprefix:i.showtickprefix,ticksuffix:i.ticksuffix,showticksuffix:i.showticksuffix,showexponent:i.showexponent,exponentformat:i.exponentformat,minexponent:i.minexponent,separatethousands:i.separatethousands,tickformat:i.tickformat,tickformatstops:i.tickformatstops,hoverformat:i.hoverformat,showline:i.showline,linecolor:i.linecolor,linewidth:i.linewidth,showgrid:i.showgrid,gridcolor:a({},i.gridcolor,{dflt:\"rgb(204, 204, 204)\"}),gridwidth:i.gridwidth,zeroline:i.zeroline,zerolinecolor:i.zerolinecolor,zerolinewidth:i.zerolinewidth,_deprecated:{title:i._deprecated.title,titlefont:i._deprecated.titlefont}},\"plot\",\"from-root\")},{\"../../../components/color\":366,\"../../../lib/extend\":493,\"../../../plot_api/edit_types\":536,\"../../cartesian/layout_attributes\":569}],601:[function(t,e,r){\"use strict\";var n=t(\"tinycolor2\").mix,i=t(\"../../../lib\"),a=t(\"../../../plot_api/plot_template\"),o=t(\"./axis_attributes\"),s=t(\"../../cartesian/type_defaults\"),l=t(\"../../cartesian/axis_defaults\"),c=[\"xaxis\",\"yaxis\",\"zaxis\"];e.exports=function(t,e,r){var u,f;function h(t,e){return i.coerce(u,f,o,t,e)}for(var p=0;p<c.length;p++){var d=c[p];u=t[d]||{},(f=a.newContainer(e,d))._id=d[0]+r.scene,f._name=d,s(u,f,h,r),l(u,f,h,{font:r.font,letter:d[0],data:r.data,showGrid:!0,noTickson:!0,noTicklabelmode:!0,noTicklabelstep:!0,noTicklabelposition:!0,noTicklabeloverflow:!0,bgColor:r.bgColor,calendar:r.calendar},r.fullLayout),h(\"gridcolor\",n(f.color,r.bgColor,13600/187).toRgbString()),h(\"title.text\",d[0]),f.setScale=i.noop,h(\"showspikes\")&&(h(\"spikesides\"),h(\"spikethickness\"),h(\"spikecolor\",f.color)),h(\"showaxeslabels\"),h(\"showbackground\")&&h(\"backgroundcolor\")}}},{\"../../../lib\":503,\"../../../plot_api/plot_template\":543,\"../../cartesian/axis_defaults\":556,\"../../cartesian/type_defaults\":582,\"./axis_attributes\":600,tinycolor2:312}],602:[function(t,e,r){\"use strict\";var n=t(\"../../../lib/str2rgbarray\"),i=t(\"../../../lib\"),a=[\"xaxis\",\"yaxis\",\"zaxis\"];function o(){this.bounds=[[-10,-10,-10],[10,10,10]],this.ticks=[[],[],[]],this.tickEnable=[!0,!0,!0],this.tickFont=[\"sans-serif\",\"sans-serif\",\"sans-serif\"],this.tickSize=[12,12,12],this.tickAngle=[0,0,0],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickPad=[18,18,18],this.labels=[\"x\",\"y\",\"z\"],this.labelEnable=[!0,!0,!0],this.labelFont=[\"Open Sans\",\"Open Sans\",\"Open Sans\"],this.labelSize=[20,20,20],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labelPad=[30,30,30],this.lineEnable=[!0,!0,!0],this.lineMirror=[!1,!1,!1],this.lineWidth=[1,1,1],this.lineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.lineTickEnable=[!0,!0,!0],this.lineTickMirror=[!1,!1,!1],this.lineTickLength=[10,10,10],this.lineTickWidth=[1,1,1],this.lineTickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.gridEnable=[!0,!0,!0],this.gridWidth=[1,1,1],this.gridColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroEnable=[!0,!0,!0],this.zeroLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroLineWidth=[2,2,2],this.backgroundEnable=[!0,!0,!0],this.backgroundColor=[[.8,.8,.8,.5],[.8,.8,.8,.5],[.8,.8,.8,.5]],this._defaultTickPad=this.tickPad.slice(),this._defaultLabelPad=this.labelPad.slice(),this._defaultLineTickLength=this.lineTickLength.slice()}o.prototype.merge=function(t,e){for(var r=0;r<3;++r){var o=e[a[r]];o.visible?(this.labels[r]=t._meta?i.templateString(o.title.text,t._meta):o.title.text,\"font\"in o.title&&(o.title.font.color&&(this.labelColor[r]=n(o.title.font.color)),o.title.font.family&&(this.labelFont[r]=o.title.font.family),o.title.font.size&&(this.labelSize[r]=o.title.font.size)),\"showline\"in o&&(this.lineEnable[r]=o.showline),\"linecolor\"in o&&(this.lineColor[r]=n(o.linecolor)),\"linewidth\"in o&&(this.lineWidth[r]=o.linewidth),\"showgrid\"in o&&(this.gridEnable[r]=o.showgrid),\"gridcolor\"in o&&(this.gridColor[r]=n(o.gridcolor)),\"gridwidth\"in o&&(this.gridWidth[r]=o.gridwidth),\"log\"===o.type?this.zeroEnable[r]=!1:\"zeroline\"in o&&(this.zeroEnable[r]=o.zeroline),\"zerolinecolor\"in o&&(this.zeroLineColor[r]=n(o.zerolinecolor)),\"zerolinewidth\"in o&&(this.zeroLineWidth[r]=o.zerolinewidth),\"ticks\"in o&&o.ticks?this.lineTickEnable[r]=!0:this.lineTickEnable[r]=!1,\"ticklen\"in o&&(this.lineTickLength[r]=this._defaultLineTickLength[r]=o.ticklen),\"tickcolor\"in o&&(this.lineTickColor[r]=n(o.tickcolor)),\"tickwidth\"in o&&(this.lineTickWidth[r]=o.tickwidth),\"tickangle\"in o&&(this.tickAngle[r]=\"auto\"===o.tickangle?-3600:Math.PI*-o.tickangle/180),\"showticklabels\"in o&&(this.tickEnable[r]=o.showticklabels),\"tickfont\"in o&&(o.tickfont.color&&(this.tickColor[r]=n(o.tickfont.color)),o.tickfont.family&&(this.tickFont[r]=o.tickfont.family),o.tickfont.size&&(this.tickSize[r]=o.tickfont.size)),\"mirror\"in o?-1!==[\"ticks\",\"all\",\"allticks\"].indexOf(o.mirror)?(this.lineTickMirror[r]=!0,this.lineMirror[r]=!0):!0===o.mirror?(this.lineTickMirror[r]=!1,this.lineMirror[r]=!0):(this.lineTickMirror[r]=!1,this.lineMirror[r]=!1):this.lineMirror[r]=!1,\"showbackground\"in o&&!1!==o.showbackground?(this.backgroundEnable[r]=!0,this.backgroundColor[r]=n(o.backgroundcolor)):this.backgroundEnable[r]=!1):(this.tickEnable[r]=!1,this.labelEnable[r]=!1,this.lineEnable[r]=!1,this.lineTickEnable[r]=!1,this.gridEnable[r]=!1,this.zeroEnable[r]=!1,this.backgroundEnable[r]=!1)}},e.exports=function(t,e){var r=new o;return r.merge(t,e),r}},{\"../../../lib\":503,\"../../../lib/str2rgbarray\":528}],603:[function(t,e,r){\"use strict\";var n=t(\"../../../lib\"),i=t(\"../../../components/color\"),a=t(\"../../../registry\"),o=t(\"../../subplot_defaults\"),s=t(\"./axis_defaults\"),l=t(\"./layout_attributes\"),c=t(\"../../get_data\").getSubplotData;function u(t,e,r,n){for(var o=r(\"bgcolor\"),l=i.combine(o,n.paper_bgcolor),u=[\"up\",\"center\",\"eye\"],f=0;f<u.length;f++)r(\"camera.\"+u[f]+\".x\"),r(\"camera.\"+u[f]+\".y\"),r(\"camera.\"+u[f]+\".z\");r(\"camera.projection.type\");var h=!!r(\"aspectratio.x\")&&!!r(\"aspectratio.y\")&&!!r(\"aspectratio.z\"),p=r(\"aspectmode\",h?\"manual\":\"auto\");h||(t.aspectratio=e.aspectratio={x:1,y:1,z:1},\"manual\"===p&&(e.aspectmode=\"auto\"),t.aspectmode=e.aspectmode);var d=c(n.fullData,\"gl3d\",n.id);s(t,e,{font:n.font,scene:n.id,data:d,bgColor:l,calendar:n.calendar,autotypenumbersDflt:n.autotypenumbersDflt,fullLayout:n.fullLayout}),a.getComponentMethod(\"annotations3d\",\"handleDefaults\")(t,e,n);var m=n.getDfltFromLayout(\"dragmode\");if(!1!==m&&!m)if(m=\"orbit\",t.camera&&t.camera.up){var g=t.camera.up.x,v=t.camera.up.y,y=t.camera.up.z;0!==y&&(g&&v&&y?y/Math.sqrt(g*g+v*v+y*y)>.999&&(m=\"turntable\"):m=\"turntable\")}else m=\"turntable\";r(\"dragmode\",m),r(\"hovermode\",n.getDfltFromLayout(\"hovermode\"))}e.exports=function(t,e,r){var i=e._basePlotModules.length>1;o(t,e,r,{type:\"gl3d\",attributes:l,handleDefaults:u,fullLayout:e,font:e.font,fullData:r,getDfltFromLayout:function(e){if(!i)return n.validate(t[e],l[e])?t[e]:void 0},autotypenumbersDflt:e.autotypenumbers,paper_bgcolor:e.paper_bgcolor,calendar:e.calendar})}},{\"../../../components/color\":366,\"../../../lib\":503,\"../../../registry\":638,\"../../get_data\":593,\"../../subplot_defaults\":632,\"./axis_defaults\":601,\"./layout_attributes\":604}],604:[function(t,e,r){\"use strict\";var n=t(\"./axis_attributes\"),i=t(\"../../domain\").attributes,a=t(\"../../../lib/extend\").extendFlat,o=t(\"../../../lib\").counterRegex;function s(t,e,r){return{x:{valType:\"number\",dflt:t,editType:\"camera\"},y:{valType:\"number\",dflt:e,editType:\"camera\"},z:{valType:\"number\",dflt:r,editType:\"camera\"},editType:\"camera\"}}e.exports={_arrayAttrRegexps:[o(\"scene\",\".annotations\",!0)],bgcolor:{valType:\"color\",dflt:\"rgba(0,0,0,0)\",editType:\"plot\"},camera:{up:a(s(0,0,1),{}),center:a(s(0,0,0),{}),eye:a(s(1.25,1.25,1.25),{}),projection:{type:{valType:\"enumerated\",values:[\"perspective\",\"orthographic\"],dflt:\"perspective\",editType:\"calc\"},editType:\"calc\"},editType:\"camera\"},domain:i({name:\"scene\",editType:\"plot\"}),aspectmode:{valType:\"enumerated\",values:[\"auto\",\"cube\",\"data\",\"manual\"],dflt:\"auto\",editType:\"plot\",impliedEdits:{\"aspectratio.x\":void 0,\"aspectratio.y\":void 0,\"aspectratio.z\":void 0}},aspectratio:{x:{valType:\"number\",min:0,editType:\"plot\",impliedEdits:{\"^aspectmode\":\"manual\"}},y:{valType:\"number\",min:0,editType:\"plot\",impliedEdits:{\"^aspectmode\":\"manual\"}},z:{valType:\"number\",min:0,editType:\"plot\",impliedEdits:{\"^aspectmode\":\"manual\"}},editType:\"plot\",impliedEdits:{aspectmode:\"manual\"}},xaxis:n,yaxis:n,zaxis:n,dragmode:{valType:\"enumerated\",values:[\"orbit\",\"turntable\",\"zoom\",\"pan\",!1],editType:\"plot\"},hovermode:{valType:\"enumerated\",values:[\"closest\",!1],dflt:\"closest\",editType:\"modebar\"},uirevision:{valType:\"any\",editType:\"none\"},editType:\"plot\",_deprecated:{cameraposition:{valType:\"info_array\",editType:\"camera\"}}}},{\"../../../lib\":503,\"../../../lib/extend\":493,\"../../domain\":584,\"./axis_attributes\":600}],605:[function(t,e,r){\"use strict\";var n=t(\"../../../lib/str2rgbarray\"),i=[\"xaxis\",\"yaxis\",\"zaxis\"];function a(){this.enabled=[!0,!0,!0],this.colors=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.drawSides=[!0,!0,!0],this.lineWidth=[1,1,1]}a.prototype.merge=function(t){for(var e=0;e<3;++e){var r=t[i[e]];r.visible?(this.enabled[e]=r.showspikes,this.colors[e]=n(r.spikecolor),this.drawSides[e]=r.spikesides,this.lineWidth[e]=r.spikethickness):(this.enabled[e]=!1,this.drawSides[e]=!1)}},e.exports=function(t){var e=new a;return e.merge(t),e}},{\"../../../lib/str2rgbarray\":528}],606:[function(t,e,r){\"use strict\";e.exports=function(t){for(var e=t.axesOptions,r=t.glplot.axesPixels,s=t.fullSceneLayout,l=[[],[],[]],c=0;c<3;++c){var u=s[a[c]];if(u._length=(r[c].hi-r[c].lo)*r[c].pixelsPerDataUnit/t.dataScale[c],Math.abs(u._length)===1/0||isNaN(u._length))l[c]=[];else{u._input_range=u.range.slice(),u.range[0]=r[c].lo/t.dataScale[c],u.range[1]=r[c].hi/t.dataScale[c],u._m=1/(t.dataScale[c]*r[c].pixelsPerDataUnit),u.range[0]===u.range[1]&&(u.range[0]-=1,u.range[1]+=1);var f=u.tickmode;if(\"auto\"===u.tickmode){u.tickmode=\"linear\";var h=u.nticks||i.constrain(u._length/40,4,9);n.autoTicks(u,Math.abs(u.range[1]-u.range[0])/h)}for(var p=n.calcTicks(u,{msUTC:!0}),d=0;d<p.length;++d)p[d].x=p[d].x*t.dataScale[c],\"date\"===u.type&&(p[d].text=p[d].text.replace(/\\<br\\>/g,\" \"));l[c]=p,u.tickmode=f}}e.ticks=l;for(c=0;c<3;++c){o[c]=.5*(t.glplot.bounds[0][c]+t.glplot.bounds[1][c]);for(d=0;d<2;++d)e.bounds[d][c]=t.glplot.bounds[d][c]}t.contourLevels=function(t){for(var e=new Array(3),r=0;r<3;++r){for(var n=t[r],i=new Array(n.length),a=0;a<n.length;++a)i[a]=n[a].x;e[r]=i}return e}(l)};var n=t(\"../../cartesian/axes\"),i=t(\"../../../lib\"),a=[\"xaxis\",\"yaxis\",\"zaxis\"],o=[0,0,0]},{\"../../../lib\":503,\"../../cartesian/axes\":554}],607:[function(t,e,r){\"use strict\";function n(t,e){var r,n,i=[0,0,0,0];for(r=0;r<4;++r)for(n=0;n<4;++n)i[n]+=t[4*r+n]*e[r];return i}e.exports=function(t,e){return n(t.projection,n(t.view,n(t.model,[e[0],e[1],e[2],1])))}},{}],608:[function(t,e,r){\"use strict\";var n,i,a=t(\"../../../stackgl_modules\").gl_plot3d,o=a.createCamera,s=a.createScene,l=t(\"webgl-context\"),c=t(\"has-passive-events\"),u=t(\"../../registry\"),f=t(\"../../lib\"),h=f.preserveDrawingBuffer(),p=t(\"../../plots/cartesian/axes\"),d=t(\"../../components/fx\"),m=t(\"../../lib/str2rgbarray\"),g=t(\"../../lib/show_no_webgl_msg\"),v=t(\"./project\"),y=t(\"./layout/convert\"),x=t(\"./layout/spikes\"),b=t(\"./layout/tick_marks\");function _(t,e){var r=document.createElement(\"div\"),n=t.container;this.graphDiv=t.graphDiv;var i=document.createElementNS(\"http://www.w3.org/2000/svg\",\"svg\");i.style.position=\"absolute\",i.style.top=i.style.left=\"0px\",i.style.width=i.style.height=\"100%\",i.style[\"z-index\"]=20,i.style[\"pointer-events\"]=\"none\",r.appendChild(i),this.svgContainer=i,r.id=t.id,r.style.position=\"absolute\",r.style.top=r.style.left=\"0px\",r.style.width=r.style.height=\"100%\",n.appendChild(r),this.fullLayout=e,this.id=t.id||\"scene\",this.fullSceneLayout=e[this.id],this.plotArgs=[[],{},{}],this.axesOptions=y(e,e[this.id]),this.spikeOptions=x(e[this.id]),this.container=r,this.staticMode=!!t.staticPlot,this.pixelRatio=this.pixelRatio||t.plotGlPixelRatio||2,this.dataScale=[1,1,1],this.contourLevels=[[],[],[]],this.convertAnnotations=u.getComponentMethod(\"annotations3d\",\"convert\"),this.drawAnnotations=u.getComponentMethod(\"annotations3d\",\"draw\"),this.initializeGLPlot()}var w=_.prototype;w.prepareOptions=function(){var t={canvas:this.canvas,gl:this.gl,glOptions:{preserveDrawingBuffer:h,premultipliedAlpha:!0,antialias:!0},container:this.container,axes:this.axesOptions,spikes:this.spikeOptions,pickRadius:10,snapToData:!0,autoScale:!0,autoBounds:!1,cameraObject:this.camera,pixelRatio:this.pixelRatio};if(this.staticMode){if(!(i||(n=document.createElement(\"canvas\"),i=l({canvas:n,preserveDrawingBuffer:!0,premultipliedAlpha:!0,antialias:!0}))))throw new Error(\"error creating static canvas/context for image server\");t.gl=i,t.canvas=n}return t};var T=!0;w.tryCreatePlot=function(){var t=this.prepareOptions(),e=!0;try{this.glplot=s(t)}catch(r){if(this.staticMode||!T||h)e=!1;else{f.warn([\"webgl setup failed possibly due to\",\"false preserveDrawingBuffer config.\",\"The mobile/tablet device may not be detected by is-mobile module.\",\"Enabling preserveDrawingBuffer in second attempt to create webgl scene...\"].join(\" \"));try{h=t.glOptions.preserveDrawingBuffer=!0,this.glplot=s(t)}catch(r){h=t.glOptions.preserveDrawingBuffer=!1,e=!1}}}return T=!1,e},w.initializeGLCamera=function(){var t=this.fullSceneLayout.camera,e=\"orthographic\"===t.projection.type;this.camera=o(this.container,{center:[t.center.x,t.center.y,t.center.z],eye:[t.eye.x,t.eye.y,t.eye.z],up:[t.up.x,t.up.y,t.up.z],_ortho:e,zoomMin:.01,zoomMax:100,mode:\"orbit\"})},w.initializeGLPlot=function(){var t=this;if(t.initializeGLCamera(),!t.tryCreatePlot())return g(t);t.traces={},t.make4thDimension();var e=t.graphDiv,r=e.layout,n=function(){var e={};return t.isCameraChanged(r)&&(e[t.id+\".camera\"]=t.getCamera()),t.isAspectChanged(r)&&(e[t.id+\".aspectratio\"]=t.glplot.getAspectratio(),\"manual\"!==r[t.id].aspectmode&&(t.fullSceneLayout.aspectmode=r[t.id].aspectmode=e[t.id+\".aspectmode\"]=\"manual\")),e},i=function(t){if(!1!==t.fullSceneLayout.dragmode){var e=n();t.saveLayout(r),t.graphDiv.emit(\"plotly_relayout\",e)}};return t.glplot.canvas&&(t.glplot.canvas.addEventListener(\"mouseup\",(function(){i(t)})),t.glplot.canvas.addEventListener(\"wheel\",(function(r){if(e._context._scrollZoom.gl3d){if(t.camera._ortho){var n=r.deltaX>r.deltaY?1.1:1/1.1,a=t.glplot.getAspectratio();t.glplot.setAspectratio({x:n*a.x,y:n*a.y,z:n*a.z})}i(t)}}),!!c&&{passive:!1}),t.glplot.canvas.addEventListener(\"mousemove\",(function(){if(!1!==t.fullSceneLayout.dragmode&&0!==t.camera.mouseListener.buttons){var e=n();t.graphDiv.emit(\"plotly_relayouting\",e)}})),t.staticMode||t.glplot.canvas.addEventListener(\"webglcontextlost\",(function(r){e&&e.emit&&e.emit(\"plotly_webglcontextlost\",{event:r,layer:t.id})}),!1)),t.glplot.oncontextloss=function(){t.recoverContext()},t.glplot.onrender=function(){t.render()},!0},w.render=function(){var t,e=this,r=e.graphDiv,n=e.svgContainer,i=e.container.getBoundingClientRect();r._fullLayout._calcInverseTransform(r);var a=r._fullLayout._invScaleX,o=r._fullLayout._invScaleY,s=i.width*a,l=i.height*o;n.setAttributeNS(null,\"viewBox\",\"0 0 \"+s+\" \"+l),n.setAttributeNS(null,\"width\",s),n.setAttributeNS(null,\"height\",l),b(e),e.glplot.axes.update(e.axesOptions);for(var c=Object.keys(e.traces),u=null,h=e.glplot.selection,m=0;m<c.length;++m)\"skip\"!==(t=e.traces[c[m]]).data.hoverinfo&&t.handlePick(h)&&(u=t),t.setContourLevels&&t.setContourLevels();function g(t,r,n){var i=e.fullSceneLayout[t+\"axis\"];return\"log\"!==i.type&&(r=i.d2l(r)),p.hoverLabelText(i,r,n)}if(null!==u){var y=v(e.glplot.cameraParams,h.dataCoordinate);t=u.data;var x,_=r._fullData[t.index],w=h.index,T={xLabel:g(\"x\",h.traceCoordinate[0],t.xhoverformat),yLabel:g(\"y\",h.traceCoordinate[1],t.yhoverformat),zLabel:g(\"z\",h.traceCoordinate[2],t.zhoverformat)},k=d.castHoverinfo(_,e.fullLayout,w),A=(k||\"\").split(\"+\"),M=k&&\"all\"===k;_.hovertemplate||M||(-1===A.indexOf(\"x\")&&(T.xLabel=void 0),-1===A.indexOf(\"y\")&&(T.yLabel=void 0),-1===A.indexOf(\"z\")&&(T.zLabel=void 0),-1===A.indexOf(\"text\")&&(h.textLabel=void 0),-1===A.indexOf(\"name\")&&(u.name=void 0));var S=[];\"cone\"===t.type||\"streamtube\"===t.type?(T.uLabel=g(\"x\",h.traceCoordinate[3],t.uhoverformat),(M||-1!==A.indexOf(\"u\"))&&S.push(\"u: \"+T.uLabel),T.vLabel=g(\"y\",h.traceCoordinate[4],t.vhoverformat),(M||-1!==A.indexOf(\"v\"))&&S.push(\"v: \"+T.vLabel),T.wLabel=g(\"z\",h.traceCoordinate[5],t.whoverformat),(M||-1!==A.indexOf(\"w\"))&&S.push(\"w: \"+T.wLabel),T.normLabel=h.traceCoordinate[6].toPrecision(3),(M||-1!==A.indexOf(\"norm\"))&&S.push(\"norm: \"+T.normLabel),\"streamtube\"===t.type&&(T.divergenceLabel=h.traceCoordinate[7].toPrecision(3),(M||-1!==A.indexOf(\"divergence\"))&&S.push(\"divergence: \"+T.divergenceLabel)),h.textLabel&&S.push(h.textLabel),x=S.join(\"<br>\")):\"isosurface\"===t.type||\"volume\"===t.type?(T.valueLabel=p.hoverLabelText(e._mockAxis,e._mockAxis.d2l(h.traceCoordinate[3]),t.valuehoverformat),S.push(\"value: \"+T.valueLabel),h.textLabel&&S.push(h.textLabel),x=S.join(\"<br>\")):x=h.textLabel;var E={x:h.traceCoordinate[0],y:h.traceCoordinate[1],z:h.traceCoordinate[2],data:_._input,fullData:_,curveNumber:_.index,pointNumber:w};d.appendArrayPointValue(E,_,w),t._module.eventData&&(E=_._module.eventData(E,h,_,{},w));var L={points:[E]};if(e.fullSceneLayout.hovermode){var C=[];d.loneHover({trace:_,x:(.5+.5*y[0]/y[3])*s,y:(.5-.5*y[1]/y[3])*l,xLabel:T.xLabel,yLabel:T.yLabel,zLabel:T.zLabel,text:x,name:u.name,color:d.castHoverOption(_,w,\"bgcolor\")||u.color,borderColor:d.castHoverOption(_,w,\"bordercolor\"),fontFamily:d.castHoverOption(_,w,\"font.family\"),fontSize:d.castHoverOption(_,w,\"font.size\"),fontColor:d.castHoverOption(_,w,\"font.color\"),nameLength:d.castHoverOption(_,w,\"namelength\"),textAlign:d.castHoverOption(_,w,\"align\"),hovertemplate:f.castOption(_,w,\"hovertemplate\"),hovertemplateLabels:f.extendFlat({},E,T),eventData:[E]},{container:n,gd:r,inOut_bbox:C}),E.bbox=C[0]}h.buttons&&h.distance<5?r.emit(\"plotly_click\",L):r.emit(\"plotly_hover\",L),this.oldEventData=L}else d.loneUnhover(n),this.oldEventData&&r.emit(\"plotly_unhover\",this.oldEventData),this.oldEventData=void 0;e.drawAnnotations(e)},w.recoverContext=function(){var t=this;t.glplot.dispose();var e=function(){t.glplot.gl.isContextLost()?requestAnimationFrame(e):t.initializeGLPlot()?t.plot.apply(t,t.plotArgs):f.error(\"Catastrophic and unrecoverable WebGL error. Context lost.\")};requestAnimationFrame(e)};var k=[\"xaxis\",\"yaxis\",\"zaxis\"];function A(t,e,r){for(var n=t.fullSceneLayout,i=0;i<3;i++){var a=k[i],o=a.charAt(0),s=n[a],l=e[o],c=e[o+\"calendar\"],u=e[\"_\"+o+\"length\"];if(f.isArrayOrTypedArray(l))for(var h,p=0;p<(u||l.length);p++)if(f.isArrayOrTypedArray(l[p]))for(var d=0;d<l[p].length;++d)h=s.d2l(l[p][d],0,c),!isNaN(h)&&isFinite(h)&&(r[0][i]=Math.min(r[0][i],h),r[1][i]=Math.max(r[1][i],h));else h=s.d2l(l[p],0,c),!isNaN(h)&&isFinite(h)&&(r[0][i]=Math.min(r[0][i],h),r[1][i]=Math.max(r[1][i],h));else r[0][i]=Math.min(r[0][i],0),r[1][i]=Math.max(r[1][i],u-1)}}w.plot=function(t,e,r){if(this.plotArgs=[t,e,r],!this.glplot.contextLost){var n,i,a,o,s,l,c=e[this.id],u=r[this.id];this.fullLayout=e,this.fullSceneLayout=c,this.axesOptions.merge(e,c),this.spikeOptions.merge(c),this.setViewport(c),this.updateFx(c.dragmode,c.hovermode),this.camera.enableWheel=this.graphDiv._context._scrollZoom.gl3d,this.glplot.setClearColor(m(c.bgcolor)),this.setConvert(s),t?Array.isArray(t)||(t=[t]):t=[];var f=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]];for(a=0;a<t.length;++a)!0===(n=t[a]).visible&&0!==n._length&&A(this,n,f);!function(t,e){for(var r=t.fullSceneLayout,n=r.annotations||[],i=0;i<3;i++)for(var a=k[i],o=a.charAt(0),s=r[a],l=0;l<n.length;l++){var c=n[l];if(c.visible){var u=s.r2l(c[o]);!isNaN(u)&&isFinite(u)&&(e[0][i]=Math.min(e[0][i],u),e[1][i]=Math.max(e[1][i],u))}}}(this,f);var h=[1,1,1];for(o=0;o<3;++o)f[1][o]===f[0][o]?h[o]=1:h[o]=1/(f[1][o]-f[0][o]);for(this.dataScale=h,this.convertAnnotations(this),a=0;a<t.length;++a)!0===(n=t[a]).visible&&0!==n._length&&((i=this.traces[n.uid])?i.data.type===n.type?i.update(n):(i.dispose(),i=n._module.plot(this,n),this.traces[n.uid]=i):(i=n._module.plot(this,n),this.traces[n.uid]=i),i.name=n.name);var p=Object.keys(this.traces);t:for(a=0;a<p.length;++a){for(o=0;o<t.length;++o)if(t[o].uid===p[a]&&!0===t[o].visible&&0!==t[o]._length)continue t;(i=this.traces[p[a]]).dispose(),delete this.traces[p[a]]}this.glplot.objects.sort((function(t,e){return t._trace.data.index-e._trace.data.index}));var d,g=[[0,0,0],[0,0,0]],v=[],y={};for(a=0;a<3;++a){if((l=(s=c[k[a]]).type)in y?(y[l].acc*=h[a],y[l].count+=1):y[l]={acc:h[a],count:1},s.autorange){g[0][a]=1/0,g[1][a]=-1/0;var x=this.glplot.objects,b=this.fullSceneLayout.annotations||[],_=s._name.charAt(0);for(o=0;o<x.length;o++){var w=x[o],T=w.bounds,M=w._trace.data._pad||0;\"ErrorBars\"===w.constructor.name&&s._lowerLogErrorBound?g[0][a]=Math.min(g[0][a],s._lowerLogErrorBound):g[0][a]=Math.min(g[0][a],T[0][a]/h[a]-M),g[1][a]=Math.max(g[1][a],T[1][a]/h[a]+M)}for(o=0;o<b.length;o++){var S=b[o];if(S.visible){var E=s.r2l(S[_]);g[0][a]=Math.min(g[0][a],E),g[1][a]=Math.max(g[1][a],E)}}if(\"rangemode\"in s&&\"tozero\"===s.rangemode&&(g[0][a]=Math.min(g[0][a],0),g[1][a]=Math.max(g[1][a],0)),g[0][a]>g[1][a])g[0][a]=-1,g[1][a]=1;else{var L=g[1][a]-g[0][a];g[0][a]-=L/32,g[1][a]+=L/32}if(\"reversed\"===s.autorange){var C=g[0][a];g[0][a]=g[1][a],g[1][a]=C}}else{var P=s.range;g[0][a]=s.r2l(P[0]),g[1][a]=s.r2l(P[1])}g[0][a]===g[1][a]&&(g[0][a]-=1,g[1][a]+=1),v[a]=g[1][a]-g[0][a],this.glplot.setBounds(a,{min:g[0][a]*h[a],max:g[1][a]*h[a]})}var I=c.aspectmode;if(\"cube\"===I)d=[1,1,1];else if(\"manual\"===I){var O=c.aspectratio;d=[O.x,O.y,O.z]}else{if(\"auto\"!==I&&\"data\"!==I)throw new Error(\"scene.js aspectRatio was not one of the enumerated types\");var z=[1,1,1];for(a=0;a<3;++a){var D=y[l=(s=c[k[a]]).type];z[a]=Math.pow(D.acc,1/D.count)/h[a]}d=\"data\"===I||Math.max.apply(null,z)/Math.min.apply(null,z)<=4?z:[1,1,1]}c.aspectratio.x=u.aspectratio.x=d[0],c.aspectratio.y=u.aspectratio.y=d[1],c.aspectratio.z=u.aspectratio.z=d[2],this.glplot.setAspectratio(c.aspectratio),this.viewInitial.aspectratio||(this.viewInitial.aspectratio={x:c.aspectratio.x,y:c.aspectratio.y,z:c.aspectratio.z}),this.viewInitial.aspectmode||(this.viewInitial.aspectmode=c.aspectmode);var R=c.domain||null,F=e._size||null;if(R&&F){var B=this.container.style;B.position=\"absolute\",B.left=F.l+R.x[0]*F.w+\"px\",B.top=F.t+(1-R.y[1])*F.h+\"px\",B.width=F.w*(R.x[1]-R.x[0])+\"px\",B.height=F.h*(R.y[1]-R.y[0])+\"px\"}this.glplot.redraw()}},w.destroy=function(){this.glplot&&(this.camera.mouseListener.enabled=!1,this.container.removeEventListener(\"wheel\",this.camera.wheelListener),this.camera=null,this.glplot.dispose(),this.container.parentNode.removeChild(this.container),this.glplot=null)},w.getCamera=function(){var t;return this.camera.view.recalcMatrix(this.camera.view.lastT()),{up:{x:(t=this.camera).up[0],y:t.up[1],z:t.up[2]},center:{x:t.center[0],y:t.center[1],z:t.center[2]},eye:{x:t.eye[0],y:t.eye[1],z:t.eye[2]},projection:{type:!0===t._ortho?\"orthographic\":\"perspective\"}}},w.setViewport=function(t){var e,r=t.camera;this.camera.lookAt.apply(this,[[(e=r).eye.x,e.eye.y,e.eye.z],[e.center.x,e.center.y,e.center.z],[e.up.x,e.up.y,e.up.z]]),this.glplot.setAspectratio(t.aspectratio),\"orthographic\"===r.projection.type!==this.camera._ortho&&(this.glplot.redraw(),this.glplot.clearRGBA(),this.glplot.dispose(),this.initializeGLPlot())},w.isCameraChanged=function(t){var e=this.getCamera(),r=f.nestedProperty(t,this.id+\".camera\").get();function n(t,e,r,n){var i=[\"up\",\"center\",\"eye\"],a=[\"x\",\"y\",\"z\"];return e[i[r]]&&t[i[r]][a[n]]===e[i[r]][a[n]]}var i=!1;if(void 0===r)i=!0;else{for(var a=0;a<3;a++)for(var o=0;o<3;o++)if(!n(e,r,a,o)){i=!0;break}(!r.projection||e.projection&&e.projection.type!==r.projection.type)&&(i=!0)}return i},w.isAspectChanged=function(t){var e=this.glplot.getAspectratio(),r=f.nestedProperty(t,this.id+\".aspectratio\").get();return void 0===r||r.x!==e.x||r.y!==e.y||r.z!==e.z},w.saveLayout=function(t){var e,r,n,i,a,o,s=this.fullLayout,l=this.isCameraChanged(t),c=this.isAspectChanged(t),h=l||c;if(h){var p={};if(l&&(e=this.getCamera(),n=(r=f.nestedProperty(t,this.id+\".camera\")).get(),p[this.id+\".camera\"]=n),c&&(i=this.glplot.getAspectratio(),o=(a=f.nestedProperty(t,this.id+\".aspectratio\")).get(),p[this.id+\".aspectratio\"]=o),u.call(\"_storeDirectGUIEdit\",t,s._preGUI,p),l)r.set(e),f.nestedProperty(s,this.id+\".camera\").set(e);if(c)a.set(i),f.nestedProperty(s,this.id+\".aspectratio\").set(i),this.glplot.redraw()}return h},w.updateFx=function(t,e){var r=this.camera;if(r)if(\"orbit\"===t)r.mode=\"orbit\",r.keyBindingMode=\"rotate\";else if(\"turntable\"===t){r.up=[0,0,1],r.mode=\"turntable\",r.keyBindingMode=\"rotate\";var n=this.graphDiv,i=n._fullLayout,a=this.fullSceneLayout.camera,o=a.up.x,s=a.up.y,l=a.up.z;if(l/Math.sqrt(o*o+s*s+l*l)<.999){var c=this.id+\".camera.up\",h={x:0,y:0,z:1},p={};p[c]=h;var d=n.layout;u.call(\"_storeDirectGUIEdit\",d,i._preGUI,p),a.up=h,f.nestedProperty(d,c).set(h)}}else r.keyBindingMode=t;this.fullSceneLayout.hovermode=e},w.toImage=function(t){t||(t=\"png\"),this.staticMode&&this.container.appendChild(n),this.glplot.redraw();var e=this.glplot.gl,r=e.drawingBufferWidth,i=e.drawingBufferHeight;e.bindFramebuffer(e.FRAMEBUFFER,null);var a=new Uint8Array(r*i*4);e.readPixels(0,0,r,i,e.RGBA,e.UNSIGNED_BYTE,a),function(t,e,r){for(var n=0,i=r-1;n<i;++n,--i)for(var a=0;a<e;++a)for(var o=0;o<4;++o){var s=4*(e*n+a)+o,l=4*(e*i+a)+o,c=t[s];t[s]=t[l],t[l]=c}}(a,r,i),function(t,e,r){for(var n=0;n<r;++n)for(var i=0;i<e;++i){var a=4*(e*n+i),o=t[a+3];if(o>0)for(var s=255/o,l=0;l<3;++l)t[a+l]=Math.min(s*t[a+l],255)}}(a,r,i);var o=document.createElement(\"canvas\");o.width=r,o.height=i;var s,l=o.getContext(\"2d\",{willReadFrequently:!0}),c=l.createImageData(r,i);switch(c.data.set(a),l.putImageData(c,0,0),t){case\"jpeg\":s=o.toDataURL(\"image/jpeg\");break;case\"webp\":s=o.toDataURL(\"image/webp\");break;default:s=o.toDataURL(\"image/png\")}return this.staticMode&&this.container.removeChild(n),s},w.setConvert=function(){for(var t=0;t<3;t++){var e=this.fullSceneLayout[k[t]];p.setConvert(e,this.fullLayout),e.setScale=f.noop}},w.make4thDimension=function(){var t=this.graphDiv._fullLayout;this._mockAxis={type:\"linear\",showexponent:\"all\",exponentformat:\"B\"},p.setConvert(this._mockAxis,t)},e.exports=_},{\"../../../stackgl_modules\":1124,\"../../components/fx\":406,\"../../lib\":503,\"../../lib/show_no_webgl_msg\":525,\"../../lib/str2rgbarray\":528,\"../../plots/cartesian/axes\":554,\"../../registry\":638,\"./layout/convert\":602,\"./layout/spikes\":605,\"./layout/tick_marks\":606,\"./project\":607,\"has-passive-events\":229,\"webgl-context\":331}],609:[function(t,e,r){\"use strict\";e.exports=function(t,e,r,n){n=n||t.length;for(var i=new Array(n),a=0;a<n;a++)i[a]=[t[a],e[a],r[a]];return i}},{}],610:[function(t,e,r){\"use strict\";var n=t(\"./font_attributes\"),i=t(\"./animation_attributes\"),a=t(\"../components/color/attributes\"),o=t(\"../components/shapes/draw_newshape/attributes\"),s=t(\"./pad_attributes\"),l=t(\"../lib/extend\").extendFlat,c=n({editType:\"calc\"});c.family.dflt='\"Open Sans\", verdana, arial, sans-serif',c.size.dflt=12,c.color.dflt=a.defaultLine,e.exports={font:c,title:{text:{valType:\"string\",editType:\"layoutstyle\"},font:n({editType:\"layoutstyle\"}),xref:{valType:\"enumerated\",dflt:\"container\",values:[\"container\",\"paper\"],editType:\"layoutstyle\"},yref:{valType:\"enumerated\",dflt:\"container\",values:[\"container\",\"paper\"],editType:\"layoutstyle\"},x:{valType:\"number\",min:0,max:1,dflt:.5,editType:\"layoutstyle\"},y:{valType:\"number\",min:0,max:1,dflt:\"auto\",editType:\"layoutstyle\"},xanchor:{valType:\"enumerated\",dflt:\"auto\",values:[\"auto\",\"left\",\"center\",\"right\"],editType:\"layoutstyle\"},yanchor:{valType:\"enumerated\",dflt:\"auto\",values:[\"auto\",\"top\",\"middle\",\"bottom\"],editType:\"layoutstyle\"},pad:l(s({editType:\"layoutstyle\"}),{}),editType:\"layoutstyle\"},uniformtext:{mode:{valType:\"enumerated\",values:[!1,\"hide\",\"show\"],dflt:!1,editType:\"plot\"},minsize:{valType:\"number\",min:0,dflt:0,editType:\"plot\"},editType:\"plot\"},autosize:{valType:\"boolean\",dflt:!1,editType:\"none\"},width:{valType:\"number\",min:10,dflt:700,editType:\"plot\"},height:{valType:\"number\",min:10,dflt:450,editType:\"plot\"},margin:{l:{valType:\"number\",min:0,dflt:80,editType:\"plot\"},r:{valType:\"number\",min:0,dflt:80,editType:\"plot\"},t:{valType:\"number\",min:0,dflt:100,editType:\"plot\"},b:{valType:\"number\",min:0,dflt:80,editType:\"plot\"},pad:{valType:\"number\",min:0,dflt:0,editType:\"plot\"},autoexpand:{valType:\"boolean\",dflt:!0,editType:\"plot\"},editType:\"plot\"},computed:{valType:\"any\",editType:\"none\"},paper_bgcolor:{valType:\"color\",dflt:a.background,editType:\"plot\"},plot_bgcolor:{valType:\"color\",dflt:a.background,editType:\"layoutstyle\"},autotypenumbers:{valType:\"enumerated\",values:[\"convert types\",\"strict\"],dflt:\"convert types\",editType:\"calc\"},separators:{valType:\"string\",editType:\"plot\"},hidesources:{valType:\"boolean\",dflt:!1,editType:\"plot\"},showlegend:{valType:\"boolean\",editType:\"legend\"},colorway:{valType:\"colorlist\",dflt:a.defaults,editType:\"calc\"},datarevision:{valType:\"any\",editType:\"calc\"},uirevision:{valType:\"any\",editType:\"none\"},editrevision:{valType:\"any\",editType:\"none\"},selectionrevision:{valType:\"any\",editType:\"none\"},template:{valType:\"any\",editType:\"calc\"},newshape:o.newshape,activeshape:o.activeshape,meta:{valType:\"any\",arrayOk:!0,editType:\"plot\"},transition:l({},i.transition,{editType:\"none\"}),_deprecated:{title:{valType:\"string\",editType:\"layoutstyle\"},titlefont:n({editType:\"layoutstyle\"})}}},{\"../components/color/attributes\":365,\"../components/shapes/draw_newshape/attributes\":451,\"../lib/extend\":493,\"./animation_attributes\":548,\"./font_attributes\":585,\"./pad_attributes\":618}],611:[function(t,e,r){\"use strict\";var n=t(\"../../lib/sort_object_keys\"),i='\\xa9 <a target=\"_blank\" href=\"https://www.openstreetmap.org/copyright\">OpenStreetMap</a> contributors',a=['\\xa9 <a target=\"_blank\" href=\"https://carto.com/\">Carto</a>',i].join(\" \"),o=['Map tiles by <a target=\"_blank\" href=\"https://stamen.com\">Stamen Design</a>','under <a target=\"_blank\" href=\"https://creativecommons.org/licenses/by/3.0\">CC BY 3.0</a>',\"|\",'Data by <a target=\"_blank\" href=\"https://openstreetmap.org\">OpenStreetMap</a> contributors','under <a target=\"_blank\" href=\"https://www.openstreetmap.org/copyright\">ODbL</a>'].join(\" \"),s={\"open-street-map\":{id:\"osm\",version:8,sources:{\"plotly-osm-tiles\":{type:\"raster\",attribution:i,tiles:[\"https://a.tile.openstreetmap.org/{z}/{x}/{y}.png\",\"https://b.tile.openstreetmap.org/{z}/{x}/{y}.png\"],tileSize:256}},layers:[{id:\"plotly-osm-tiles\",type:\"raster\",source:\"plotly-osm-tiles\",minzoom:0,maxzoom:22}]},\"white-bg\":{id:\"white-bg\",version:8,sources:{},layers:[{id:\"white-bg\",type:\"background\",paint:{\"background-color\":\"#FFFFFF\"},minzoom:0,maxzoom:22}]},\"carto-positron\":{id:\"carto-positron\",version:8,sources:{\"plotly-carto-positron\":{type:\"raster\",attribution:a,tiles:[\"https://cartodb-basemaps-c.global.ssl.fastly.net/light_all/{z}/{x}/{y}.png\"],tileSize:256}},layers:[{id:\"plotly-carto-positron\",type:\"raster\",source:\"plotly-carto-positron\",minzoom:0,maxzoom:22}]},\"carto-darkmatter\":{id:\"carto-darkmatter\",version:8,sources:{\"plotly-carto-darkmatter\":{type:\"raster\",attribution:a,tiles:[\"https://cartodb-basemaps-c.global.ssl.fastly.net/dark_all/{z}/{x}/{y}.png\"],tileSize:256}},layers:[{id:\"plotly-carto-darkmatter\",type:\"raster\",source:\"plotly-carto-darkmatter\",minzoom:0,maxzoom:22}]},\"stamen-terrain\":{id:\"stamen-terrain\",version:8,sources:{\"plotly-stamen-terrain\":{type:\"raster\",attribution:o,tiles:[\"https://stamen-tiles.a.ssl.fastly.net/terrain/{z}/{x}/{y}.png\"],tileSize:256}},layers:[{id:\"plotly-stamen-terrain\",type:\"raster\",source:\"plotly-stamen-terrain\",minzoom:0,maxzoom:22}]},\"stamen-toner\":{id:\"stamen-toner\",version:8,sources:{\"plotly-stamen-toner\":{type:\"raster\",attribution:o,tiles:[\"https://stamen-tiles.a.ssl.fastly.net/toner/{z}/{x}/{y}.png\"],tileSize:256}},layers:[{id:\"plotly-stamen-toner\",type:\"raster\",source:\"plotly-stamen-toner\",minzoom:0,maxzoom:22}]},\"stamen-watercolor\":{id:\"stamen-watercolor\",version:8,sources:{\"plotly-stamen-watercolor\":{type:\"raster\",attribution:['Map 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t&&(-1!==p.styleValuesMapbox.indexOf(t)||0===t.indexOf(\"mapbox://\"))}r.name=\"mapbox\",r.attr=\"subplot\",r.idRoot=\"mapbox\",r.idRegex=r.attrRegex=i.counterRegex(\"mapbox\"),r.attributes={subplot:{valType:\"subplotid\",dflt:\"mapbox\",editType:\"calc\"}},r.layoutAttributes=t(\"./layout_attributes\"),r.supplyLayoutDefaults=t(\"./layout_defaults\"),r.plot=function(t){var e=t._fullLayout,r=t.calcdata,a=e._subplots.mapbox;if(n.version!==p.requiredVersion)throw new Error(p.wrongVersionErrorMsg);var o=function(t,e){var r=t._fullLayout;if(\"\"===t._context.mapboxAccessToken)return\"\";for(var n=[],a=[],o=!1,s=!1,l=0;l<e.length;l++){var c=r[e[l]],u=c.accesstoken;d(c.style)&&(u?i.pushUnique(n,u):(d(c._input.style)&&(i.error(\"Uses Mapbox map style, but did not set an access token.\"),o=!0),s=!0)),u&&i.pushUnique(a,u)}if(s){var f=o?p.noAccessTokenErrorMsg:p.missingStyleErrorMsg;throw i.error(f),new Error(f)}return 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m=c.select(s._subplot.div);if(!(null===m.select(\".mapboxgl-ctrl-logo\").node().offsetParent)){var g=e._glimages.append(\"g\");g.attr(\"transform\",a(n.l+n.w*h.x[0]+10,n.t+n.h*(1-h.y[0])-31)),g.append(\"path\").attr(\"d\",p.mapboxLogo.path0).style({opacity:.9,fill:\"#ffffff\",\"enable-background\":\"new\"}),g.append(\"path\").attr(\"d\",p.mapboxLogo.path1).style(\"opacity\",.35).style(\"enable-background\",\"new\"),g.append(\"path\").attr(\"d\",p.mapboxLogo.path2).style(\"opacity\",.35).style(\"enable-background\",\"new\"),g.append(\"polygon\").attr(\"points\",p.mapboxLogo.polygon).style({opacity:.9,fill:\"#ffffff\",\"enable-background\":\"new\"})}var v=m.select(\".mapboxgl-ctrl-attrib\").text().replace(\"Improve this map\",\"\"),y=e._glimages.append(\"g\"),x=y.append(\"text\");x.text(v).classed(\"static-attribution\",!0).attr({\"font-size\":12,\"font-family\":\"Arial\",color:\"rgba(0, 0, 0, 0.75)\",\"text-anchor\":\"end\",\"data-unformatted\":v});var b=u.bBox(x.node()),_=n.w*(h.x[1]-h.x[0]);if(b.width>_/2){var w=v.split(\"|\").join(\"<br>\");x.text(w).attr(\"data-unformatted\",w).call(f.convertToTspans,t),b=u.bBox(x.node())}x.attr(\"transform\",a(-3,8-b.height)),y.insert(\"rect\",\".static-attribution\").attr({x:-b.width-6,y:-b.height-3,width:b.width+6,height:b.height+3,fill:\"rgba(255, 255, 255, 0.75)\"});var T=1;b.width+6>_&&(T=_/(b.width+6));var k=[n.l+n.w*h.x[1],n.t+n.h*(1-h.y[0])];y.attr(\"transform\",a(k[0],k[1])+o(T))}},r.updateFx=function(t){for(var e=t._fullLayout,r=e._subplots.mapbox,n=0;n<r.length;n++){e[r[n]]._subplot.updateFx(e)}}},{\"../../components/drawing\":388,\"../../constants/xmlns_namespaces\":480,\"../../lib\":503,\"../../lib/svg_text_utils\":529,\"../../plots/get_data\":593,\"./constants\":611,\"./layout_attributes\":615,\"./layout_defaults\":616,\"./mapbox\":617,\"@plotly/d3\":58,\"mapbox-gl/dist/mapbox-gl-unminified\":239}],614:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../../lib/svg_text_utils\").sanitizeHTML,a=t(\"./convert_text_opts\"),o=t(\"./constants\");function s(t,e){this.subplot=t,this.uid=t.uid+\"-\"+e,this.index=e,this.idSource=\"source-\"+this.uid,this.idLayer=o.layoutLayerPrefix+this.uid,this.sourceType=null,this.source=null,this.layerType=null,this.below=null,this.visible=!1}var l=s.prototype;function c(t){if(!t.visible)return!1;var e=t.source;if(Array.isArray(e)&&e.length>0){for(var r=0;r<e.length;r++)if(\"string\"!=typeof e[r]||0===e[r].length)return!1;return!0}return n.isPlainObject(e)||\"string\"==typeof e&&e.length>0}function u(t){var e={},r={};switch(t.type){case\"circle\":n.extendFlat(r,{\"circle-radius\":t.circle.radius,\"circle-color\":t.color,\"circle-opacity\":t.opacity});break;case\"line\":n.extendFlat(r,{\"line-width\":t.line.width,\"line-color\":t.color,\"line-opacity\":t.opacity,\"line-dasharray\":t.line.dash});break;case\"fill\":n.extendFlat(r,{\"fill-color\":t.color,\"fill-outline-color\":t.fill.outlinecolor,\"fill-opacity\":t.opacity});break;case\"symbol\":var i=t.symbol,o=a(i.textposition,i.iconsize);n.extendFlat(e,{\"icon-image\":i.icon+\"-15\",\"icon-size\":i.iconsize/10,\"text-field\":i.text,\"text-size\":i.textfont.size,\"text-anchor\":o.anchor,\"text-offset\":o.offset,\"symbol-placement\":i.placement}),n.extendFlat(r,{\"icon-color\":t.color,\"text-color\":i.textfont.color,\"text-opacity\":t.opacity});break;case\"raster\":n.extendFlat(r,{\"raster-fade-duration\":0,\"raster-opacity\":t.opacity})}return{layout:e,paint:r}}l.update=function(t){this.visible?this.needsNewImage(t)?this.updateImage(t):this.needsNewSource(t)?(this.removeLayer(),this.updateSource(t),this.updateLayer(t)):this.needsNewLayer(t)?this.updateLayer(t):this.updateStyle(t):(this.updateSource(t),this.updateLayer(t)),this.visible=c(t)},l.needsNewImage=function(t){return this.subplot.map.getSource(this.idSource)&&\"image\"===this.sourceType&&\"image\"===t.sourcetype&&(this.source!==t.source||JSON.stringify(this.coordinates)!==JSON.stringify(t.coordinates))},l.needsNewSource=function(t){return this.sourceType!==t.sourcetype||JSON.stringify(this.source)!==JSON.stringify(t.source)||this.layerType!==t.type},l.needsNewLayer=function(t){return this.layerType!==t.type||this.below!==this.subplot.belowLookup[\"layout-\"+this.index]},l.lookupBelow=function(){return this.subplot.belowLookup[\"layout-\"+this.index]},l.updateImage=function(t){this.subplot.map.getSource(this.idSource).updateImage({url:t.source,coordinates:t.coordinates});var e=this.findFollowingMapboxLayerId(this.lookupBelow());null!==e&&this.subplot.map.moveLayer(this.idLayer,e)},l.updateSource=function(t){var e=this.subplot.map;if(e.getSource(this.idSource)&&e.removeSource(this.idSource),this.sourceType=t.sourcetype,this.source=t.source,c(t)){var r=function(t){var e,r=t.sourcetype,n=t.source,a={type:r};\"geojson\"===r?e=\"data\":\"vector\"===r?e=\"string\"==typeof n?\"url\":\"tiles\":\"raster\"===r?(e=\"tiles\",a.tileSize=256):\"image\"===r&&(e=\"url\",a.coordinates=t.coordinates);a[e]=n,t.sourceattribution&&(a.attribution=i(t.sourceattribution));return a}(t);e.addSource(this.idSource,r)}},l.findFollowingMapboxLayerId=function(t){if(\"traces\"===t)for(var e=this.subplot.getMapLayers(),r=0;r<e.length;r++){var n=e[r].id;if(\"string\"==typeof n&&0===n.indexOf(o.traceLayerPrefix)){t=n;break}}return t},l.updateLayer=function(t){var e=this.subplot,r=u(t),n=this.lookupBelow(),i=this.findFollowingMapboxLayerId(n);this.removeLayer(),c(t)&&e.addLayer({id:this.idLayer,source:this.idSource,\"source-layer\":t.sourcelayer||\"\",type:t.type,minzoom:t.minzoom,maxzoom:t.maxzoom,layout:r.layout,paint:r.paint},i),this.layerType=t.type,this.below=n},l.updateStyle=function(t){if(c(t)){var e=u(t);this.subplot.setOptions(this.idLayer,\"setLayoutProperty\",e.layout),this.subplot.setOptions(this.idLayer,\"setPaintProperty\",e.paint)}},l.removeLayer=function(){var t=this.subplot.map;t.getLayer(this.idLayer)&&t.removeLayer(this.idLayer)},l.dispose=function(){var t=this.subplot.map;t.getLayer(this.idLayer)&&t.removeLayer(this.idLayer),t.getSource(this.idSource)&&t.removeSource(this.idSource)},e.exports=function(t,e,r){var n=new s(t,e);return n.update(r),n}},{\"../../lib\":503,\"../../lib/svg_text_utils\":529,\"./constants\":611,\"./convert_text_opts\":612}],615:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../../components/color\").defaultLine,a=t(\"../domain\").attributes,o=t(\"../font_attributes\"),s=t(\"../../traces/scatter/attributes\").textposition,l=t(\"../../plot_api/edit_types\").overrideAll,c=t(\"../../plot_api/plot_template\").templatedArray,u=t(\"./constants\"),f=o({});f.family.dflt=\"Open Sans Regular, Arial Unicode MS 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e,r,s=this,c=s.isSmith,u=s.gd,f=s.layers,h=t._zoomlayer,p=S.MINZOOM,d=S.OFFEDGE,m=s.radius,x=s.innerRadius,T=s.cx,k=s.cy,A=s.cxx,M=s.cyy,L=s.sectorInRad,C=s.vangles,P=s.radialAxis,I=E.clampTiny,O=E.findXYatLength,z=E.findEnclosingVertexAngles,D=S.cornerHalfWidth,R=S.cornerLen/2,F=g.makeDragger(f,\"path\",\"maindrag\",!1===t.dragmode?\"none\":\"crosshair\");n.select(F).attr(\"d\",s.pathSubplot()).attr(\"transform\",l(T,k)),F.onmousemove=function(t){y.hover(u,t,s.id),u._fullLayout._lasthover=F,u._fullLayout._hoversubplot=s.id},F.onmouseout=function(t){u._dragging||v.unhover(u,t)};var B,N,j,U,V,H,q,G,Y,W={element:F,gd:u,subplot:s.id,plotinfo:{id:s.id,xaxis:s.xaxis,yaxis:s.yaxis},xaxes:[s.xaxis],yaxes:[s.yaxis]};function X(t,e){return Math.sqrt(t*t+e*e)}function Z(t,e){return X(t-A,e-M)}function J(t,e){return Math.atan2(M-e,t-A)}function K(t,e){return[t*Math.cos(e),t*Math.sin(-e)]}function Q(t,e){if(0===t)return s.pathSector(2*D);var 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O,z,D,B=g.makeRectDragger(u,T,\"crosshair\",-x,-x,y,y),N={element:B,gd:c};!1===t.dragmode&&(N.dragmode=!1),V(n.select(B),m.visible&&h<f,{transform:l(b,_)}),N.prepFn=function(){O=null,z=null,D=null,N.moveFn=j,N.doneFn=H,w(c)},N.clampFn=function(t,e){return Math.sqrt(t*t+e*e)<S.MINDRAG&&(t=0,e=0),[t,e]},v.init(N)}function j(t,e){if(O)O(t,e);else{var n=[t,-e],a=[Math.cos(M),Math.sin(M)],s=Math.abs(o.dot(n,a)/Math.sqrt(o.dot(n,n)));isNaN(s)||(O=s<.5?q:G)}var l={};!function(t){null!==z?t[i.id+\".radialaxis.angle\"]=z:null!==D&&(t[i.id+\".radialaxis.range[\"+r+\"]\"]=D)}(l),c.emit(\"plotly_relayouting\",l)}function H(){null!==z?a.call(\"_guiRelayout\",c,i.id+\".radialaxis.angle\",z):null!==D&&a.call(\"_guiRelayout\",c,i.id+\".radialaxis.range[\"+r+\"]\",D)}function q(t,e){if(0!==r){var n=b+t,a=_+e;z=Math.atan2(d-a,n-p),i.vangles&&(z=U(z,i.vangles)),z=F(z);var o=l(p,d)+s(-z);u[\"radial-axis\"].attr(\"transform\",o),u[\"radial-line\"].select(\"line\").attr(\"transform\",o);var 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e=this.graphDiv,r=t[this.id],n=this.clipId=\"clip\"+this.layoutId+this.id,i=this.clipIdRelative=\"clip-relative\"+this.layoutId+this.id;this.clipDef=o.ensureSingleById(t._clips,\"clipPath\",n,(function(t){t.append(\"path\").attr(\"d\",\"M0,0Z\")})),this.clipDefRelative=o.ensureSingleById(t._clips,\"clipPath\",i,(function(t){t.append(\"path\").attr(\"d\",\"M0,0Z\")})),this.plotContainer=o.ensureSingle(this.container,\"g\",this.id),this.updateLayers(r),u.setClipUrl(this.layers.backplot,n,e),u.setClipUrl(this.layers.grids,n,e)},S.updateLayers=function(t){var e=this.layers,r=[\"draglayer\",\"plotbg\",\"backplot\",\"grids\"];\"below traces\"===t.aaxis.layer&&r.push(\"aaxis\",\"aline\"),\"below traces\"===t.baxis.layer&&r.push(\"baxis\",\"bline\"),\"below traces\"===t.caxis.layer&&r.push(\"caxis\",\"cline\"),r.push(\"frontplot\"),\"above traces\"===t.aaxis.layer&&r.push(\"aaxis\",\"aline\"),\"above traces\"===t.baxis.layer&&r.push(\"baxis\",\"bline\"),\"above 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r,n,i,a,o,l,p=this,d=t.domain,m=(d.x[0]+d.x[1])/2,g=(d.y[0]+d.y[1])/2,v=d.x[1]-d.x[0],y=d.y[1]-d.y[0],x=v*e.w,b=y*e.h,_=t.sum,w=t.aaxis.min,T=t.baxis.min,k=t.caxis.min;x>E*b?i=(a=b)*E:a=(i=x)/E,o=v*i/x,l=y*a/b,r=e.l+e.w*m-i/2,n=e.t+e.h*(1-g)-a/2,p.x0=r,p.y0=n,p.w=i,p.h=a,p.sum=_,p.xaxis={type:\"linear\",range:[w+2*k-_,_-w-2*T],domain:[m-o/2,m+o/2],_id:\"x\"},f(p.xaxis,p.graphDiv._fullLayout),p.xaxis.setScale(),p.xaxis.isPtWithinRange=function(t){return t.a>=p.aaxis.range[0]&&t.a<=p.aaxis.range[1]&&t.b>=p.baxis.range[1]&&t.b<=p.baxis.range[0]&&t.c>=p.caxis.range[1]&&t.c<=p.caxis.range[0]},p.yaxis={type:\"linear\",range:[w,_-T-k],domain:[g-l/2,g+l/2],_id:\"y\"},f(p.yaxis,p.graphDiv._fullLayout),p.yaxis.setScale(),p.yaxis.isPtWithinRange=function(){return!0};var A=p.yaxis.domain[0],M=p.aaxis=h({},t.aaxis,{range:[w,_-T-k],side:\"left\",tickangle:(+t.aaxis.tickangle||0)-30,domain:[A,A+l*E],anchor:\"free\",position:0,_id:\"y\",_length:i});f(M,p.graphDiv._fullLayout),M.setScale();var 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D=s(r+i/2,n)+\"rotate(-30)\"+s(0,-L._offset);p.layers.caxis.attr(\"transform\",D),p.layers.cgrid.attr(\"transform\",D),p.drawAxes(!0),p.layers.aline.select(\"path\").attr(\"d\",M.showline?\"M\"+r+\",\"+(n+a)+\"l\"+i/2+\",-\"+a:\"M0,0\").call(c.stroke,M.linecolor||\"#000\").style(\"stroke-width\",(M.linewidth||0)+\"px\"),p.layers.bline.select(\"path\").attr(\"d\",S.showline?\"M\"+r+\",\"+(n+a)+\"h\"+i:\"M0,0\").call(c.stroke,S.linecolor||\"#000\").style(\"stroke-width\",(S.linewidth||0)+\"px\"),p.layers.cline.select(\"path\").attr(\"d\",L.showline?\"M\"+(r+i/2)+\",\"+n+\"l\"+i/2+\",\"+a:\"M0,0\").call(c.stroke,L.linecolor||\"#000\").style(\"stroke-width\",(L.linewidth||0)+\"px\"),p.graphDiv._context.staticPlot||p.initInteractions(),u.setClipUrl(p.layers.frontplot,p._hasClipOnAxisFalse?null:p.clipId,p.graphDiv)},S.drawAxes=function(t){var 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L=A.MINZOOM/2+.87,C=\"m-0.87,.5h\"+L+\"v3h-\"+(L+5.2)+\"l\"+(L/2+2.6)+\",-\"+(.87*L+4.5)+\"l2.6,1.5l-\"+L/2+\",\"+.87*L+\"Z\",P=\"m0.87,.5h-\"+L+\"v3h\"+(L+5.2)+\"l-\"+(L/2+2.6)+\",-\"+(.87*L+4.5)+\"l-2.6,1.5l\"+L/2+\",\"+.87*L+\"Z\",I=\"m0,1l\"+L/2+\",\"+.87*L+\"l2.6,-1.5l-\"+(L/2+2.6)+\",-\"+(.87*L+4.5)+\"l-\"+(L/2+2.6)+\",\"+(.87*L+4.5)+\"l2.6,1.5l\"+L/2+\",-\"+.87*L+\"Z\",O=!0;function z(t){n.select(t).selectAll(\".zoombox,.js-zoombox-backdrop,.js-zoombox-menu,.zoombox-corners\").remove()}S.clearSelect=function(){k(this.dragOptions),T(this.dragOptions.gd)},S.initInteractions=function(){var t,e,r,n,f,h,p,d,v,b,T,k,M=this,S=M.layers.plotbg.select(\"path\").node(),L=M.graphDiv,D=L._fullLayout._zoomlayer;function R(t){var e={};return e[M.id+\".aaxis.min\"]=t.a,e[M.id+\".baxis.min\"]=t.b,e[M.id+\".caxis.min\"]=t.c,e}function F(t,e){var 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r=t/M.xaxis._m,n=e/M.yaxis._m,i=[(p={a:f.a-n,b:f.b+(r+n)/2,c:f.c-(r-n)/2}).a,p.b,p.c].sort(o.sorterAsc),a=i.indexOf(p.a),l=i.indexOf(p.b),c=i.indexOf(p.c);i[0]<0&&(i[1]+i[0]/2<0?(i[2]+=i[0]+i[1],i[0]=i[1]=0):(i[2]+=i[0]/2,i[1]+=i[0]/2,i[0]=0),p={a:i[a],b:i[l],c:i[c]},e=(f.a-p.a)*M.yaxis._m,t=(f.c-p.c-f.b+p.b)*M.xaxis._m);var h=s(M.x0+t,M.y0+e);M.plotContainer.selectAll(\".scatterlayer,.maplayer\").attr(\"transform\",h);var d=s(-t,-e);M.clipDefRelative.select(\"path\").attr(\"transform\",d),M.aaxis.range=[p.a,M.sum-p.b-p.c],M.baxis.range=[M.sum-p.a-p.c,p.b],M.caxis.range=[M.sum-p.a-p.b,p.c],M.drawAxes(!1),M._hasClipOnAxisFalse&&M.plotContainer.select(\".scatterlayer\").selectAll(\".trace\").call(u.hideOutsideRangePoints,M),L.emit(\"plotly_relayouting\",R(p))}function 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n=t(\"../../components/colorscale/defaults\"),i=t(\"./label_defaults\");e.exports=function(t,e,r,a,o){var s,l=r(\"contours.coloring\"),c=\"\";\"fill\"===l&&(s=r(\"contours.showlines\")),!1!==s&&(\"lines\"!==l&&(c=r(\"line.color\",\"#000\")),r(\"line.width\",.5),r(\"line.dash\")),\"none\"!==l&&(!0!==t.showlegend&&(e.showlegend=!1),e._dfltShowLegend=!1,n(t,e,a,r,{prefix:\"\",cLetter:\"z\"})),r(\"line.smoothing\"),i(r,a,c,o)}},{\"../../components/colorscale/defaults\":376,\"./label_defaults\":750}],757:[function(t,e,r){\"use strict\";var n=t(\"../heatmap/attributes\"),i=t(\"../contour/attributes\"),a=t(\"../../components/colorscale/attributes\"),o=t(\"../../lib/extend\").extendFlat,s=i.contours;e.exports=o({carpet:{valType:\"string\",editType:\"calc\"},z:n.z,a:n.x,a0:n.x0,da:n.dx,b:n.y,b0:n.y0,db:n.dy,text:n.text,hovertext:n.hovertext,transpose:n.transpose,atype:n.xtype,btype:n.ytype,fillcolor:i.fillcolor,autocontour:i.autocontour,ncontours:i.ncontours,contours:{type:s.type,start:s.start,end:s.end,size:s.size,coloring:{valType:\"enumerated\",values:[\"fill\",\"lines\",\"none\"],dflt:\"fill\",editType:\"calc\"},showlines:s.showlines,showlabels:s.showlabels,labelfont:s.labelfont,labelformat:s.labelformat,operation:s.operation,value:s.value,editType:\"calc\",impliedEdits:{autocontour:!1}},line:{color:i.line.color,width:i.line.width,dash:i.line.dash,smoothing:i.line.smoothing,editType:\"plot\"},transforms:void 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n=t(\"../pie/layout_attributes\").hiddenlabels;e.exports={hiddenlabels:n,funnelareacolorway:{valType:\"colorlist\",editType:\"calc\"},extendfunnelareacolors:{valType:\"boolean\",dflt:!0,editType:\"calc\"}}},{\"../pie/layout_attributes\":908}],789:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"./layout_attributes\");e.exports=function(t,e){function r(r,a){return n.coerce(t,e,i,r,a)}r(\"hiddenlabels\"),r(\"funnelareacolorway\",e.colorway),r(\"extendfunnelareacolors\")}},{\"../../lib\":503,\"./layout_attributes\":788}],790:[function(t,e,r){\"use strict\";var 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n=t(\"../scatter/attributes\"),i=t(\"../../plots/attributes\"),a=t(\"../../plots/font_attributes\"),o=t(\"../../plots/cartesian/axis_format_attributes\").axisHoverFormat,s=t(\"../../plots/template_attributes\").hovertemplateAttrs,l=t(\"../../plots/template_attributes\").texttemplateAttrs,c=t(\"../../components/colorscale/attributes\"),u=t(\"../../lib/extend\").extendFlat;e.exports=u({z:{valType:\"data_array\",editType:\"calc\"},x:u({},n.x,{impliedEdits:{xtype:\"array\"}}),x0:u({},n.x0,{impliedEdits:{xtype:\"scaled\"}}),dx:u({},n.dx,{impliedEdits:{xtype:\"scaled\"}}),y:u({},n.y,{impliedEdits:{ytype:\"array\"}}),y0:u({},n.y0,{impliedEdits:{ytype:\"scaled\"}}),dy:u({},n.dy,{impliedEdits:{ytype:\"scaled\"}}),xperiod:u({},n.xperiod,{impliedEdits:{xtype:\"scaled\"}}),yperiod:u({},n.yperiod,{impliedEdits:{ytype:\"scaled\"}}),xperiod0:u({},n.xperiod0,{impliedEdits:{xtype:\"scaled\"}}),yperiod0:u({},n.yperiod0,{impliedEdits:{ytype:\"scaled\"}}),xperiodalignment:u({},n.xperiodalignment,{impliedEdits:{xtype:\"scaled\"}}),yperiodalignment:u({},n.yperiodalignment,{impliedEdits:{ytype:\"scaled\"}}),text:{valType:\"data_array\",editType:\"calc\"},hovertext:{valType:\"data_array\",editType:\"calc\"},transpose:{valType:\"boolean\",dflt:!1,editType:\"calc\"},xtype:{valType:\"enumerated\",values:[\"array\",\"scaled\"],editType:\"calc+clearAxisTypes\"},ytype:{valType:\"enumerated\",values:[\"array\",\"scaled\"],editType:\"calc+clearAxisTypes\"},zsmooth:{valType:\"enumerated\",values:[\"fast\",\"best\",!1],dflt:!1,editType:\"calc\"},hoverongaps:{valType:\"boolean\",dflt:!0,editType:\"none\"},connectgaps:{valType:\"boolean\",editType:\"calc\"},xgap:{valType:\"number\",dflt:0,min:0,editType:\"plot\"},ygap:{valType:\"number\",dflt:0,min:0,editType:\"plot\"},xhoverformat:o(\"x\"),yhoverformat:o(\"y\"),zhoverformat:o(\"z\",1),hovertemplate:s(),texttemplate:l({arrayOk:!1,editType:\"plot\"},{keys:[\"x\",\"y\",\"z\",\"text\"]}),textfont:a({editType:\"plot\",autoSize:!0,autoColor:!0,colorEditType:\"style\"}),showlegend:u({},i.showlegend,{dflt:!1})},{transforms:void 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W=_.selectAll(\"g.gauge-outline\").data([x]);W.enter().append(\"g\").classed(\"gauge-outline\",!0).append(\"path\"),W.select(\"path\").call(P).call(T),W.exit().remove()}(t,0,e,{radius:U,innerRadius:V,gauge:Y,layer:W,size:B,gaugeBg:C,gaugeOutline:P,transitionOpts:r,onComplete:g});var X=O.selectAll(\"g.bullet\").data(R?e:[]);X.exit().remove();var Z=O.selectAll(\"g.bulletaxis\").data(R?e:[]);Z.exit().remove(),R&&function(t,e,r,n){var i,a,o,s,c,u=r[0].trace,f=n.gauge,p=n.layer,m=n.gaugeBg,g=n.gaugeOutline,v=n.size,x=u.domain,b=n.transitionOpts,_=n.onComplete;f.enter().append(\"g\").classed(\"bullet\",!0),f.attr(\"transform\",l(v.l,v.t)),p.enter().append(\"g\").classed(\"bulletaxis\",!0).classed(\"crisp\",!0),p.selectAll(\"g.xbulletaxistick,path,text\").remove();var A=v.h,M=u.gauge.bar.thickness*A,S=x.x[0],E=x.x[0]+(x.x[1]-x.x[0])*(u._hasNumber||u._hasDelta?1-h.bulletNumberDomainSize:1);(i=k(t,u.gauge.axis))._id=\"xbulletaxis\",i.domain=[S,E],i.setScale(),a=d.calcTicks(i),o=d.makeTransTickFn(i),s=d.getTickSigns(i)[2],c=v.t+v.h,i.visible&&(d.drawTicks(t,i,{vals:\"inside\"===i.ticks?d.clipEnds(i,a):a,layer:p,path:d.makeTickPath(i,c,s),transFn:o}),d.drawLabels(t,i,{vals:a,layer:p,transFn:o,labelFns:d.makeLabelFns(i,c)}));function L(t){t.attr(\"width\",(function(t){return Math.max(0,i.c2p(t.range[1])-i.c2p(t.range[0]))})).attr(\"x\",(function(t){return i.c2p(t.range[0])})).attr(\"y\",(function(t){return.5*(1-t.thickness)*A})).attr(\"height\",(function(t){return t.thickness*A}))}var C=[m].concat(u.gauge.steps),P=f.selectAll(\"g.bg-bullet\").data(C);P.enter().append(\"g\").classed(\"bg-bullet\",!0).append(\"rect\"),P.select(\"rect\").call(L).call(T),P.exit().remove();var 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n=t(\"../../components/colorscale/attributes\"),i=t(\"../../plots/cartesian/axis_format_attributes\").axisHoverFormat,a=t(\"../../plots/template_attributes\").hovertemplateAttrs,o=t(\"../surface/attributes\"),s=t(\"../../plots/attributes\"),l=t(\"../../lib/extend\").extendFlat;e.exports=l({x:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},y:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},z:{valType:\"data_array\",editType:\"calc+clearAxisTypes\"},i:{valType:\"data_array\",editType:\"calc\"},j:{valType:\"data_array\",editType:\"calc\"},k:{valType:\"data_array\",editType:\"calc\"},text:{valType:\"string\",dflt:\"\",arrayOk:!0,editType:\"calc\"},hovertext:{valType:\"string\",dflt:\"\",arrayOk:!0,editType:\"calc\"},hovertemplate:a({editType:\"calc\"}),xhoverformat:i(\"x\"),yhoverformat:i(\"y\"),zhoverformat:i(\"z\"),delaunayaxis:{valType:\"enumerated\",values:[\"x\",\"y\",\"z\"],dflt:\"z\",editType:\"calc\"},alphahull:{valType:\"number\",dflt:-1,editType:\"calc\"},intensity:{valType:\"data_array\",editType:\"calc\"},intensitymode:{valType:\"enumerated\",values:[\"vertex\",\"cell\"],dflt:\"vertex\",editType:\"calc\"},color:{valType:\"color\",editType:\"calc\"},vertexcolor:{valType:\"data_array\",editType:\"calc\"},facecolor:{valType:\"data_array\",editType:\"calc\"},transforms:void 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n=t(\"../../components/colorscale/calc\");e.exports=function(t,e){e.intensity&&n(t,e,{vals:e.intensity,containerStr:\"\",cLetter:\"c\"})}},{\"../../components/colorscale/calc\":374}],869:[function(t,e,r){\"use strict\";var n=t(\"../../../stackgl_modules\").gl_mesh3d,i=t(\"../../../stackgl_modules\").delaunay_triangulate,a=t(\"../../../stackgl_modules\").alpha_shape,o=t(\"../../../stackgl_modules\").convex_hull,s=t(\"../../lib/gl_format_color\").parseColorScale,l=t(\"../../lib/str2rgbarray\"),c=t(\"../../components/colorscale\").extractOpts,u=t(\"../../plots/gl3d/zip3\");function f(t,e,r){this.scene=t,this.uid=r,this.mesh=e,this.name=\"\",this.color=\"#fff\",this.data=null,this.showContour=!1}var h=f.prototype;function p(t){for(var e=[],r=t.length,n=0;n<r;n++)e[n]=l(t[n]);return e}function d(t,e,r,n){for(var i=[],a=e.length,o=0;o<a;o++)i[o]=t.d2l(e[o],0,n)*r;return i}function m(t){for(var e=[],r=t.length,n=0;n<r;n++)e[n]=Math.round(t[n]);return e}function g(t,e){for(var r=t.length,n=0;n<r;n++)if(t[n]<=-.5||t[n]>=e-.5)return!1;return!0}h.handlePick=function(t){if(t.object===this.mesh){var e=t.index=t.data.index;t.data._cellCenter?t.traceCoordinate=t.data.dataCoordinate:t.traceCoordinate=[this.data.x[e],this.data.y[e],this.data.z[e]];var r=this.data.hovertext||this.data.text;return Array.isArray(r)&&void 0!==r[e]?t.textLabel=r[e]:r&&(t.textLabel=r),!0}},h.update=function(t){var e=this.scene,r=e.fullSceneLayout;this.data=t;var n,f=t.x.length,h=u(d(r.xaxis,t.x,e.dataScale[0],t.xcalendar),d(r.yaxis,t.y,e.dataScale[1],t.ycalendar),d(r.zaxis,t.z,e.dataScale[2],t.zcalendar));if(t.i&&t.j&&t.k){if(t.i.length!==t.j.length||t.j.length!==t.k.length||!g(t.i,f)||!g(t.j,f)||!g(t.k,f))return;n=u(m(t.i),m(t.j),m(t.k))}else n=0===t.alphahull?o(h):t.alphahull>0?a(t.alphahull,h):function(t,e){for(var r=[\"x\",\"y\",\"z\"].indexOf(t),n=[],a=e.length,o=0;o<a;o++)n[o]=[e[o][(r+1)%3],e[o][(r+2)%3]];return i(n)}(t.delaunayaxis,h);var v={positions:h,cells:n,lightPosition:[t.lightposition.x,t.lightposition.y,t.lightposition.z],ambient:t.lighting.ambient,diffuse:t.lighting.diffuse,specular:t.lighting.specular,roughness:t.lighting.roughness,fresnel:t.lighting.fresnel,vertexNormalsEpsilon:t.lighting.vertexnormalsepsilon,faceNormalsEpsilon:t.lighting.facenormalsepsilon,opacity:t.opacity,contourEnable:t.contour.show,contourColor:l(t.contour.color).slice(0,3),contourWidth:t.contour.width,useFacetNormals:t.flatshading};if(t.intensity){var y=c(t);this.color=\"#fff\";var x=t.intensitymode;v[x+\"Intensity\"]=t.intensity,v[x+\"IntensityBounds\"]=[y.min,y.max],v.colormap=s(t)}else t.vertexcolor?(this.color=t.vertexcolor[0],v.vertexColors=p(t.vertexcolor)):t.facecolor?(this.color=t.facecolor[0],v.cellColors=p(t.facecolor)):(this.color=t.color,v.meshColor=l(t.color));this.mesh.update(v)},h.dispose=function(){this.scene.glplot.remove(this.mesh),this.mesh.dispose()},e.exports=function(t,e){var r=t.glplot.gl,i=n({gl:r}),a=new 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n=t(\"../../lib\").extendFlat,i=t(\"../scatter/attributes\"),a=t(\"../../plots/cartesian/axis_format_attributes\").axisHoverFormat,o=t(\"../../components/drawing/attributes\").dash,s=t(\"../../components/fx/attributes\"),l=t(\"../../constants/delta.js\"),c=l.INCREASING.COLOR,u=l.DECREASING.COLOR,f=i.line;function 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E=S.enter().append(\"rect\").attr(\"class\",\"bandrect\").attr(\"stroke-opacity\",0).attr(\"fill\",(function(t){return t.color})).attr(\"fill-opacity\",0);S.attr(\"fill\",(function(t){return t.color})).attr(\"width\",(function(t){return t.width})).attr(\"height\",(function(t){return t.height})).attr(\"y\",(function(t){return t.y})).attr(\"cursor\",(function(t){return\"fixed\"===t.parcatsViewModel.arrangement?\"default\":\"perpendicular\"===t.parcatsViewModel.arrangement?\"ns-resize\":\"move\"})),k(E),S.exit().remove(),M.append(\"text\").attr(\"class\",\"catlabel\").attr(\"pointer-events\",\"none\");var z=e._fullLayout.paper_bgcolor;A.select(\"text.catlabel\").attr(\"text-anchor\",(function(t){return d(t)?\"start\":\"end\"})).attr(\"alignment-baseline\",\"middle\").style(\"text-shadow\",f.makeTextShadow(z)).style(\"fill\",\"rgb(0, 0, 0)\").attr(\"x\",(function(t){return d(t)?t.width+5:-5})).attr(\"y\",(function(t){return t.height/2})).text((function(t){return t.model.categoryLabel})).each((function(t){c.font(n.select(this),t.parcatsViewModel.categorylabelfont),f.convertToTspans(n.select(this),e)})),M.append(\"text\").attr(\"class\",\"dimlabel\"),A.select(\"text.dimlabel\").attr(\"text-anchor\",\"middle\").attr(\"alignment-baseline\",\"baseline\").attr(\"cursor\",(function(t){return\"fixed\"===t.parcatsViewModel.arrangement?\"default\":\"ew-resize\"})).attr(\"x\",(function(t){return t.width/2})).attr(\"y\",-5).text((function(t,e){return 0===e?t.parcatsViewModel.model.dimensions[t.model.dimensionInd].dimensionLabel:null})).each((function(t){c.font(n.select(this),t.parcatsViewModel.labelfont)})),A.selectAll(\"rect.bandrect\").on(\"mouseover\",L).on(\"mouseout\",C),A.exit().remove(),w.call(n.behavior.drag().origin((function(t){return{x:t.x,y:0}})).on(\"dragstart\",P).on(\"drag\",I).on(\"dragend\",O)),u.each((function(t){t.traceSelection=n.select(this),t.pathSelection=n.select(this).selectAll(\"g.paths\").selectAll(\"path.path\"),t.dimensionSelection=n.select(this).selectAll(\"g.dimensions\").selectAll(\"g.dimension\")})),u.exit().remove()}function p(t){return t.key}function d(t){var e=t.parcatsViewModel.dimensions.length,r=t.parcatsViewModel.dimensions[e-1].model.dimensionInd;return t.model.dimensionInd===r}function m(t,e){return t.model.rawColor>e.model.rawColor?1:t.model.rawColor<e.model.rawColor?-1:0}function g(t){if(!t.parcatsViewModel.dragDimension&&-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"skip\")){s.raiseToTop(this),w(n.select(this));var e=y(t),r=x(t);if(t.parcatsViewModel.graphDiv.emit(\"plotly_hover\",{points:e,event:n.event,constraints:r}),-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"none\")){var i,a,l,c=n.mouse(this)[0],f=t.parcatsViewModel.graphDiv,h=t.parcatsViewModel.trace,p=f._fullLayout,d=p._paperdiv.node().getBoundingClientRect(),m=t.parcatsViewModel.graphDiv.getBoundingClientRect();for(l=0;l<t.leftXs.length-1;l++)if(t.leftXs[l]+t.dimWidths[l]-2<=c&&c<=t.leftXs[l+1]+2){var g=t.parcatsViewModel.dimensions[l],v=t.parcatsViewModel.dimensions[l+1];i=(g.x+g.width+v.x)/2,a=(t.topYs[l]+t.topYs[l+1]+t.height)/2;break}var b=t.parcatsViewModel.x+i,_=t.parcatsViewModel.y+a,T=u.mostReadable(t.model.color,[\"black\",\"white\"]),k=t.model.count,A=k/t.parcatsViewModel.model.count,M={countLabel:k,probabilityLabel:A.toFixed(3)},S=[];-1!==t.parcatsViewModel.hoverinfoItems.indexOf(\"count\")&&S.push([\"Count:\",M.countLabel].join(\" \")),-1!==t.parcatsViewModel.hoverinfoItems.indexOf(\"probability\")&&S.push([\"P:\",M.probabilityLabel].join(\" \"));var E=S.join(\"<br>\"),L=n.mouse(f)[0];o.loneHover({trace:h,x:b-d.left+m.left,y:_-d.top+m.top,text:E,color:t.model.color,borderColor:\"black\",fontFamily:'Monaco, \"Courier New\", monospace',fontSize:10,fontColor:T,idealAlign:L<b?\"right\":\"left\",hovertemplate:(h.line||{}).hovertemplate,hovertemplateLabels:M,eventData:[{data:h._input,fullData:h,count:k,probability:A}]},{container:p._hoverlayer.node(),outerContainer:p._paper.node(),gd:f})}}}function v(t){if(!t.parcatsViewModel.dragDimension&&(_(n.select(this)),o.loneUnhover(t.parcatsViewModel.graphDiv._fullLayout._hoverlayer.node()),t.parcatsViewModel.pathSelection.sort(m),-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"skip\"))){var e=y(t),r=x(t);t.parcatsViewModel.graphDiv.emit(\"plotly_unhover\",{points:e,event:n.event,constraints:r})}}function y(t){for(var e=[],r=z(t.parcatsViewModel),n=0;n<t.model.valueInds.length;n++){var i=t.model.valueInds[n];e.push({curveNumber:r,pointNumber:i})}return e}function x(t){for(var e={},r=t.parcatsViewModel.model.dimensions,n=0;n<r.length;n++){var i=r[n],a=i.categories[t.model.categoryInds[n]];e[i.containerInd]=a.categoryValue}return void 0!==t.model.rawColor&&(e.color=t.model.rawColor),e}function b(t){if(-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"skip\")){var e=y(t),r=x(t);t.parcatsViewModel.graphDiv.emit(\"plotly_click\",{points:e,event:n.event,constraints:r})}}function _(t){t.attr(\"fill\",(function(t){return t.model.color})).attr(\"fill-opacity\",.6).attr(\"stroke\",\"lightgray\").attr(\"stroke-width\",.2).attr(\"stroke-opacity\",1)}function w(t){t.attr(\"fill-opacity\",.8).attr(\"stroke\",(function(t){return u.mostReadable(t.model.color,[\"black\",\"white\"])})).attr(\"stroke-width\",.3)}function T(t){t.select(\"rect.catrect\").attr(\"stroke\",\"black\").attr(\"stroke-width\",1).attr(\"stroke-opacity\",1)}function k(t){t.attr(\"stroke\",\"black\").attr(\"stroke-width\",.2).attr(\"stroke-opacity\",1).attr(\"fill-opacity\",1)}function A(t){var e=t.parcatsViewModel.pathSelection,r=t.categoryViewModel.model.dimensionInd,n=t.categoryViewModel.model.categoryInd;return e.filter((function(e){return e.model.categoryInds[r]===n&&e.model.color===t.color}))}function M(t,e,r){var i=n.select(t).datum(),a=i.categoryViewModel.model,o=i.parcatsViewModel.graphDiv,s=n.select(t.parentNode).selectAll(\"rect.bandrect\"),l=[];s.each((function(t){A(t).each((function(t){Array.prototype.push.apply(l,y(t))}))}));var c={};c[a.dimensionInd]=a.categoryValue,o.emit(e,{points:l,event:r,constraints:c})}function S(t,e,r){var i=n.select(t).datum(),a=i.categoryViewModel.model,o=i.parcatsViewModel.graphDiv,s=A(i),l=[];s.each((function(t){Array.prototype.push.apply(l,y(t))}));var c={};c[a.dimensionInd]=a.categoryValue,void 0!==i.rawColor&&(c.color=i.rawColor),o.emit(e,{points:l,event:r,constraints:c})}function E(t,e,r){t._fullLayout._calcInverseTransform(t);var i,a,o=t._fullLayout._invScaleX,s=t._fullLayout._invScaleY,l=n.select(r.parentNode).select(\"rect.catrect\"),c=l.node().getBoundingClientRect(),u=l.datum(),f=u.parcatsViewModel,h=f.model.dimensions[u.model.dimensionInd],p=f.trace,d=c.top+c.height/2;f.dimensions.length>1&&h.displayInd===f.dimensions.length-1?(i=c.left,a=\"left\"):(i=c.left+c.width,a=\"right\");var m=u.model.count,g=u.model.categoryLabel,v=m/u.parcatsViewModel.model.count,y={countLabel:m,categoryLabel:g,probabilityLabel:v.toFixed(3)},x=[];-1!==u.parcatsViewModel.hoverinfoItems.indexOf(\"count\")&&x.push([\"Count:\",y.countLabel].join(\" \")),-1!==u.parcatsViewModel.hoverinfoItems.indexOf(\"probability\")&&x.push([\"P(\"+y.categoryLabel+\"):\",y.probabilityLabel].join(\" \"));var b=x.join(\"<br>\");return{trace:p,x:o*(i-e.left),y:s*(d-e.top),text:b,color:\"lightgray\",borderColor:\"black\",fontFamily:'Monaco, \"Courier New\", monospace',fontSize:12,fontColor:\"black\",idealAlign:a,hovertemplate:p.hovertemplate,hovertemplateLabels:y,eventData:[{data:p._input,fullData:p,count:m,category:g,probability:v}]}}function L(t){if(!t.parcatsViewModel.dragDimension&&-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"skip\")){if(n.mouse(this)[1]<-1)return;var e,r=t.parcatsViewModel.graphDiv,i=r._fullLayout,a=i._paperdiv.node().getBoundingClientRect(),l=t.parcatsViewModel.hoveron;if(\"color\"===l?(!function(t){var e=n.select(t).datum(),r=A(e);w(r),r.each((function(){s.raiseToTop(this)})),n.select(t.parentNode).selectAll(\"rect.bandrect\").filter((function(t){return t.color===e.color})).each((function(){s.raiseToTop(this),n.select(this).attr(\"stroke\",\"black\").attr(\"stroke-width\",1.5)}))}(this),S(this,\"plotly_hover\",n.event)):(!function(t){n.select(t.parentNode).selectAll(\"rect.bandrect\").each((function(t){var e=A(t);w(e),e.each((function(){s.raiseToTop(this)}))})),n.select(t.parentNode).select(\"rect.catrect\").attr(\"stroke\",\"black\").attr(\"stroke-width\",2.5)}(this),M(this,\"plotly_hover\",n.event)),-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"none\"))\"category\"===l?e=E(r,a,this):\"color\"===l?e=function(t,e,r){t._fullLayout._calcInverseTransform(t);var i,a,o=t._fullLayout._invScaleX,s=t._fullLayout._invScaleY,l=r.getBoundingClientRect(),c=n.select(r).datum(),f=c.categoryViewModel,h=f.parcatsViewModel,p=h.model.dimensions[f.model.dimensionInd],d=h.trace,m=l.y+l.height/2;h.dimensions.length>1&&p.displayInd===h.dimensions.length-1?(i=l.left,a=\"left\"):(i=l.left+l.width,a=\"right\");var g=f.model.categoryLabel,v=c.parcatsViewModel.model.count,y=0;c.categoryViewModel.bands.forEach((function(t){t.color===c.color&&(y+=t.count)}));var x=f.model.count,b=0;h.pathSelection.each((function(t){t.model.color===c.color&&(b+=t.model.count)}));var _=y/v,w=y/b,T=y/x,k={countLabel:v,categoryLabel:g,probabilityLabel:_.toFixed(3)},A=[];-1!==f.parcatsViewModel.hoverinfoItems.indexOf(\"count\")&&A.push([\"Count:\",k.countLabel].join(\" \")),-1!==f.parcatsViewModel.hoverinfoItems.indexOf(\"probability\")&&(A.push(\"P(color \\u2229 \"+g+\"): \"+k.probabilityLabel),A.push(\"P(\"+g+\" | color): \"+w.toFixed(3)),A.push(\"P(color | \"+g+\"): \"+T.toFixed(3)));var M=A.join(\"<br>\"),S=u.mostReadable(c.color,[\"black\",\"white\"]);return{trace:d,x:o*(i-e.left),y:s*(m-e.top),text:M,color:c.color,borderColor:\"black\",fontFamily:'Monaco, \"Courier New\", monospace',fontColor:S,fontSize:10,idealAlign:a,hovertemplate:d.hovertemplate,hovertemplateLabels:k,eventData:[{data:d._input,fullData:d,category:g,count:v,probability:_,categorycount:x,colorcount:b,bandcolorcount:y}]}}(r,a,this):\"dimension\"===l&&(e=function(t,e,r){var i=[];return n.select(r.parentNode.parentNode).selectAll(\"g.category\").select(\"rect.catrect\").each((function(){i.push(E(t,e,this))})),i}(r,a,this)),e&&o.loneHover(e,{container:i._hoverlayer.node(),outerContainer:i._paper.node(),gd:r})}}function C(t){var e=t.parcatsViewModel;if(!e.dragDimension&&(_(e.pathSelection),T(e.dimensionSelection.selectAll(\"g.category\")),k(e.dimensionSelection.selectAll(\"g.category\").selectAll(\"rect.bandrect\")),o.loneUnhover(e.graphDiv._fullLayout._hoverlayer.node()),e.pathSelection.sort(m),-1===e.hoverinfoItems.indexOf(\"skip\"))){\"color\"===t.parcatsViewModel.hoveron?S(this,\"plotly_unhover\",n.event):M(this,\"plotly_unhover\",n.event)}}function P(t){\"fixed\"!==t.parcatsViewModel.arrangement&&(t.dragDimensionDisplayInd=t.model.displayInd,t.initialDragDimensionDisplayInds=t.parcatsViewModel.model.dimensions.map((function(t){return t.displayInd})),t.dragHasMoved=!1,t.dragCategoryDisplayInd=null,n.select(this).selectAll(\"g.category\").select(\"rect.catrect\").each((function(e){var r=n.mouse(this)[0],i=n.mouse(this)[1];-2<=r&&r<=e.width+2&&-2<=i&&i<=e.height+2&&(t.dragCategoryDisplayInd=e.model.displayInd,t.initialDragCategoryDisplayInds=t.model.categories.map((function(t){return t.displayInd})),e.model.dragY=e.y,s.raiseToTop(this.parentNode),n.select(this.parentNode).selectAll(\"rect.bandrect\").each((function(e){e.y<i&&i<=e.y+e.height&&(t.potentialClickBand=this)})))})),t.parcatsViewModel.dragDimension=t,o.loneUnhover(t.parcatsViewModel.graphDiv._fullLayout._hoverlayer.node()))}function I(t){if(\"fixed\"!==t.parcatsViewModel.arrangement&&(t.dragHasMoved=!0,null!==t.dragDimensionDisplayInd)){var e=t.dragDimensionDisplayInd,r=e-1,i=e+1,a=t.parcatsViewModel.dimensions[e];if(null!==t.dragCategoryDisplayInd){var o=a.categories[t.dragCategoryDisplayInd];o.model.dragY+=n.event.dy;var s=o.model.dragY,l=o.model.displayInd,c=a.categories,u=c[l-1],f=c[l+1];void 0!==u&&s<u.y+u.height/2&&(o.model.displayInd=u.model.displayInd,u.model.displayInd=l),void 0!==f&&s+o.height>f.y+f.height/2&&(o.model.displayInd=f.model.displayInd,f.model.displayInd=l),t.dragCategoryDisplayInd=o.model.displayInd}if(null===t.dragCategoryDisplayInd||\"freeform\"===t.parcatsViewModel.arrangement){a.model.dragX=n.event.x;var h=t.parcatsViewModel.dimensions[r],p=t.parcatsViewModel.dimensions[i];void 0!==h&&a.model.dragX<h.x+h.width&&(a.model.displayInd=h.model.displayInd,h.model.displayInd=e),void 0!==p&&a.model.dragX+a.width>p.x&&(a.model.displayInd=p.model.displayInd,p.model.displayInd=t.dragDimensionDisplayInd),t.dragDimensionDisplayInd=a.model.displayInd}j(t.parcatsViewModel),N(t.parcatsViewModel),R(t.parcatsViewModel),D(t.parcatsViewModel)}}function O(t){if(\"fixed\"!==t.parcatsViewModel.arrangement&&null!==t.dragDimensionDisplayInd){n.select(this).selectAll(\"text\").attr(\"font-weight\",\"normal\");var e={},r=z(t.parcatsViewModel),i=t.parcatsViewModel.model.dimensions.map((function(t){return t.displayInd})),o=t.initialDragDimensionDisplayInds.some((function(t,e){return t!==i[e]}));o&&i.forEach((function(r,n){var i=t.parcatsViewModel.model.dimensions[n].containerInd;e[\"dimensions[\"+i+\"].displayindex\"]=r}));var s=!1;if(null!==t.dragCategoryDisplayInd){var l=t.model.categories.map((function(t){return t.displayInd}));if(s=t.initialDragCategoryDisplayInds.some((function(t,e){return t!==l[e]}))){var c=t.model.categories.slice().sort((function(t,e){return t.displayInd-e.displayInd})),u=c.map((function(t){return t.categoryValue})),f=c.map((function(t){return t.categoryLabel}));e[\"dimensions[\"+t.model.containerInd+\"].categoryarray\"]=[u],e[\"dimensions[\"+t.model.containerInd+\"].ticktext\"]=[f],e[\"dimensions[\"+t.model.containerInd+\"].categoryorder\"]=\"array\"}}if(-1===t.parcatsViewModel.hoverinfoItems.indexOf(\"skip\")&&!t.dragHasMoved&&t.potentialClickBand&&(\"color\"===t.parcatsViewModel.hoveron?S(t.potentialClickBand,\"plotly_click\",n.event.sourceEvent):M(t.potentialClickBand,\"plotly_click\",n.event.sourceEvent)),t.model.dragX=null,null!==t.dragCategoryDisplayInd)t.parcatsViewModel.dimensions[t.dragDimensionDisplayInd].categories[t.dragCategoryDisplayInd].model.dragY=null,t.dragCategoryDisplayInd=null;t.dragDimensionDisplayInd=null,t.parcatsViewModel.dragDimension=null,t.dragHasMoved=null,t.potentialClickBand=null,j(t.parcatsViewModel),N(t.parcatsViewModel),n.transition().duration(300).ease(\"cubic-in-out\").each((function(){R(t.parcatsViewModel,!0),D(t.parcatsViewModel,!0)})).each(\"end\",(function(){(o||s)&&a.restyle(t.parcatsViewModel.graphDiv,e,[r])}))}}function z(t){for(var e,r=t.graphDiv._fullData,n=0;n<r.length;n++)if(t.key===r[n].uid){e=n;break}return e}function D(t,e){var r;void 0===e&&(e=!1),t.pathSelection.data((function(t){return t.paths}),p),(r=t.pathSelection,e?r.transition():r).attr(\"d\",(function(t){return t.svgD}))}function R(t,e){function r(t){return e?t.transition():t}void 0===e&&(e=!1),t.dimensionSelection.data((function(t){return t.dimensions}),p);var i=t.dimensionSelection.selectAll(\"g.category\").data((function(t){return t.categories}),p);r(t.dimensionSelection).attr(\"transform\",(function(t){return l(t.x,0)})),r(i).attr(\"transform\",(function(t){return l(0,t.y)})),i.select(\".dimlabel\").text((function(t,e){return 0===e?t.parcatsViewModel.model.dimensions[t.model.dimensionInd].dimensionLabel:null})),i.select(\".catlabel\").attr(\"text-anchor\",(function(t){return d(t)?\"start\":\"end\"})).attr(\"x\",(function(t){return d(t)?t.width+5:-5})).each((function(t){var e,r;d(t)?(e=t.width+5,r=\"start\"):(e=-5,r=\"end\"),n.select(this).selectAll(\"tspan\").attr(\"x\",e).attr(\"text-anchor\",r)}));var a=i.selectAll(\"rect.bandrect\").data((function(t){return t.bands}),p),o=a.enter().append(\"rect\").attr(\"class\",\"bandrect\").attr(\"cursor\",\"move\").attr(\"stroke-opacity\",0).attr(\"fill\",(function(t){return t.color})).attr(\"fill-opacity\",0);a.attr(\"fill\",(function(t){return t.color})).attr(\"width\",(function(t){return t.width})).attr(\"height\",(function(t){return t.height})).attr(\"y\",(function(t){return t.y})),k(o),a.each((function(){s.raiseToTop(this)})),a.exit().remove()}function F(t,e,r){var n,i=r[0],a=e.margin||{l:80,r:80,t:100,b:80},o=i.trace,s=o.domain,l=e.width,c=e.height,u=Math.floor(l*(s.x[1]-s.x[0])),f=Math.floor(c*(s.y[1]-s.y[0])),h=s.x[0]*l+a.l,p=e.height-s.y[1]*e.height+a.t,d=o.line.shape;n=\"all\"===o.hoverinfo?[\"count\",\"probability\"]:(o.hoverinfo||\"\").split(\"+\");var m={trace:o,key:o.uid,model:i,x:h,y:p,width:u,height:f,hoveron:o.hoveron,hoverinfoItems:n,arrangement:o.arrangement,bundlecolors:o.bundlecolors,sortpaths:o.sortpaths,labelfont:o.labelfont,categorylabelfont:o.tickfont,pathShape:d,dragDimension:null,margin:a,paths:[],dimensions:[],graphDiv:t,traceSelection:null,pathSelection:null,dimensionSelection:null};return i.dimensions&&(j(m),N(m)),m}function B(t,e,r,n,a){var o,s,l=[],c=[];for(s=0;s<r.length-1;s++)o=i(r[s]+t[s],t[s+1]),l.push(o(a)),c.push(o(1-a));var u=\"M \"+t[0]+\",\"+e[0];for(u+=\"l\"+r[0]+\",0 \",s=1;s<r.length;s++)u+=\"C\"+l[s-1]+\",\"+e[s-1]+\" \"+c[s-1]+\",\"+e[s]+\" \"+t[s]+\",\"+e[s],u+=\"l\"+r[s]+\",0 \";for(u+=\"l0,\"+n+\" \",u+=\"l -\"+r[r.length-1]+\",0 \",s=r.length-2;s>=0;s--)u+=\"C\"+c[s]+\",\"+(e[s+1]+n)+\" \"+l[s]+\",\"+(e[s]+n)+\" \"+(t[s]+r[s])+\",\"+(e[s]+n),u+=\"l-\"+r[s]+\",0 \";return u+=\"Z\"}function N(t){var e=t.dimensions,r=t.model,n=e.map((function(t){return t.categories.map((function(t){return t.y}))})),i=t.model.dimensions.map((function(t){return t.categories.map((function(t){return t.displayInd}))})),a=t.model.dimensions.map((function(t){return t.displayInd})),o=t.dimensions.map((function(t){return t.model.dimensionInd})),s=e.map((function(t){return t.x})),l=e.map((function(t){return t.width})),c=[];for(var u in r.paths)r.paths.hasOwnProperty(u)&&c.push(r.paths[u]);function f(t){var e=t.categoryInds.map((function(t,e){return i[e][t]}));return o.map((function(t){return e[t]}))}c.sort((function(e,r){var n=f(e),i=f(r);return\"backward\"===t.sortpaths&&(n.reverse(),i.reverse()),n.push(e.valueInds[0]),i.push(r.valueInds[0]),t.bundlecolors&&(n.unshift(e.rawColor),i.unshift(r.rawColor)),n<i?-1:n>i?1:0}));for(var h=new Array(c.length),p=e[0].model.count,d=e[0].categories.map((function(t){return t.height})).reduce((function(t,e){return t+e})),m=0;m<c.length;m++){var g,v=c[m];g=p>0?d*(v.count/p):0;for(var y,x=new Array(n.length),b=0;b<v.categoryInds.length;b++){var 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n=t(\"../../lib\").isTypedArray;r.convertTypedArray=function(t){return n(t)?Array.prototype.slice.call(t):t},r.isOrdinal=function(t){return!!t.tickvals},r.isVisible=function(t){return t.visible||!(\"visible\"in t)}},{\"../../lib\":503}],896:[function(t,e,r){\"use strict\";var n=t(\"./base_index\");n.plot=t(\"./plot\"),e.exports=n},{\"./base_index\":890,\"./plot\":900}],897:[function(t,e,r){\"use strict\";var n=t(\"glslify\"),i=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragColor;\\n\\nattribute vec4 p01_04, p05_08, p09_12, p13_16,\\n               p17_20, p21_24, p25_28, p29_32,\\n               p33_36, p37_40, p41_44, p45_48,\\n               p49_52, p53_56, p57_60, colors;\\n\\nuniform mat4 dim0A, dim1A, dim0B, dim1B, dim0C, dim1C, dim0D, dim1D,\\n             loA, hiA, loB, hiB, loC, hiC, loD, hiD;\\n\\nuniform vec2 resolution, viewBoxPos, viewBoxSize;\\nuniform float maskHeight;\\nuniform float drwLayer; // 0: context, 1: focus, 2: pick\\nuniform vec4 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);\\n}\\n\\nbool mOutside(mat4 p, mat4 lo, mat4 hi) {\\n    return (\\n        vOutside(p[0], lo[0], hi[0]) ||\\n        vOutside(p[1], lo[1], hi[1]) ||\\n        vOutside(p[2], lo[2], hi[2]) ||\\n        vOutside(p[3], lo[3], hi[3])\\n    );\\n}\\n\\nbool outsideBoundingBox(mat4 A, mat4 B, mat4 C, mat4 D) {\\n    return mOutside(A, loA, hiA) ||\\n           mOutside(B, loB, hiB) ||\\n           mOutside(C, loC, hiC) ||\\n           mOutside(D, loD, hiD);\\n}\\n\\nbool outsideRasterMask(mat4 A, mat4 B, mat4 C, mat4 D) {\\n    mat4 pnts[4];\\n    pnts[0] = A;\\n    pnts[1] = B;\\n    pnts[2] = C;\\n    pnts[3] = D;\\n\\n    for(int i = 0; i < 4; ++i) {\\n        for(int j = 0; j < 4; ++j) {\\n            for(int k = 0; k < 4; ++k) {\\n                if(0 == iMod(\\n                    int(255.0 * texture2D(maskTexture,\\n                        vec2(\\n                            (float(i * 2 + j / 2) + 0.5) / 8.0,\\n                            (pnts[i][j][k] * (maskHeight - 1.0) + 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I(t){r=t.model,n=t.viewModel,l=n.dimensions.slice(),g=l[0]?l[0].values.length:0;var e=r.lines,i=w?e.color.map((function(t,r){return r/e.color.length})):e.color,a=function(t,e,r){for(var n,i=new Array(t*(o+4)),a=0,s=0;s<t;s++){for(var l=0;l<o;l++)i[a++]=l<e.length?e[l].paddedUnitValues[s]:.5;i[a++]=d(s,2),i[a++]=d(s,1),i[a++]=d(s,0),i[a++]=(n=r[s],Math.max(1e-6,Math.min(.999999,n)))}return i}(g,l,i);!function(t,e,r){for(var n=0;n<=o;n+=4)t[v(n)](m(n/4,e,r))}(E,g,a),_||w||(L=T.texture(s.extendFlat({data:p(r.unitToColor,255)},u)))}return{render:function(t,e,n){var i,a,o,s=t.length,c=1/0,u=-1/0;for(i=0;i<s;i++)t[i].dim0.canvasX<c&&(c=t[i].dim0.canvasX,a=i),t[i].dim1.canvasX>u&&(u=t[i].dim1.canvasX,o=i);0===s&&f(T,0,0,r.canvasWidth,r.canvasHeight);var p=function(t){var e,r,n,i=[[],[]];for(n=0;n<64;n++){var a=!t&&n<l.length?l[n].brush.filter.getBounds():[-1/0,1/0];i[0][n]=a[0],i[1][n]=a[1]}var o=new Array(16384);for(e=0;e<16384;e++)o[e]=255;if(!t)for(e=0;e<l.length;e++){var 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i=new Uint8Array(4*r*n);return T.read({x:t,y:e,width:r,height:n,data:i}),i},destroy:function(){for(var e in t.style[\"pointer-events\"]=\"none\",L.destroy(),b&&b.destroy(),E)E[e].destroy()},update:I}}},{\"../../lib\":503,\"./constants\":893,glslify:227}],898:[function(t,e,r){\"use strict\";e.exports=function(t,e,r,n){var i,a;for(n||(n=1/0),i=0;i<e.length;i++)(a=e[i]).visible&&(n=Math.min(n,a[r].length));for(n===1/0&&(n=0),t._length=n,i=0;i<e.length;i++)(a=e[i]).visible&&(a._length=n);return n}},{}],899:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"../../lib\"),a=i.numberFormat,o=t(\"color-rgba\"),s=t(\"../../plots/cartesian/axes\"),l=i.strRotate,c=i.strTranslate,u=t(\"../../lib/svg_text_utils\"),f=t(\"../../components/drawing\"),h=t(\"../../components/colorscale\"),p=t(\"../../lib/gup\"),d=p.keyFun,m=p.repeat,g=p.unwrap,v=t(\"./helpers\"),y=t(\"./constants\"),x=t(\"./axisbrush\"),b=t(\"./lines\");function _(t,e,r){return i.aggNums(t,null,e,r)}function w(t,e){return k(_(Math.min,t,e),_(Math.max,t,e))}function T(t){var e=t.range;return e?k(e[0],e[1]):w(t.values,t._length)}function k(t,e){return!isNaN(t)&&isFinite(t)||(t=0),!isNaN(e)&&isFinite(e)||(e=0),t===e&&(0===t?(t-=1,e+=1):(t*=.9,e*=1.1)),[t,e]}function A(t,e,r,i,o){var s,l,c=T(r);return i?n.scale.ordinal().domain(i.map((s=a(r.tickformat),l=o,l?function(t,e){var r=l[e];return null==r?s(t):r}:s))).range(i.map((function(r){var n=(r-c[0])/(c[1]-c[0]);return t-e+n*(2*e-t)}))):n.scale.linear().domain(c).range([t-e,e])}function M(t){if(t.tickvals){var e=T(t);return n.scale.ordinal().domain(t.tickvals).range(t.tickvals.map((function(t){return(t-e[0])/(e[1]-e[0])})))}}function S(t){var e=t.map((function(t){return t[0]})),r=t.map((function(t){var e=o(t[1]);return n.rgb(\"rgb(\"+e[0]+\",\"+e[1]+\",\"+e[2]+\")\")})),i=\"rgb\".split(\"\").map((function(t){return n.scale.linear().clamp(!0).domain(e).range(r.map((i=t,function(t){return t[i]})));var i}));return function(t){return i.map((function(e){return 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n=t(\"../../plots/attributes\"),i=t(\"../../plots/domain\").attributes,a=t(\"../../plots/font_attributes\"),o=t(\"../../components/color/attributes\"),s=t(\"../../plots/template_attributes\").hovertemplateAttrs,l=t(\"../../plots/template_attributes\").texttemplateAttrs,c=t(\"../../lib/extend\").extendFlat,u=a({editType:\"plot\",arrayOk:!0,colorEditType:\"plot\"});e.exports={labels:{valType:\"data_array\",editType:\"calc\"},label0:{valType:\"number\",dflt:0,editType:\"calc\"},dlabel:{valType:\"number\",dflt:1,editType:\"calc\"},values:{valType:\"data_array\",editType:\"calc\"},marker:{colors:{valType:\"data_array\",editType:\"calc\"},line:{color:{valType:\"color\",dflt:o.defaultLine,arrayOk:!0,editType:\"style\"},width:{valType:\"number\",min:0,dflt:0,arrayOk:!0,editType:\"style\"},editType:\"calc\"},editType:\"calc\"},text:{valType:\"data_array\",editType:\"plot\"},hovertext:{valType:\"string\",dflt:\"\",arrayOk:!0,editType:\"style\"},scalegroup:{valType:\"string\",dflt:\"\",editType:\"calc\"},textinfo:{valType:\"flaglist\",flags:[\"label\",\"text\",\"value\",\"percent\"],extras:[\"none\"],editType:\"calc\"},hoverinfo:c({},n.hoverinfo,{flags:[\"label\",\"text\",\"value\",\"percent\",\"name\"]}),hovertemplate:s({},{keys:[\"label\",\"color\",\"value\",\"percent\",\"text\"]}),texttemplate:l({editType:\"plot\"},{keys:[\"label\",\"color\",\"value\",\"percent\",\"text\"]}),textposition:{valType:\"enumerated\",values:[\"inside\",\"outside\",\"auto\",\"none\"],dflt:\"auto\",arrayOk:!0,editType:\"plot\"},textfont:c({},u,{}),insidetextorientation:{valType:\"enumerated\",values:[\"horizontal\",\"radial\",\"tangential\",\"auto\"],dflt:\"auto\",editType:\"plot\"},insidetextfont:c({},u,{}),outsidetextfont:c({},u,{}),automargin:{valType:\"boolean\",dflt:!1,editType:\"plot\"},title:{text:{valType:\"string\",dflt:\"\",editType:\"plot\"},font:c({},u,{}),position:{valType:\"enumerated\",values:[\"top 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r,i,a=[],o=t._fullLayout,l=o.hiddenlabels||[],c=e.labels,u=e.marker.colors||[],f=e.values,h=e._length,p=e._hasValues&&h;if(e.dlabel)for(c=new Array(h),r=0;r<h;r++)c[r]=String(e.label0+r*e.dlabel);var d={},m=s(o[\"_\"+e.type+\"colormap\"]),g=0,v=!1;for(r=0;r<h;r++){var y,x,b;if(p){if(y=f[r],!n(y))continue;y=+y}else y=1;void 0!==(x=c[r])&&\"\"!==x||(x=r);var _=d[x=String(x)];void 0===_?(d[x]=a.length,(b=-1!==l.indexOf(x))||(g+=y),a.push({v:y,label:x,color:m(u[r],x),i:r,pts:[r],hidden:b})):(v=!0,(i=a[_]).v+=y,i.pts.push(r),i.hidden||(g+=y),!1===i.color&&u[r]&&(i.color=m(u[r],x)))}return a=a.filter((function(t){return t.v>=0})),(\"funnelarea\"===e.type?v:e.sort)&&a.sort((function(t,e){return e.v-t.v})),a[0]&&(a[0].vTotal=g),a},crossTraceCalc:function(t,e){var r=(e||{}).type;r||(r=\"pie\");var n=t._fullLayout,i=t.calcdata,a=n[r+\"colorway\"],s=n[\"_\"+r+\"colormap\"];n[\"extend\"+r+\"colors\"]&&(a=l(a,o));for(var c=0,u=0;u<i.length;u++){var f=i[u];if(f[0].trace.type===r)for(var h=0;h<f.length;h++){var p=f[h];!1===p.color&&(s[p.label]?p.color=s[p.label]:(s[p.label]=p.color=a[c%a.length],c++))}}},makePullColorFn:s,generateExtendedColors:l}},{\"../../components/color\":366,\"fast-isnumeric\":190,tinycolor2:312}],904:[function(t,e,r){\"use strict\";var n=t(\"fast-isnumeric\"),i=t(\"../../lib\"),a=t(\"./attributes\"),o=t(\"../../plots/domain\").defaults,s=t(\"../bar/defaults\").handleText;function l(t,e){var r=Array.isArray(t),a=i.isArrayOrTypedArray(e),o=Math.min(r?t.length:1/0,a?e.length:1/0);if(isFinite(o)||(o=0),o&&a){for(var s,l=0;l<o;l++){var c=e[l];if(n(c)&&c>0){s=!0;break}}s||(o=0)}return{hasLabels:r,hasValues:a,len:o}}e.exports={handleLabelsAndValues:l,supplyDefaults:function(t,e,r,n){function c(r,n){return i.coerce(t,e,a,r,n)}var u=l(c(\"labels\"),c(\"values\")),f=u.len;if(e._hasLabels=u.hasLabels,e._hasValues=u.hasValues,!e._hasLabels&&e._hasValues&&(c(\"label0\"),c(\"dlabel\")),f){e._length=f,c(\"marker.line.width\")&&c(\"marker.line.color\"),c(\"marker.colors\"),c(\"scalegroup\");var h,p=c(\"text\"),d=c(\"texttemplate\");if(d||(h=c(\"textinfo\",Array.isArray(p)?\"text+percent\":\"percent\")),c(\"hovertext\"),c(\"hovertemplate\"),d||h&&\"none\"!==h){var m=c(\"textposition\");s(t,e,n,c,m,{moduleHasSelected:!1,moduleHasUnselected:!1,moduleHasConstrain:!1,moduleHasCliponaxis:!1,moduleHasTextangle:!1,moduleHasInsideanchor:!1}),(Array.isArray(m)||\"auto\"===m||\"outside\"===m)&&c(\"automargin\"),(\"inside\"===m||\"auto\"===m||Array.isArray(m))&&c(\"insidetextorientation\")}o(e,n,c);var g=c(\"hole\");if(c(\"title.text\")){var v=c(\"title.position\",g?\"middle center\":\"top center\");g||\"middle center\"!==v||(e.title.position=\"top center\"),i.coerceFont(c,\"title.font\",n.font)}c(\"sort\"),c(\"direction\"),c(\"rotation\"),c(\"pull\")}else e.visible=!1}}},{\"../../lib\":503,\"../../plots/domain\":584,\"../bar/defaults\":652,\"./attributes\":901,\"fast-isnumeric\":190}],905:[function(t,e,r){\"use strict\";var n=t(\"../../components/fx/helpers\").appendArrayMultiPointValues;e.exports=function(t,e){var r={curveNumber:e.index,pointNumbers:t.pts,data:e._input,fullData:e,label:t.label,color:t.color,value:t.v,percent:t.percent,text:t.text,bbox:t.bbox,v:t.v};return 1===t.pts.length&&(r.pointNumber=r.i=t.pts[0]),n(r,e,t.pts),\"funnelarea\"===e.type&&(delete r.v,delete r.i),r}},{\"../../components/fx/helpers\":402}],906:[function(t,e,r){\"use strict\";var n=t(\"../../lib\");function i(t){return-1!==t.indexOf(\"e\")?t.replace(/[.]?0+e/,\"e\"):-1!==t.indexOf(\".\")?t.replace(/[.]?0+$/,\"\"):t}r.formatPiePercent=function(t,e){var r=i((100*t).toPrecision(3));return n.numSeparate(r,e)+\"%\"},r.formatPieValue=function(t,e){var r=i(t.toPrecision(10));return n.numSeparate(r,e)},r.getFirstFilled=function(t,e){if(Array.isArray(t))for(var r=0;r<e.length;r++){var n=t[e[r]];if(n||0===n||\"\"===n)return n}},r.castOption=function(t,e){return Array.isArray(t)?r.getFirstFilled(t,e):t||void 0},r.getRotationAngle=function(t){return(\"auto\"===t?0:t)*Math.PI/180}},{\"../../lib\":503}],907:[function(t,e,r){\"use strict\";e.exports={attributes:t(\"./attributes\"),supplyDefaults:t(\"./defaults\").supplyDefaults,supplyLayoutDefaults:t(\"./layout_defaults\"),layoutAttributes:t(\"./layout_attributes\"),calc:t(\"./calc\").calc,crossTraceCalc:t(\"./calc\").crossTraceCalc,plot:t(\"./plot\").plot,style:t(\"./style\"),styleOne:t(\"./style_one\"),moduleType:\"trace\",name:\"pie\",basePlotModule:t(\"./base_plot\"),categories:[\"pie-like\",\"pie\",\"showLegend\"],meta:{}}},{\"./attributes\":901,\"./base_plot\":902,\"./calc\":903,\"./defaults\":904,\"./layout_attributes\":908,\"./layout_defaults\":909,\"./plot\":910,\"./style\":911,\"./style_one\":912}],908:[function(t,e,r){\"use strict\";e.exports={hiddenlabels:{valType:\"data_array\",editType:\"calc\"},piecolorway:{valType:\"colorlist\",editType:\"calc\"},extendpiecolors:{valType:\"boolean\",dflt:!0,editType:\"calc\"}}},{}],909:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"./layout_attributes\");e.exports=function(t,e){function r(r,a){return n.coerce(t,e,i,r,a)}r(\"hiddenlabels\"),r(\"piecolorway\",e.colorway),r(\"extendpiecolors\")}},{\"../../lib\":503,\"./layout_attributes\":908}],910:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"../../plots/plots\"),a=t(\"../../components/fx\"),o=t(\"../../components/color\"),s=t(\"../../components/drawing\"),l=t(\"../../lib\"),c=l.strScale,u=l.strTranslate,f=t(\"../../lib/svg_text_utils\"),h=t(\"../bar/uniform_text\"),p=h.recordMinTextSize,d=h.clearMinTextSize,m=t(\"../bar/constants\").TEXTPAD,g=t(\"./helpers\"),v=t(\"./event_data\"),y=t(\"../../lib\").isValidTextValue;function x(t,e,r){var i=r[0],o=i.cx,s=i.cy,c=i.trace,u=\"funnelarea\"===c.type;\"_hasHoverLabel\"in c||(c._hasHoverLabel=!1),\"_hasHoverEvent\"in c||(c._hasHoverEvent=!1),t.on(\"mouseover\",(function(t){var r=e._fullLayout,f=e._fullData[c.index];if(!e._dragging&&!1!==r.hovermode){var h=f.hoverinfo;if(Array.isArray(h)&&(h=a.castHoverinfo({hoverinfo:[g.castOption(h,t.pts)],_module:c._module},r,0)),\"all\"===h&&(h=\"label+text+value+percent+name\"),f.hovertemplate||\"none\"!==h&&\"skip\"!==h&&h){var p=t.rInscribed||0,d=o+t.pxmid[0]*(1-p),m=s+t.pxmid[1]*(1-p),y=r.separators,x=[];if(h&&-1!==h.indexOf(\"label\")&&x.push(t.label),t.text=g.castOption(f.hovertext||f.text,t.pts),h&&-1!==h.indexOf(\"text\")){var b=t.text;l.isValidTextValue(b)&&x.push(b)}t.value=t.v,t.valueLabel=g.formatPieValue(t.v,y),h&&-1!==h.indexOf(\"value\")&&x.push(t.valueLabel),t.percent=t.v/i.vTotal,t.percentLabel=g.formatPiePercent(t.percent,y),h&&-1!==h.indexOf(\"percent\")&&x.push(t.percentLabel);var _=f.hoverlabel,w=_.font,T=[];a.loneHover({trace:c,x0:d-p*i.r,x1:d+p*i.r,y:m,_x0:u?o+t.TL[0]:d-p*i.r,_x1:u?o+t.TR[0]:d+p*i.r,_y0:u?s+t.TL[1]:m-p*i.r,_y1:u?s+t.BL[1]:m+p*i.r,text:x.join(\"<br>\"),name:f.hovertemplate||-1!==h.indexOf(\"name\")?f.name:void 0,idealAlign:t.pxmid[0]<0?\"left\":\"right\",color:g.castOption(_.bgcolor,t.pts)||t.color,borderColor:g.castOption(_.bordercolor,t.pts),fontFamily:g.castOption(w.family,t.pts),fontSize:g.castOption(w.size,t.pts),fontColor:g.castOption(w.color,t.pts),nameLength:g.castOption(_.namelength,t.pts),textAlign:g.castOption(_.align,t.pts),hovertemplate:g.castOption(f.hovertemplate,t.pts),hovertemplateLabels:t,eventData:[v(t,f)]},{container:r._hoverlayer.node(),outerContainer:r._paper.node(),gd:e,inOut_bbox:T}),t.bbox=T[0],c._hasHoverLabel=!0}c._hasHoverEvent=!0,e.emit(\"plotly_hover\",{points:[v(t,f)],event:n.event})}})),t.on(\"mouseout\",(function(t){var r=e._fullLayout,i=e._fullData[c.index],o=n.select(this).datum();c._hasHoverEvent&&(t.originalEvent=n.event,e.emit(\"plotly_unhover\",{points:[v(o,i)],event:n.event}),c._hasHoverEvent=!1),c._hasHoverLabel&&(a.loneUnhover(r._hoverlayer.node()),c._hasHoverLabel=!1)})),t.on(\"click\",(function(t){var r=e._fullLayout,i=e._fullData[c.index];e._dragging||!1===r.hovermode||(e._hoverdata=[v(t,i)],a.click(e,n.event))}))}function b(t,e,r){var n=g.castOption(t.insidetextfont.color,e.pts);!n&&t._input.textfont&&(n=g.castOption(t._input.textfont.color,e.pts));var i=g.castOption(t.insidetextfont.family,e.pts)||g.castOption(t.textfont.family,e.pts)||r.family,a=g.castOption(t.insidetextfont.size,e.pts)||g.castOption(t.textfont.size,e.pts)||r.size;return{color:n||o.contrast(e.color),family:i,size:a}}function _(t,e){for(var r,n,i=0;i<t.length;i++)if((n=(r=t[i][0]).trace).title.text){var a=n.title.text;n._meta&&(a=l.templateString(a,n._meta));var o=s.tester.append(\"text\").attr(\"data-notex\",1).text(a).call(s.font,n.title.font).call(f.convertToTspans,e),c=s.bBox(o.node(),!0);r.titleBox={width:c.width,height:c.height},o.remove()}}function w(t,e,r){var n=r.r||e.rpx1,i=e.rInscribed;if(e.startangle===e.stopangle)return{rCenter:1-i,scale:0,rotate:0,textPosAngle:0};var a,o=e.ring,s=1===o&&Math.abs(e.startangle-e.stopangle)===2*Math.PI,l=e.halfangle,c=e.midangle,u=r.trace.insidetextorientation,f=\"horizontal\"===u,h=\"tangential\"===u,p=\"radial\"===u,d=\"auto\"===u,m=[];if(!d){var g,v=function(r,i){if(function(t,e){var r=t.startangle,n=t.stopangle;return r>e&&e>n||r<e&&e<n}(e,r)){var s=Math.abs(r-e.startangle),l=Math.abs(r-e.stopangle),c=s<l?s:l;(a=\"tan\"===i?k(t,n,o,c,0):T(t,n,o,c,Math.PI/2)).textPosAngle=r,m.push(a)}};if(f||h){for(g=4;g>=-4;g-=2)v(Math.PI*g,\"tan\");for(g=4;g>=-4;g-=2)v(Math.PI*(g+1),\"tan\")}if(f||p){for(g=4;g>=-4;g-=2)v(Math.PI*(g+1.5),\"rad\");for(g=4;g>=-4;g-=2)v(Math.PI*(g+.5),\"rad\")}}if(s||d||f){var y=Math.sqrt(t.width*t.width+t.height*t.height);if((a={scale:i*n*2/y,rCenter:1-i,rotate:0}).textPosAngle=(e.startangle+e.stopangle)/2,a.scale>=1)return a;m.push(a)}(d||p)&&((a=T(t,n,o,l,c)).textPosAngle=(e.startangle+e.stopangle)/2,m.push(a)),(d||h)&&((a=k(t,n,o,l,c)).textPosAngle=(e.startangle+e.stopangle)/2,m.push(a));for(var x=0,b=0,_=0;_<m.length;_++){var w=m[_].scale;if(b<w&&(b=w,x=_),!d&&b>=1)break}return m[x]}function T(t,e,r,n,i){e=Math.max(0,e-2*m);var a=t.width/t.height,o=S(a,n,e,r);return{scale:2*o/t.height,rCenter:A(a,o/e),rotate:M(i)}}function k(t,e,r,n,i){e=Math.max(0,e-2*m);var a=t.height/t.width,o=S(a,n,e,r);return{scale:2*o/t.width,rCenter:A(a,o/e),rotate:M(i+Math.PI/2)}}function A(t,e){return Math.cos(e)-t*e}function M(t){return(180/Math.PI*t+720)%180-90}function S(t,e,r,n){var i=t+1/(2*Math.tan(e));return r*Math.min(1/(Math.sqrt(i*i+.5)+i),n/(Math.sqrt(t*t+n/2)+t))}function E(t,e){return t.v!==e.vTotal||e.trace.hole?Math.min(1/(1+1/Math.sin(t.halfangle)),t.ring/2):1}function L(t,e){var r=e.pxmid[0],n=e.pxmid[1],i=t.width/2,a=t.height/2;return r<0&&(i*=-1),n<0&&(a*=-1),{scale:1,rCenter:1,rotate:0,x:i+Math.abs(a)*(i>0?1:-1)/2,y:a/(1+r*r/(n*n)),outside:!0}}function C(t,e){var r,n,i,a=t.trace,o={x:t.cx,y:t.cy},s={tx:0,ty:0};s.ty+=a.title.font.size,i=I(a),-1!==a.title.position.indexOf(\"top\")?(o.y-=(1+i)*t.r,s.ty-=t.titleBox.height):-1!==a.title.position.indexOf(\"bottom\")&&(o.y+=(1+i)*t.r);var l,c,u=(l=t.r,c=t.trace.aspectratio,l/(void 0===c?1:c)),f=e.w*(a.domain.x[1]-a.domain.x[0])/2;return-1!==a.title.position.indexOf(\"left\")?(f+=u,o.x-=(1+i)*u,s.tx+=t.titleBox.width/2):-1!==a.title.position.indexOf(\"center\")?f*=2:-1!==a.title.position.indexOf(\"right\")&&(f+=u,o.x+=(1+i)*u,s.tx-=t.titleBox.width/2),r=f/t.titleBox.width,n=P(t,e)/t.titleBox.height,{x:o.x,y:o.y,scale:Math.min(r,n),tx:s.tx,ty:s.ty}}function P(t,e){var r=t.trace,n=e.h*(r.domain.y[1]-r.domain.y[0]);return Math.min(t.titleBox.height,n/2)}function I(t){var e,r=t.pull;if(!r)return 0;if(Array.isArray(r))for(r=0,e=0;e<t.pull.length;e++)t.pull[e]>r&&(r=t.pull[e]);return r}function O(t,e){for(var r=[],n=0;n<t.length;n++){var i=t[n][0],a=i.trace,o=a.domain,s=e.w*(o.x[1]-o.x[0]),l=e.h*(o.y[1]-o.y[0]);a.title.text&&\"middle center\"!==a.title.position&&(l-=P(i,e));var c=s/2,u=l/2;\"funnelarea\"!==a.type||a.scalegroup||(u/=a.aspectratio),i.r=Math.min(c,u)/(1+I(a)),i.cx=e.l+e.w*(a.domain.x[1]+a.domain.x[0])/2,i.cy=e.t+e.h*(1-a.domain.y[0])-l/2,a.title.text&&-1!==a.title.position.indexOf(\"bottom\")&&(i.cy-=P(i,e)),a.scalegroup&&-1===r.indexOf(a.scalegroup)&&r.push(a.scalegroup)}!function(t,e){for(var r,n,i,a=0;a<e.length;a++){var o=1/0,s=e[a];for(n=0;n<t.length;n++)if(r=t[n][0],(i=r.trace).scalegroup===s){var l;if(\"pie\"===i.type)l=r.r*r.r;else if(\"funnelarea\"===i.type){var c,u;i.aspectratio>1?(c=r.r,u=c/i.aspectratio):(u=r.r,c=u*i.aspectratio),c*=(1+i.baseratio)/2,l=c*u}o=Math.min(o,l/r.vTotal)}for(n=0;n<t.length;n++)if(r=t[n][0],(i=r.trace).scalegroup===s){var f=o*r.vTotal;\"funnelarea\"===i.type&&(f/=(1+i.baseratio)/2,f/=i.aspectratio),r.r=Math.sqrt(f)}}}(t,r)}function z(t,e){return[t*Math.sin(e),-t*Math.cos(e)]}function D(t,e,r){var n=t._fullLayout,i=r.trace,a=i.texttemplate,o=i.textinfo;if(!a&&o&&\"none\"!==o){var s,c=o.split(\"+\"),u=function(t){return-1!==c.indexOf(t)},f=u(\"label\"),h=u(\"text\"),p=u(\"value\"),d=u(\"percent\"),m=n.separators;if(s=f?[e.label]:[],h){var v=g.getFirstFilled(i.text,e.pts);y(v)&&s.push(v)}p&&s.push(g.formatPieValue(e.v,m)),d&&s.push(g.formatPiePercent(e.v/r.vTotal,m)),e.text=s.join(\"<br>\")}if(a){var x=l.castOption(i,e.i,\"texttemplate\");if(x){var b=function(t){return{label:t.label,value:t.v,valueLabel:g.formatPieValue(t.v,n.separators),percent:t.v/r.vTotal,percentLabel:g.formatPiePercent(t.v/r.vTotal,n.separators),color:t.color,text:t.text,customdata:l.castOption(i,t.i,\"customdata\")}}(e),_=g.getFirstFilled(i.text,e.pts);(y(_)||\"\"===_)&&(b.text=_),e.text=l.texttemplateString(x,b,t._fullLayout._d3locale,b,i._meta||{})}else e.text=\"\"}}function R(t,e){var r=t.rotate*Math.PI/180,n=Math.cos(r),i=Math.sin(r),a=(e.left+e.right)/2,o=(e.top+e.bottom)/2;t.textX=a*n-o*i,t.textY=a*i+o*n,t.noCenter=!0}e.exports={plot:function(t,e){var r=t._fullLayout,a=r._size;d(\"pie\",r),_(e,t),O(e,a);var h=l.makeTraceGroups(r._pielayer,e,\"trace\").each((function(e){var h=n.select(this),d=e[0],m=d.trace;!function(t){var e,r,n,i=t[0],a=i.r,o=i.trace,s=g.getRotationAngle(o.rotation),l=2*Math.PI/i.vTotal,c=\"px0\",u=\"px1\";if(\"counterclockwise\"===o.direction){for(e=0;e<t.length&&t[e].hidden;e++);if(e===t.length)return;s+=l*t[e].v,l*=-1,c=\"px1\",u=\"px0\"}for(n=z(a,s),e=0;e<t.length;e++)(r=t[e]).hidden||(r[c]=n,r.startangle=s,s+=l*r.v/2,r.pxmid=z(a,s),r.midangle=s,s+=l*r.v/2,n=z(a,s),r.stopangle=s,r[u]=n,r.largeArc=r.v>i.vTotal/2?1:0,r.halfangle=Math.PI*Math.min(r.v/i.vTotal,.5),r.ring=1-o.hole,r.rInscribed=E(r,i))}(e),h.attr(\"stroke-linejoin\",\"round\"),h.each((function(){var v=n.select(this).selectAll(\"g.slice\").data(e);v.enter().append(\"g\").classed(\"slice\",!0),v.exit().remove();var y=[[[],[]],[[],[]]],_=!1;v.each((function(i,a){if(i.hidden)n.select(this).selectAll(\"path,g\").remove();else{i.pointNumber=i.i,i.curveNumber=m.index,y[i.pxmid[1]<0?0:1][i.pxmid[0]<0?0:1].push(i);var o=d.cx,c=d.cy,u=n.select(this),h=u.selectAll(\"path.surface\").data([i]);if(h.enter().append(\"path\").classed(\"surface\",!0).style({\"pointer-events\":\"all\"}),u.call(x,t,e),m.pull){var v=+g.castOption(m.pull,i.pts)||0;v>0&&(o+=v*i.pxmid[0],c+=v*i.pxmid[1])}i.cxFinal=o,i.cyFinal=c;var T=m.hole;if(i.v===d.vTotal){var k=\"M\"+(o+i.px0[0])+\",\"+(c+i.px0[1])+C(i.px0,i.pxmid,!0,1)+C(i.pxmid,i.px0,!0,1)+\"Z\";T?h.attr(\"d\",\"M\"+(o+T*i.px0[0])+\",\"+(c+T*i.px0[1])+C(i.px0,i.pxmid,!1,T)+C(i.pxmid,i.px0,!1,T)+\"Z\"+k):h.attr(\"d\",k)}else{var A=C(i.px0,i.px1,!0,1);if(T){var M=1-T;h.attr(\"d\",\"M\"+(o+T*i.px1[0])+\",\"+(c+T*i.px1[1])+C(i.px1,i.px0,!1,T)+\"l\"+M*i.px0[0]+\",\"+M*i.px0[1]+A+\"Z\")}else h.attr(\"d\",\"M\"+o+\",\"+c+\"l\"+i.px0[0]+\",\"+i.px0[1]+A+\"Z\")}D(t,i,d);var S=g.castOption(m.textposition,i.pts),E=u.selectAll(\"g.slicetext\").data(i.text&&\"none\"!==S?[0]:[]);E.enter().append(\"g\").classed(\"slicetext\",!0),E.exit().remove(),E.each((function(){var u=l.ensureSingle(n.select(this),\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),h=l.ensureUniformFontSize(t,\"outside\"===S?function(t,e,r){var n=g.castOption(t.outsidetextfont.color,e.pts)||g.castOption(t.textfont.color,e.pts)||r.color,i=g.castOption(t.outsidetextfont.family,e.pts)||g.castOption(t.textfont.family,e.pts)||r.family,a=g.castOption(t.outsidetextfont.size,e.pts)||g.castOption(t.textfont.size,e.pts)||r.size;return{color:n,family:i,size:a}}(m,i,r.font):b(m,i,r.font));u.text(i.text).attr({class:\"slicetext\",transform:\"\",\"text-anchor\":\"middle\"}).call(s.font,h).call(f.convertToTspans,t);var v,y=s.bBox(u.node());if(\"outside\"===S)v=L(y,i);else if(v=w(y,i,d),\"auto\"===S&&v.scale<1){var x=l.ensureUniformFontSize(t,m.outsidetextfont);u.call(s.font,x),v=L(y=s.bBox(u.node()),i)}var T=v.textPosAngle,k=void 0===T?i.pxmid:z(d.r,T);if(v.targetX=o+k[0]*v.rCenter+(v.x||0),v.targetY=c+k[1]*v.rCenter+(v.y||0),R(v,y),v.outside){var A=v.targetY;i.yLabelMin=A-y.height/2,i.yLabelMid=A,i.yLabelMax=A+y.height/2,i.labelExtraX=0,i.labelExtraY=0,_=!0}v.fontSize=h.size,p(m.type,v,r),e[a].transform=v,u.attr(\"transform\",l.getTextTransform(v))}))}function C(t,e,r,n){var a=n*(e[0]-t[0]),o=n*(e[1]-t[1]);return\"a\"+n*d.r+\",\"+n*d.r+\" 0 \"+i.largeArc+(r?\" 1 \":\" 0 \")+a+\",\"+o}}));var T=n.select(this).selectAll(\"g.titletext\").data(m.title.text?[0]:[]);if(T.enter().append(\"g\").classed(\"titletext\",!0),T.exit().remove(),T.each((function(){var e,r=l.ensureSingle(n.select(this),\"text\",\"\",(function(t){t.attr(\"data-notex\",1)})),i=m.title.text;m._meta&&(i=l.templateString(i,m._meta)),r.text(i).attr({class:\"titletext\",transform:\"\",\"text-anchor\":\"middle\"}).call(s.font,m.title.font).call(f.convertToTspans,t),e=\"middle center\"===m.title.position?function(t){var e=Math.sqrt(t.titleBox.width*t.titleBox.width+t.titleBox.height*t.titleBox.height);return{x:t.cx,y:t.cy,scale:t.trace.hole*t.r*2/e,tx:0,ty:-t.titleBox.height/2+t.trace.title.font.size}}(d):C(d,a),r.attr(\"transform\",u(e.x,e.y)+c(Math.min(1,e.scale))+u(e.tx,e.ty))})),_&&function(t,e){var r,n,i,a,o,s,l,c,u,f,h,p,d;function m(t,e){return t.pxmid[1]-e.pxmid[1]}function v(t,e){return e.pxmid[1]-t.pxmid[1]}function y(t,r){r||(r={});var 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n=t(\"@plotly/d3\"),i=t(\"../../lib\"),a=i.numberFormat,o=t(\"./render\"),s=t(\"../../components/fx\"),l=t(\"../../components/color\"),c=t(\"./constants\").cn,u=i._;function f(t){return\"\"!==t}function h(t,e){return t.filter((function(t){return t.key===e.traceId}))}function p(t,e){n.select(t).select(\"path\").style(\"fill-opacity\",e),n.select(t).select(\"rect\").style(\"fill-opacity\",e)}function d(t){n.select(t).select(\"text.name\").style(\"fill\",\"black\")}function m(t){return function(e){return-1!==t.node.sourceLinks.indexOf(e.link)||-1!==t.node.targetLinks.indexOf(e.link)}}function g(t){return function(e){return-1!==e.node.sourceLinks.indexOf(t.link)||-1!==e.node.targetLinks.indexOf(t.link)}}function v(t,e,r){e&&r&&h(r,e).selectAll(\".\"+c.sankeyLink).filter(m(e)).call(x.bind(0,e,r,!1))}function y(t,e,r){e&&r&&h(r,e).selectAll(\".\"+c.sankeyLink).filter(m(e)).call(b.bind(0,e,r,!1))}function x(t,e,r,n){var i=n.datum().link.label;n.style(\"fill-opacity\",(function(t){if(!t.link.concentrationscale)return.4})),i&&h(e,t).selectAll(\".\"+c.sankeyLink).filter((function(t){return t.link.label===i})).style(\"fill-opacity\",(function(t){if(!t.link.concentrationscale)return.4})),r&&h(e,t).selectAll(\".\"+c.sankeyNode).filter(g(t)).call(v)}function b(t,e,r,n){var i=n.datum().link.label;n.style(\"fill-opacity\",(function(t){return t.tinyColorAlpha})),i&&h(e,t).selectAll(\".\"+c.sankeyLink).filter((function(t){return t.link.label===i})).style(\"fill-opacity\",(function(t){return t.tinyColorAlpha})),r&&h(e,t).selectAll(c.sankeyNode).filter(g(t)).call(y)}function _(t,e){var r=t.hoverlabel||{},n=i.nestedProperty(r,e).get();return!Array.isArray(n)&&n}e.exports=function(t,e){for(var r=t._fullLayout,i=r._paper,h=r._size,m=0;m<t._fullData.length;m++)if(t._fullData[m].visible&&t._fullData[m].type===c.sankey&&!t._fullData[m]._viewInitial){var g=t._fullData[m].node;t._fullData[m]._viewInitial={node:{groups:g.groups.slice(),x:g.x.slice(),y:g.y.slice()}}}var w=u(t,\"source:\")+\" \",T=u(t,\"target:\")+\" \",k=u(t,\"concentration:\")+\" \",A=u(t,\"incoming flow count:\")+\" \",M=u(t,\"outgoing flow count:\")+\" \";o(t,i,e,{width:h.w,height:h.h,margin:{t:h.t,r:h.r,b:h.b,l:h.l}},{linkEvents:{hover:function(e,r,i){!1!==t._fullLayout.hovermode&&(n.select(e).call(x.bind(0,r,i,!0)),\"skip\"!==r.link.trace.link.hoverinfo&&(r.link.fullData=r.link.trace,t.emit(\"plotly_hover\",{event:n.event,points:[r.link]})))},follow:function(e,i){if(!1!==t._fullLayout.hovermode){var o=i.link.trace.link;if(\"none\"!==o.hoverinfo&&\"skip\"!==o.hoverinfo){for(var c=[],u=0,h=0;h<i.flow.links.length;h++){var m=i.flow.links[h];if(\"closest\"!==t._fullLayout.hovermode||i.link.pointNumber===m.pointNumber){i.link.pointNumber===m.pointNumber&&(u=h),m.fullData=m.trace,o=i.link.trace.link;var g=y(m),v={valueLabel:a(i.valueFormat)(m.value)+i.valueSuffix};c.push({x:g[0],y:g[1],name:v.valueLabel,text:[m.label||\"\",w+m.source.label,T+m.target.label,m.concentrationscale?k+a(\"%0.2f\")(m.flow.labelConcentration):\"\"].filter(f).join(\"<br>\"),color:_(o,\"bgcolor\")||l.addOpacity(m.color,1),borderColor:_(o,\"bordercolor\"),fontFamily:_(o,\"font.family\"),fontSize:_(o,\"font.size\"),fontColor:_(o,\"font.color\"),nameLength:_(o,\"namelength\"),textAlign:_(o,\"align\"),idealAlign:n.event.x<g[0]?\"right\":\"left\",hovertemplate:o.hovertemplate,hovertemplateLabels:v,eventData:[m]})}}s.loneHover(c,{container:r._hoverlayer.node(),outerContainer:r._paper.node(),gd:t,anchorIndex:u}).each((function(){i.link.concentrationscale||p(this,.65),d(this)}))}}function y(t){var e,r;t.circular?(e=(t.circularPathData.leftInnerExtent+t.circularPathData.rightInnerExtent)/2,r=t.circularPathData.verticalFullExtent):(e=(t.source.x1+t.target.x0)/2,r=(t.y0+t.y1)/2);var n=[e,r];return\"v\"===t.trace.orientation&&n.reverse(),n[0]+=i.parent.translateX,n[1]+=i.parent.translateY,n}},unhover:function(e,i,a){!1!==t._fullLayout.hovermode&&(n.select(e).call(b.bind(0,i,a,!0)),\"skip\"!==i.link.trace.link.hoverinfo&&(i.link.fullData=i.link.trace,t.emit(\"plotly_unhover\",{event:n.event,points:[i.link]})),s.loneUnhover(r._hoverlayer.node()))},select:function(e,r){var i=r.link;i.originalEvent=n.event,t._hoverdata=[i],s.click(t,{target:!0})}},nodeEvents:{hover:function(e,r,i){!1!==t._fullLayout.hovermode&&(n.select(e).call(v,r,i),\"skip\"!==r.node.trace.node.hoverinfo&&(r.node.fullData=r.node.trace,t.emit(\"plotly_hover\",{event:n.event,points:[r.node]})))},follow:function(e,i){if(!1!==t._fullLayout.hovermode){var o=i.node.trace.node;if(\"none\"!==o.hoverinfo&&\"skip\"!==o.hoverinfo){var l=n.select(e).select(\".\"+c.nodeRect),u=t._fullLayout._paperdiv.node().getBoundingClientRect(),h=l.node().getBoundingClientRect(),m=h.left-2-u.left,g=h.right+2-u.left,v=h.top+h.height/4-u.top,y={valueLabel:a(i.valueFormat)(i.node.value)+i.valueSuffix};i.node.fullData=i.node.trace,t._fullLayout._calcInverseTransform(t);var x=t._fullLayout._invScaleX,b=t._fullLayout._invScaleY,w=s.loneHover({x0:x*m,x1:x*g,y:b*v,name:a(i.valueFormat)(i.node.value)+i.valueSuffix,text:[i.node.label,A+i.node.targetLinks.length,M+i.node.sourceLinks.length].filter(f).join(\"<br>\"),color:_(o,\"bgcolor\")||i.tinyColorHue,borderColor:_(o,\"bordercolor\"),fontFamily:_(o,\"font.family\"),fontSize:_(o,\"font.size\"),fontColor:_(o,\"font.color\"),nameLength:_(o,\"namelength\"),textAlign:_(o,\"align\"),idealAlign:\"left\",hovertemplate:o.hovertemplate,hovertemplateLabels:y,eventData:[i.node]},{container:r._hoverlayer.node(),outerContainer:r._paper.node(),gd:t});p(w,.85),d(w)}}},unhover:function(e,i,a){!1!==t._fullLayout.hovermode&&(n.select(e).call(y,i,a),\"skip\"!==i.node.trace.node.hoverinfo&&(i.node.fullData=i.node.trace,t.emit(\"plotly_unhover\",{event:n.event,points:[i.node]})),s.loneUnhover(r._hoverlayer.node()))},select:function(e,r,i){var a=r.node;a.originalEvent=n.event,t._hoverdata=[a],n.select(e).call(y,r,i),s.click(t,{target:!0})}}})}},{\"../../components/color\":366,\"../../components/fx\":406,\"../../lib\":503,\"./constants\":920,\"./render\":924,\"@plotly/d3\":58}],924:[function(t,e,r){\"use strict\";var n=t(\"d3-force\"),i=t(\"d3-interpolate\").interpolateNumber,a=t(\"@plotly/d3\"),o=t(\"@plotly/d3-sankey\"),s=t(\"@plotly/d3-sankey-circular\"),l=t(\"./constants\"),c=t(\"tinycolor2\"),u=t(\"../../components/color\"),f=t(\"../../components/drawing\"),h=t(\"../../lib\"),p=h.strTranslate,d=h.strRotate,m=t(\"../../lib/gup\"),g=m.keyFun,v=m.repeat,y=m.unwrap,x=t(\"../../lib/svg_text_utils\"),b=t(\"../../registry\"),_=t(\"../../constants/alignment\"),w=_.CAP_SHIFT,T=_.LINE_SPACING;function k(t,e,r){var n,i=y(e),a=i.trace,u=a.domain,f=\"h\"===a.orientation,p=a.node.pad,d=a.node.thickness,m=t.width*(u.x[1]-u.x[0]),g=t.height*(u.y[1]-u.y[0]),v=i._nodes,x=i._links,b=i.circular;(n=b?s.sankeyCircular().circularLinkGap(0):o.sankey()).iterations(l.sankeyIterations).size(f?[m,g]:[g,m]).nodeWidth(d).nodePadding(p).nodeId((function(t){return t.pointNumber})).nodes(v).links(x);var _,w,T,k=n();for(var A in n.nodePadding()<p&&h.warn(\"node.pad was reduced to \",n.nodePadding(),\" to fit within the figure.\"),i._groupLookup){var M,S=parseInt(i._groupLookup[A]);for(_=0;_<k.nodes.length;_++)if(k.nodes[_].pointNumber===S){M=k.nodes[_];break}if(M){var E={pointNumber:parseInt(A),x0:M.x0,x1:M.x1,y0:M.y0,y1:M.y1,partOfGroup:!0,sourceLinks:[],targetLinks:[]};k.nodes.unshift(E),M.childrenNodes.unshift(E)}}if(function(){for(_=0;_<k.nodes.length;_++){var t,e,r=k.nodes[_],n={};for(w=0;w<r.targetLinks.length;w++)t=(e=r.targetLinks[w]).source.pointNumber+\":\"+e.target.pointNumber,n.hasOwnProperty(t)||(n[t]=[]),n[t].push(e);var i=Object.keys(n);for(w=0;w<i.length;w++){var a=n[t=i[w]],o=0,s={};for(T=0;T<a.length;T++)s[(e=a[T]).label]||(s[e.label]=0),s[e.label]+=e.value,o+=e.value;for(T=0;T<a.length;T++)(e=a[T]).flow={value:o,labelConcentration:s[e.label]/o,concentration:e.value/o,links:a},e.concentrationscale&&(e.color=c(e.concentrationscale(e.flow.labelConcentration)))}var l=0;for(w=0;w<r.sourceLinks.length;w++)l+=r.sourceLinks[w].value;for(w=0;w<r.sourceLinks.length;w++)(e=r.sourceLinks[w]).concentrationOut=e.value/l;var u=0;for(w=0;w<r.targetLinks.length;w++)u+=r.targetLinks[w].value;for(w=0;w<r.targetLinks.length;w++)(e=r.targetLinks[w]).concenrationIn=e.value/u}}(),a.node.x.length&&a.node.y.length){for(_=0;_<Math.min(a.node.x.length,a.node.y.length,k.nodes.length);_++)if(a.node.x[_]&&a.node.y[_]){var L=[a.node.x[_]*m,a.node.y[_]*g];k.nodes[_].x0=L[0]-d/2,k.nodes[_].x1=L[0]+d/2;var C=k.nodes[_].y1-k.nodes[_].y0;k.nodes[_].y0=L[1]-C/2,k.nodes[_].y1=L[1]+C/2}if(\"snap\"===a.arrangement)!function(t){t.forEach((function(t){var e,r,n,i=0,a=t.length;for(t.sort((function(t,e){return t.y0-e.y0})),n=0;n<a;++n)(e=t[n]).y0>=i||(r=i-e.y0)>1e-6&&(e.y0+=r,e.y1+=r),i=e.y1+p}))}(function(t){var e,r,n=t.map((function(t,e){return{x0:t.x0,index:e}})).sort((function(t,e){return t.x0-e.x0})),i=[],a=-1,o=-1/0;for(_=0;_<n.length;_++){var s=t[n[_].index];s.x0>o+d&&(a+=1,e=s.x0),o=s.x0,i[a]||(i[a]=[]),i[a].push(s),r=e-s.x0,s.x0+=r,s.x1+=r}return i}(v=k.nodes));n.update(k)}return{circular:b,key:r,trace:a,guid:h.randstr(),horizontal:f,width:m,height:g,nodePad:a.node.pad,nodeLineColor:a.node.line.color,nodeLineWidth:a.node.line.width,linkLineColor:a.link.line.color,linkLineWidth:a.link.line.width,valueFormat:a.valueformat,valueSuffix:a.valuesuffix,textFont:a.textfont,translateX:u.x[0]*t.width+t.margin.l,translateY:t.height-u.y[1]*t.height+t.margin.t,dragParallel:f?g:m,dragPerpendicular:f?m:g,arrangement:a.arrangement,sankey:n,graph:k,forceLayouts:{},interactionState:{dragInProgress:!1,hovered:!1}}}function A(t,e,r){var n=c(e.color),i=e.source.label+\"|\"+e.target.label+\"__\"+r;return e.trace=t.trace,e.curveNumber=t.trace.index,{circular:t.circular,key:i,traceId:t.key,pointNumber:e.pointNumber,link:e,tinyColorHue:u.tinyRGB(n),tinyColorAlpha:n.getAlpha(),linkPath:M,linkLineColor:t.linkLineColor,linkLineWidth:t.linkLineWidth,valueFormat:t.valueFormat,valueSuffix:t.valueSuffix,sankey:t.sankey,parent:t,interactionState:t.interactionState,flow:e.flow}}function M(){return function(t){if(t.link.circular)return e=t.link,r=e.width/2,n=e.circularPathData,\"top\"===e.circularLinkType?\"M \"+n.targetX+\" \"+(n.targetY+r)+\" L\"+n.rightInnerExtent+\" \"+(n.targetY+r)+\"A\"+(n.rightLargeArcRadius+r)+\" \"+(n.rightSmallArcRadius+r)+\" 0 0 1 \"+(n.rightFullExtent-r)+\" \"+(n.targetY-n.rightSmallArcRadius)+\"L\"+(n.rightFullExtent-r)+\" \"+n.verticalRightInnerExtent+\"A\"+(n.rightLargeArcRadius+r)+\" \"+(n.rightLargeArcRadius+r)+\" 0 0 1 \"+n.rightInnerExtent+\" \"+(n.verticalFullExtent-r)+\"L\"+n.leftInnerExtent+\" \"+(n.verticalFullExtent-r)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftLargeArcRadius+r)+\" 0 0 1 \"+(n.leftFullExtent+r)+\" \"+n.verticalLeftInnerExtent+\"L\"+(n.leftFullExtent+r)+\" \"+(n.sourceY-n.leftSmallArcRadius)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftSmallArcRadius+r)+\" 0 0 1 \"+n.leftInnerExtent+\" \"+(n.sourceY+r)+\"L\"+n.sourceX+\" \"+(n.sourceY+r)+\"L\"+n.sourceX+\" \"+(n.sourceY-r)+\"L\"+n.leftInnerExtent+\" \"+(n.sourceY-r)+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftSmallArcRadius-r)+\" 0 0 0 \"+(n.leftFullExtent-r)+\" \"+(n.sourceY-n.leftSmallArcRadius)+\"L\"+(n.leftFullExtent-r)+\" \"+n.verticalLeftInnerExtent+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftLargeArcRadius-r)+\" 0 0 0 \"+n.leftInnerExtent+\" \"+(n.verticalFullExtent+r)+\"L\"+n.rightInnerExtent+\" \"+(n.verticalFullExtent+r)+\"A\"+(n.rightLargeArcRadius-r)+\" \"+(n.rightLargeArcRadius-r)+\" 0 0 0 \"+(n.rightFullExtent+r)+\" \"+n.verticalRightInnerExtent+\"L\"+(n.rightFullExtent+r)+\" \"+(n.targetY-n.rightSmallArcRadius)+\"A\"+(n.rightLargeArcRadius-r)+\" \"+(n.rightSmallArcRadius-r)+\" 0 0 0 \"+n.rightInnerExtent+\" \"+(n.targetY-r)+\"L\"+n.targetX+\" \"+(n.targetY-r)+\"Z\":\"M \"+n.targetX+\" \"+(n.targetY-r)+\" L\"+n.rightInnerExtent+\" \"+(n.targetY-r)+\"A\"+(n.rightLargeArcRadius+r)+\" \"+(n.rightSmallArcRadius+r)+\" 0 0 0 \"+(n.rightFullExtent-r)+\" \"+(n.targetY+n.rightSmallArcRadius)+\"L\"+(n.rightFullExtent-r)+\" \"+n.verticalRightInnerExtent+\"A\"+(n.rightLargeArcRadius+r)+\" \"+(n.rightLargeArcRadius+r)+\" 0 0 0 \"+n.rightInnerExtent+\" \"+(n.verticalFullExtent+r)+\"L\"+n.leftInnerExtent+\" \"+(n.verticalFullExtent+r)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftLargeArcRadius+r)+\" 0 0 0 \"+(n.leftFullExtent+r)+\" \"+n.verticalLeftInnerExtent+\"L\"+(n.leftFullExtent+r)+\" \"+(n.sourceY+n.leftSmallArcRadius)+\"A\"+(n.leftLargeArcRadius+r)+\" \"+(n.leftSmallArcRadius+r)+\" 0 0 0 \"+n.leftInnerExtent+\" \"+(n.sourceY-r)+\"L\"+n.sourceX+\" \"+(n.sourceY-r)+\"L\"+n.sourceX+\" \"+(n.sourceY+r)+\"L\"+n.leftInnerExtent+\" \"+(n.sourceY+r)+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftSmallArcRadius-r)+\" 0 0 1 \"+(n.leftFullExtent-r)+\" \"+(n.sourceY+n.leftSmallArcRadius)+\"L\"+(n.leftFullExtent-r)+\" \"+n.verticalLeftInnerExtent+\"A\"+(n.leftLargeArcRadius-r)+\" \"+(n.leftLargeArcRadius-r)+\" 0 0 1 \"+n.leftInnerExtent+\" \"+(n.verticalFullExtent-r)+\"L\"+n.rightInnerExtent+\" \"+(n.verticalFullExtent-r)+\"A\"+(n.rightLargeArcRadius-r)+\" \"+(n.rightLargeArcRadius-r)+\" 0 0 1 \"+(n.rightFullExtent+r)+\" \"+n.verticalRightInnerExtent+\"L\"+(n.rightFullExtent+r)+\" \"+(n.targetY+n.rightSmallArcRadius)+\"A\"+(n.rightLargeArcRadius-r)+\" \"+(n.rightSmallArcRadius-r)+\" 0 0 1 \"+n.rightInnerExtent+\" \"+(n.targetY+r)+\"L\"+n.targetX+\" \"+(n.targetY+r)+\"Z\";var e,r,n,a=t.link.source.x1,o=t.link.target.x0,s=i(a,o),l=s(.5),c=s(.5),u=t.link.y0-t.link.width/2,f=t.link.y0+t.link.width/2,h=t.link.y1-t.link.width/2,p=t.link.y1+t.link.width/2;return\"M\"+a+\",\"+u+\"C\"+l+\",\"+u+\" \"+c+\",\"+h+\" 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e.group&&(s=h.randstr()),e.trace=t.trace,e.curveNumber=t.trace.index,{index:e.pointNumber,key:s,partOfGroup:e.partOfGroup||!1,group:e.group,traceId:t.key,trace:t.trace,node:e,nodePad:t.nodePad,nodeLineColor:t.nodeLineColor,nodeLineWidth:t.nodeLineWidth,textFont:t.textFont,size:t.horizontal?t.height:t.width,visibleWidth:Math.ceil(a),visibleHeight:o,zoneX:-n,zoneY:-i,zoneWidth:a+2*n,zoneHeight:o+2*i,labelY:t.horizontal?e.dy/2+1:e.dx/2+1,left:1===e.originalLayer,sizeAcross:t.width,forceLayouts:t.forceLayouts,horizontal:t.horizontal,darkBackground:r.getBrightness()<=128,tinyColorHue:u.tinyRGB(r),tinyColorAlpha:r.getAlpha(),valueFormat:t.valueFormat,valueSuffix:t.valueSuffix,sankey:t.sankey,graph:t.graph,arrangement:t.arrangement,uniqueNodeLabelPathId:[t.guid,t.key,s].join(\"_\"),interactionState:t.interactionState,figure:t}}function E(t){t.attr(\"transform\",(function(t){return p(t.node.x0.toFixed(3),t.node.y0.toFixed(3))}))}function L(t){t.call(E)}function 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g=\"projection.\"+d[m];f(g+\".show\")&&(f(g+\".opacity\"),f(g+\".scale\"))}var v=n.getComponentMethod(\"errorbars\",\"supplyDefaults\");v(t,e,h||p||r,{axis:\"z\"}),v(t,e,h||p||r,{axis:\"y\",inherit:\"z\"}),v(t,e,h||p||r,{axis:\"x\",inherit:\"z\"})}else e.visible=!1}},{\"../../lib\":503,\"../../registry\":638,\"../scatter/line_defaults\":940,\"../scatter/marker_defaults\":946,\"../scatter/subtypes\":952,\"../scatter/text_defaults\":953,\"./attributes\":955}],960:[function(t,e,r){\"use 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n=t(\"../scatter/attributes\"),i=t(\"../../plots/attributes\"),a=t(\"../../plots/template_attributes\").hovertemplateAttrs,o=t(\"../../plots/template_attributes\").texttemplateAttrs,s=t(\"../../components/colorscale/attributes\"),l=t(\"../../lib/extend\").extendFlat,c=n.marker,u=n.line,f=c.line;e.exports={carpet:{valType:\"string\",editType:\"calc\"},a:{valType:\"data_array\",editType:\"calc\"},b:{valType:\"data_array\",editType:\"calc\"},mode:l({},n.mode,{dflt:\"markers\"}),text:l({},n.text,{}),texttemplate:o({editType:\"plot\"},{keys:[\"a\",\"b\",\"text\"]}),hovertext:l({},n.hovertext,{}),line:{color:u.color,width:u.width,dash:u.dash,shape:l({},u.shape,{values:[\"linear\",\"spline\"]}),smoothing:u.smoothing,editType:\"calc\"},connectgaps:n.connectgaps,fill:l({},n.fill,{values:[\"none\",\"toself\",\"tonext\"],dflt:\"none\"}),fillcolor:n.fillcolor,marker:l({symbol:c.symbol,opacity:c.opacity,maxdisplayed:c.maxdisplayed,size:c.size,sizeref:c.sizeref,sizemin:c.sizemin,sizemode:c.sizemode,line:l({width:f.width,editType:\"calc\"},s(\"marker.line\")),gradient:c.gradient,editType:\"calc\"},s(\"marker\")),textfont:n.textfont,textposition:n.textposition,selected:n.selected,unselected:n.unselected,hoverinfo:l({},i.hoverinfo,{flags:[\"a\",\"b\",\"text\",\"name\"]}),hoveron:n.hoveron,hovertemplate:a()}},{\"../../components/colorscale/attributes\":373,\"../../lib/extend\":493,\"../../plots/attributes\":550,\"../../plots/template_attributes\":633,\"../scatter/attributes\":927}],962:[function(t,e,r){\"use 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n=t(\"../../lib\"),i=t(\"../scatter/constants\"),a=t(\"../scatter/subtypes\"),o=t(\"../scatter/marker_defaults\"),s=t(\"../scatter/line_defaults\"),l=t(\"../scatter/line_shape_defaults\"),c=t(\"../scatter/text_defaults\"),u=t(\"../scatter/fillcolor_defaults\"),f=t(\"./attributes\");e.exports=function(t,e,r,h){function p(r,i){return n.coerce(t,e,f,r,i)}p(\"carpet\"),e.xaxis=\"x\",e.yaxis=\"y\";var d=p(\"a\"),m=p(\"b\"),g=Math.min(d.length,m.length);if(g){e._length=g,p(\"text\"),p(\"texttemplate\"),p(\"hovertext\"),p(\"mode\",g<i.PTS_LINESONLY?\"lines+markers\":\"lines\"),a.hasLines(e)&&(s(t,e,r,h,p),l(t,e,p),p(\"connectgaps\")),a.hasMarkers(e)&&o(t,e,r,h,p,{gradient:!0}),a.hasText(e)&&c(t,e,h,p);var v=[];(a.hasMarkers(e)||a.hasText(e))&&(p(\"marker.maxdisplayed\"),v.push(\"points\")),p(\"fill\"),\"none\"!==e.fill&&(u(t,e,r,p),a.hasLines(e)||l(t,e,p)),\"tonext\"!==e.fill&&\"toself\"!==e.fill||v.push(\"fills\"),\"fills\"!==p(\"hoveron\",v.join(\"+\")||\"points\")&&p(\"hovertemplate\"),n.coerceSelectionMarkerOpacity(e,p)}else e.visible=!1}},{\"../../lib\":503,\"../scatter/constants\":931,\"../scatter/fillcolor_defaults\":935,\"../scatter/line_defaults\":940,\"../scatter/line_shape_defaults\":942,\"../scatter/marker_defaults\":946,\"../scatter/subtypes\":952,\"../scatter/text_defaults\":953,\"./attributes\":961}],964:[function(t,e,r){\"use strict\";e.exports=function(t,e,r,n,i){var a=n[i];return t.a=a.a,t.b=a.b,t.y=a.y,t}},{}],965:[function(t,e,r){\"use strict\";e.exports=function(t,e){var r={},n=e._carpet,i=n.ab2ij([t.a,t.b]),a=Math.floor(i[0]),o=i[0]-a,s=Math.floor(i[1]),l=i[1]-s,c=n.evalxy([],a,s,o,l);return r.yLabel=c[1].toFixed(3),r}},{}],966:[function(t,e,r){\"use strict\";var n=t(\"../scatter/hover\"),i=t(\"../../lib\").fillText;e.exports=function(t,e,r,a){var o=n(t,e,r,a);if(o&&!1!==o[0].index){var s=o[0];if(void 0===s.index){var l=1-s.y0/t.ya._length,c=t.xa._length,u=c*l/2,f=c-u;return s.x0=Math.max(Math.min(s.x0,f),u),s.x1=Math.max(Math.min(s.x1,f),u),o}var h=s.cd[s.index];s.a=h.a,s.b=h.b,s.xLabelVal=void 0,s.yLabelVal=void 0;var p=s.trace,d=p._carpet,m=p._module.formatLabels(h,p);s.yLabel=m.yLabel,delete s.text;var g=[];if(!p.hovertemplate){var v=(h.hi||p.hoverinfo).split(\"+\");-1!==v.indexOf(\"all\")&&(v=[\"a\",\"b\",\"text\"]),-1!==v.indexOf(\"a\")&&y(d.aaxis,h.a),-1!==v.indexOf(\"b\")&&y(d.baxis,h.b),g.push(\"y: \"+s.yLabel),-1!==v.indexOf(\"text\")&&i(h,p,g),s.extraText=g.join(\"<br>\")}return o}function y(t,e){var r;r=t.labelprefix&&t.labelprefix.length>0?t.labelprefix.replace(/ = $/,\"\"):t._hovertitle,g.push(r+\": \"+e.toFixed(3)+t.labelsuffix)}}},{\"../../lib\":503,\"../scatter/hover\":938}],967:[function(t,e,r){\"use 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n=t(\"../../lib\"),i=t(\"../scatter/subtypes\"),a=t(\"../scatter/marker_defaults\"),o=t(\"../scatter/line_defaults\"),s=t(\"../scatter/text_defaults\"),l=t(\"../scatter/fillcolor_defaults\"),c=t(\"./attributes\");e.exports=function(t,e,r,u){function f(r,i){return n.coerce(t,e,c,r,i)}var h,p=f(\"locations\");if(p&&p.length){var d,m=f(\"geojson\");(\"string\"==typeof m&&\"\"!==m||n.isPlainObject(m))&&(d=\"geojson-id\"),\"geojson-id\"===f(\"locationmode\",d)&&f(\"featureidkey\"),h=p.length}else{var 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M=p.font[r]={};M.size=(s.isTypedArray(f)?f[r]:Array.isArray(f)?n(f[r])?f[r]:0:f)*d,M.family=Array.isArray(h)?h[r]:h}else p.font={size:f*d,family:h};return p}function x(t){var e,r,n=t._length,i=t.marker,o={},l=s.isArrayOrTypedArray(i.symbol),c=s.isArrayOrTypedArray(i.color),f=s.isArrayOrTypedArray(i.line.color),d=s.isArrayOrTypedArray(i.opacity),m=s.isArrayOrTypedArray(i.size),g=s.isArrayOrTypedArray(i.line.width);if(l||(r=p.isOpenSymbol(i.symbol)),l||c||f||d){o.colors=new Array(n),o.borderColors=new Array(n);var v=u(i,i.opacity,n),y=u(i.line,i.opacity,n);if(!Array.isArray(y[0])){var x=y;for(y=Array(n),e=0;e<n;e++)y[e]=x}if(!Array.isArray(v[0])){var b=v;for(v=Array(n),e=0;e<n;e++)v[e]=b}for(o.colors=v,o.borderColors=y,e=0;e<n;e++){if(l){var _=i.symbol[e];r=p.isOpenSymbol(_)}r&&(y[e]=v[e].slice(),v[e]=v[e].slice(),v[e][3]=0)}o.opacity=t.opacity}else 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i={opacity:1,text:e.text,texttemplate:e.texttemplate,textposition:e.textposition,textfont:s.extendFlat({},e.textfont)};r.textfont&&s.extendFlat(i.textfont,r.textfont),n=y(t,i)}return n}function w(t,e,r){var n={capSize:2*e.width*r,lineWidth:e.thickness*r,color:e.color};return e.copy_ystyle&&(n=t.error_y),n}var T=d.SYMBOL_SDF_SIZE,k=d.SYMBOL_SIZE,A=d.SYMBOL_STROKE,M={},S=l.symbolFuncs[0](.05*k);function E(t){if(\"circle\"===t)return null;var e,r,n=l.symbolNumber(t),a=l.symbolFuncs[n%100],o=!!l.symbolNoDot[n%100],s=!!l.symbolNoFill[n%100],c=p.isDotSymbol(t);return M[t]?M[t]:(e=c&&!o?a(1.1*k)+S:a(k),r=i(e,{w:T,h:T,viewBox:[-k,-k,k,k],stroke:s?A:-A}),M[t]=r,r||null)}e.exports={style:function(t,e){var r,n={marker:void 0,markerSel:void 0,markerUnsel:void 0,line:void 0,fill:void 0,errorX:void 0,errorY:void 0,text:void 0,textSel:void 0,textUnsel:void 0},i=t._context.plotGlPixelRatio;if(!0!==e.visible)return 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T=y-_,k=y+w;p[v+u[0]]=x-i.c2l(T),p[v+u[1]]=i.c2l(k)-x,p[v+u[2]]=0,p[v+u[3]]=0,d=Math.min(d,y-_),m=Math.max(m,y+w)}}}h[a]={positions:r,errors:p,_bnds:[d,m]}}}return p(i,l),p(a,u),h},textPosition:function(t,e,r,n){var i,a=e._length,o={};if(f.hasMarkers(e)){var s=r.font,l=r.align,c=r.baseline;for(o.offset=new Array(a),i=0;i<a;i++){var u=n.sizes?n.sizes[i]:n.size,h=Array.isArray(s)?s[i].size:s.size,p=Array.isArray(l)?l.length>1?l[i]:l[0]:l,d=Array.isArray(c)?c.length>1?c[i]:c[0]:c,m=g[p],v=g[d],y=u?u/.8+1:0,x=-v*y-.5*v;o.offset[i]=[m*y/h,x/h]}}return o}}},{\"../../components/drawing\":388,\"../../components/fx/helpers\":402,\"../../constants/interactions\":478,\"../../lib\":503,\"../../lib/gl_format_color\":499,\"../../plots/cartesian/axis_ids\":558,\"../../registry\":638,\"../scatter/make_bubble_size_func\":944,\"../scatter/subtypes\":952,\"./constants\":982,\"./helpers\":987,\"color-normalize\":89,\"fast-isnumeric\":190,\"svg-path-sdf\":310}],984:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../../registry\"),a=t(\"./helpers\"),o=t(\"./attributes\"),s=t(\"../scatter/constants\"),l=t(\"../scatter/subtypes\"),c=t(\"../scatter/xy_defaults\"),u=t(\"../scatter/period_defaults\"),f=t(\"../scatter/marker_defaults\"),h=t(\"../scatter/line_defaults\"),p=t(\"../scatter/fillcolor_defaults\"),d=t(\"../scatter/text_defaults\");e.exports=function(t,e,r,m){function g(r,i){return n.coerce(t,e,o,r,i)}var v=!!t.marker&&a.isOpenSymbol(t.marker.symbol),y=l.isBubble(t),x=c(t,e,m,g);if(x){u(t,e,m,g),g(\"xhoverformat\"),g(\"yhoverformat\");var b=x<s.PTS_LINESONLY?\"lines+markers\":\"lines\";g(\"text\"),g(\"hovertext\"),g(\"hovertemplate\"),g(\"mode\",b),l.hasLines(e)&&(g(\"connectgaps\"),h(t,e,r,m,g),g(\"line.shape\")),l.hasMarkers(e)&&(f(t,e,r,m,g),g(\"marker.line.width\",v||y?1:0)),l.hasText(e)&&(g(\"texttemplate\"),d(t,e,m,g));var _=(e.line||{}).color,w=(e.marker||{}).color;g(\"fill\"),\"none\"!==e.fill&&p(t,e,r,g);var T=i.getComponentMethod(\"errorbars\",\"supplyDefaults\");T(t,e,_||w||r,{axis:\"y\"}),T(t,e,_||w||r,{axis:\"x\",inherit:\"y\"}),n.coerceSelectionMarkerOpacity(e,g)}else e.visible=!1}},{\"../../lib\":503,\"../../registry\":638,\"../scatter/constants\":931,\"../scatter/fillcolor_defaults\":935,\"../scatter/line_defaults\":940,\"../scatter/marker_defaults\":946,\"../scatter/period_defaults\":947,\"../scatter/subtypes\":952,\"../scatter/text_defaults\":953,\"../scatter/xy_defaults\":954,\"./attributes\":979,\"./helpers\":987}],985:[function(t,e,r){\"use strict\";var n=t(\"../../lib\"),i=t(\"../../components/color\"),a=t(\"../../constants/interactions\").DESELECTDIM;e.exports={styleTextSelection:function(t){var e,r,o=t[0],s=o.trace,l=o.t,c=l._scene,u=l.index,f=c.selectBatch[u],h=c.unselectBatch[u],p=c.textOptions[u],d=c.textSelectedOptions[u]||{},m=c.textUnselectedOptions[u]||{},g=n.extendFlat({},p);if(f.length||h.length){var v=d.color,y=m.color,x=p.color,b=Array.isArray(x);for(g.color=new Array(s._length),e=0;e<f.length;e++)r=f[e],g.color[r]=v||(b?x[r]:x);for(e=0;e<h.length;e++){r=h[e];var _=b?x[r]:x;g.color[r]=y||(v?_:i.addOpacity(_,a))}}c.glText[u].update(g)}}},{\"../../components/color\":366,\"../../constants/interactions\":478,\"../../lib\":503}],986:[function(t,e,r){\"use strict\";var n=t(\"../scatter/format_labels\");e.exports=function(t,e,r){var i=t.i;return\"x\"in t||(t.x=e._x[i]),\"y\"in t||(t.y=e._y[i]),n(t,e,r)}},{\"../scatter/format_labels\":936}],987:[function(t,e,r){\"use strict\";var n=t(\"./constants\");r.isOpenSymbol=function(t){return\"string\"==typeof t?n.OPEN_RE.test(t):t%200>100},r.isDotSymbol=function(t){return\"string\"==typeof t?n.DOT_RE.test(t):t>200}},{\"./constants\":982}],988:[function(t,e,r){\"use strict\";var n=t(\"../../registry\"),i=t(\"../../lib\"),a=t(\"../scatter/get_trace_color\");function o(t,e,r,o){var s=t.xa,l=t.ya,c=t.distance,u=t.dxy,f=t.index,h={pointNumber:f,x:e[f],y:r[f]};h.tx=Array.isArray(o.text)?o.text[f]:o.text,h.htx=Array.isArray(o.hovertext)?o.hovertext[f]:o.hovertext,h.data=Array.isArray(o.customdata)?o.customdata[f]:o.customdata,h.tp=Array.isArray(o.textposition)?o.textposition[f]:o.textposition;var p=o.textfont;p&&(h.ts=i.isArrayOrTypedArray(p.size)?p.size[f]:p.size,h.tc=Array.isArray(p.color)?p.color[f]:p.color,h.tf=Array.isArray(p.family)?p.family[f]:p.family);var d=o.marker;d&&(h.ms=i.isArrayOrTypedArray(d.size)?d.size[f]:d.size,h.mo=i.isArrayOrTypedArray(d.opacity)?d.opacity[f]:d.opacity,h.mx=i.isArrayOrTypedArray(d.symbol)?d.symbol[f]:d.symbol,h.mc=i.isArrayOrTypedArray(d.color)?d.color[f]:d.color);var m=d&&d.line;m&&(h.mlc=Array.isArray(m.color)?m.color[f]:m.color,h.mlw=i.isArrayOrTypedArray(m.width)?m.width[f]:m.width);var g=d&&d.gradient;g&&\"none\"!==g.type&&(h.mgt=Array.isArray(g.type)?g.type[f]:g.type,h.mgc=Array.isArray(g.color)?g.color[f]:g.color);var v=s.c2p(h.x,!0),y=l.c2p(h.y,!0),x=h.mrc||1,b=o.hoverlabel;b&&(h.hbg=Array.isArray(b.bgcolor)?b.bgcolor[f]:b.bgcolor,h.hbc=Array.isArray(b.bordercolor)?b.bordercolor[f]:b.bordercolor,h.hts=i.isArrayOrTypedArray(b.font.size)?b.font.size[f]:b.font.size,h.htc=Array.isArray(b.font.color)?b.font.color[f]:b.font.color,h.htf=Array.isArray(b.font.family)?b.font.family[f]:b.font.family,h.hnl=i.isArrayOrTypedArray(b.namelength)?b.namelength[f]:b.namelength);var _=o.hoverinfo;_&&(h.hi=Array.isArray(_)?_[f]:_);var w=o.hovertemplate;w&&(h.ht=Array.isArray(w)?w[f]:w);var T={};T[t.index]=h;var k=o._origX,A=o._origY,M=i.extendFlat({},t,{color:a(o,h),x0:v-x,x1:v+x,xLabelVal:k?k[f]:h.x,y0:y-x,y1:y+x,yLabelVal:A?A[f]:h.y,cd:T,distance:c,spikeDistance:u,hovertemplate:h.ht});return h.htx?M.text=h.htx:h.tx?M.text=h.tx:o.text&&(M.text=o.text),i.fillText(h,o,M),n.getComponentMethod(\"errorbars\",\"hoverInfo\")(h,o,M),M}e.exports={hoverPoints:function(t,e,r,n){var i,a,s,l,c,u,f,h,p,d,m=t.cd,g=m[0].t,v=m[0].trace,y=t.xa,x=t.ya,b=g.x,_=g.y,w=y.c2p(e),T=x.c2p(r),k=t.distance;if(g.tree){var A=y.p2c(w-k),M=y.p2c(w+k),S=x.p2c(T-k),E=x.p2c(T+k);i=\"x\"===n?g.tree.range(Math.min(A,M),Math.min(x._rl[0],x._rl[1]),Math.max(A,M),Math.max(x._rl[0],x._rl[1])):g.tree.range(Math.min(A,M),Math.min(S,E),Math.max(A,M),Math.max(S,E))}else i=g.ids;var L=k;if(\"x\"===n){var C=!!v.xperiodalignment,P=!!v.yperiodalignment;for(u=0;u<i.length;u++){if(l=b[a=i[u]],f=Math.abs(y.c2p(l)-w),C){var I=y.c2p(v._xStarts[a]),O=y.c2p(v._xEnds[a]);f=w>=Math.min(I,O)&&w<=Math.max(I,O)?0:1/0}if(f<L){if(L=f,c=_[a],h=x.c2p(c)-T,P){var z=x.c2p(v._yStarts[a]),D=x.c2p(v._yEnds[a]);h=T>=Math.min(z,D)&&T<=Math.max(z,D)?0:1/0}d=Math.sqrt(f*f+h*h),s=i[u]}}}else for(u=i.length-1;u>-1;u--)l=b[a=i[u]],c=_[a],f=y.c2p(l)-w,h=x.c2p(c)-T,(p=Math.sqrt(f*f+h*h))<L&&(L=d=p,s=a);return t.index=s,t.distance=L,t.dxy=d,void 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_=y.count,w=v._glcanvas.data()[0].regl;if(f(t,e,r),y.dirty){if(!0===y.error2d&&(y.error2d=a(w)),!0===y.line2d&&(y.line2d=i(w)),!0===y.scatter2d&&(y.scatter2d=n(w)),!0===y.fill2d&&(y.fill2d=i(w)),!0===y.glText)for(y.glText=new Array(_),m=0;m<_;m++)y.glText[m]=new o(w);if(y.glText){if(_>y.glText.length){var T=_-y.glText.length;for(m=0;m<T;m++)y.glText.push(new o(w))}else if(_<y.glText.length){var k=y.glText.length-_;y.glText.splice(_,k).forEach((function(t){t.destroy()}))}for(m=0;m<_;m++)y.glText[m].update(y.textOptions[m])}if(y.line2d&&(y.line2d.update(y.lineOptions),y.lineOptions=y.lineOptions.map((function(t){if(t&&t.positions){for(var e=t.positions,r=0;r<e.length&&(isNaN(e[r])||isNaN(e[r+1]));)r+=2;for(var n=e.length-2;n>r&&(isNaN(e[n])||isNaN(e[n+1]));)n-=2;t.positions=e.slice(r,n+2)}return t})),y.line2d.update(y.lineOptions)),y.error2d){var A=(y.errorXOptions||[]).concat(y.errorYOptions||[]);y.error2d.update(A)}y.scatter2d&&y.scatter2d.update(y.markerOptions),y.fillOrder=s.repeat(null,_),y.fill2d&&(y.fillOptions=y.fillOptions.map((function(t,e){var n=r[e];if(t&&n&&n[0]&&n[0].trace){var i,a,o=n[0],s=o.trace,l=o.t,c=y.lineOptions[e],u=[];s._ownfill&&u.push(e),s._nexttrace&&u.push(e+1),u.length&&(y.fillOrder[e]=u);var f,h,p=[],d=c&&c.positions||l.positions;if(\"tozeroy\"===s.fill){for(f=0;f<d.length&&isNaN(d[f+1]);)f+=2;for(h=d.length-2;h>f&&isNaN(d[h+1]);)h-=2;0!==d[f+1]&&(p=[d[f],0]),p=p.concat(d.slice(f,h+2)),0!==d[h+1]&&(p=p.concat([d[h],0]))}else if(\"tozerox\"===s.fill){for(f=0;f<d.length&&isNaN(d[f]);)f+=2;for(h=d.length-2;h>f&&isNaN(d[h]);)h-=2;0!==d[f]&&(p=[0,d[f+1]]),p=p.concat(d.slice(f,h+2)),0!==d[h]&&(p=p.concat([0,d[h+1]]))}else 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R=y.selectBatch[I]=s.selIndices2selPoints(C),F={};for(g=0;g<R.length;g++)F[R[g]]=1;var B=[];for(g=0;g<O;g++)F[g]||B.push(g);y.unselectBatch[I]=B}var N=P.xpx=new Array(O),j=P.ypx=new Array(O);for(g=0;g<O;g++)N[g]=x.c2p(z[g]),j[g]=b.c2p(D[g])}else P.xpx=P.ypx=null}if(S){if(y.select2d||(y.select2d=n(v._glcanvas.data()[1].regl)),y.scatter2d){var U=new Array(_);for(m=0;m<_;m++)U[m]=y.selectBatch[m].length||y.unselectBatch[m].length?y.markerUnselectedOptions[m]:{};y.scatter2d.update(U)}y.select2d&&(y.select2d.update(y.markerOptions),y.select2d.update(y.markerSelectedOptions)),y.glText&&r.forEach((function(t){var e=((t||[])[0]||{}).trace||{};u.hasText(e)&&h(t)}))}else y.scatter2d&&y.scatter2d.update(y.markerOptions);var V={viewport:d(v,x,b,t._context.plotGlPixelRatio),range:[(x._rl||x.range)[0],(b._rl||b.range)[0],(x._rl||x.range)[1],(b._rl||b.range)[1]]},H=s.repeat(V,y.count);y.fill2d&&y.fill2d.update(H),y.line2d&&y.line2d.update(H),y.error2d&&y.error2d.update(H.concat(H)),y.scatter2d&&y.scatter2d.update(H),y.select2d&&y.select2d.update(H),y.glText&&y.glText.forEach((function(t){t.update(V)}))}else y.init()}}).reglPrecompiled=p},{\"../../components/dragelement/helpers\":384,\"../../lib\":503,\"../../lib/prepare_regl\":516,\"../scatter/link_traces\":943,\"../scatter/subtypes\":952,\"./edit_style\":985,\"gl-text\":225,\"regl-error2d\":279,\"regl-line2d\":280,\"regl-scatter2d\":281}],991:[function(t,e,r){\"use strict\";var n=t(\"../../lib\");e.exports=function(t,e){var r=e._scene,i={count:0,dirty:!0,lineOptions:[],fillOptions:[],markerOptions:[],markerSelectedOptions:[],markerUnselectedOptions:[],errorXOptions:[],errorYOptions:[],textOptions:[],textSelectedOptions:[],textUnselectedOptions:[],selectBatch:[],unselectBatch:[]},a={fill2d:!1,scatter2d:!1,error2d:!1,line2d:!1,glText:!1,select2d:!1};return e._scene||((r=e._scene={}).init=function(){n.extendFlat(r,a,i)},r.init(),r.update=function(t){var e=n.repeat(t,r.count);if(r.fill2d&&r.fill2d.update(e),r.scatter2d&&r.scatter2d.update(e),r.line2d&&r.line2d.update(e),r.error2d&&r.error2d.update(e.concat(e)),r.select2d&&r.select2d.update(e),r.glText)for(var i=0;i<r.count;i++)r.glText[i].update(t)},r.draw=function(){for(var t=r.count,e=r.fill2d,i=r.error2d,a=r.line2d,o=r.scatter2d,s=r.glText,l=r.select2d,c=r.selectBatch,u=r.unselectBatch,f=0;f<t;f++){if(e&&r.fillOrder[f]&&e.draw(r.fillOrder[f]),a&&r.lineOptions[f]&&a.draw(f),i&&(r.errorXOptions[f]&&i.draw(f),r.errorYOptions[f]&&i.draw(f+t)),o&&r.markerOptions[f])if(u[f].length){var h=n.repeat([],r.count);h[f]=u[f],o.draw(h)}else c[f].length||o.draw(f);s[f]&&r.textOptions[f]&&s[f].render()}l&&l.draw(c),r.dirty=!1},r.destroy=function(){r.fill2d&&r.fill2d.destroy&&r.fill2d.destroy(),r.scatter2d&&r.scatter2d.destroy&&r.scatter2d.destroy(),r.error2d&&r.error2d.destroy&&r.error2d.destroy(),r.line2d&&r.line2d.destroy&&r.line2d.destroy(),r.select2d&&r.select2d.destroy&&r.select2d.destroy(),r.glText&&r.glText.forEach((function(t){t.destroy&&t.destroy()})),r.lineOptions=null,r.fillOptions=null,r.markerOptions=null,r.markerSelectedOptions=null,r.markerUnselectedOptions=null,r.errorXOptions=null,r.errorYOptions=null,r.textOptions=null,r.textSelectedOptions=null,r.textUnselectedOptions=null,r.selectBatch=null,r.unselectBatch=null,e._scene=null}),r.dirty||n.extendFlat(r,i),r}},{\"../../lib\":503}],992:[function(t,e,r){\"use strict\";var n=t(\"../scatter/subtypes\"),i=t(\"./edit_style\").styleTextSelection;e.exports=function(t,e){var r=t.cd,a=t.xaxis,o=t.yaxis,s=[],l=r[0].trace,c=r[0].t,u=l._length,f=c.x,h=c.y,p=c._scene,d=c.index;if(!p)return s;var m=n.hasText(l),g=n.hasMarkers(l),v=!g&&!m;if(!0!==l.visible||v)return s;var y=[],x=[];if(!1!==e&&!e.degenerate)for(var b=0;b<u;b++)e.contains([c.xpx[b],c.ypx[b]],!1,b,t)?(y.push(b),s.push({pointNumber:b,x:a.c2d(f[b]),y:o.c2d(h[b])})):x.push(b);if(g){var _=p.scatter2d;if(y.length||x.length){if(!p.selectBatch[d].length&&!p.unselectBatch[d].length){var w=new Array(p.count);w[d]=p.markerUnselectedOptions[d],_.update.apply(_,w)}}else{var T=new Array(p.count);T[d]=p.markerOptions[d],_.update.apply(_,T)}}return p.selectBatch[d]=y,p.unselectBatch[d]=x,m&&i(r),s}},{\"../scatter/subtypes\":952,\"./edit_style\":985}],993:[function(t,e,r){\"use strict\";var n=t(\"../../plots/template_attributes\").hovertemplateAttrs,i=t(\"../../plots/template_attributes\").texttemplateAttrs,a=t(\"../scattergeo/attributes\"),o=t(\"../scatter/attributes\"),s=t(\"../../plots/mapbox/layout_attributes\"),l=t(\"../../plots/attributes\"),c=t(\"../../components/colorscale/attributes\"),u=t(\"../../lib/extend\").extendFlat,f=t(\"../../plot_api/edit_types\").overrideAll,h=a.line,p=a.marker;e.exports=f({lon:a.lon,lat:a.lat,mode:u({},o.mode,{dflt:\"markers\"}),text:u({},o.text,{}),texttemplate:i({editType:\"plot\"},{keys:[\"lat\",\"lon\",\"text\"]}),hovertext:u({},o.hovertext,{}),line:{color:h.color,width:h.width},connectgaps:o.connectgaps,marker:u({symbol:{valType:\"string\",dflt:\"circle\",arrayOk:!0},angle:{valType:\"number\",dflt:\"auto\",arrayOk:!0},allowoverlap:{valType:\"boolean\",dflt:!1},opacity:p.opacity,size:p.size,sizeref:p.sizeref,sizemin:p.sizemin,sizemode:p.sizemode},c(\"marker\")),fill:a.fill,fillcolor:o.fillcolor,textfont:s.layers.symbol.textfont,textposition:s.layers.symbol.textposition,below:{valType:\"string\"},selected:{marker:o.selected.marker},unselected:{marker:o.unselected.marker},hoverinfo:u({},l.hoverinfo,{flags:[\"lon\",\"lat\",\"text\",\"name\"]}),hovertemplate:n()},\"calc\",\"nested\")},{\"../../components/colorscale/attributes\":373,\"../../lib/extend\":493,\"../../plot_api/edit_types\":536,\"../../plots/attributes\":550,\"../../plots/mapbox/layout_attributes\":615,\"../../plots/template_attributes\":633,\"../scatter/attributes\":927,\"../scattergeo/attributes\":969}],994:[function(t,e,r){\"use strict\";var n=t(\"fast-isnumeric\"),i=t(\"../../lib\"),a=t(\"../../constants/numerical\").BADNUM,o=t(\"../../lib/geojson_utils\"),s=t(\"../../components/colorscale\"),l=t(\"../../components/drawing\"),c=t(\"../scatter/make_bubble_size_func\"),u=t(\"../scatter/subtypes\"),f=t(\"../../plots/mapbox/convert_text_opts\"),h=t(\"../../components/fx/helpers\").appendArrayPointValue,p=t(\"../../lib/svg_text_utils\").NEWLINES,d=t(\"../../lib/svg_text_utils\").BR_TAG_ALL;function m(){return{geojson:o.makeBlank(),layout:{visibility:\"none\"},paint:{}}}function g(t,e){return i.isArrayOrTypedArray(t)?e?function(e){return n(t[e])?+t[e]:0}:function(e){return t[e]}:t?function(){return t}:v}function v(){return\"\"}function y(t){return t[0]===a}e.exports=function(t,e){var r,a=e[0].trace,x=!0===a.visible&&0!==a._length,b=\"none\"!==a.fill,_=u.hasLines(a),w=u.hasMarkers(a),T=u.hasText(a),k=w&&\"circle\"===a.marker.symbol,A=w&&\"circle\"!==a.marker.symbol,M=m(),S=m(),E=m(),L=m(),C={fill:M,line:S,circle:E,symbol:L};if(!x)return C;if((b||_)&&(r=o.calcTraceToLineCoords(e)),b&&(M.geojson=o.makePolygon(r),M.layout.visibility=\"visible\",i.extendFlat(M.paint,{\"fill-color\":a.fillcolor})),_&&(S.geojson=o.makeLine(r),S.layout.visibility=\"visible\",i.extendFlat(S.paint,{\"line-width\":a.line.width,\"line-color\":a.line.color,\"line-opacity\":a.opacity})),k){var P=function(t){var e,r,a,o,u=t[0].trace,f=u.marker,h=u.selectedpoints,p=i.isArrayOrTypedArray(f.color),d=i.isArrayOrTypedArray(f.size),m=i.isArrayOrTypedArray(f.opacity);function g(t){return u.opacity*t}p&&(r=s.hasColorscale(u,\"marker\")?s.makeColorScaleFuncFromTrace(f):i.identity);d&&(a=c(u));m&&(o=function(t){return g(n(t)?+i.constrain(t,0,1):0)});var v,x=[];for(e=0;e<t.length;e++){var 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n=t(\"../scatterpolar/attributes\"),i=t(\"../scattergl/attributes\"),a=t(\"../../plots/template_attributes\").texttemplateAttrs;e.exports={mode:n.mode,r:n.r,theta:n.theta,r0:n.r0,dr:n.dr,theta0:n.theta0,dtheta:n.dtheta,thetaunit:n.thetaunit,text:n.text,texttemplate:a({editType:\"plot\"},{keys:[\"r\",\"theta\",\"text\"]}),hovertext:n.hovertext,hovertemplate:n.hovertemplate,line:i.line,connectgaps:i.connectgaps,marker:i.marker,fill:i.fill,fillcolor:i.fillcolor,textposition:i.textposition,textfont:i.textfont,hoverinfo:n.hoverinfo,selected:n.selected,unselected:n.unselected}},{\"../../plots/template_attributes\":633,\"../scattergl/attributes\":979,\"../scatterpolar/attributes\":1002}],1010:[function(t,e,r){\"use 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A={};u.label&&(A.label=u.label),u.hasOwnProperty(\"v\")&&(A.value=u.v,A.valueLabel=b.formatValue(u.v,l)),A.currentPath=b.getPath(t.data),h||(A.percentParent=d/b.getValue(p),A.percentParentLabel=b.formatPercent(A.percentParent,l),A.parent=b.getPtLabel(p)),A.percentEntry=d/b.getValue(e),A.percentEntryLabel=b.formatPercent(A.percentEntry,l),A.entry=b.getPtLabel(e),A.percentRoot=d/b.getValue(f),A.percentRootLabel=b.formatPercent(A.percentRoot,l),A.root=b.getPtLabel(f),u.hasOwnProperty(\"color\")&&(A.color=u.color);var M=s.castOption(r,u.i,\"text\");return(s.isValidTextValue(M)||\"\"===M)&&(A.text=M),A.customdata=s.castOption(r,u.i,\"customdata\"),s.texttemplateString(k,A,i._d3locale,A,r._meta||{})}},{\"../../components/drawing\":388,\"../../lib\":503,\"../../lib/svg_text_utils\":529,\"../bar/style\":662,\"../bar/uniform_text\":664,\"../pie/helpers\":906,\"../pie/plot\":910,\"./constants\":1052,\"./fx\":1054,\"./helpers\":1055,\"./style\":1060,\"@plotly/d3\":58,\"d3-hierarchy\":115,\"d3-interpolate\":116}],1060:[function(t,e,r){\"use strict\";var n=t(\"@plotly/d3\"),i=t(\"../../components/color\"),a=t(\"../../lib\"),o=t(\"../bar/uniform_text\").resizeText;function s(t,e,r){var n=e.data.data,o=!e.children,s=n.i,l=a.castOption(r,s,\"marker.line.color\")||i.defaultLine,c=a.castOption(r,s,\"marker.line.width\")||0;t.style(\"stroke-width\",c).call(i.fill,n.color).call(i.stroke,l).style(\"opacity\",o?r.leaf.opacity:null)}e.exports={style:function(t){var e=t._fullLayout._sunburstlayer.selectAll(\".trace\");o(t,e,\"sunburst\"),e.each((function(t){var e=n.select(this),r=t[0].trace;e.style(\"opacity\",r.opacity),e.selectAll(\"path.surface\").each((function(t){n.select(this).call(s,t,r)}))}))},styleOne:s}},{\"../../components/color\":366,\"../../lib\":503,\"../bar/uniform_text\":664,\"@plotly/d3\":58}],1061:[function(t,e,r){\"use strict\";var n=t(\"../../components/color\"),i=t(\"../../components/colorscale/attributes\"),a=t(\"../../plots/cartesian/axis_format_attributes\").axisHoverFormat,o=t(\"../../plots/template_attributes\").hovertemplateAttrs,s=t(\"../../plots/attributes\"),l=t(\"../../lib/extend\").extendFlat,c=t(\"../../plot_api/edit_types\").overrideAll;function u(t){return{show:{valType:\"boolean\",dflt:!1},start:{valType:\"number\",dflt:null,editType:\"plot\"},end:{valType:\"number\",dflt:null,editType:\"plot\"},size:{valType:\"number\",dflt:null,min:0,editType:\"plot\"},project:{x:{valType:\"boolean\",dflt:!1},y:{valType:\"boolean\",dflt:!1},z:{valType:\"boolean\",dflt:!1}},color:{valType:\"color\",dflt:n.defaultLine},usecolormap:{valType:\"boolean\",dflt:!1},width:{valType:\"number\",min:1,max:16,dflt:2},highlight:{valType:\"boolean\",dflt:!0},highlightcolor:{valType:\"color\",dflt:n.defaultLine},highlightwidth:{valType:\"number\",min:1,max:16,dflt:2}}}var f=e.exports=c(l({z:{valType:\"data_array\"},x:{valType:\"data_array\"},y:{valType:\"data_array\"},text:{valType:\"string\",dflt:\"\",arrayOk:!0},hovertext:{valType:\"string\",dflt:\"\",arrayOk:!0},hovertemplate:o(),xhoverformat:a(\"x\"),yhoverformat:a(\"y\"),zhoverformat:a(\"z\"),connectgaps:{valType:\"boolean\",dflt:!1,editType:\"calc\"},surfacecolor:{valType:\"data_array\"}},i(\"\",{colorAttr:\"z or surfacecolor\",showScaleDflt:!0,autoColorDflt:!1,editTypeOverride:\"calc\"}),{contours:{x:u(),y:u(),z:u()},hidesurface:{valType:\"boolean\",dflt:!1},lightposition:{x:{valType:\"number\",min:-1e5,max:1e5,dflt:10},y:{valType:\"number\",min:-1e5,max:1e5,dflt:1e4},z:{valType:\"number\",min:-1e5,max:1e5,dflt:0}},lighting:{ambient:{valType:\"number\",min:0,max:1,dflt:.8},diffuse:{valType:\"number\",min:0,max:1,dflt:.8},specular:{valType:\"number\",min:0,max:2,dflt:.05},roughness:{valType:\"number\",min:0,max:1,dflt:.5},fresnel:{valType:\"number\",min:0,max:5,dflt:.2}},opacity:{valType:\"number\",min:0,max:1,dflt:1},opacityscale:{valType:\"any\",editType:\"calc\"},_deprecated:{zauto:l({},i.zauto,{}),zmin:l({},i.zmin,{}),zmax:l({},i.zmax,{})},hoverinfo:l({},s.hoverinfo),showlegend:l({},s.showlegend,{dflt:!1})}),\"calc\",\"nested\");f.x.editType=f.y.editType=f.z.editType=\"calc+clearAxisTypes\",f.transforms=void 0},{\"../../components/color\":366,\"../../components/colorscale/attributes\":373,\"../../lib/extend\":493,\"../../plot_api/edit_types\":536,\"../../plots/attributes\":550,\"../../plots/cartesian/axis_format_attributes\":557,\"../../plots/template_attributes\":633}],1062:[function(t,e,r){\"use strict\";var n=t(\"../../components/colorscale/calc\");e.exports=function(t,e){e.surfacecolor?n(t,e,{vals:e.surfacecolor,containerStr:\"\",cLetter:\"c\"}):n(t,e,{vals:e.z,containerStr:\"\",cLetter:\"c\"})}},{\"../../components/colorscale/calc\":374}],1063:[function(t,e,r){\"use strict\";var n=t(\"../../../stackgl_modules\").gl_surface3d,i=t(\"../../../stackgl_modules\").ndarray,a=t(\"../../../stackgl_modules\").ndarray_linear_interpolate.d2,o=t(\"../heatmap/interp2d\"),s=t(\"../heatmap/find_empties\"),l=t(\"../../lib\").isArrayOrTypedArray,c=t(\"../../lib/gl_format_color\").parseColorScale,u=t(\"../../lib/str2rgbarray\"),f=t(\"../../components/colorscale\").extractOpts;function h(t,e,r){this.scene=t,this.uid=r,this.surface=e,this.data=null,this.showContour=[!1,!1,!1],this.contourStart=[null,null,null],this.contourEnd=[null,null,null],this.contourSize=[0,0,0],this.minValues=[1/0,1/0,1/0],this.maxValues=[-1/0,-1/0,-1/0],this.dataScaleX=1,this.dataScaleY=1,this.refineData=!0,this.objectOffset=[0,0,0]}var p=h.prototype;p.getXat=function(t,e,r,n){var i=l(this.data.x)?l(this.data.x[0])?this.data.x[e][t]:this.data.x[t]:t;return void 0===r?i:n.d2l(i,0,r)},p.getYat=function(t,e,r,n){var i=l(this.data.y)?l(this.data.y[0])?this.data.y[e][t]:this.data.y[e]:e;return void 0===r?i:n.d2l(i,0,r)},p.getZat=function(t,e,r,n){var i=this.data.z[e][t];return null===i&&this.data.connectgaps&&this.data._interpolatedZ&&(i=this.data._interpolatedZ[e][t]),void 0===r?i:n.d2l(i,0,r)},p.handlePick=function(t){if(t.object===this.surface){var e=(t.data.index[0]-1)/this.dataScaleX-1,r=(t.data.index[1]-1)/this.dataScaleY-1,n=Math.max(Math.min(Math.round(e),this.data.z[0].length-1),0),i=Math.max(Math.min(Math.round(r),this.data._ylength-1),0);t.index=[n,i],t.traceCoordinate=[this.getXat(n,i),this.getYat(n,i),this.getZat(n,i)],t.dataCoordinate=[this.getXat(n,i,this.data.xcalendar,this.scene.fullSceneLayout.xaxis),this.getYat(n,i,this.data.ycalendar,this.scene.fullSceneLayout.yaxis),this.getZat(n,i,this.data.zcalendar,this.scene.fullSceneLayout.zaxis)];for(var a=0;a<3;a++){var o=t.dataCoordinate[a];null!=o&&(t.dataCoordinate[a]*=this.scene.dataScale[a])}var s=this.data.hovertext||this.data.text;return Array.isArray(s)&&s[i]&&void 0!==s[i][n]?t.textLabel=s[i][n]:t.textLabel=s||\"\",t.data.dataCoordinate=t.dataCoordinate.slice(),this.surface.highlight(t.data),this.scene.glplot.spikes.position=t.dataCoordinate,!0}};var d=[2,3,5,7,11,13,17,19,23,29,31,37,41,43,47,53,59,61,67,71,73,79,83,89,97,101,103,107,109,113,127,131,137,139,149,151,157,163,167,173,179,181,191,193,197,199,211,223,227,229,233,239,241,251,257,263,269,271,277,281,283,293,307,311,313,317,331,337,347,349,353,359,367,373,379,383,389,397,401,409,419,421,431,433,439,443,449,457,461,463,467,479,487,491,499,503,509,521,523,541,547,557,563,569,571,577,587,593,599,601,607,613,617,619,631,641,643,647,653,659,661,673,677,683,691,701,709,719,727,733,739,743,751,757,761,769,773,787,797,809,811,821,823,827,829,839,853,857,859,863,877,881,883,887,907,911,919,929,937,941,947,953,967,971,977,983,991,997,1009,1013,1019,1021,1031,1033,1039,1049,1051,1061,1063,1069,1087,1091,1093,1097,1103,1109,1117,1123,1129,1151,1153,1163,1171,1181,1187,1193,1201,1213,1217,1223,1229,1231,1237,1249,1259,1277,1279,1283,1289,1291,1297,1301,1303,1307,1319,1321,1327,1361,1367,1373,1381,1399,1409,1423,1427,1429,1433,1439,1447,1451,1453,1459,1471,1481,1483,1487,1489,1493,1499,1511,1523,1531,1543,1549,1553,1559,1567,1571,1579,1583,1597,1601,1607,1609,1613,1619,1621,1627,1637,1657,1663,1667,1669,1693,1697,1699,1709,1721,1723,1733,1741,1747,1753,1759,1777,1783,1787,1789,1801,1811,1823,1831,1847,1861,1867,1871,1873,1877,1879,1889,1901,1907,1913,1931,1933,1949,1951,1973,1979,1987,1993,1997,1999,2003,2011,2017,2027,2029,2039,2053,2063,2069,2081,2083,2087,2089,2099,2111,2113,2129,2131,2137,2141,2143,2153,2161,2179,2203,2207,2213,2221,2237,2239,2243,2251,2267,2269,2273,2281,2287,2293,2297,2309,2311,2333,2339,2341,2347,2351,2357,2371,2377,2381,2383,2389,2393,2399,2411,2417,2423,2437,2441,2447,2459,2467,2473,2477,2503,2521,2531,2539,2543,2549,2551,2557,2579,2591,2593,2609,2617,2621,2633,2647,2657,2659,2663,2671,2677,2683,2687,2689,2693,2699,2707,2711,2713,2719,2729,2731,2741,2749,2753,2767,2777,2789,2791,2797,2801,2803,2819,2833,2837,2843,2851,2857,2861,2879,2887,2897,2903,2909,2917,2927,2939,2953,2957,2963,2969,2971,2999];function m(t,e){if(t<e)return 0;for(var r=0;0===Math.floor(t%e);)t/=e,r++;return r}function g(t){for(var e=[],r=0;r<d.length;r++){var n=d[r];e.push(m(t,n))}return e}function v(t){for(var e=g(t),r=t,n=0;n<d.length;n++)if(e[n]>0){r=d[n];break}return r}function y(t,e){if(!(t<1||e<1)){for(var r=g(t),n=g(e),i=1,a=0;a<d.length;a++)i*=Math.pow(d[a],Math.max(r[a],n[a]));return i}}p.calcXnums=function(t){var e,r=[];for(e=1;e<t;e++){var n=this.getXat(e-1,0),i=this.getXat(e,0);r[e-1]=i!==n&&null!=n&&null!=i?Math.abs(i-n):0}var a=0;for(e=1;e<t;e++)a+=r[e-1];for(e=1;e<t;e++)0===r[e-1]?r[e-1]=1:r[e-1]=Math.round(a/r[e-1]);return r},p.calcYnums=function(t){var e,r=[];for(e=1;e<t;e++){var n=this.getYat(0,e-1),i=this.getYat(0,e);r[e-1]=i!==n&&null!=n&&null!=i?Math.abs(i-n):0}var a=0;for(e=1;e<t;e++)a+=r[e-1];for(e=1;e<t;e++)0===r[e-1]?r[e-1]=1:r[e-1]=Math.round(a/r[e-1]);return r};var x=[1,2,4,6,12,24,36,48,60,120,180,240,360,720,840,1260],b=x[9],_=x[13];function w(t,e,r){var n=r[8]+r[2]*e[0]+r[5]*e[1];return t[0]=(r[6]+r[0]*e[0]+r[3]*e[1])/n,t[1]=(r[7]+r[1]*e[0]+r[4]*e[1])/n,t}function T(t,e,r){return function(t,e,r,n){for(var i=[0,0],o=t.shape[0],s=t.shape[1],l=0;l<o;l++)for(var c=0;c<s;c++)r(i,[l,c],n),t.set(l,c,a(e,i[0],i[1]))}(t,e,w,r),t}function k(t,e){for(var r=!1,n=0;n<t.length;n++)if(e===t[n]){r=!0;break}!1===r&&t.push(e)}p.estimateScale=function(t,e){for(var r=1+function(t){if(0!==t.length){for(var e=1,r=0;r<t.length;r++)e=y(e,t[r]);return e}}(0===e?this.calcXnums(t):this.calcYnums(t));r<b;)r*=2;for(;r>_;)r--,r/=v(r),++r<b&&(r=_);var n=Math.round(r/t);return n>1?n:1},p.refineCoords=function(t){for(var e=this.dataScaleX,r=this.dataScaleY,n=t[0].shape[0],a=t[0].shape[1],o=0|Math.floor(t[0].shape[0]*e+1),s=0|Math.floor(t[0].shape[1]*r+1),l=1+n+1,c=1+a+1,u=i(new Float32Array(l*c),[l,c]),f=[1/e,0,0,0,1/r,0,0,0,1],h=0;h<t.length;++h){this.surface.padField(u,t[h]);var p=i(new Float32Array(o*s),[o,s]);T(p,u,f),t[h]=p}},p.setContourLevels=function(){var t,e,r,n=[[],[],[]],i=[!1,!1,!1],a=!1;for(t=0;t<3;++t)if(this.showContour[t]&&(a=!0,this.contourSize[t]>0&&null!==this.contourStart[t]&&null!==this.contourEnd[t]&&this.contourEnd[t]>this.contourStart[t]))for(i[t]=!0,e=this.contourStart[t];e<this.contourEnd[t];e+=this.contourSize[t])r=e*this.scene.dataScale[t],k(n[t],r);if(a){var o=[[],[],[]];for(t=0;t<3;++t)this.showContour[t]&&(o[t]=i[t]?n[t]:this.scene.contourLevels[t]);this.surface.update({levels:o})}},p.update=function(t){var e,r,n,a,l=this.scene,h=l.fullSceneLayout,p=this.surface,d=c(t),m=l.dataScale,g=t.z[0].length,v=t._ylength,y=l.contourLevels;this.data=t;var x=[];for(e=0;e<3;e++)for(x[e]=[],r=0;r<g;r++)x[e][r]=[];for(r=0;r<g;r++)for(n=0;n<v;n++)x[0][r][n]=this.getXat(r,n,t.xcalendar,h.xaxis),x[1][r][n]=this.getYat(r,n,t.ycalendar,h.yaxis),x[2][r][n]=this.getZat(r,n,t.zcalendar,h.zaxis);if(t.connectgaps)for(t._emptypoints=s(x[2]),o(x[2],t._emptypoints),t._interpolatedZ=[],r=0;r<g;r++)for(t._interpolatedZ[r]=[],n=0;n<v;n++)t._interpolatedZ[r][n]=x[2][r][n];for(e=0;e<3;e++)for(r=0;r<g;r++)for(n=0;n<v;n++)null==(a=x[e][r][n])?x[e][r][n]=NaN:a=x[e][r][n]*=m[e];for(e=0;e<3;e++)for(r=0;r<g;r++)for(n=0;n<v;n++)null!=(a=x[e][r][n])&&(this.minValues[e]>a&&(this.minValues[e]=a),this.maxValues[e]<a&&(this.maxValues[e]=a));for(e=0;e<3;e++)this.objectOffset[e]=.5*(this.minValues[e]+this.maxValues[e]);for(e=0;e<3;e++)for(r=0;r<g;r++)for(n=0;n<v;n++)null!=(a=x[e][r][n])&&(x[e][r][n]-=this.objectOffset[e]);var b=[i(new Float32Array(g*v),[g,v]),i(new Float32Array(g*v),[g,v]),i(new Float32Array(g*v),[g,v])];for(e=0;e<3;e++)for(r=0;r<g;r++)for(n=0;n<v;n++)b[e].set(r,n,x[e][r][n]);x=[];var w={colormap:d,levels:[[],[],[]],showContour:[!0,!0,!0],showSurface:!t.hidesurface,contourProject:[[!1,!1,!1],[!1,!1,!1],[!1,!1,!1]],contourWidth:[1,1,1],contourColor:[[1,1,1,1],[1,1,1,1],[1,1,1,1]],contourTint:[1,1,1],dynamicColor:[[1,1,1,1],[1,1,1,1],[1,1,1,1]],dynamicWidth:[1,1,1],dynamicTint:[1,1,1],opacityscale:t.opacityscale,opacity:t.opacity},T=f(t);if(w.intensityBounds=[T.min,T.max],t.surfacecolor){var k=i(new Float32Array(g*v),[g,v]);for(r=0;r<g;r++)for(n=0;n<v;n++)k.set(r,n,t.surfacecolor[n][r]);b.push(k)}else w.intensityBounds[0]*=m[2],w.intensityBounds[1]*=m[2];(_<b[0].shape[0]||_<b[0].shape[1])&&(this.refineData=!1),!0===this.refineData&&(this.dataScaleX=this.estimateScale(b[0].shape[0],0),this.dataScaleY=this.estimateScale(b[0].shape[1],1),1===this.dataScaleX&&1===this.dataScaleY||this.refineCoords(b)),t.surfacecolor&&(w.intensity=b.pop());var A=[!0,!0,!0],M=[\"x\",\"y\",\"z\"];for(e=0;e<3;++e){var S=t.contours[M[e]];A[e]=S.highlight,w.showContour[e]=S.show||S.highlight,w.showContour[e]&&(w.contourProject[e]=[S.project.x,S.project.y,S.project.z],S.show?(this.showContour[e]=!0,w.levels[e]=y[e],p.highlightColor[e]=w.contourColor[e]=u(S.color),S.usecolormap?p.highlightTint[e]=w.contourTint[e]=0:p.highlightTint[e]=w.contourTint[e]=1,w.contourWidth[e]=S.width,this.contourStart[e]=S.start,this.contourEnd[e]=S.end,this.contourSize[e]=S.size):(this.showContour[e]=!1,this.contourStart[e]=null,this.contourEnd[e]=null,this.contourSize[e]=0),S.highlight&&(w.dynamicColor[e]=u(S.highlightcolor),w.dynamicWidth[e]=S.highlightwidth))}(function(t){var e=t[0].rgb,r=t[t.length-1].rgb;return e[0]===r[0]&&e[1]===r[1]&&e[2]===r[2]&&e[3]===r[3]})(d)&&(w.vertexColor=!0),w.objectOffset=this.objectOffset,w.coords=b,p.update(w),p.visible=t.visible,p.enableDynamic=A,p.enableHighlight=A,p.snapToData=!0,\"lighting\"in t&&(p.ambientLight=t.lighting.ambient,p.diffuseLight=t.lighting.diffuse,p.specularLight=t.lighting.specular,p.roughness=t.lighting.roughness,p.fresnel=t.lighting.fresnel),\"lightposition\"in t&&(p.lightPosition=[t.lightposition.x,t.lightposition.y,t.lightposition.z])},p.dispose=function(){this.scene.glplot.remove(this.surface),this.surface.dispose()},e.exports=function(t,e){var r=t.glplot.gl,i=n({gl:r}),a=new h(t,i,e.uid);return i._trace=a,a.update(e),t.glplot.add(i),a}},{\"../../../stackgl_modules\":1124,\"../../components/colorscale\":378,\"../../lib\":503,\"../../lib/gl_format_color\":499,\"../../lib/str2rgbarray\":528,\"../heatmap/find_empties\":798,\"../heatmap/interp2d\":801}],1064:[function(t,e,r){\"use strict\";var n=t(\"../../registry\"),i=t(\"../../lib\"),a=t(\"../../components/colorscale/defaults\"),o=t(\"./attributes\");function s(t,e,r,n){var 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this._expand(r+1),this.words[r]=e?this.words[r]|1<<i:this.words[r]&~(1<<i),this.strip()},a.prototype.iadd=function(t){var e,r,n;if(0!==this.negative&&0===t.negative)return this.negative=0,e=this.isub(t),this.negative^=1,this._normSign();if(0===this.negative&&0!==t.negative)return t.negative=0,e=this.isub(t),t.negative=1,e._normSign();this.length>t.length?(r=this,n=t):(r=t,n=this);for(var i=0,a=0;a<n.length;a++)e=(0|r.words[a])+(0|n.words[a])+i,this.words[a]=67108863&e,i=e>>>26;for(;0!==i&&a<r.length;a++)e=(0|r.words[a])+i,this.words[a]=67108863&e,i=e>>>26;if(this.length=r.length,0!==i)this.words[this.length]=i,this.length++;else if(r!==this)for(;a<r.length;a++)this.words[a]=r.words[a];return this},a.prototype.add=function(t){var e;return 0!==t.negative&&0===this.negative?(t.negative=0,e=this.sub(t),t.negative^=1,e):0===t.negative&&0!==this.negative?(this.negative=0,e=t.sub(this),this.negative=1,e):this.length>t.length?this.clone().iadd(t):t.clone().iadd(this)},a.prototype.isub=function(t){if(0!==t.negative){t.negative=0;var e=this.iadd(t);return t.negative=1,e._normSign()}if(0!==this.negative)return this.negative=0,this.iadd(t),this.negative=1,this._normSign();var r,n,i=this.cmp(t);if(0===i)return this.negative=0,this.length=1,this.words[0]=0,this;i>0?(r=this,n=t):(r=t,n=this);for(var a=0,o=0;o<n.length;o++)a=(e=(0|r.words[o])-(0|n.words[o])+a)>>26,this.words[o]=67108863&e;for(;0!==a&&o<r.length;o++)a=(e=(0|r.words[o])+a)>>26,this.words[o]=67108863&e;if(0===a&&o<r.length&&r!==this)for(;o<r.length;o++)this.words[o]=r.words[o];return this.length=Math.max(this.length,o),r!==this&&(this.negative=1),this.strip()},a.prototype.sub=function(t){return this.clone().isub(t)};var d=function(t,e,r){var n,i,a,o=t.words,s=e.words,l=r.words,c=0,u=0|o[0],f=8191&u,h=u>>>13,p=0|o[1],d=8191&p,m=p>>>13,g=0|o[2],v=8191&g,y=g>>>13,x=0|o[3],b=8191&x,_=x>>>13,w=0|o[4],T=8191&w,k=w>>>13,A=0|o[5],M=8191&A,S=A>>>13,E=0|o[6],L=8191&E,C=E>>>13,P=0|o[7],I=8191&P,O=P>>>13,z=0|o[8],D=8191&z,R=z>>>13,F=0|o[9],B=8191&F,N=F>>>13,j=0|s[0],U=8191&j,V=j>>>13,H=0|s[1],q=8191&H,G=H>>>13,Y=0|s[2],W=8191&Y,X=Y>>>13,Z=0|s[3],J=8191&Z,K=Z>>>13,Q=0|s[4],$=8191&Q,tt=Q>>>13,et=0|s[5],rt=8191&et,nt=et>>>13,it=0|s[6],at=8191&it,ot=it>>>13,st=0|s[7],lt=8191&st,ct=st>>>13,ut=0|s[8],ft=8191&ut,ht=ut>>>13,pt=0|s[9],dt=8191&pt,mt=pt>>>13;r.negative=t.negative^e.negative,r.length=19;var gt=(c+(n=Math.imul(f,U))|0)+((8191&(i=(i=Math.imul(f,V))+Math.imul(h,U)|0))<<13)|0;c=((a=Math.imul(h,V))+(i>>>13)|0)+(gt>>>26)|0,gt&=67108863,n=Math.imul(d,U),i=(i=Math.imul(d,V))+Math.imul(m,U)|0,a=Math.imul(m,V);var vt=(c+(n=n+Math.imul(f,q)|0)|0)+((8191&(i=(i=i+Math.imul(f,G)|0)+Math.imul(h,q)|0))<<13)|0;c=((a=a+Math.imul(h,G)|0)+(i>>>13)|0)+(vt>>>26)|0,vt&=67108863,n=Math.imul(v,U),i=(i=Math.imul(v,V))+Math.imul(y,U)|0,a=Math.imul(y,V),n=n+Math.imul(d,q)|0,i=(i=i+Math.imul(d,G)|0)+Math.imul(m,q)|0,a=a+Math.imul(m,G)|0;var yt=(c+(n=n+Math.imul(f,W)|0)|0)+((8191&(i=(i=i+Math.imul(f,X)|0)+Math.imul(h,W)|0))<<13)|0;c=((a=a+Math.imul(h,X)|0)+(i>>>13)|0)+(yt>>>26)|0,yt&=67108863,n=Math.imul(b,U),i=(i=Math.imul(b,V))+Math.imul(_,U)|0,a=Math.imul(_,V),n=n+Math.imul(v,q)|0,i=(i=i+Math.imul(v,G)|0)+Math.imul(y,q)|0,a=a+Math.imul(y,G)|0,n=n+Math.imul(d,W)|0,i=(i=i+Math.imul(d,X)|0)+Math.imul(m,W)|0,a=a+Math.imul(m,X)|0;var xt=(c+(n=n+Math.imul(f,J)|0)|0)+((8191&(i=(i=i+Math.imul(f,K)|0)+Math.imul(h,J)|0))<<13)|0;c=((a=a+Math.imul(h,K)|0)+(i>>>13)|0)+(xt>>>26)|0,xt&=67108863,n=Math.imul(T,U),i=(i=Math.imul(T,V))+Math.imul(k,U)|0,a=Math.imul(k,V),n=n+Math.imul(b,q)|0,i=(i=i+Math.imul(b,G)|0)+Math.imul(_,q)|0,a=a+Math.imul(_,G)|0,n=n+Math.imul(v,W)|0,i=(i=i+Math.imul(v,X)|0)+Math.imul(y,W)|0,a=a+Math.imul(y,X)|0,n=n+Math.imul(d,J)|0,i=(i=i+Math.imul(d,K)|0)+Math.imul(m,J)|0,a=a+Math.imul(m,K)|0;var bt=(c+(n=n+Math.imul(f,$)|0)|0)+((8191&(i=(i=i+Math.imul(f,tt)|0)+Math.imul(h,$)|0))<<13)|0;c=((a=a+Math.imul(h,tt)|0)+(i>>>13)|0)+(bt>>>26)|0,bt&=67108863,n=Math.imul(M,U),i=(i=Math.imul(M,V))+Math.imul(S,U)|0,a=Math.imul(S,V),n=n+Math.imul(T,q)|0,i=(i=i+Math.imul(T,G)|0)+Math.imul(k,q)|0,a=a+Math.imul(k,G)|0,n=n+Math.imul(b,W)|0,i=(i=i+Math.imul(b,X)|0)+Math.imul(_,W)|0,a=a+Math.imul(_,X)|0,n=n+Math.imul(v,J)|0,i=(i=i+Math.imul(v,K)|0)+Math.imul(y,J)|0,a=a+Math.imul(y,K)|0,n=n+Math.imul(d,$)|0,i=(i=i+Math.imul(d,tt)|0)+Math.imul(m,$)|0,a=a+Math.imul(m,tt)|0;var _t=(c+(n=n+Math.imul(f,rt)|0)|0)+((8191&(i=(i=i+Math.imul(f,nt)|0)+Math.imul(h,rt)|0))<<13)|0;c=((a=a+Math.imul(h,nt)|0)+(i>>>13)|0)+(_t>>>26)|0,_t&=67108863,n=Math.imul(L,U),i=(i=Math.imul(L,V))+Math.imul(C,U)|0,a=Math.imul(C,V),n=n+Math.imul(M,q)|0,i=(i=i+Math.imul(M,G)|0)+Math.imul(S,q)|0,a=a+Math.imul(S,G)|0,n=n+Math.imul(T,W)|0,i=(i=i+Math.imul(T,X)|0)+Math.imul(k,W)|0,a=a+Math.imul(k,X)|0,n=n+Math.imul(b,J)|0,i=(i=i+Math.imul(b,K)|0)+Math.imul(_,J)|0,a=a+Math.imul(_,K)|0,n=n+Math.imul(v,$)|0,i=(i=i+Math.imul(v,tt)|0)+Math.imul(y,$)|0,a=a+Math.imul(y,tt)|0,n=n+Math.imul(d,rt)|0,i=(i=i+Math.imul(d,nt)|0)+Math.imul(m,rt)|0,a=a+Math.imul(m,nt)|0;var wt=(c+(n=n+Math.imul(f,at)|0)|0)+((8191&(i=(i=i+Math.imul(f,ot)|0)+Math.imul(h,at)|0))<<13)|0;c=((a=a+Math.imul(h,ot)|0)+(i>>>13)|0)+(wt>>>26)|0,wt&=67108863,n=Math.imul(I,U),i=(i=Math.imul(I,V))+Math.imul(O,U)|0,a=Math.imul(O,V),n=n+Math.imul(L,q)|0,i=(i=i+Math.imul(L,G)|0)+Math.imul(C,q)|0,a=a+Math.imul(C,G)|0,n=n+Math.imul(M,W)|0,i=(i=i+Math.imul(M,X)|0)+Math.imul(S,W)|0,a=a+Math.imul(S,X)|0,n=n+Math.imul(T,J)|0,i=(i=i+Math.imul(T,K)|0)+Math.imul(k,J)|0,a=a+Math.imul(k,K)|0,n=n+Math.imul(b,$)|0,i=(i=i+Math.imul(b,tt)|0)+Math.imul(_,$)|0,a=a+Math.imul(_,tt)|0,n=n+Math.imul(v,rt)|0,i=(i=i+Math.imul(v,nt)|0)+Math.imul(y,rt)|0,a=a+Math.imul(y,nt)|0,n=n+Math.imul(d,at)|0,i=(i=i+Math.imul(d,ot)|0)+Math.imul(m,at)|0,a=a+Math.imul(m,ot)|0;var Tt=(c+(n=n+Math.imul(f,lt)|0)|0)+((8191&(i=(i=i+Math.imul(f,ct)|0)+Math.imul(h,lt)|0))<<13)|0;c=((a=a+Math.imul(h,ct)|0)+(i>>>13)|0)+(Tt>>>26)|0,Tt&=67108863,n=Math.imul(D,U),i=(i=Math.imul(D,V))+Math.imul(R,U)|0,a=Math.imul(R,V),n=n+Math.imul(I,q)|0,i=(i=i+Math.imul(I,G)|0)+Math.imul(O,q)|0,a=a+Math.imul(O,G)|0,n=n+Math.imul(L,W)|0,i=(i=i+Math.imul(L,X)|0)+Math.imul(C,W)|0,a=a+Math.imul(C,X)|0,n=n+Math.imul(M,J)|0,i=(i=i+Math.imul(M,K)|0)+Math.imul(S,J)|0,a=a+Math.imul(S,K)|0,n=n+Math.imul(T,$)|0,i=(i=i+Math.imul(T,tt)|0)+Math.imul(k,$)|0,a=a+Math.imul(k,tt)|0,n=n+Math.imul(b,rt)|0,i=(i=i+Math.imul(b,nt)|0)+Math.imul(_,rt)|0,a=a+Math.imul(_,nt)|0,n=n+Math.imul(v,at)|0,i=(i=i+Math.imul(v,ot)|0)+Math.imul(y,at)|0,a=a+Math.imul(y,ot)|0,n=n+Math.imul(d,lt)|0,i=(i=i+Math.imul(d,ct)|0)+Math.imul(m,lt)|0,a=a+Math.imul(m,ct)|0;var kt=(c+(n=n+Math.imul(f,ft)|0)|0)+((8191&(i=(i=i+Math.imul(f,ht)|0)+Math.imul(h,ft)|0))<<13)|0;c=((a=a+Math.imul(h,ht)|0)+(i>>>13)|0)+(kt>>>26)|0,kt&=67108863,n=Math.imul(B,U),i=(i=Math.imul(B,V))+Math.imul(N,U)|0,a=Math.imul(N,V),n=n+Math.imul(D,q)|0,i=(i=i+Math.imul(D,G)|0)+Math.imul(R,q)|0,a=a+Math.imul(R,G)|0,n=n+Math.imul(I,W)|0,i=(i=i+Math.imul(I,X)|0)+Math.imul(O,W)|0,a=a+Math.imul(O,X)|0,n=n+Math.imul(L,J)|0,i=(i=i+Math.imul(L,K)|0)+Math.imul(C,J)|0,a=a+Math.imul(C,K)|0,n=n+Math.imul(M,$)|0,i=(i=i+Math.imul(M,tt)|0)+Math.imul(S,$)|0,a=a+Math.imul(S,tt)|0,n=n+Math.imul(T,rt)|0,i=(i=i+Math.imul(T,nt)|0)+Math.imul(k,rt)|0,a=a+Math.imul(k,nt)|0,n=n+Math.imul(b,at)|0,i=(i=i+Math.imul(b,ot)|0)+Math.imul(_,at)|0,a=a+Math.imul(_,ot)|0,n=n+Math.imul(v,lt)|0,i=(i=i+Math.imul(v,ct)|0)+Math.imul(y,lt)|0,a=a+Math.imul(y,ct)|0,n=n+Math.imul(d,ft)|0,i=(i=i+Math.imul(d,ht)|0)+Math.imul(m,ft)|0,a=a+Math.imul(m,ht)|0;var At=(c+(n=n+Math.imul(f,dt)|0)|0)+((8191&(i=(i=i+Math.imul(f,mt)|0)+Math.imul(h,dt)|0))<<13)|0;c=((a=a+Math.imul(h,mt)|0)+(i>>>13)|0)+(At>>>26)|0,At&=67108863,n=Math.imul(B,q),i=(i=Math.imul(B,G))+Math.imul(N,q)|0,a=Math.imul(N,G),n=n+Math.imul(D,W)|0,i=(i=i+Math.imul(D,X)|0)+Math.imul(R,W)|0,a=a+Math.imul(R,X)|0,n=n+Math.imul(I,J)|0,i=(i=i+Math.imul(I,K)|0)+Math.imul(O,J)|0,a=a+Math.imul(O,K)|0,n=n+Math.imul(L,$)|0,i=(i=i+Math.imul(L,tt)|0)+Math.imul(C,$)|0,a=a+Math.imul(C,tt)|0,n=n+Math.imul(M,rt)|0,i=(i=i+Math.imul(M,nt)|0)+Math.imul(S,rt)|0,a=a+Math.imul(S,nt)|0,n=n+Math.imul(T,at)|0,i=(i=i+Math.imul(T,ot)|0)+Math.imul(k,at)|0,a=a+Math.imul(k,ot)|0,n=n+Math.imul(b,lt)|0,i=(i=i+Math.imul(b,ct)|0)+Math.imul(_,lt)|0,a=a+Math.imul(_,ct)|0,n=n+Math.imul(v,ft)|0,i=(i=i+Math.imul(v,ht)|0)+Math.imul(y,ft)|0,a=a+Math.imul(y,ht)|0;var Mt=(c+(n=n+Math.imul(d,dt)|0)|0)+((8191&(i=(i=i+Math.imul(d,mt)|0)+Math.imul(m,dt)|0))<<13)|0;c=((a=a+Math.imul(m,mt)|0)+(i>>>13)|0)+(Mt>>>26)|0,Mt&=67108863,n=Math.imul(B,W),i=(i=Math.imul(B,X))+Math.imul(N,W)|0,a=Math.imul(N,X),n=n+Math.imul(D,J)|0,i=(i=i+Math.imul(D,K)|0)+Math.imul(R,J)|0,a=a+Math.imul(R,K)|0,n=n+Math.imul(I,$)|0,i=(i=i+Math.imul(I,tt)|0)+Math.imul(O,$)|0,a=a+Math.imul(O,tt)|0,n=n+Math.imul(L,rt)|0,i=(i=i+Math.imul(L,nt)|0)+Math.imul(C,rt)|0,a=a+Math.imul(C,nt)|0,n=n+Math.imul(M,at)|0,i=(i=i+Math.imul(M,ot)|0)+Math.imul(S,at)|0,a=a+Math.imul(S,ot)|0,n=n+Math.imul(T,lt)|0,i=(i=i+Math.imul(T,ct)|0)+Math.imul(k,lt)|0,a=a+Math.imul(k,ct)|0,n=n+Math.imul(b,ft)|0,i=(i=i+Math.imul(b,ht)|0)+Math.imul(_,ft)|0,a=a+Math.imul(_,ht)|0;var St=(c+(n=n+Math.imul(v,dt)|0)|0)+((8191&(i=(i=i+Math.imul(v,mt)|0)+Math.imul(y,dt)|0))<<13)|0;c=((a=a+Math.imul(y,mt)|0)+(i>>>13)|0)+(St>>>26)|0,St&=67108863,n=Math.imul(B,J),i=(i=Math.imul(B,K))+Math.imul(N,J)|0,a=Math.imul(N,K),n=n+Math.imul(D,$)|0,i=(i=i+Math.imul(D,tt)|0)+Math.imul(R,$)|0,a=a+Math.imul(R,tt)|0,n=n+Math.imul(I,rt)|0,i=(i=i+Math.imul(I,nt)|0)+Math.imul(O,rt)|0,a=a+Math.imul(O,nt)|0,n=n+Math.imul(L,at)|0,i=(i=i+Math.imul(L,ot)|0)+Math.imul(C,at)|0,a=a+Math.imul(C,ot)|0,n=n+Math.imul(M,lt)|0,i=(i=i+Math.imul(M,ct)|0)+Math.imul(S,lt)|0,a=a+Math.imul(S,ct)|0,n=n+Math.imul(T,ft)|0,i=(i=i+Math.imul(T,ht)|0)+Math.imul(k,ft)|0,a=a+Math.imul(k,ht)|0;var Et=(c+(n=n+Math.imul(b,dt)|0)|0)+((8191&(i=(i=i+Math.imul(b,mt)|0)+Math.imul(_,dt)|0))<<13)|0;c=((a=a+Math.imul(_,mt)|0)+(i>>>13)|0)+(Et>>>26)|0,Et&=67108863,n=Math.imul(B,$),i=(i=Math.imul(B,tt))+Math.imul(N,$)|0,a=Math.imul(N,tt),n=n+Math.imul(D,rt)|0,i=(i=i+Math.imul(D,nt)|0)+Math.imul(R,rt)|0,a=a+Math.imul(R,nt)|0,n=n+Math.imul(I,at)|0,i=(i=i+Math.imul(I,ot)|0)+Math.imul(O,at)|0,a=a+Math.imul(O,ot)|0,n=n+Math.imul(L,lt)|0,i=(i=i+Math.imul(L,ct)|0)+Math.imul(C,lt)|0,a=a+Math.imul(C,ct)|0,n=n+Math.imul(M,ft)|0,i=(i=i+Math.imul(M,ht)|0)+Math.imul(S,ft)|0,a=a+Math.imul(S,ht)|0;var Lt=(c+(n=n+Math.imul(T,dt)|0)|0)+((8191&(i=(i=i+Math.imul(T,mt)|0)+Math.imul(k,dt)|0))<<13)|0;c=((a=a+Math.imul(k,mt)|0)+(i>>>13)|0)+(Lt>>>26)|0,Lt&=67108863,n=Math.imul(B,rt),i=(i=Math.imul(B,nt))+Math.imul(N,rt)|0,a=Math.imul(N,nt),n=n+Math.imul(D,at)|0,i=(i=i+Math.imul(D,ot)|0)+Math.imul(R,at)|0,a=a+Math.imul(R,ot)|0,n=n+Math.imul(I,lt)|0,i=(i=i+Math.imul(I,ct)|0)+Math.imul(O,lt)|0,a=a+Math.imul(O,ct)|0,n=n+Math.imul(L,ft)|0,i=(i=i+Math.imul(L,ht)|0)+Math.imul(C,ft)|0,a=a+Math.imul(C,ht)|0;var Ct=(c+(n=n+Math.imul(M,dt)|0)|0)+((8191&(i=(i=i+Math.imul(M,mt)|0)+Math.imul(S,dt)|0))<<13)|0;c=((a=a+Math.imul(S,mt)|0)+(i>>>13)|0)+(Ct>>>26)|0,Ct&=67108863,n=Math.imul(B,at),i=(i=Math.imul(B,ot))+Math.imul(N,at)|0,a=Math.imul(N,ot),n=n+Math.imul(D,lt)|0,i=(i=i+Math.imul(D,ct)|0)+Math.imul(R,lt)|0,a=a+Math.imul(R,ct)|0,n=n+Math.imul(I,ft)|0,i=(i=i+Math.imul(I,ht)|0)+Math.imul(O,ft)|0,a=a+Math.imul(O,ht)|0;var Pt=(c+(n=n+Math.imul(L,dt)|0)|0)+((8191&(i=(i=i+Math.imul(L,mt)|0)+Math.imul(C,dt)|0))<<13)|0;c=((a=a+Math.imul(C,mt)|0)+(i>>>13)|0)+(Pt>>>26)|0,Pt&=67108863,n=Math.imul(B,lt),i=(i=Math.imul(B,ct))+Math.imul(N,lt)|0,a=Math.imul(N,ct),n=n+Math.imul(D,ft)|0,i=(i=i+Math.imul(D,ht)|0)+Math.imul(R,ft)|0,a=a+Math.imul(R,ht)|0;var It=(c+(n=n+Math.imul(I,dt)|0)|0)+((8191&(i=(i=i+Math.imul(I,mt)|0)+Math.imul(O,dt)|0))<<13)|0;c=((a=a+Math.imul(O,mt)|0)+(i>>>13)|0)+(It>>>26)|0,It&=67108863,n=Math.imul(B,ft),i=(i=Math.imul(B,ht))+Math.imul(N,ft)|0,a=Math.imul(N,ht);var Ot=(c+(n=n+Math.imul(D,dt)|0)|0)+((8191&(i=(i=i+Math.imul(D,mt)|0)+Math.imul(R,dt)|0))<<13)|0;c=((a=a+Math.imul(R,mt)|0)+(i>>>13)|0)+(Ot>>>26)|0,Ot&=67108863;var zt=(c+(n=Math.imul(B,dt))|0)+((8191&(i=(i=Math.imul(B,mt))+Math.imul(N,dt)|0))<<13)|0;return c=((a=Math.imul(N,mt))+(i>>>13)|0)+(zt>>>26)|0,zt&=67108863,l[0]=gt,l[1]=vt,l[2]=yt,l[3]=xt,l[4]=bt,l[5]=_t,l[6]=wt,l[7]=Tt,l[8]=kt,l[9]=At,l[10]=Mt,l[11]=St,l[12]=Et,l[13]=Lt,l[14]=Ct,l[15]=Pt,l[16]=It,l[17]=Ot,l[18]=zt,0!==c&&(l[19]=c,r.length++),r};function m(t,e,r){return(new g).mulp(t,e,r)}function g(t,e){this.x=t,this.y=e}Math.imul||(d=p),a.prototype.mulTo=function(t,e){var r=this.length+t.length;return 10===this.length&&10===t.length?d(this,t,e):r<63?p(this,t,e):r<1024?function(t,e,r){r.negative=e.negative^t.negative,r.length=t.length+e.length;for(var n=0,i=0,a=0;a<r.length-1;a++){var o=i;i=0;for(var s=67108863&n,l=Math.min(a,e.length-1),c=Math.max(0,a-t.length+1);c<=l;c++){var u=a-c,f=(0|t.words[u])*(0|e.words[c]),h=67108863&f;s=67108863&(h=h+s|0),i+=(o=(o=o+(f/67108864|0)|0)+(h>>>26)|0)>>>26,o&=67108863}r.words[a]=s,n=o,o=i}return 0!==n?r.words[a]=n:r.length--,r.strip()}(this,t,e):m(this,t,e)},g.prototype.makeRBT=function(t){for(var e=new Array(t),r=a.prototype._countBits(t)-1,n=0;n<t;n++)e[n]=this.revBin(n,r,t);return e},g.prototype.revBin=function(t,e,r){if(0===t||t===r-1)return t;for(var n=0,i=0;i<e;i++)n|=(1&t)<<e-i-1,t>>=1;return n},g.prototype.permute=function(t,e,r,n,i,a){for(var o=0;o<a;o++)n[o]=e[t[o]],i[o]=r[t[o]]},g.prototype.transform=function(t,e,r,n,i,a){this.permute(a,t,e,r,n,i);for(var o=1;o<i;o<<=1)for(var s=o<<1,l=Math.cos(2*Math.PI/s),c=Math.sin(2*Math.PI/s),u=0;u<i;u+=s)for(var f=l,h=c,p=0;p<o;p++){var d=r[u+p],m=n[u+p],g=r[u+p+o],v=n[u+p+o],y=f*g-h*v;v=f*v+h*g,g=y,r[u+p]=d+g,n[u+p]=m+v,r[u+p+o]=d-g,n[u+p+o]=m-v,p!==s&&(y=l*f-c*h,h=l*h+c*f,f=y)}},g.prototype.guessLen13b=function(t,e){var r=1|Math.max(e,t),n=1&r,i=0;for(r=r/2|0;r;r>>>=1)i++;return 1<<i+1+n},g.prototype.conjugate=function(t,e,r){if(!(r<=1))for(var n=0;n<r/2;n++){var i=t[n];t[n]=t[r-n-1],t[r-n-1]=i,i=e[n],e[n]=-e[r-n-1],e[r-n-1]=-i}},g.prototype.normalize13b=function(t,e){for(var r=0,n=0;n<e/2;n++){var i=8192*Math.round(t[2*n+1]/e)+Math.round(t[2*n]/e)+r;t[n]=67108863&i,r=i<67108864?0:i/67108864|0}return t},g.prototype.convert13b=function(t,e,r,i){for(var a=0,o=0;o<e;o++)a+=0|t[o],r[2*o]=8191&a,a>>>=13,r[2*o+1]=8191&a,a>>>=13;for(o=2*e;o<i;++o)r[o]=0;n(0===a),n(0==(-8192&a))},g.prototype.stub=function(t){for(var e=new Array(t),r=0;r<t;r++)e[r]=0;return e},g.prototype.mulp=function(t,e,r){var n=2*this.guessLen13b(t.length,e.length),i=this.makeRBT(n),a=this.stub(n),o=new Array(n),s=new Array(n),l=new Array(n),c=new Array(n),u=new Array(n),f=new Array(n),h=r.words;h.length=n,this.convert13b(t.words,t.length,o,n),this.convert13b(e.words,e.length,c,n),this.transform(o,a,s,l,n,i),this.transform(c,a,u,f,n,i);for(var p=0;p<n;p++){var d=s[p]*u[p]-l[p]*f[p];l[p]=s[p]*f[p]+l[p]*u[p],s[p]=d}return this.conjugate(s,l,n),this.transform(s,l,h,a,n,i),this.conjugate(h,a,n),this.normalize13b(h,n),r.negative=t.negative^e.negative,r.length=t.length+e.length,r.strip()},a.prototype.mul=function(t){var e=new a(null);return e.words=new Array(this.length+t.length),this.mulTo(t,e)},a.prototype.mulf=function(t){var e=new a(null);return e.words=new Array(this.length+t.length),m(this,t,e)},a.prototype.imul=function(t){return this.clone().mulTo(t,this)},a.prototype.imuln=function(t){n(\"number\"==typeof t),n(t<67108864);for(var e=0,r=0;r<this.length;r++){var i=(0|this.words[r])*t,a=(67108863&i)+(67108863&e);e>>=26,e+=i/67108864|0,e+=a>>>26,this.words[r]=67108863&a}return 0!==e&&(this.words[r]=e,this.length++),this},a.prototype.muln=function(t){return this.clone().imuln(t)},a.prototype.sqr=function(){return this.mul(this)},a.prototype.isqr=function(){return this.imul(this.clone())},a.prototype.pow=function(t){var e=function(t){for(var e=new Array(t.bitLength()),r=0;r<e.length;r++){var n=r/26|0,i=r%26;e[r]=(t.words[n]&1<<i)>>>i}return e}(t);if(0===e.length)return new a(1);for(var r=this,n=0;n<e.length&&0===e[n];n++,r=r.sqr());if(++n<e.length)for(var i=r.sqr();n<e.length;n++,i=i.sqr())0!==e[n]&&(r=r.mul(i));return r},a.prototype.iushln=function(t){n(\"number\"==typeof t&&t>=0);var e,r=t%26,i=(t-r)/26,a=67108863>>>26-r<<26-r;if(0!==r){var o=0;for(e=0;e<this.length;e++){var s=this.words[e]&a,l=(0|this.words[e])-s<<r;this.words[e]=l|o,o=s>>>26-r}o&&(this.words[e]=o,this.length++)}if(0!==i){for(e=this.length-1;e>=0;e--)this.words[e+i]=this.words[e];for(e=0;e<i;e++)this.words[e]=0;this.length+=i}return this.strip()},a.prototype.ishln=function(t){return n(0===this.negative),this.iushln(t)},a.prototype.iushrn=function(t,e,r){var i;n(\"number\"==typeof t&&t>=0),i=e?(e-e%26)/26:0;var a=t%26,o=Math.min((t-a)/26,this.length),s=67108863^67108863>>>a<<a,l=r;if(i-=o,i=Math.max(0,i),l){for(var c=0;c<o;c++)l.words[c]=this.words[c];l.length=o}if(0===o);else if(this.length>o)for(this.length-=o,c=0;c<this.length;c++)this.words[c]=this.words[c+o];else this.words[0]=0,this.length=1;var u=0;for(c=this.length-1;c>=0&&(0!==u||c>=i);c--){var f=0|this.words[c];this.words[c]=u<<26-a|f>>>a,u=f&s}return l&&0!==u&&(l.words[l.length++]=u),0===this.length&&(this.words[0]=0,this.length=1),this.strip()},a.prototype.ishrn=function(t,e,r){return n(0===this.negative),this.iushrn(t,e,r)},a.prototype.shln=function(t){return this.clone().ishln(t)},a.prototype.ushln=function(t){return this.clone().iushln(t)},a.prototype.shrn=function(t){return this.clone().ishrn(t)},a.prototype.ushrn=function(t){return this.clone().iushrn(t)},a.prototype.testn=function(t){n(\"number\"==typeof t&&t>=0);var e=t%26,r=(t-e)/26,i=1<<e;return!(this.length<=r)&&!!(this.words[r]&i)},a.prototype.imaskn=function(t){n(\"number\"==typeof t&&t>=0);var e=t%26,r=(t-e)/26;if(n(0===this.negative,\"imaskn works only with positive numbers\"),this.length<=r)return this;if(0!==e&&r++,this.length=Math.min(r,this.length),0!==e){var i=67108863^67108863>>>e<<e;this.words[this.length-1]&=i}return this.strip()},a.prototype.maskn=function(t){return this.clone().imaskn(t)},a.prototype.iaddn=function(t){return n(\"number\"==typeof t),n(t<67108864),t<0?this.isubn(-t):0!==this.negative?1===this.length&&(0|this.words[0])<t?(this.words[0]=t-(0|this.words[0]),this.negative=0,this):(this.negative=0,this.isubn(t),this.negative=1,this):this._iaddn(t)},a.prototype._iaddn=function(t){this.words[0]+=t;for(var e=0;e<this.length&&this.words[e]>=67108864;e++)this.words[e]-=67108864,e===this.length-1?this.words[e+1]=1:this.words[e+1]++;return this.length=Math.max(this.length,e+1),this},a.prototype.isubn=function(t){if(n(\"number\"==typeof t),n(t<67108864),t<0)return this.iaddn(-t);if(0!==this.negative)return this.negative=0,this.iaddn(t),this.negative=1,this;if(this.words[0]-=t,1===this.length&&this.words[0]<0)this.words[0]=-this.words[0],this.negative=1;else for(var e=0;e<this.length&&this.words[e]<0;e++)this.words[e]+=67108864,this.words[e+1]-=1;return this.strip()},a.prototype.addn=function(t){return this.clone().iaddn(t)},a.prototype.subn=function(t){return this.clone().isubn(t)},a.prototype.iabs=function(){return this.negative=0,this},a.prototype.abs=function(){return this.clone().iabs()},a.prototype._ishlnsubmul=function(t,e,r){var i,a,o=t.length+r;this._expand(o);var s=0;for(i=0;i<t.length;i++){a=(0|this.words[i+r])+s;var l=(0|t.words[i])*e;s=((a-=67108863&l)>>26)-(l/67108864|0),this.words[i+r]=67108863&a}for(;i<this.length-r;i++)s=(a=(0|this.words[i+r])+s)>>26,this.words[i+r]=67108863&a;if(0===s)return this.strip();for(n(-1===s),s=0,i=0;i<this.length;i++)s=(a=-(0|this.words[i])+s)>>26,this.words[i]=67108863&a;return this.negative=1,this.strip()},a.prototype._wordDiv=function(t,e){var r=(this.length,t.length),n=this.clone(),i=t,o=0|i.words[i.length-1];0!==(r=26-this._countBits(o))&&(i=i.ushln(r),n.iushln(r),o=0|i.words[i.length-1]);var s,l=n.length-i.length;if(\"mod\"!==e){(s=new a(null)).length=l+1,s.words=new Array(s.length);for(var c=0;c<s.length;c++)s.words[c]=0}var u=n.clone()._ishlnsubmul(i,1,l);0===u.negative&&(n=u,s&&(s.words[l]=1));for(var f=l-1;f>=0;f--){var h=67108864*(0|n.words[i.length+f])+(0|n.words[i.length+f-1]);for(h=Math.min(h/o|0,67108863),n._ishlnsubmul(i,h,f);0!==n.negative;)h--,n.negative=0,n._ishlnsubmul(i,1,f),n.isZero()||(n.negative^=1);s&&(s.words[f]=h)}return s&&s.strip(),n.strip(),\"div\"!==e&&0!==r&&n.iushrn(r),{div:s||null,mod:n}},a.prototype.divmod=function(t,e,r){return n(!t.isZero()),this.isZero()?{div:new a(0),mod:new a(0)}:0!==this.negative&&0===t.negative?(s=this.neg().divmod(t,e),\"mod\"!==e&&(i=s.div.neg()),\"div\"!==e&&(o=s.mod.neg(),r&&0!==o.negative&&o.iadd(t)),{div:i,mod:o}):0===this.negative&&0!==t.negative?(s=this.divmod(t.neg(),e),\"mod\"!==e&&(i=s.div.neg()),{div:i,mod:s.mod}):0!=(this.negative&t.negative)?(s=this.neg().divmod(t.neg(),e),\"div\"!==e&&(o=s.mod.neg(),r&&0!==o.negative&&o.isub(t)),{div:s.div,mod:o}):t.length>this.length||this.cmp(t)<0?{div:new a(0),mod:this}:1===t.length?\"div\"===e?{div:this.divn(t.words[0]),mod:null}:\"mod\"===e?{div:null,mod:new a(this.modn(t.words[0]))}:{div:this.divn(t.words[0]),mod:new a(this.modn(t.words[0]))}:this._wordDiv(t,e);var i,o,s},a.prototype.div=function(t){return this.divmod(t,\"div\",!1).div},a.prototype.mod=function(t){return this.divmod(t,\"mod\",!1).mod},a.prototype.umod=function(t){return this.divmod(t,\"mod\",!0).mod},a.prototype.divRound=function(t){var e=this.divmod(t);if(e.mod.isZero())return e.div;var r=0!==e.div.negative?e.mod.isub(t):e.mod,n=t.ushrn(1),i=t.andln(1),a=r.cmp(n);return a<0||1===i&&0===a?e.div:0!==e.div.negative?e.div.isubn(1):e.div.iaddn(1)},a.prototype.modn=function(t){n(t<=67108863);for(var e=(1<<26)%t,r=0,i=this.length-1;i>=0;i--)r=(e*r+(0|this.words[i]))%t;return r},a.prototype.idivn=function(t){n(t<=67108863);for(var e=0,r=this.length-1;r>=0;r--){var i=(0|this.words[r])+67108864*e;this.words[r]=i/t|0,e=i%t}return this.strip()},a.prototype.divn=function(t){return this.clone().idivn(t)},a.prototype.egcd=function(t){n(0===t.negative),n(!t.isZero());var e=this,r=t.clone();e=0!==e.negative?e.umod(t):e.clone();for(var i=new a(1),o=new a(0),s=new a(0),l=new a(1),c=0;e.isEven()&&r.isEven();)e.iushrn(1),r.iushrn(1),++c;for(var u=r.clone(),f=e.clone();!e.isZero();){for(var h=0,p=1;0==(e.words[0]&p)&&h<26;++h,p<<=1);if(h>0)for(e.iushrn(h);h-- >0;)(i.isOdd()||o.isOdd())&&(i.iadd(u),o.isub(f)),i.iushrn(1),o.iushrn(1);for(var d=0,m=1;0==(r.words[0]&m)&&d<26;++d,m<<=1);if(d>0)for(r.iushrn(d);d-- >0;)(s.isOdd()||l.isOdd())&&(s.iadd(u),l.isub(f)),s.iushrn(1),l.iushrn(1);e.cmp(r)>=0?(e.isub(r),i.isub(s),o.isub(l)):(r.isub(e),s.isub(i),l.isub(o))}return{a:s,b:l,gcd:r.iushln(c)}},a.prototype._invmp=function(t){n(0===t.negative),n(!t.isZero());var e=this,r=t.clone();e=0!==e.negative?e.umod(t):e.clone();for(var i,o=new a(1),s=new a(0),l=r.clone();e.cmpn(1)>0&&r.cmpn(1)>0;){for(var c=0,u=1;0==(e.words[0]&u)&&c<26;++c,u<<=1);if(c>0)for(e.iushrn(c);c-- >0;)o.isOdd()&&o.iadd(l),o.iushrn(1);for(var f=0,h=1;0==(r.words[0]&h)&&f<26;++f,h<<=1);if(f>0)for(r.iushrn(f);f-- >0;)s.isOdd()&&s.iadd(l),s.iushrn(1);e.cmp(r)>=0?(e.isub(r),o.isub(s)):(r.isub(e),s.isub(o))}return(i=0===e.cmpn(1)?o:s).cmpn(0)<0&&i.iadd(t),i},a.prototype.gcd=function(t){if(this.isZero())return t.abs();if(t.isZero())return this.abs();var e=this.clone(),r=t.clone();e.negative=0,r.negative=0;for(var n=0;e.isEven()&&r.isEven();n++)e.iushrn(1),r.iushrn(1);for(;;){for(;e.isEven();)e.iushrn(1);for(;r.isEven();)r.iushrn(1);var i=e.cmp(r);if(i<0){var a=e;e=r,r=a}else if(0===i||0===r.cmpn(1))break;e.isub(r)}return r.iushln(n)},a.prototype.invm=function(t){return this.egcd(t).a.umod(t)},a.prototype.isEven=function(){return 0==(1&this.words[0])},a.prototype.isOdd=function(){return 1==(1&this.words[0])},a.prototype.andln=function(t){return this.words[0]&t},a.prototype.bincn=function(t){n(\"number\"==typeof t);var e=t%26,r=(t-e)/26,i=1<<e;if(this.length<=r)return this._expand(r+1),this.words[r]|=i,this;for(var a=i,o=r;0!==a&&o<this.length;o++){var s=0|this.words[o];a=(s+=a)>>>26,s&=67108863,this.words[o]=s}return 0!==a&&(this.words[o]=a,this.length++),this},a.prototype.isZero=function(){return 1===this.length&&0===this.words[0]},a.prototype.cmpn=function(t){var e,r=t<0;if(0!==this.negative&&!r)return-1;if(0===this.negative&&r)return 1;if(this.strip(),this.length>1)e=1;else{r&&(t=-t),n(t<=67108863,\"Number is too big\");var i=0|this.words[0];e=i===t?0:i<t?-1:1}return 0!==this.negative?0|-e:e},a.prototype.cmp=function(t){if(0!==this.negative&&0===t.negative)return-1;if(0===this.negative&&0!==t.negative)return 1;var e=this.ucmp(t);return 0!==this.negative?0|-e:e},a.prototype.ucmp=function(t){if(this.length>t.length)return 1;if(this.length<t.length)return-1;for(var e=0,r=this.length-1;r>=0;r--){var n=0|this.words[r],i=0|t.words[r];if(n!==i){n<i?e=-1:n>i&&(e=1);break}}return 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numbers\"),this.red._verify1(this),this.red.sqr(this)},a.prototype.redISqr=function(){return n(this.red,\"redISqr works only with red numbers\"),this.red._verify1(this),this.red.isqr(this)},a.prototype.redSqrt=function(){return n(this.red,\"redSqrt works only with red numbers\"),this.red._verify1(this),this.red.sqrt(this)},a.prototype.redInvm=function(){return n(this.red,\"redInvm works only with red numbers\"),this.red._verify1(this),this.red.invm(this)},a.prototype.redNeg=function(){return n(this.red,\"redNeg works only with red numbers\"),this.red._verify1(this),this.red.neg(this)},a.prototype.redPow=function(t){return n(this.red&&!t.red,\"redPow(normalNum)\"),this.red._verify1(this),this.red.pow(this,t)};var v={k256:null,p224:null,p192:null,p25519:null};function y(t,e){this.name=t,this.p=new a(e,16),this.n=this.p.bitLength(),this.k=new a(1).iushln(this.n).isub(this.p),this.tmp=this._tmp()}function x(){y.call(this,\"k256\",\"ffffffff ffffffff ffffffff ffffffff ffffffff ffffffff fffffffe fffffc2f\")}function b(){y.call(this,\"p224\",\"ffffffff ffffffff ffffffff ffffffff 00000000 00000000 00000001\")}function _(){y.call(this,\"p192\",\"ffffffff ffffffff ffffffff fffffffe ffffffff ffffffff\")}function w(){y.call(this,\"25519\",\"7fffffffffffffff ffffffffffffffff ffffffffffffffff ffffffffffffffed\")}function T(t){if(\"string\"==typeof t){var e=a._prime(t);this.m=e.p,this.prime=e}else n(t.gtn(1),\"modulus must be greater than 1\"),this.m=t,this.prime=null}function k(t){T.call(this,t),this.shift=this.m.bitLength(),this.shift%26!=0&&(this.shift+=26-this.shift%26),this.r=new a(1).iushln(this.shift),this.r2=this.imod(this.r.sqr()),this.rinv=this.r._invmp(this.m),this.minv=this.rinv.mul(this.r).isubn(1).div(this.m),this.minv=this.minv.umod(this.r),this.minv=this.r.sub(this.minv)}y.prototype._tmp=function(){var t=new a(null);return t.words=new Array(Math.ceil(this.n/13)),t},y.prototype.ireduce=function(t){var e,r=t;do{this.split(r,this.tmp),e=(r=(r=this.imulK(r)).iadd(this.tmp)).bitLength()}while(e>this.n);var n=e<this.n?-1:r.ucmp(this.p);return 0===n?(r.words[0]=0,r.length=1):n>0?r.isub(this.p):void 0!==r.strip?r.strip():r._strip(),r},y.prototype.split=function(t,e){t.iushrn(this.n,0,e)},y.prototype.imulK=function(t){return t.imul(this.k)},i(x,y),x.prototype.split=function(t,e){for(var r=Math.min(t.length,9),n=0;n<r;n++)e.words[n]=t.words[n];if(e.length=r,t.length<=9)return t.words[0]=0,void(t.length=1);var i=t.words[9];for(e.words[e.length++]=4194303&i,n=10;n<t.length;n++){var a=0|t.words[n];t.words[n-10]=(4194303&a)<<4|i>>>22,i=a}i>>>=22,t.words[n-10]=i,0===i&&t.length>10?t.length-=10:t.length-=9},x.prototype.imulK=function(t){t.words[t.length]=0,t.words[t.length+1]=0,t.length+=2;for(var e=0,r=0;r<t.length;r++){var n=0|t.words[r];e+=977*n,t.words[r]=67108863&e,e=64*n+(e/67108864|0)}return 0===t.words[t.length-1]&&(t.length--,0===t.words[t.length-1]&&t.length--),t},i(b,y),i(_,y),i(w,y),w.prototype.imulK=function(t){for(var e=0,r=0;r<t.length;r++){var n=19*(0|t.words[r])+e,i=67108863&n;n>>>=26,t.words[r]=i,e=n}return 0!==e&&(t.words[t.length++]=e),t},a._prime=function(t){if(v[t])return v[t];var e;if(\"k256\"===t)e=new x;else if(\"p224\"===t)e=new b;else if(\"p192\"===t)e=new _;else{if(\"p25519\"!==t)throw new Error(\"Unknown prime \"+t);e=new w}return v[t]=e,e},T.prototype._verify1=function(t){n(0===t.negative,\"red works only with positives\"),n(t.red,\"red works only with red numbers\")},T.prototype._verify2=function(t,e){n(0==(t.negative|e.negative),\"red works only with positives\"),n(t.red&&t.red===e.red,\"red works only with red numbers\")},T.prototype.imod=function(t){return this.prime?this.prime.ireduce(t)._forceRed(this):t.umod(this.m)._forceRed(this)},T.prototype.neg=function(t){return t.isZero()?t.clone():this.m.sub(t)._forceRed(this)},T.prototype.add=function(t,e){this._verify2(t,e);var r=t.add(e);return r.cmp(this.m)>=0&&r.isub(this.m),r._forceRed(this)},T.prototype.iadd=function(t,e){this._verify2(t,e);var r=t.iadd(e);return r.cmp(this.m)>=0&&r.isub(this.m),r},T.prototype.sub=function(t,e){this._verify2(t,e);var r=t.sub(e);return r.cmpn(0)<0&&r.iadd(this.m),r._forceRed(this)},T.prototype.isub=function(t,e){this._verify2(t,e);var r=t.isub(e);return r.cmpn(0)<0&&r.iadd(this.m),r},T.prototype.shl=function(t,e){return this._verify1(t),this.imod(t.ushln(e))},T.prototype.imul=function(t,e){return this._verify2(t,e),this.imod(t.imul(e))},T.prototype.mul=function(t,e){return this._verify2(t,e),this.imod(t.mul(e))},T.prototype.isqr=function(t){return this.imul(t,t.clone())},T.prototype.sqr=function(t){return this.mul(t,t)},T.prototype.sqrt=function(t){if(t.isZero())return t.clone();var e=this.m.andln(3);if(n(e%2==1),3===e){var r=this.m.add(new a(1)).iushrn(2);return this.pow(t,r)}for(var i=this.m.subn(1),o=0;!i.isZero()&&0===i.andln(1);)o++,i.iushrn(1);n(!i.isZero());var s=new a(1).toRed(this),l=s.redNeg(),c=this.m.subn(1).iushrn(1),u=this.m.bitLength();for(u=new a(2*u*u).toRed(this);0!==this.pow(u,c).cmp(l);)u.redIAdd(l);for(var f=this.pow(u,i),h=this.pow(t,i.addn(1).iushrn(1)),p=this.pow(t,i),d=o;0!==p.cmp(s);){for(var m=p,g=0;0!==m.cmp(s);g++)m=m.redSqr();n(g<d);var v=this.pow(f,new a(1).iushln(d-g-1));h=h.redMul(v),f=v.redSqr(),p=p.redMul(f),d=g}return h},T.prototype.invm=function(t){var e=t._invmp(this.m);return 0!==e.negative?(e.negative=0,this.imod(e).redNeg()):this.imod(e)},T.prototype.pow=function(t,e){if(e.isZero())return new a(1).toRed(this);if(0===e.cmpn(1))return t.clone();var r=new Array(16);r[0]=new a(1).toRed(this),r[1]=t;for(var n=2;n<r.length;n++)r[n]=this.mul(r[n-1],t);var i=r[0],o=0,s=0,l=e.bitLength()%26;for(0===l&&(l=26),n=e.length-1;n>=0;n--){for(var c=e.words[n],u=l-1;u>=0;u--){var f=c>>u&1;i!==r[0]&&(i=this.sqr(i)),0!==f||0!==o?(o<<=1,o|=f,(4===++s||0===n&&0===u)&&(i=this.mul(i,r[o]),s=0,o=0)):s=0}l=26}return i},T.prototype.convertTo=function(t){var e=t.umod(this.m);return e===t?e.clone():e},T.prototype.convertFrom=function(t){var e=t.clone();return e.red=null,e},a.mont=function(t){return new k(t)},i(k,T),k.prototype.convertTo=function(t){return this.imod(t.ushln(this.shift))},k.prototype.convertFrom=function(t){var e=this.imod(t.mul(this.rinv));return e.red=null,e},k.prototype.imul=function(t,e){if(t.isZero()||e.isZero())return t.words[0]=0,t.length=1,t;var r=t.imul(e),n=r.maskn(this.shift).mul(this.minv).imaskn(this.shift).mul(this.m),i=r.isub(n).iushrn(this.shift),a=i;return i.cmp(this.m)>=0?a=i.isub(this.m):i.cmpn(0)<0&&(a=i.iadd(this.m)),a._forceRed(this)},k.prototype.mul=function(t,e){if(t.isZero()||e.isZero())return new a(0)._forceRed(this);var r=t.mul(e),n=r.maskn(this.shift).mul(this.minv).imaskn(this.shift).mul(this.m),i=r.isub(n).iushrn(this.shift),o=i;return i.cmp(this.m)>=0?o=i.isub(this.m):i.cmpn(0)<0&&(o=i.iadd(this.m)),o._forceRed(this)},k.prototype.invm=function(t){return this.imod(t._invmp(this.m).mul(this.r2))._forceRed(this)}}(void 0===e||e,this)},{buffer:2}],34:[function(t,e,r){\"use strict\";e.exports=function(t){var e,r,n,i=t.length,a=0;for(e=0;e<i;++e)a+=t[e].length;var o=new Array(a),s=0;for(e=0;e<i;++e){var l=t[e],c=l.length;for(r=0;r<c;++r){var u=o[s++]=new Array(c-1),f=0;for(n=0;n<c;++n)n!==r&&(u[f++]=l[n]);if(1&r){var h=u[1];u[1]=u[0],u[0]=h}}}return o}},{}],35:[function(t,e,r){\"use strict\";e.exports=function(t,e,r){switch(arguments.length){case 1:return f(t);case 2:return\"function\"==typeof e?c(t,t,e,!0):h(t,e);case 3:return c(t,e,r,!1);default:throw new Error(\"box-intersect: Invalid arguments\")}};var n,i=t(\"typedarray-pool\"),a=t(\"./lib/sweep\"),o=t(\"./lib/intersect\");function s(t,e){for(var r=0;r<t;++r)if(!(e[r]<=e[r+t]))return!0;return!1}function l(t,e,r,n){for(var i=0,a=0,o=0,l=t.length;o<l;++o){var c=t[o];if(!s(e,c)){for(var u=0;u<2*e;++u)r[i++]=c[u];n[a++]=o}}return a}function c(t,e,r,n){var s=t.length,c=e.length;if(!(s<=0||c<=0)){var u=t[0].length>>>1;if(!(u<=0)){var f,h=i.mallocDouble(2*u*s),p=i.mallocInt32(s);if((s=l(t,u,h,p))>0){if(1===u&&n)a.init(s),f=a.sweepComplete(u,r,0,s,h,p,0,s,h,p);else{var d=i.mallocDouble(2*u*c),m=i.mallocInt32(c);(c=l(e,u,d,m))>0&&(a.init(s+c),f=1===u?a.sweepBipartite(u,r,0,s,h,p,0,c,d,m):o(u,r,n,s,h,p,c,d,m),i.free(d),i.free(m))}i.free(h),i.free(p)}return f}}}function u(t,e){n.push([t,e])}function f(t){return n=[],c(t,t,u,!0),n}function h(t,e){return n=[],c(t,e,u,!1),n}},{\"./lib/intersect\":37,\"./lib/sweep\":41,\"typedarray-pool\":308}],36:[function(t,e,r){\"use strict\";function n(t){return t?function(t,e,r,n,i,a,o,s,l,c,u){return i-n>l-s?function(t,e,r,n,i,a,o,s,l,c,u){for(var f=2*t,h=n,p=f*n;h<i;++h,p+=f){var d=a[e+p],m=a[e+p+t],g=o[h];t:for(var v=s,y=f*s;v<l;++v,y+=f){var x=c[e+y],b=c[e+y+t],_=u[v];if(!(b<d||m<x)){for(var w=e+1;w<t;++w){var T=a[w+p],k=a[w+t+p],A=c[w+y],M=c[w+t+y];if(k<A||M<T)continue t}var S=r(g,_);if(void 0!==S)return S}}}}(t,e,r,n,i,a,o,s,l,c,u):function(t,e,r,n,i,a,o,s,l,c,u){for(var f=2*t,h=s,p=f*s;h<l;++h,p+=f){var d=c[e+p],m=c[e+p+t],g=u[h];t:for(var v=n,y=f*n;v<i;++v,y+=f){var x=a[e+y],b=a[e+y+t],_=o[v];if(!(m<x||b<d)){for(var w=e+1;w<t;++w){var T=a[w+y],k=a[w+t+y],A=c[w+p],M=c[w+t+p];if(k<A||M<T)continue t}var S=r(_,g);if(void 0!==S)return S}}}}(t,e,r,n,i,a,o,s,l,c,u)}:function(t,e,r,n,i,a,o,s,l,c,u,f){return a-i>c-l?n?function(t,e,r,n,i,a,o,s,l,c,u){for(var f=2*t,h=n,p=f*n;h<i;++h,p+=f){var d=a[e+p],m=a[e+p+t],g=o[h];t:for(var v=s,y=f*s;v<l;++v,y+=f){var x=c[e+y],b=u[v];if(!(x<=d||m<x)){for(var _=e+1;_<t;++_){var w=a[_+p],T=a[_+t+p],k=c[_+y],A=c[_+t+y];if(T<k||A<w)continue t}var M=r(b,g);if(void 0!==M)return 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e=i.nextPow2(t);o.length<e&&(n.free(o),o=n.mallocInt32(e));s.length<e&&(n.free(s),s=n.mallocInt32(e));l.length<e&&(n.free(l),l=n.mallocInt32(e));c.length<e&&(n.free(c),c=n.mallocInt32(e));u.length<e&&(n.free(u),u=n.mallocInt32(e));f.length<e&&(n.free(f),f=n.mallocInt32(e));var r=8*e;h.length<r&&(n.free(h),h=n.mallocDouble(r))},sweepBipartite:function(t,e,r,n,i,u,f,m,g,v){for(var y=0,x=2*t,b=t-1,_=x-1,w=r;w<n;++w){var T=u[w],k=x*w;h[y++]=i[k+b],h[y++]=-(T+1),h[y++]=i[k+_],h[y++]=T}for(w=f;w<m;++w){T=v[w]+(1<<28);var A=x*w;h[y++]=g[A+b],h[y++]=-T,h[y++]=g[A+_],h[y++]=T}var M=y>>>1;a(h,M);var S=0,E=0;for(w=0;w<M;++w){var L=0|h[2*w+1];if(L>=1<<28)p(l,c,E--,L=L-(1<<28)|0);else if(L>=0)p(o,s,S--,L);else if(L<=-(1<<28)){L=-L-(1<<28)|0;for(var C=0;C<S;++C){if(void 0!==(P=e(o[C],L)))return P}d(l,c,E++,L)}else{L=-L-1|0;for(C=0;C<E;++C){var P;if(void 0!==(P=e(L,l[C])))return P}d(o,s,S++,L)}}},sweepComplete:function(t,e,r,n,i,m,g,v,y,x){for(var b=0,_=2*t,w=t-1,T=_-1,k=r;k<n;++k){var 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e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a<=0&&(i=n.length),r=a<=0?r.left:r.right}return n.length=i,new h(this,n)},l.gt=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a<0&&(i=n.length),r=a<0?r.left:r.right}return n.length=i,new h(this,n)},l.lt=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a>0&&(i=n.length),r=a<=0?r.left:r.right}return n.length=i,new h(this,n)},l.le=function(t){for(var e=this._compare,r=this.root,n=[],i=0;r;){var a=e(t,r.key);n.push(r),a>=0&&(i=n.length),r=a<0?r.left:r.right}return n.length=i,new h(this,n)},l.find=function(t){for(var e=this._compare,r=this.root,n=[];r;){var i=e(t,r.key);if(n.push(r),0===i)return new h(this,n);r=i<=0?r.left:r.right}return new h(this,[])},l.remove=function(t){var e=this.find(t);return e?e.remove():this},l.get=function(t){for(var e=this._compare,r=this.root;r;){var n=e(t,r.key);if(0===n)return r.value;r=n<=0?r.left:r.right}};var p=h.prototype;function d(t,e){t.key=e.key,t.value=e.value,t.left=e.left,t.right=e.right,t._color=e._color,t._count=e._count}function m(t,e){return t<e?-1:t>e?1:0}Object.defineProperty(p,\"valid\",{get:function(){return this._stack.length>0}}),Object.defineProperty(p,\"node\",{get:function(){return this._stack.length>0?this._stack[this._stack.length-1]:null},enumerable:!0}),p.clone=function(){return new h(this.tree,this._stack.slice())},p.remove=function(){var t=this._stack;if(0===t.length)return this.tree;var e=new Array(t.length),r=t[t.length-1];e[e.length-1]=new n(r._color,r.key,r.value,r.left,r.right,r._count);for(var l=t.length-2;l>=0;--l){(r=t[l]).left===t[l+1]?e[l]=new n(r._color,r.key,r.value,e[l+1],r.right,r._count):e[l]=new n(r._color,r.key,r.value,r.left,e[l+1],r._count)}if((r=e[e.length-1]).left&&r.right){var c=e.length;for(r=r.left;r.right;)e.push(r),r=r.right;var u=e[c-1];e.push(new n(r._color,u.key,u.value,r.left,r.right,r._count)),e[c-1].key=r.key,e[c-1].value=r.value;for(l=e.length-2;l>=c;--l)r=e[l],e[l]=new n(r._color,r.key,r.value,r.left,e[l+1],r._count);e[c-1].left=e[c]}if(0===(r=e[e.length-1])._color){var f=e[e.length-2];f.left===r?f.left=null:f.right===r&&(f.right=null),e.pop();for(l=0;l<e.length;++l)e[l]._count--;return new s(this.tree._compare,e[0])}if(r.left||r.right){r.left?d(r,r.left):r.right&&d(r,r.right),r._color=1;for(l=0;l<e.length-1;++l)e[l]._count--;return new s(this.tree._compare,e[0])}if(1===e.length)return new s(this.tree._compare,null);for(l=0;l<e.length;++l)e[l]._count--;var h=e[e.length-2];return function(t){for(var e,r,n,s,l=t.length-1;l>=0;--l){if(e=t[l],0===l)return void(e._color=1);if((r=t[l-1]).left===e){if((n=r.right).right&&0===n.right._color){if(s=(n=r.right=i(n)).right=i(n.right),r.right=n.left,n.left=r,n.right=s,n._color=r._color,e._color=1,r._color=1,s._color=1,o(r),o(n),l>1)(c=t[l-2]).left===r?c.left=n:c.right=n;return void(t[l-1]=n)}if(n.left&&0===n.left._color){if(s=(n=r.right=i(n)).left=i(n.left),r.right=s.left,n.left=s.right,s.left=r,s.right=n,s._color=r._color,r._color=1,n._color=1,e._color=1,o(r),o(n),o(s),l>1)(c=t[l-2]).left===r?c.left=s:c.right=s;return void(t[l-1]=s)}if(1===n._color){if(0===r._color)return r._color=1,void(r.right=a(0,n));r.right=a(0,n);continue}n=i(n),r.right=n.left,n.left=r,n._color=r._color,r._color=0,o(r),o(n),l>1&&((c=t[l-2]).left===r?c.left=n:c.right=n),t[l-1]=n,t[l]=r,l+1<t.length?t[l+1]=e:t.push(e),l+=2}else{if((n=r.left).left&&0===n.left._color){if(s=(n=r.left=i(n)).left=i(n.left),r.left=n.right,n.right=r,n.left=s,n._color=r._color,e._color=1,r._color=1,s._color=1,o(r),o(n),l>1)(c=t[l-2]).right===r?c.right=n:c.left=n;return void(t[l-1]=n)}if(n.right&&0===n.right._color){if(s=(n=r.left=i(n)).right=i(n.right),r.left=s.right,n.right=s.left,s.right=r,s.left=n,s._color=r._color,r._color=1,n._color=1,e._color=1,o(r),o(n),o(s),l>1)(c=t[l-2]).right===r?c.right=s:c.left=s;return void(t[l-1]=s)}if(1===n._color){if(0===r._color)return r._color=1,void(r.left=a(0,n));r.left=a(0,n);continue}var c;n=i(n),r.left=n.right,n.right=r,n._color=r._color,r._color=0,o(r),o(n),l>1&&((c=t[l-2]).right===r?c.right=n:c.left=n),t[l-1]=n,t[l]=r,l+1<t.length?t[l+1]=e:t.push(e),l+=2}}}(e),h.left===r?h.left=null:h.right=null,new s(this.tree._compare,e[0])},Object.defineProperty(p,\"key\",{get:function(){if(this._stack.length>0)return this._stack[this._stack.length-1].key},enumerable:!0}),Object.defineProperty(p,\"value\",{get:function(){if(this._stack.length>0)return this._stack[this._stack.length-1].value},enumerable:!0}),Object.defineProperty(p,\"index\",{get:function(){var t=0,e=this._stack;if(0===e.length){var r=this.tree.root;return r?r._count:0}e[e.length-1].left&&(t=e[e.length-1].left._count);for(var n=e.length-2;n>=0;--n)e[n+1]===e[n].right&&(++t,e[n].left&&(t+=e[n].left._count));return t},enumerable:!0}),p.next=function(){var t=this._stack;if(0!==t.length){var e=t[t.length-1];if(e.right)for(e=e.right;e;)t.push(e),e=e.left;else for(t.pop();t.length>0&&t[t.length-1].right===e;)e=t[t.length-1],t.pop()}},Object.defineProperty(p,\"hasNext\",{get:function(){var t=this._stack;if(0===t.length)return!1;if(t[t.length-1].right)return!0;for(var e=t.length-1;e>0;--e)if(t[e-1].left===t[e])return!0;return!1}}),p.update=function(t){var e=this._stack;if(0===e.length)throw new Error(\"Can't update empty node!\");var r=new Array(e.length),i=e[e.length-1];r[r.length-1]=new n(i._color,i.key,t,i.left,i.right,i._count);for(var a=e.length-2;a>=0;--a)(i=e[a]).left===e[a+1]?r[a]=new n(i._color,i.key,i.value,r[a+1],i.right,i._count):r[a]=new n(i._color,i.key,i.value,i.left,r[a+1],i._count);return new s(this.tree._compare,r[0])},p.prev=function(){var t=this._stack;if(0!==t.length){var e=t[t.length-1];if(e.left)for(e=e.left;e;)t.push(e),e=e.right;else for(t.pop();t.length>0&&t[t.length-1].left===e;)e=t[t.length-1],t.pop()}},Object.defineProperty(p,\"hasPrev\",{get:function(){var t=this._stack;if(0===t.length)return!1;if(t[t.length-1].left)return!0;for(var e=t.length-1;e>0;--e)if(t[e-1].right===t[e])return!0;return!1}})},{}],70:[function(t,e,r){\"use strict\";e.exports=function(t,e){var r=new u(t);return r.update(e),r};var n=t(\"./lib/text.js\"),i=t(\"./lib/lines.js\"),a=t(\"./lib/background.js\"),o=t(\"./lib/cube.js\"),s=t(\"./lib/ticks.js\"),l=new Float32Array([1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1]);function c(t,e){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t}function u(t){this.gl=t,this.pixelRatio=1,this.bounds=[[-10,-10,-10],[10,10,10]],this.ticks=[[],[],[]],this.autoTicks=!0,this.tickSpacing=[1,1,1],this.tickEnable=[!0,!0,!0],this.tickFont=[\"sans-serif\",\"sans-serif\",\"sans-serif\"],this.tickSize=[12,12,12],this.tickAngle=[0,0,0],this.tickAlign=[\"auto\",\"auto\",\"auto\"],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickPad=[10,10,10],this.lastCubeProps={cubeEdges:[0,0,0],axis:[0,0,0]},this.labels=[\"x\",\"y\",\"z\"],this.labelEnable=[!0,!0,!0],this.labelFont=\"sans-serif\",this.labelSize=[20,20,20],this.labelAngle=[0,0,0],this.labelAlign=[\"auto\",\"auto\",\"auto\"],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labelPad=[10,10,10],this.lineEnable=[!0,!0,!0],this.lineMirror=[!1,!1,!1],this.lineWidth=[1,1,1],this.lineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.lineTickEnable=[!0,!0,!0],this.lineTickMirror=[!1,!1,!1],this.lineTickLength=[0,0,0],this.lineTickWidth=[1,1,1],this.lineTickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.gridEnable=[!0,!0,!0],this.gridWidth=[1,1,1],this.gridColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroEnable=[!0,!0,!0],this.zeroLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.zeroLineWidth=[2,2,2],this.backgroundEnable=[!1,!1,!1],this.backgroundColor=[[.8,.8,.8,.5],[.8,.8,.8,.5],[.8,.8,.8,.5]],this._firstInit=!0,this._text=null,this._lines=null,this._background=a(t)}var f=u.prototype;function h(){this.primalOffset=[0,0,0],this.primalMinor=[0,0,0],this.mirrorOffset=[0,0,0],this.mirrorMinor=[0,0,0]}f.update=function(t){function e(e,r,n){if(n in t){var i,a=t[n],o=this[n];(e?Array.isArray(a)&&Array.isArray(a[0]):Array.isArray(a))?this[n]=i=[r(a[0]),r(a[1]),r(a[2])]:this[n]=i=[r(a),r(a),r(a)];for(var s=0;s<3;++s)if(i[s]!==o[s])return!0}return!1}t=t||{};var r,a=e.bind(this,!1,Number),o=e.bind(this,!1,Boolean),l=e.bind(this,!1,String),c=e.bind(this,!0,(function(t){if(Array.isArray(t)){if(3===t.length)return[+t[0],+t[1],+t[2],1];if(4===t.length)return[+t[0],+t[1],+t[2],+t[3]]}return[0,0,0,1]})),u=!1,f=!1;if(\"bounds\"in t)for(var h=t.bounds,p=0;p<2;++p)for(var d=0;d<3;++d)h[p][d]!==this.bounds[p][d]&&(f=!0),this.bounds[p][d]=h[p][d];if(\"ticks\"in t){r=t.ticks,u=!0,this.autoTicks=!1;for(p=0;p<3;++p)this.tickSpacing[p]=0}else a(\"tickSpacing\")&&(this.autoTicks=!0,f=!0);if(this._firstInit&&(\"ticks\"in t||\"tickSpacing\"in t||(this.autoTicks=!0),f=!0,u=!0,this._firstInit=!1),f&&this.autoTicks&&(r=s.create(this.bounds,this.tickSpacing),u=!0),u){for(p=0;p<3;++p)r[p].sort((function(t,e){return t.x-e.x}));s.equal(r,this.ticks)?u=!1:this.ticks=r}o(\"tickEnable\"),l(\"tickFont\")&&(u=!0),a(\"tickSize\"),a(\"tickAngle\"),a(\"tickPad\"),c(\"tickColor\");var m=l(\"labels\");l(\"labelFont\")&&(m=!0),o(\"labelEnable\"),a(\"labelSize\"),a(\"labelPad\"),c(\"labelColor\"),o(\"lineEnable\"),o(\"lineMirror\"),a(\"lineWidth\"),c(\"lineColor\"),o(\"lineTickEnable\"),o(\"lineTickMirror\"),a(\"lineTickLength\"),a(\"lineTickWidth\"),c(\"lineTickColor\"),o(\"gridEnable\"),a(\"gridWidth\"),c(\"gridColor\"),o(\"zeroEnable\"),c(\"zeroLineColor\"),a(\"zeroLineWidth\"),o(\"backgroundEnable\"),c(\"backgroundColor\"),this._text?this._text&&(m||u)&&this._text.update(this.bounds,this.labels,this.labelFont,this.ticks,this.tickFont):this._text=n(this.gl,this.bounds,this.labels,this.labelFont,this.ticks,this.tickFont),this._lines&&u&&(this._lines.dispose(),this._lines=null),this._lines||(this._lines=i(this.gl,this.bounds,this.ticks))};var p=[new h,new h,new h];function d(t,e,r,n,i){for(var a=t.primalOffset,o=t.primalMinor,s=t.mirrorOffset,l=t.mirrorMinor,c=n[e],u=0;u<3;++u)if(e!==u){var f=a,h=s,p=o,d=l;c&1<<u&&(f=s,h=a,p=l,d=o),f[u]=r[0][u],h[u]=r[1][u],i[u]>0?(p[u]=-1,d[u]=0):(p[u]=0,d[u]=1)}}var m=[0,0,0],g={model:l,view:l,projection:l,_ortho:!1};f.isOpaque=function(){return!0},f.isTransparent=function(){return!1},f.drawTransparent=function(t){};var v=[0,0,0],y=[0,0,0],x=[0,0,0];f.draw=function(t){t=t||g;for(var e=this.gl,r=t.model||l,n=t.view||l,i=t.projection||l,a=this.bounds,s=t._ortho||!1,u=o(r,n,i,a,s),f=u.cubeEdges,h=u.axis,b=n[12],_=n[13],w=n[14],T=n[15],k=(s?2:1)*this.pixelRatio*(i[3]*b+i[7]*_+i[11]*w+i[15]*T)/e.drawingBufferHeight,A=0;A<3;++A)this.lastCubeProps.cubeEdges[A]=f[A],this.lastCubeProps.axis[A]=h[A];var M=p;for(A=0;A<3;++A)d(p[A],A,this.bounds,f,h);e=this.gl;var S,E=m;for(A=0;A<3;++A)this.backgroundEnable[A]?E[A]=h[A]:E[A]=0;this._background.draw(r,n,i,a,E,this.backgroundColor),this._lines.bind(r,n,i,this);for(A=0;A<3;++A){var L=[0,0,0];h[A]>0?L[A]=a[1][A]:L[A]=a[0][A];for(var C=0;C<2;++C){var P=(A+1+C)%3,I=(A+1+(1^C))%3;this.gridEnable[P]&&this._lines.drawGrid(P,I,this.bounds,L,this.gridColor[P],this.gridWidth[P]*this.pixelRatio)}for(C=0;C<2;++C){P=(A+1+C)%3,I=(A+1+(1^C))%3;this.zeroEnable[I]&&Math.min(a[0][I],a[1][I])<=0&&Math.max(a[0][I],a[1][I])>=0&&this._lines.drawZero(P,I,this.bounds,L,this.zeroLineColor[I],this.zeroLineWidth[I]*this.pixelRatio)}}for(A=0;A<3;++A){this.lineEnable[A]&&this._lines.drawAxisLine(A,this.bounds,M[A].primalOffset,this.lineColor[A],this.lineWidth[A]*this.pixelRatio),this.lineMirror[A]&&this._lines.drawAxisLine(A,this.bounds,M[A].mirrorOffset,this.lineColor[A],this.lineWidth[A]*this.pixelRatio);var O=c(v,M[A].primalMinor),z=c(y,M[A].mirrorMinor),D=this.lineTickLength;for(C=0;C<3;++C){var R=k/r[5*C];O[C]*=D[C]*R,z[C]*=D[C]*R}this.lineTickEnable[A]&&this._lines.drawAxisTicks(A,M[A].primalOffset,O,this.lineTickColor[A],this.lineTickWidth[A]*this.pixelRatio),this.lineTickMirror[A]&&this._lines.drawAxisTicks(A,M[A].mirrorOffset,z,this.lineTickColor[A],this.lineTickWidth[A]*this.pixelRatio)}this._lines.unbind(),this._text.bind(r,n,i,this.pixelRatio);var F,B;function N(t){(B=[0,0,0])[t]=1}function j(t,e,r){var n=(t+1)%3,i=(t+2)%3,a=e[n],o=e[i],s=r[n],l=r[i];a>0&&l>0||a>0&&l<0||a<0&&l>0||a<0&&l<0?N(n):(o>0&&s>0||o>0&&s<0||o<0&&s>0||o<0&&s<0)&&N(i)}for(A=0;A<3;++A){var U=M[A].primalMinor,V=M[A].mirrorMinor,H=c(x,M[A].primalOffset);for(C=0;C<3;++C)this.lineTickEnable[A]&&(H[C]+=k*U[C]*Math.max(this.lineTickLength[C],0)/r[5*C]);var q=[0,0,0];if(q[A]=1,this.tickEnable[A]){-3600===this.tickAngle[A]?(this.tickAngle[A]=0,this.tickAlign[A]=\"auto\"):this.tickAlign[A]=-1,F=1,\"auto\"===(S=[this.tickAlign[A],.5,F])[0]?S[0]=0:S[0]=parseInt(\"\"+S[0]),B=[0,0,0],j(A,U,V);for(C=0;C<3;++C)H[C]+=k*U[C]*this.tickPad[C]/r[5*C];this._text.drawTicks(A,this.tickSize[A],this.tickAngle[A],H,this.tickColor[A],q,B,S)}if(this.labelEnable[A]){F=0,B=[0,0,0],this.labels[A].length>4&&(N(A),F=1),\"auto\"===(S=[this.labelAlign[A],.5,F])[0]?S[0]=0:S[0]=parseInt(\"\"+S[0]);for(C=0;C<3;++C)H[C]+=k*U[C]*this.labelPad[C]/r[5*C];H[A]+=.5*(a[0][A]+a[1][A]),this._text.drawLabel(A,this.labelSize[A],this.labelAngle[A],H,this.labelColor[A],[0,0,0],B,S)}}this._text.unbind()},f.dispose=function(){this._text.dispose(),this._lines.dispose(),this._background.dispose(),this._lines=null,this._text=null,this._background=null,this.gl=null}},{\"./lib/background.js\":71,\"./lib/cube.js\":72,\"./lib/lines.js\":73,\"./lib/text.js\":75,\"./lib/ticks.js\":76}],71:[function(t,e,r){\"use strict\";e.exports=function(t){for(var e=[],r=[],s=0,l=0;l<3;++l)for(var c=(l+1)%3,u=(l+2)%3,f=[0,0,0],h=[0,0,0],p=-1;p<=1;p+=2){r.push(s,s+2,s+1,s+1,s+2,s+3),f[l]=p,h[l]=p;for(var d=-1;d<=1;d+=2){f[c]=d;for(var m=-1;m<=1;m+=2)f[u]=m,e.push(f[0],f[1],f[2],h[0],h[1],h[2]),s+=1}var g=c;c=u,u=g}var v=n(t,new Float32Array(e)),y=n(t,new Uint16Array(r),t.ELEMENT_ARRAY_BUFFER),x=i(t,[{buffer:v,type:t.FLOAT,size:3,offset:0,stride:24},{buffer:v,type:t.FLOAT,size:3,offset:12,stride:24}],y),b=a(t);return b.attributes.position.location=0,b.attributes.normal.location=1,new o(t,v,x,b)};var n=t(\"gl-buffer\"),i=t(\"gl-vao\"),a=t(\"./shaders\").bg;function o(t,e,r,n){this.gl=t,this.buffer=e,this.vao=r,this.shader=n}var s=o.prototype;s.draw=function(t,e,r,n,i,a){for(var o=!1,s=0;s<3;++s)o=o||i[s];if(o){var l=this.gl;l.enable(l.POLYGON_OFFSET_FILL),l.polygonOffset(1,2),this.shader.bind(),this.shader.uniforms={model:t,view:e,projection:r,bounds:n,enable:i,colors:a},this.vao.bind(),this.vao.draw(this.gl.TRIANGLES,36),this.vao.unbind(),l.disable(l.POLYGON_OFFSET_FILL)}},s.dispose=function(){this.vao.dispose(),this.buffer.dispose(),this.shader.dispose()}},{\"./shaders\":74,\"gl-buffer\":78,\"gl-vao\":150}],72:[function(t,e,r){\"use strict\";e.exports=function(t,e,r,a,p){i(s,e,t),i(s,r,s);for(var y=0,x=0;x<2;++x){u[2]=a[x][2];for(var b=0;b<2;++b){u[1]=a[b][1];for(var _=0;_<2;++_)u[0]=a[_][0],h(l[y],u,s),y+=1}}var w=-1;for(x=0;x<8;++x){for(var T=l[x][3],k=0;k<3;++k)c[x][k]=l[x][k]/T;p&&(c[x][2]*=-1),T<0&&(w<0||c[x][2]<c[w][2])&&(w=x)}if(w<0){w=0;for(var A=0;A<3;++A){for(var M=(A+2)%3,S=(A+1)%3,E=-1,L=-1,C=0;C<2;++C){var P=(O=C<<A)+(C<<M)+(1-C<<S),I=O+(1-C<<M)+(C<<S);o(c[O],c[P],c[I],f)<0||(C?E=1:L=1)}if(E<0||L<0)L>E&&(w|=1<<A);else{for(C=0;C<2;++C){P=(O=C<<A)+(C<<M)+(1-C<<S),I=O+(1-C<<M)+(C<<S);var O,z=d([l[O],l[P],l[I],l[O+(1<<M)+(1<<S)]]);C?E=z:L=z}L>E&&(w|=1<<A)}}}var D=7^w,R=-1;for(x=0;x<8;++x)x!==w&&x!==D&&(R<0||c[R][1]>c[x][1])&&(R=x);var F=-1;for(x=0;x<3;++x){if((N=R^1<<x)!==w&&N!==D)F<0&&(F=N),(S=c[N])[0]<c[F][0]&&(F=N)}var B=-1;for(x=0;x<3;++x){var N;if((N=R^1<<x)!==w&&N!==D&&N!==F)B<0&&(B=N),(S=c[N])[0]>c[B][0]&&(B=N)}var j=m;j[0]=j[1]=j[2]=0,j[n.log2(F^R)]=R&F,j[n.log2(R^B)]=R&B;var U=7^B;U===w||U===D?(U=7^F,j[n.log2(B^U)]=U&B):j[n.log2(F^U)]=U&F;var V=g,H=w;for(A=0;A<3;++A)V[A]=H&1<<A?-1:1;return v};var n=t(\"bit-twiddle\"),i=t(\"gl-mat4/multiply\"),a=t(\"split-polygon\"),o=t(\"robust-orientation\"),s=new Array(16),l=new Array(8),c=new Array(8),u=new Array(3),f=[0,0,0];function h(t,e,r){for(var n=0;n<4;++n){t[n]=r[12+n];for(var i=0;i<3;++i)t[n]+=e[i]*r[4*i+n]}}!function(){for(var t=0;t<8;++t)l[t]=[1,1,1,1],c[t]=[1,1,1]}();var p=[[0,0,1,0,0],[0,0,-1,1,0],[0,-1,0,1,0],[0,1,0,1,0],[-1,0,0,1,0],[1,0,0,1,0]];function d(t){for(var e=0;e<p.length;++e)if((t=a.positive(t,p[e])).length<3)return 0;var r=t[0],n=r[0]/r[3],i=r[1]/r[3],o=0;for(e=1;e+1<t.length;++e){var s=t[e],l=t[e+1],c=s[0]/s[3]-n,u=s[1]/s[3]-i,f=l[0]/l[3]-n,h=l[1]/l[3]-i;o+=Math.abs(c*h-u*f)}return o}var m=[1,1,1],g=[0,0,0],v={cubeEdges:m,axis:g}},{\"bit-twiddle\":32,\"gl-mat4/multiply\":100,\"robust-orientation\":284,\"split-polygon\":300}],73:[function(t,e,r){\"use strict\";e.exports=function(t,e,r){var o=[],s=[0,0,0],l=[0,0,0],c=[0,0,0],u=[0,0,0];o.push(0,0,1,0,1,1,0,0,-1,0,0,-1,0,1,1,0,1,-1);for(var f=0;f<3;++f){for(var h=o.length/3|0,d=0;d<r[f].length;++d){var m=+r[f][d].x;o.push(m,0,1,m,1,1,m,0,-1,m,0,-1,m,1,1,m,1,-1)}var g=o.length/3|0;s[f]=h,l[f]=g-h;h=o.length/3|0;for(var v=0;v<r[f].length;++v){m=+r[f][v].x;o.push(m,0,1,m,1,1,m,0,-1,m,0,-1,m,1,1,m,1,-1)}g=o.length/3|0;c[f]=h,u[f]=g-h}var y=n(t,new Float32Array(o)),x=i(t,[{buffer:y,type:t.FLOAT,size:3,stride:0,offset:0}]),b=a(t);return b.attributes.position.location=0,new p(t,y,x,b,l,s,u,c)};var n=t(\"gl-buffer\"),i=t(\"gl-vao\"),a=t(\"./shaders\").line,o=[0,0,0],s=[0,0,0],l=[0,0,0],c=[0,0,0],u=[1,1];function f(t){return t[0]=t[1]=t[2]=0,t}function h(t,e){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t}function p(t,e,r,n,i,a,o,s){this.gl=t,this.vertBuffer=e,this.vao=r,this.shader=n,this.tickCount=i,this.tickOffset=a,this.gridCount=o,this.gridOffset=s}var d=p.prototype;d.bind=function(t,e,r){this.shader.bind(),this.shader.uniforms.model=t,this.shader.uniforms.view=e,this.shader.uniforms.projection=r,u[0]=this.gl.drawingBufferWidth,u[1]=this.gl.drawingBufferHeight,this.shader.uniforms.screenShape=u,this.vao.bind()},d.unbind=function(){this.vao.unbind()},d.drawAxisLine=function(t,e,r,n,i){var a=f(s);this.shader.uniforms.majorAxis=s,a[t]=e[1][t]-e[0][t],this.shader.uniforms.minorAxis=a;var o,u=h(c,r);u[t]+=e[0][t],this.shader.uniforms.offset=u,this.shader.uniforms.lineWidth=i,this.shader.uniforms.color=n,(o=f(l))[(t+2)%3]=1,this.shader.uniforms.screenAxis=o,this.vao.draw(this.gl.TRIANGLES,6),(o=f(l))[(t+1)%3]=1,this.shader.uniforms.screenAxis=o,this.vao.draw(this.gl.TRIANGLES,6)},d.drawAxisTicks=function(t,e,r,n,i){if(this.tickCount[t]){var a=f(o);a[t]=1,this.shader.uniforms.majorAxis=a,this.shader.uniforms.offset=e,this.shader.uniforms.minorAxis=r,this.shader.uniforms.color=n,this.shader.uniforms.lineWidth=i;var s=f(l);s[t]=1,this.shader.uniforms.screenAxis=s,this.vao.draw(this.gl.TRIANGLES,this.tickCount[t],this.tickOffset[t])}},d.drawGrid=function(t,e,r,n,i,a){if(this.gridCount[t]){var u=f(s);u[e]=r[1][e]-r[0][e],this.shader.uniforms.minorAxis=u;var p=h(c,n);p[e]+=r[0][e],this.shader.uniforms.offset=p;var d=f(o);d[t]=1,this.shader.uniforms.majorAxis=d;var m=f(l);m[t]=1,this.shader.uniforms.screenAxis=m,this.shader.uniforms.lineWidth=a,this.shader.uniforms.color=i,this.vao.draw(this.gl.TRIANGLES,this.gridCount[t],this.gridOffset[t])}},d.drawZero=function(t,e,r,n,i,a){var o=f(s);this.shader.uniforms.majorAxis=o,o[t]=r[1][t]-r[0][t],this.shader.uniforms.minorAxis=o;var u=h(c,n);u[t]+=r[0][t],this.shader.uniforms.offset=u;var p=f(l);p[e]=1,this.shader.uniforms.screenAxis=p,this.shader.uniforms.lineWidth=a,this.shader.uniforms.color=i,this.vao.draw(this.gl.TRIANGLES,6)},d.dispose=function(){this.vao.dispose(),this.vertBuffer.dispose(),this.shader.dispose()}},{\"./shaders\":74,\"gl-buffer\":78,\"gl-vao\":150}],74:[function(t,e,r){\"use strict\";var n=t(\"glslify\"),i=t(\"gl-shader\"),a=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 offset, majorAxis, minorAxis, screenAxis;\\nuniform float lineWidth;\\nuniform vec2 screenShape;\\n\\nvec3 project(vec3 p) {\\n  vec4 pp = projection * view * model * vec4(p, 1.0);\\n  return pp.xyz / max(pp.w, 0.0001);\\n}\\n\\nvoid main() {\\n  vec3 major = position.x * majorAxis;\\n  vec3 minor = position.y * minorAxis;\\n\\n  vec3 vPosition = major + minor + offset;\\n  vec3 pPosition = project(vPosition);\\n  vec3 offset = project(vPosition + screenAxis * position.z);\\n\\n  vec2 screen = normalize((offset - pPosition).xy * screenShape) / screenShape;\\n\\n  gl_Position = vec4(pPosition + vec3(0.5 * screen * lineWidth, 0), 1.0);\\n}\\n\"]),o=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color;\\nvoid main() {\\n  gl_FragColor = color;\\n}\"]);r.line=function(t){return i(t,a,o,null,[{name:\"position\",type:\"vec3\"}])};var s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 offset, axis, alignDir, alignOpt;\\nuniform float scale, angle, pixelScale;\\nuniform vec2 resolution;\\n\\nvec3 project(vec3 p) {\\n  vec4 pp = projection * view * model * vec4(p, 1.0);\\n  return pp.xyz / max(pp.w, 0.0001);\\n}\\n\\nfloat computeViewAngle(vec3 a, vec3 b) {\\n  vec3 A = project(a);\\n  vec3 B = project(b);\\n\\n  return atan(\\n    (B.y - A.y) * resolution.y,\\n    (B.x - A.x) * resolution.x\\n  );\\n}\\n\\nconst float PI = 3.141592;\\nconst float TWO_PI = 2.0 * PI;\\nconst float HALF_PI = 0.5 * PI;\\nconst float ONE_AND_HALF_PI = 1.5 * PI;\\n\\nint option = int(floor(alignOpt.x + 0.001));\\nfloat hv_ratio =       alignOpt.y;\\nbool enableAlign =    (alignOpt.z != 0.0);\\n\\nfloat mod_angle(float a) {\\n  return mod(a, PI);\\n}\\n\\nfloat positive_angle(float a) {\\n  return mod_angle((a < 0.0) ?\\n    a + TWO_PI :\\n    a\\n  );\\n}\\n\\nfloat look_upwards(float a) {\\n  float b = positive_angle(a);\\n  return ((b > HALF_PI) && (b <= ONE_AND_HALF_PI)) ?\\n    b - PI :\\n    b;\\n}\\n\\nfloat look_horizontal_or_vertical(float a, float ratio) {\\n  // ratio controls the ratio between being horizontal to (vertical + horizontal)\\n  // if ratio is set to 0.5 then it is 50%, 50%.\\n  // when using a higher ratio e.g. 0.75 the result would\\n  // likely be more horizontal than vertical.\\n\\n  float b = positive_angle(a);\\n\\n  return\\n    (b < (      ratio) * HALF_PI) ? 0.0 :\\n    (b < (2.0 - ratio) * HALF_PI) ? -HALF_PI :\\n    (b < (2.0 + ratio) * HALF_PI) ? 0.0 :\\n    (b < (4.0 - ratio) * HALF_PI) ? HALF_PI :\\n                                    0.0;\\n}\\n\\nfloat roundTo(float a, float b) {\\n  return float(b * floor((a + 0.5 * b) / b));\\n}\\n\\nfloat look_round_n_directions(float a, int n) {\\n  float b = positive_angle(a);\\n  float div = TWO_PI / float(n);\\n  float c = roundTo(b, div);\\n  return look_upwards(c);\\n}\\n\\nfloat applyAlignOption(float rawAngle, float delta) {\\n  return\\n    (option >  2) ? look_round_n_directions(rawAngle + delta, option) :       // option 3-n: round to n directions\\n    (option == 2) ? look_horizontal_or_vertical(rawAngle + delta, hv_ratio) : // horizontal or vertical\\n    (option == 1) ? rawAngle + delta :       // use free angle, and flip to align with one direction of the axis\\n    (option == 0) ? look_upwards(rawAngle) : // use free angle, and stay upwards\\n    (option ==-1) ? 0.0 :                    // useful for backward compatibility, all texts remains horizontal\\n                    rawAngle;                // otherwise return back raw input angle\\n}\\n\\nbool isAxisTitle = (axis.x == 0.0) &&\\n                   (axis.y == 0.0) &&\\n                   (axis.z == 0.0);\\n\\nvoid main() {\\n  //Compute world offset\\n  float axisDistance = position.z;\\n  vec3 dataPosition = axisDistance * axis + offset;\\n\\n  float beta = angle; // i.e. user defined attributes for each tick\\n\\n  float axisAngle;\\n  float clipAngle;\\n  float flip;\\n\\n  if (enableAlign) {\\n    axisAngle = (isAxisTitle) ? HALF_PI :\\n                      computeViewAngle(dataPosition, dataPosition + axis);\\n    clipAngle = computeViewAngle(dataPosition, dataPosition + alignDir);\\n\\n    axisAngle += (sin(axisAngle) < 0.0) ? PI : 0.0;\\n    clipAngle += (sin(clipAngle) < 0.0) ? PI : 0.0;\\n\\n    flip = (dot(vec2(cos(axisAngle), sin(axisAngle)),\\n                vec2(sin(clipAngle),-cos(clipAngle))) > 0.0) ? 1.0 : 0.0;\\n\\n    beta += applyAlignOption(clipAngle, flip * PI);\\n  }\\n\\n  //Compute plane offset\\n  vec2 planeCoord = position.xy * pixelScale;\\n\\n  mat2 planeXform = scale * mat2(\\n     cos(beta), sin(beta),\\n    -sin(beta), cos(beta)\\n  );\\n\\n  vec2 viewOffset = 2.0 * planeXform * planeCoord / resolution;\\n\\n  //Compute clip position\\n  vec3 clipPosition = project(dataPosition);\\n\\n  //Apply text offset in clip coordinates\\n  clipPosition += vec3(viewOffset, 0.0);\\n\\n  //Done\\n  gl_Position = vec4(clipPosition, 1.0);\\n}\"]),l=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color;\\nvoid main() {\\n  gl_FragColor = color;\\n}\"]);r.text=function(t){return i(t,s,l,null,[{name:\"position\",type:\"vec3\"}])};var c=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\nattribute vec3 normal;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 enable;\\nuniform vec3 bounds[2];\\n\\nvarying vec3 colorChannel;\\n\\nvoid main() {\\n\\n  vec3 signAxis = sign(bounds[1] - bounds[0]);\\n\\n  vec3 realNormal = signAxis * normal;\\n\\n  if(dot(realNormal, enable) > 0.0) {\\n    vec3 minRange = min(bounds[0], bounds[1]);\\n    vec3 maxRange = max(bounds[0], bounds[1]);\\n    vec3 nPosition = mix(minRange, maxRange, 0.5 * (position + 1.0));\\n    gl_Position = projection * view * model * vec4(nPosition, 1.0);\\n  } else {\\n    gl_Position = vec4(0,0,0,0);\\n  }\\n\\n  colorChannel = abs(realNormal);\\n}\"]),u=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec4 colors[3];\\n\\nvarying vec3 colorChannel;\\n\\nvoid main() {\\n  gl_FragColor = colorChannel.x * colors[0] +\\n                 colorChannel.y * colors[1] +\\n                 colorChannel.z * colors[2];\\n}\"]);r.bg=function(t){return i(t,c,u,null,[{name:\"position\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"}])}},{\"gl-shader\":132,glslify:231}],75:[function(t,e,r){(function(r){(function(){\"use strict\";e.exports=function(t,e,r,a,s,l){var u=n(t),f=i(t,[{buffer:u,size:3}]),h=o(t);h.attributes.position.location=0;var p=new c(t,h,u,f);return p.update(e,r,a,s,l),p};var n=t(\"gl-buffer\"),i=t(\"gl-vao\"),a=t(\"vectorize-text\"),o=t(\"./shaders\").text,s=window||r.global||{},l=s.__TEXT_CACHE||{};s.__TEXT_CACHE={};function c(t,e,r,n){this.gl=t,this.shader=e,this.buffer=r,this.vao=n,this.tickOffset=this.tickCount=this.labelOffset=this.labelCount=null}var u=c.prototype,f=[0,0];u.bind=function(t,e,r,n){this.vao.bind(),this.shader.bind();var i=this.shader.uniforms;i.model=t,i.view=e,i.projection=r,i.pixelScale=n,f[0]=this.gl.drawingBufferWidth,f[1]=this.gl.drawingBufferHeight,this.shader.uniforms.resolution=f},u.unbind=function(){this.vao.unbind()},u.update=function(t,e,r,n,i){var o=[];function s(t,e,r,n,i,s){var c=l[r];c||(c=l[r]={});var u=c[e];u||(u=c[e]=function(t,e){try{return a(t,e)}catch(e){return console.warn('error vectorizing text:\"'+t+'\" error:',e),{cells:[],positions:[]}}}(e,{triangles:!0,font:r,textAlign:\"center\",textBaseline:\"middle\",lineSpacing:i,styletags:s}));for(var f=(n||12)/12,h=u.positions,p=u.cells,d=0,m=p.length;d<m;++d)for(var g=p[d],v=2;v>=0;--v){var y=h[g[v]];o.push(f*y[0],-f*y[1],t)}}for(var c=[0,0,0],u=[0,0,0],f=[0,0,0],h=[0,0,0],p={breaklines:!0,bolds:!0,italics:!0,subscripts:!0,superscripts:!0},d=0;d<3;++d){f[d]=o.length/3|0,s(.5*(t[0][d]+t[1][d]),e[d],r[d],12,1.25,p),h[d]=(o.length/3|0)-f[d],c[d]=o.length/3|0;for(var m=0;m<n[d].length;++m)n[d][m].text&&s(n[d][m].x,n[d][m].text,n[d][m].font||i,n[d][m].fontSize||12,1.25,p);u[d]=(o.length/3|0)-c[d]}this.buffer.update(o),this.tickOffset=c,this.tickCount=u,this.labelOffset=f,this.labelCount=h},u.drawTicks=function(t,e,r,n,i,a,o,s){this.tickCount[t]&&(this.shader.uniforms.axis=a,this.shader.uniforms.color=i,this.shader.uniforms.angle=r,this.shader.uniforms.scale=e,this.shader.uniforms.offset=n,this.shader.uniforms.alignDir=o,this.shader.uniforms.alignOpt=s,this.vao.draw(this.gl.TRIANGLES,this.tickCount[t],this.tickOffset[t]))},u.drawLabel=function(t,e,r,n,i,a,o,s){this.labelCount[t]&&(this.shader.uniforms.axis=a,this.shader.uniforms.color=i,this.shader.uniforms.angle=r,this.shader.uniforms.scale=e,this.shader.uniforms.offset=n,this.shader.uniforms.alignDir=o,this.shader.uniforms.alignOpt=s,this.vao.draw(this.gl.TRIANGLES,this.labelCount[t],this.labelOffset[t]))},u.dispose=function(){this.shader.dispose(),this.vao.dispose(),this.buffer.dispose()}}).call(this)}).call(this,t(\"_process\"))},{\"./shaders\":74,_process:5,\"gl-buffer\":78,\"gl-vao\":150,\"vectorize-text\":311}],76:[function(t,e,r){\"use strict\";function n(t,e){var r=t+\"\",n=r.indexOf(\".\"),i=0;n>=0&&(i=r.length-n-1);var a=Math.pow(10,i),o=Math.round(t*e*a),s=o+\"\";if(s.indexOf(\"e\")>=0)return s;var l=o/a,c=o%a;o<0?(l=0|-Math.ceil(l),c=0|-c):(l=0|Math.floor(l),c|=0);var u=\"\"+l;if(o<0&&(u=\"-\"+u),i){for(var f=\"\"+c;f.length<i;)f=\"0\"+f;return u+\".\"+f}return u}r.create=function(t,e){for(var r=[],i=0;i<3;++i){for(var a=[],o=(t[0][i],t[1][i],0);o*e[i]<=t[1][i];++o)a.push({x:o*e[i],text:n(e[i],o)});for(o=-1;o*e[i]>=t[0][i];--o)a.push({x:o*e[i],text:n(e[i],o)});r.push(a)}return r},r.equal=function(t,e){for(var r=0;r<3;++r){if(t[r].length!==e[r].length)return!1;for(var n=0;n<t[r].length;++n){var i=t[r][n],a=e[r][n];if(i.x!==a.x||i.text!==a.text||i.font!==a.font||i.fontColor!==a.fontColor||i.fontSize!==a.fontSize||i.dx!==a.dx||i.dy!==a.dy)return!1}}return!0}},{}],77:[function(t,e,r){\"use strict\";e.exports=function(t,e,r,l,f){var h=e.model||c,p=e.view||c,v=e.projection||c,y=e._ortho||!1,x=t.bounds,b=(f=f||a(h,p,v,x,y)).axis;o(u,p,h),o(u,v,u);for(var _=m,w=0;w<3;++w)_[w].lo=1/0,_[w].hi=-1/0,_[w].pixelsPerDataUnit=1/0;var T=n(s(u,u));s(u,u);for(var k=0;k<3;++k){var A=(k+1)%3,M=(k+2)%3,S=g;t:for(w=0;w<2;++w){var E=[];if(b[k]<0!=!!w){S[k]=x[w][k];for(var L=0;L<2;++L){S[A]=x[L^w][A];for(var C=0;C<2;++C)S[M]=x[C^L^w][M],E.push(S.slice())}var P=y?5:4;for(L=P;L===P;++L){if(0===E.length)continue t;E=i.positive(E,T[L])}for(L=0;L<E.length;++L){M=E[L];var I=d(g,u,M,r,l);for(C=0;C<3;++C)_[C].lo=Math.min(_[C].lo,M[C]),_[C].hi=Math.max(_[C].hi,M[C]),C!==k&&(_[C].pixelsPerDataUnit=Math.min(_[C].pixelsPerDataUnit,Math.abs(I[C])))}}}}return _};var n=t(\"extract-frustum-planes\"),i=t(\"split-polygon\"),a=t(\"./lib/cube.js\"),o=t(\"gl-mat4/multiply\"),s=t(\"gl-mat4/transpose\"),l=t(\"gl-vec4/transformMat4\"),c=new Float32Array([1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1]),u=new Float32Array(16);function f(t,e,r){this.lo=t,this.hi=e,this.pixelsPerDataUnit=r}var h=[0,0,0,1],p=[0,0,0,1];function d(t,e,r,n,i){for(var a=0;a<3;++a){for(var o=h,s=p,c=0;c<3;++c)s[c]=o[c]=r[c];s[3]=o[3]=1,s[a]+=1,l(s,s,e),s[3]<0&&(t[a]=1/0),o[a]-=1,l(o,o,e),o[3]<0&&(t[a]=1/0);var u=(o[0]/o[3]-s[0]/s[3])*n,f=(o[1]/o[3]-s[1]/s[3])*i;t[a]=.25*Math.sqrt(u*u+f*f)}return t}var m=[new f(1/0,-1/0,1/0),new f(1/0,-1/0,1/0),new f(1/0,-1/0,1/0)],g=[0,0,0]},{\"./lib/cube.js\":72,\"extract-frustum-planes\":67,\"gl-mat4/multiply\":100,\"gl-mat4/transpose\":109,\"gl-vec4/transformMat4\":221,\"split-polygon\":300}],78:[function(t,e,r){\"use strict\";var n=t(\"typedarray-pool\"),i=t(\"ndarray-ops\"),a=t(\"ndarray\"),o=[\"uint8\",\"uint8_clamped\",\"uint16\",\"uint32\",\"int8\",\"int16\",\"int32\",\"float32\"];function s(t,e,r,n,i){this.gl=t,this.type=e,this.handle=r,this.length=n,this.usage=i}var l=s.prototype;function c(t,e,r,n,i,a){var o=i.length*i.BYTES_PER_ELEMENT;if(a<0)return t.bufferData(e,i,n),o;if(o+a>r)throw new Error(\"gl-buffer: If resizing buffer, must not specify offset\");return t.bufferSubData(e,a,i),r}function u(t,e){for(var r=n.malloc(t.length,e),i=t.length,a=0;a<i;++a)r[a]=t[a];return r}l.bind=function(){this.gl.bindBuffer(this.type,this.handle)},l.unbind=function(){this.gl.bindBuffer(this.type,null)},l.dispose=function(){this.gl.deleteBuffer(this.handle)},l.update=function(t,e){if(\"number\"!=typeof e&&(e=-1),this.bind(),\"object\"==typeof t&&void 0!==t.shape){var r=t.dtype;if(o.indexOf(r)<0&&(r=\"float32\"),this.type===this.gl.ELEMENT_ARRAY_BUFFER)r=gl.getExtension(\"OES_element_index_uint\")&&\"uint16\"!==r?\"uint32\":\"uint16\";if(r===t.dtype&&function(t,e){for(var r=1,n=e.length-1;n>=0;--n){if(e[n]!==r)return!1;r*=t[n]}return!0}(t.shape,t.stride))0===t.offset&&t.data.length===t.shape[0]?this.length=c(this.gl,this.type,this.length,this.usage,t.data,e):this.length=c(this.gl,this.type,this.length,this.usage,t.data.subarray(t.offset,t.shape[0]),e);else{var s=n.malloc(t.size,r),l=a(s,t.shape);i.assign(l,t),this.length=c(this.gl,this.type,this.length,this.usage,e<0?s:s.subarray(0,t.size),e),n.free(s)}}else if(Array.isArray(t)){var f;f=this.type===this.gl.ELEMENT_ARRAY_BUFFER?u(t,\"uint16\"):u(t,\"float32\"),this.length=c(this.gl,this.type,this.length,this.usage,e<0?f:f.subarray(0,t.length),e),n.free(f)}else if(\"object\"==typeof t&&\"number\"==typeof t.length)this.length=c(this.gl,this.type,this.length,this.usage,t,e);else{if(\"number\"!=typeof t&&void 0!==t)throw new Error(\"gl-buffer: Invalid data type\");if(e>=0)throw new Error(\"gl-buffer: Cannot specify offset when resizing buffer\");(t|=0)<=0&&(t=1),this.gl.bufferData(this.type,0|t,this.usage),this.length=t}},e.exports=function(t,e,r,n){if(r=r||t.ARRAY_BUFFER,n=n||t.DYNAMIC_DRAW,r!==t.ARRAY_BUFFER&&r!==t.ELEMENT_ARRAY_BUFFER)throw new Error(\"gl-buffer: Invalid type for webgl buffer, must be either gl.ARRAY_BUFFER or gl.ELEMENT_ARRAY_BUFFER\");if(n!==t.DYNAMIC_DRAW&&n!==t.STATIC_DRAW&&n!==t.STREAM_DRAW)throw new Error(\"gl-buffer: Invalid usage for buffer, must be either gl.DYNAMIC_DRAW, gl.STATIC_DRAW or gl.STREAM_DRAW\");var i=t.createBuffer(),a=new s(t,r,i,0,n);return a.update(e),a}},{ndarray:259,\"ndarray-ops\":254,\"typedarray-pool\":308}],79:[function(t,e,r){\"use strict\";var n=t(\"gl-vec3\");e.exports=function(t,e){var r=t.positions,i=t.vectors,a={positions:[],vertexIntensity:[],vertexIntensityBounds:t.vertexIntensityBounds,vectors:[],cells:[],coneOffset:t.coneOffset,colormap:t.colormap};if(0===t.positions.length)return e&&(e[0]=[0,0,0],e[1]=[0,0,0]),a;for(var o=0,s=1/0,l=-1/0,c=1/0,u=-1/0,f=1/0,h=-1/0,p=null,d=null,m=[],g=1/0,v=!1,y=0;y<r.length;y++){var x=r[y];s=Math.min(x[0],s),l=Math.max(x[0],l),c=Math.min(x[1],c),u=Math.max(x[1],u),f=Math.min(x[2],f),h=Math.max(x[2],h);var b=i[y];if(n.length(b)>o&&(o=n.length(b)),y){var _=2*n.distance(p,x)/(n.length(d)+n.length(b));_?(g=Math.min(g,_),v=!1):v=!0}v||(p=x,d=b),m.push(b)}var w=[s,c,f],T=[l,u,h];e&&(e[0]=w,e[1]=T),0===o&&(o=1);var k=1/o;isFinite(g)||(g=1),a.vectorScale=g;var A=t.coneSize||.5;t.absoluteConeSize&&(A=t.absoluteConeSize*k),a.coneScale=A;y=0;for(var M=0;y<r.length;y++)for(var S=(x=r[y])[0],E=x[1],L=x[2],C=m[y],P=n.length(C)*k,I=0;I<8;I++){a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.positions.push([S,E,L,M++]),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vectors.push(C),a.vertexIntensity.push(P,P,P),a.vertexIntensity.push(P,P,P);var O=a.positions.length;a.cells.push([O-6,O-5,O-4],[O-3,O-2,O-1])}return a};var i=t(\"./lib/shaders\");e.exports.createMesh=t(\"./create_mesh\"),e.exports.createConeMesh=function(t,r){return e.exports.createMesh(t,r,{shaders:i,traceType:\"cone\"})}},{\"./create_mesh\":80,\"./lib/shaders\":81,\"gl-vec3\":169}],80:[function(t,e,r){\"use strict\";var n=t(\"gl-shader\"),i=t(\"gl-buffer\"),a=t(\"gl-vao\"),o=t(\"gl-texture2d\"),s=t(\"gl-mat4/multiply\"),l=t(\"gl-mat4/invert\"),c=t(\"ndarray\"),u=t(\"colormap\"),f=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function h(t,e,r,n,i,a,o,s,l,c,u){this.gl=t,this.pixelRatio=1,this.cells=[],this.positions=[],this.intensity=[],this.texture=e,this.dirty=!0,this.triShader=r,this.pickShader=n,this.trianglePositions=i,this.triangleVectors=a,this.triangleColors=s,this.triangleUVs=l,this.triangleIds=o,this.triangleVAO=c,this.triangleCount=0,this.pickId=1,this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.lightPosition=[1e5,1e5,0],this.ambientLight=.8,this.diffuseLight=.8,this.specularLight=2,this.roughness=.5,this.fresnel=1.5,this.opacity=1,this.traceType=u,this.tubeScale=1,this.coneScale=2,this.vectorScale=1,this.coneOffset=.25,this._model=f,this._view=f,this._projection=f,this._resolution=[1,1]}var p=h.prototype;function d(t,e){var r=n(t,e.meshShader.vertex,e.meshShader.fragment,null,e.meshShader.attributes);return r.attributes.position.location=0,r.attributes.color.location=2,r.attributes.uv.location=3,r.attributes.vector.location=4,r}function m(t,e){var r=n(t,e.pickShader.vertex,e.pickShader.fragment,null,e.pickShader.attributes);return r.attributes.position.location=0,r.attributes.id.location=1,r.attributes.vector.location=4,r}p.isOpaque=function(){return this.opacity>=1},p.isTransparent=function(){return this.opacity<1},p.pickSlots=1,p.setPickBase=function(t){this.pickId=t},p.update=function(t){t=t||{};var e=this.gl;this.dirty=!0,\"lightPosition\"in t&&(this.lightPosition=t.lightPosition),\"opacity\"in t&&(this.opacity=t.opacity),\"ambient\"in t&&(this.ambientLight=t.ambient),\"diffuse\"in t&&(this.diffuseLight=t.diffuse),\"specular\"in t&&(this.specularLight=t.specular),\"roughness\"in t&&(this.roughness=t.roughness),\"fresnel\"in t&&(this.fresnel=t.fresnel),void 0!==t.tubeScale&&(this.tubeScale=t.tubeScale),void 0!==t.vectorScale&&(this.vectorScale=t.vectorScale),void 0!==t.coneScale&&(this.coneScale=t.coneScale),void 0!==t.coneOffset&&(this.coneOffset=t.coneOffset),t.colormap&&(this.texture.shape=[256,256],this.texture.minFilter=e.LINEAR_MIPMAP_LINEAR,this.texture.magFilter=e.LINEAR,this.texture.setPixels(function(t){for(var e=u({colormap:t,nshades:256,format:\"rgba\"}),r=new Uint8Array(1024),n=0;n<256;++n){for(var i=e[n],a=0;a<3;++a)r[4*n+a]=i[a];r[4*n+3]=255*i[3]}return c(r,[256,256,4],[4,0,1])}(t.colormap)),this.texture.generateMipmap());var r=t.cells,n=t.positions,i=t.vectors;if(n&&r&&i){var a=[],o=[],s=[],l=[],f=[];this.cells=r,this.positions=n,this.vectors=i;var h=t.meshColor||[1,1,1,1],p=t.vertexIntensity,d=1/0,m=-1/0;if(p)if(t.vertexIntensityBounds)d=+t.vertexIntensityBounds[0],m=+t.vertexIntensityBounds[1];else for(var g=0;g<p.length;++g){var v=p[g];d=Math.min(d,v),m=Math.max(m,v)}else for(g=0;g<n.length;++g){v=n[g][2];d=Math.min(d,v),m=Math.max(m,v)}this.intensity=p||function(t){for(var e=t.length,r=new Array(e),n=0;n<e;++n)r[n]=t[n][2];return r}(n),this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]];for(g=0;g<n.length;++g)for(var y=n[g],x=0;x<3;++x)!isNaN(y[x])&&isFinite(y[x])&&(this.bounds[0][x]=Math.min(this.bounds[0][x],y[x]),this.bounds[1][x]=Math.max(this.bounds[1][x],y[x]));var b=0;t:for(g=0;g<r.length;++g){var _=r[g];switch(_.length){case 3:for(x=0;x<3;++x){y=n[T=_[x]];for(var w=0;w<3;++w)if(isNaN(y[w])||!isFinite(y[w]))continue t}for(x=0;x<3;++x){var T;y=n[T=_[2-x]];a.push(y[0],y[1],y[2],y[3]);var k=i[T];o.push(k[0],k[1],k[2],k[3]||0);var A,M=h;3===M.length?s.push(M[0],M[1],M[2],1):s.push(M[0],M[1],M[2],M[3]),A=p?[(p[T]-d)/(m-d),0]:[(y[2]-d)/(m-d),0],l.push(A[0],A[1]),f.push(g)}b+=1}}this.triangleCount=b,this.trianglePositions.update(a),this.triangleVectors.update(o),this.triangleColors.update(s),this.triangleUVs.update(l),this.triangleIds.update(new Uint32Array(f))}},p.drawTransparent=p.draw=function(t){t=t||{};for(var e=this.gl,r=t.model||f,n=t.view||f,i=t.projection||f,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);var c={model:r,view:n,projection:i,inverseModel:f.slice(),clipBounds:a,kambient:this.ambientLight,kdiffuse:this.diffuseLight,kspecular:this.specularLight,roughness:this.roughness,fresnel:this.fresnel,eyePosition:[0,0,0],lightPosition:[0,0,0],opacity:this.opacity,tubeScale:this.tubeScale,vectorScale:this.vectorScale,coneScale:this.coneScale,coneOffset:this.coneOffset,texture:0};c.inverseModel=l(c.inverseModel,c.model),e.disable(e.CULL_FACE),this.texture.bind(0);var u=new Array(16);s(u,c.view,c.model),s(u,c.projection,u),l(u,u);for(o=0;o<3;++o)c.eyePosition[o]=u[12+o]/u[15];var h=u[15];for(o=0;o<3;++o)h+=this.lightPosition[o]*u[4*o+3];for(o=0;o<3;++o){for(var p=u[12+o],d=0;d<3;++d)p+=u[4*d+o]*this.lightPosition[d];c.lightPosition[o]=p/h}if(this.triangleCount>0){var m=this.triShader;m.bind(),m.uniforms=c,this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind()}},p.drawPick=function(t){t=t||{};for(var e=this.gl,r=t.model||f,n=t.view||f,i=t.projection||f,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);this._model=[].slice.call(r),this._view=[].slice.call(n),this._projection=[].slice.call(i),this._resolution=[e.drawingBufferWidth,e.drawingBufferHeight];var s={model:r,view:n,projection:i,clipBounds:a,tubeScale:this.tubeScale,vectorScale:this.vectorScale,coneScale:this.coneScale,coneOffset:this.coneOffset,pickId:this.pickId/255},l=this.pickShader;l.bind(),l.uniforms=s,this.triangleCount>0&&(this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind())},p.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=t.value[0]+256*t.value[1]+65536*t.value[2],r=this.cells[e],n=this.positions[r[1]].slice(0,3),i={position:n,dataCoordinate:n,index:Math.floor(r[1]/48)};return\"cone\"===this.traceType?i.index=Math.floor(r[1]/48):\"streamtube\"===this.traceType&&(i.intensity=this.intensity[r[1]],i.velocity=this.vectors[r[1]].slice(0,3),i.divergence=this.vectors[r[1]][3],i.index=e),i},p.dispose=function(){this.texture.dispose(),this.triShader.dispose(),this.pickShader.dispose(),this.triangleVAO.dispose(),this.trianglePositions.dispose(),this.triangleVectors.dispose(),this.triangleColors.dispose(),this.triangleUVs.dispose(),this.triangleIds.dispose()},e.exports=function(t,e,r){var n=r.shaders;1===arguments.length&&(t=(e=t).gl);var s=d(t,n),l=m(t,n),u=o(t,c(new Uint8Array([255,255,255,255]),[1,1,4]));u.generateMipmap(),u.minFilter=t.LINEAR_MIPMAP_LINEAR,u.magFilter=t.LINEAR;var f=i(t),p=i(t),g=i(t),v=i(t),y=i(t),x=a(t,[{buffer:f,type:t.FLOAT,size:4},{buffer:y,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:g,type:t.FLOAT,size:4},{buffer:v,type:t.FLOAT,size:2},{buffer:p,type:t.FLOAT,size:4}]),b=new h(t,u,s,l,f,p,y,g,v,x,r.traceType||\"cone\");return b.update(e),b}},{colormap:53,\"gl-buffer\":78,\"gl-mat4/invert\":98,\"gl-mat4/multiply\":100,\"gl-shader\":132,\"gl-texture2d\":146,\"gl-vao\":150,ndarray:259}],81:[function(t,e,r){var n=t(\"glslify\"),i=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the cone vertex and normal at the given index.\\n//\\n// The returned vertex is for a cone with its top at origin and height of 1.0,\\n// pointing in the direction of the vector attribute.\\n//\\n// Each cone is made up of a top vertex, a center base vertex and base perimeter vertices.\\n// These vertices are used to make up the triangles of the cone by the following:\\n//   segment + 0 top vertex\\n//   segment + 1 perimeter vertex a+1\\n//   segment + 2 perimeter vertex a\\n//   segment + 3 center base vertex\\n//   segment + 4 perimeter vertex a\\n//   segment + 5 perimeter vertex a+1\\n// Where segment is the number of the radial segment * 6 and a is the angle at that radial segment.\\n// To go from index to segment, floor(index / 6)\\n// To go from segment to angle, 2*pi * (segment/segmentCount)\\n// To go from index to segment index, index - (segment*6)\\n//\\nvec3 getConePosition(vec3 d, float rawIndex, float coneOffset, out vec3 normal) {\\n\\n  const float segmentCount = 8.0;\\n\\n  float index = rawIndex - floor(rawIndex /\\n    (segmentCount * 6.0)) *\\n    (segmentCount * 6.0);\\n\\n  float segment = floor(0.001 + index/6.0);\\n  float segmentIndex = index - (segment*6.0);\\n\\n  normal = -normalize(d);\\n\\n  if (segmentIndex > 2.99 && segmentIndex < 3.01) {\\n    return mix(vec3(0.0), -d, coneOffset);\\n  }\\n\\n  float nextAngle = (\\n    (segmentIndex > 0.99 &&  segmentIndex < 1.01) ||\\n    (segmentIndex > 4.99 &&  segmentIndex < 5.01)\\n  ) ? 1.0 : 0.0;\\n  float angle = 2.0 * 3.14159 * ((segment + nextAngle) / segmentCount);\\n\\n  vec3 v1 = mix(d, vec3(0.0), coneOffset);\\n  vec3 v2 = v1 - d;\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d)*0.25;\\n  vec3 y = v * sin(angle) * length(d)*0.25;\\n  vec3 v3 = v2 + x + y;\\n  if (segmentIndex < 3.0) {\\n    vec3 tx = u * sin(angle);\\n    vec3 ty = v * -cos(angle);\\n    vec3 tangent = tx + ty;\\n    normal = normalize(cross(v3 - v1, tangent));\\n  }\\n\\n  if (segmentIndex == 0.0) {\\n    return mix(d, vec3(0.0), coneOffset);\\n  }\\n  return v3;\\n}\\n\\nattribute vec3 vector;\\nattribute vec4 color, position;\\nattribute vec2 uv;\\n\\nuniform float vectorScale, coneScale, coneOffset;\\nuniform mat4 model, view, projection, inverseModel;\\nuniform vec3 eyePosition, lightPosition;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  // Scale the vector magnitude to stay constant with\\n  // model & view changes.\\n  vec3 normal;\\n  vec3 XYZ = getConePosition(mat3(model) * ((vectorScale * coneScale) * vector), position.w, coneOffset, normal);\\n  vec4 conePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * conePosition;\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  f_lightDirection = lightPosition - cameraCoordinate.xyz;\\n  f_eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  f_normal = normalize((vec4(normal, 0.0) * inverseModel).xyz);\\n\\n  // vec4 m_position  = model * vec4(conePosition, 1.0);\\n  vec4 t_position  = view * conePosition;\\n  gl_Position      = projection * t_position;\\n\\n  f_color          = color;\\n  f_data           = conePosition.xyz;\\n  f_position       = position.xyz;\\n  f_uv             = uv;\\n}\\n\"]),a=n([\"#extension GL_OES_standard_derivatives : enable\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat cookTorranceSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness,\\n  float fresnel) {\\n\\n  float VdotN = max(dot(viewDirection, surfaceNormal), 0.0);\\n  float LdotN = max(dot(lightDirection, surfaceNormal), 0.0);\\n\\n  //Half angle vector\\n  vec3 H = normalize(lightDirection + viewDirection);\\n\\n  //Geometric term\\n  float NdotH = max(dot(surfaceNormal, H), 0.0);\\n  float VdotH = max(dot(viewDirection, H), 0.000001);\\n  float LdotH = max(dot(lightDirection, H), 0.000001);\\n  float G1 = (2.0 * NdotH * VdotN) / VdotH;\\n  float G2 = (2.0 * NdotH * LdotN) / LdotH;\\n  float G = min(1.0, min(G1, G2));\\n  \\n  //Distribution term\\n  float D = beckmannDistribution(NdotH, roughness);\\n\\n  //Fresnel term\\n  float F = pow(1.0 - VdotN, fresnel);\\n\\n  //Multiply terms and done\\n  return  G * F * D / max(3.14159265 * VdotN, 0.000001);\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform float roughness, fresnel, kambient, kdiffuse, kspecular, opacity;\\nuniform sampler2D texture;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n  vec3 N = normalize(f_normal);\\n  vec3 L = normalize(f_lightDirection);\\n  vec3 V = normalize(f_eyeDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = min(1.0, max(0.0, cookTorranceSpecular(L, V, N, roughness, fresnel)));\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  vec4 surfaceColor = f_color * texture2D(texture, f_uv);\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = litColor * opacity;\\n}\\n\"]),o=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the cone vertex and normal at the given index.\\n//\\n// The returned vertex is for a cone with its top at origin and height of 1.0,\\n// pointing in the direction of the vector attribute.\\n//\\n// Each cone is made up of a top vertex, a center base vertex and base perimeter vertices.\\n// These vertices are used to make up the triangles of the cone by the following:\\n//   segment + 0 top vertex\\n//   segment + 1 perimeter vertex a+1\\n//   segment + 2 perimeter vertex a\\n//   segment + 3 center base vertex\\n//   segment + 4 perimeter vertex a\\n//   segment + 5 perimeter vertex a+1\\n// Where segment is the number of the radial segment * 6 and a is the angle at that radial segment.\\n// To go from index to segment, floor(index / 6)\\n// To go from segment to angle, 2*pi * (segment/segmentCount)\\n// To go from index to segment index, index - (segment*6)\\n//\\nvec3 getConePosition(vec3 d, float rawIndex, float coneOffset, out vec3 normal) {\\n\\n  const float segmentCount = 8.0;\\n\\n  float index = rawIndex - floor(rawIndex /\\n    (segmentCount * 6.0)) *\\n    (segmentCount * 6.0);\\n\\n  float segment = floor(0.001 + index/6.0);\\n  float segmentIndex = index - (segment*6.0);\\n\\n  normal = -normalize(d);\\n\\n  if (segmentIndex > 2.99 && segmentIndex < 3.01) {\\n    return mix(vec3(0.0), -d, coneOffset);\\n  }\\n\\n  float nextAngle = (\\n    (segmentIndex > 0.99 &&  segmentIndex < 1.01) ||\\n    (segmentIndex > 4.99 &&  segmentIndex < 5.01)\\n  ) ? 1.0 : 0.0;\\n  float angle = 2.0 * 3.14159 * ((segment + nextAngle) / segmentCount);\\n\\n  vec3 v1 = mix(d, vec3(0.0), coneOffset);\\n  vec3 v2 = v1 - d;\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d)*0.25;\\n  vec3 y = v * sin(angle) * length(d)*0.25;\\n  vec3 v3 = v2 + x + y;\\n  if (segmentIndex < 3.0) {\\n    vec3 tx = u * sin(angle);\\n    vec3 ty = v * -cos(angle);\\n    vec3 tangent = tx + ty;\\n    normal = normalize(cross(v3 - v1, tangent));\\n  }\\n\\n  if (segmentIndex == 0.0) {\\n    return mix(d, vec3(0.0), coneOffset);\\n  }\\n  return v3;\\n}\\n\\nattribute vec4 vector;\\nattribute vec4 position;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\nuniform float vectorScale, coneScale, coneOffset;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  vec3 normal;\\n  vec3 XYZ = getConePosition(mat3(model) * ((vectorScale * coneScale) * vector.xyz), position.w, coneOffset, normal);\\n  vec4 conePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n  gl_Position = projection * view * conePosition;\\n  f_id        = id;\\n  f_position  = position.xyz;\\n}\\n\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3  clipBounds[2];\\nuniform float pickId;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n\\n  gl_FragColor = vec4(pickId, f_id.xyz);\\n}\"]);r.meshShader={vertex:i,fragment:a,attributes:[{name:\"position\",type:\"vec4\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"},{name:\"vector\",type:\"vec3\"}]},r.pickShader={vertex:o,fragment:s,attributes:[{name:\"position\",type:\"vec4\"},{name:\"id\",type:\"vec4\"},{name:\"vector\",type:\"vec3\"}]}},{glslify:231}],82:[function(t,e,r){e.exports={0:\"NONE\",1:\"ONE\",2:\"LINE_LOOP\",3:\"LINE_STRIP\",4:\"TRIANGLES\",5:\"TRIANGLE_STRIP\",6:\"TRIANGLE_FAN\",256:\"DEPTH_BUFFER_BIT\",512:\"NEVER\",513:\"LESS\",514:\"EQUAL\",515:\"LEQUAL\",516:\"GREATER\",517:\"NOTEQUAL\",518:\"GEQUAL\",519:\"ALWAYS\",768:\"SRC_COLOR\",769:\"ONE_MINUS_SRC_COLOR\",770:\"SRC_ALPHA\",771:\"ONE_MINUS_SRC_ALPHA\",772:\"DST_ALPHA\",773:\"ONE_MINUS_DST_ALPHA\",774:\"DST_COLOR\",775:\"ONE_MINUS_DST_COLOR\",776:\"SRC_ALPHA_SATURATE\",1024:\"STENCIL_BUFFER_BIT\",1028:\"FRONT\",1029:\"BACK\",1032:\"FRONT_AND_BACK\",1280:\"INVALID_ENUM\",1281:\"INVALID_VALUE\",1282:\"INVALID_OPERATION\",1285:\"OUT_OF_MEMORY\",1286:\"INVALID_FRAMEBUFFER_OPERATION\",2304:\"CW\",2305:\"CCW\",2849:\"LINE_WIDTH\",2884:\"CULL_FACE\",2885:\"CULL_FACE_MODE\",2886:\"FRONT_FACE\",2928:\"DEPTH_RANGE\",2929:\"DEPTH_TEST\",2930:\"DEPTH_WRITEMASK\",2931:\"DEPTH_CLEAR_VALUE\",2932:\"DEPTH_FUNC\",2960:\"STENCIL_TEST\",2961:\"STENCIL_CLEAR_VALUE\",2962:\"STENCIL_FUNC\",2963:\"STENCIL_VALUE_MASK\",2964:\"STENCIL_FAIL\",2965:\"STENCIL_PASS_DEPTH_FAIL\",2966:\"STENCIL_PASS_DEPTH_PASS\",2967:\"STENCIL_REF\",2968:\"STENCIL_WRITEMASK\",2978:\"VIEWPORT\",3024:\"DITHER\",3042:\"BLEND\",3088:\"SCISSOR_BOX\",3089:\"SCISSOR_TEST\",3106:\"COLOR_CLEAR_VALUE\",3107:\"COLOR_WRITEMASK\",3317:\"UNPACK_ALIGNMENT\",3333:\"PACK_ALIGNMENT\",3379:\"MAX_TEXTURE_SIZE\",3386:\"MAX_VIEWPORT_DIMS\",3408:\"SUBPIXEL_BITS\",3410:\"RED_BITS\",3411:\"GREEN_BITS\",3412:\"BLUE_BITS\",3413:\"ALPHA_BITS\",3414:\"DEPTH_BITS\",3415:\"STENCIL_BITS\",3553:\"TEXTURE_2D\",4352:\"DONT_CARE\",4353:\"FASTEST\",4354:\"NICEST\",5120:\"BYTE\",5121:\"UNSIGNED_BYTE\",5122:\"SHORT\",5123:\"UNSIGNED_SHORT\",5124:\"INT\",5125:\"UNSIGNED_INT\",5126:\"FLOAT\",5386:\"INVERT\",5890:\"TEXTURE\",6401:\"STENCIL_INDEX\",6402:\"DEPTH_COMPONENT\",6406:\"ALPHA\",6407:\"RGB\",6408:\"RGBA\",6409:\"LUMINANCE\",6410:\"LUMINANCE_ALPHA\",7680:\"KEEP\",7681:\"REPLACE\",7682:\"INCR\",7683:\"DECR\",7936:\"VENDOR\",7937:\"RENDERER\",7938:\"VERSION\",9728:\"NEAREST\",9729:\"LINEAR\",9984:\"NEAREST_MIPMAP_NEAREST\",9985:\"LINEAR_MIPMAP_NEAREST\",9986:\"NEAREST_MIPMAP_LINEAR\",9987:\"LINEAR_MIPMAP_LINEAR\",10240:\"TEXTURE_MAG_FILTER\",10241:\"TEXTURE_MIN_FILTER\",10242:\"TEXTURE_WRAP_S\",10243:\"TEXTURE_WRAP_T\",10497:\"REPEAT\",10752:\"POLYGON_OFFSET_UNITS\",16384:\"COLOR_BUFFER_BIT\",32769:\"CONSTANT_COLOR\",32770:\"ONE_MINUS_CONSTANT_COLOR\",32771:\"CONSTANT_ALPHA\",32772:\"ONE_MINUS_CONSTANT_ALPHA\",32773:\"BLEND_COLOR\",32774:\"FUNC_ADD\",32777:\"BLEND_EQUATION_RGB\",32778:\"FUNC_SUBTRACT\",32779:\"FUNC_REVERSE_SUBTRACT\",32819:\"UNSIGNED_SHORT_4_4_4_4\",32820:\"UNSIGNED_SHORT_5_5_5_1\",32823:\"POLYGON_OFFSET_FILL\",32824:\"POLYGON_OFFSET_FACTOR\",32854:\"RGBA4\",32855:\"RGB5_A1\",32873:\"TEXTURE_BINDING_2D\",32926:\"SAMPLE_ALPHA_TO_COVERAGE\",32928:\"SAMPLE_COVERAGE\",32936:\"SAMPLE_BUFFERS\",32937:\"SAMPLES\",32938:\"SAMPLE_COVERAGE_VALUE\",32939:\"SAMPLE_COVERAGE_INVERT\",32968:\"BLEND_DST_RGB\",32969:\"BLEND_SRC_RGB\",32970:\"BLEND_DST_ALPHA\",32971:\"BLEND_SRC_ALPHA\",33071:\"CLAMP_TO_EDGE\",33170:\"GENERATE_MIPMAP_HINT\",33189:\"DEPTH_COMPONENT16\",33306:\"DEPTH_STENCIL_ATTACHMENT\",33635:\"UNSIGNED_SHORT_5_6_5\",33648:\"MIRRORED_REPEAT\",33901:\"ALIASED_POINT_SIZE_RANGE\",33902:\"ALIASED_LINE_WIDTH_RANGE\",33984:\"TEXTURE0\",33985:\"TEXTURE1\",33986:\"TEXTURE2\",33987:\"TEXTURE3\",33988:\"TEXTURE4\",33989:\"TEXTURE5\",33990:\"TEXTURE6\",33991:\"TEXTURE7\",33992:\"TEXTURE8\",33993:\"TEXTURE9\",33994:\"TEXTURE10\",33995:\"TEXTURE11\",33996:\"TEXTURE12\",33997:\"TEXTURE13\",33998:\"TEXTURE14\",33999:\"TEXTURE15\",34e3:\"TEXTURE16\",34001:\"TEXTURE17\",34002:\"TEXTURE18\",34003:\"TEXTURE19\",34004:\"TEXTURE20\",34005:\"TEXTURE21\",34006:\"TEXTURE22\",34007:\"TEXTURE23\",34008:\"TEXTURE24\",34009:\"TEXTURE25\",34010:\"TEXTURE26\",34011:\"TEXTURE27\",34012:\"TEXTURE28\",34013:\"TEXTURE29\",34014:\"TEXTURE30\",34015:\"TEXTURE31\",34016:\"ACTIVE_TEXTURE\",34024:\"MAX_RENDERBUFFER_SIZE\",34041:\"DEPTH_STENCIL\",34055:\"INCR_WRAP\",34056:\"DECR_WRAP\",34067:\"TEXTURE_CUBE_MAP\",34068:\"TEXTURE_BINDING_CUBE_MAP\",34069:\"TEXTURE_CUBE_MAP_POSITIVE_X\",34070:\"TEXTURE_CUBE_MAP_NEGATIVE_X\",34071:\"TEXTURE_CUBE_MAP_POSITIVE_Y\",34072:\"TEXTURE_CUBE_MAP_NEGATIVE_Y\",34073:\"TEXTURE_CUBE_MAP_POSITIVE_Z\",34074:\"TEXTURE_CUBE_MAP_NEGATIVE_Z\",34076:\"MAX_CUBE_MAP_TEXTURE_SIZE\",34338:\"VERTEX_ATTRIB_ARRAY_ENABLED\",34339:\"VERTEX_ATTRIB_ARRAY_SIZE\",34340:\"VERTEX_ATTRIB_ARRAY_STRIDE\",34341:\"VERTEX_ATTRIB_ARRAY_TYPE\",34342:\"CURRENT_VERTEX_ATTRIB\",34373:\"VERTEX_ATTRIB_ARRAY_POINTER\",34466:\"NUM_COMPRESSED_TEXTURE_FORM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t.bindRenderbuffer(t.RENDERBUFFER,a),t.renderbufferStorage(t.RENDERBUFFER,n,e,r),t.framebufferRenderbuffer(t.FRAMEBUFFER,i,t.RENDERBUFFER,a),a}function d(t,e,r,n,i,a,o,s){this.gl=t,this._shape=[0|e,0|r],this._destroyed=!1,this._ext=s,this.color=new Array(i);for(var d=0;d<i;++d)this.color[d]=null;this._color_rb=null,this.depth=null,this._depth_rb=null,this._colorType=n,this._useDepth=a,this._useStencil=o;var m=this,g=[0|e,0|r];Object.defineProperties(g,{0:{get:function(){return m._shape[0]},set:function(t){return m.width=t}},1:{get:function(){return m._shape[1]},set:function(t){return m.height=t}}}),this._shapeVector=g,function(t){var e=c(t.gl),r=t.gl,n=t.handle=r.createFramebuffer(),i=t._shape[0],a=t._shape[1],o=t.color.length,s=t._ext,d=t._useStencil,m=t._useDepth,g=t._colorType;r.bindFramebuffer(r.FRAMEBUFFER,n);for(var v=0;v<o;++v)t.color[v]=h(r,i,a,g,r.RGBA,r.COLOR_ATTACHMENT0+v);0===o?(t._color_rb=p(r,i,a,r.RGBA4,r.COLOR_ATTACHMENT0),s&&s.drawBuffersWEBGL(l[0])):o>1&&s.drawBuffersWEBGL(l[o]);var y=r.getExtension(\"WEBGL_depth_texture\");y?d?t.depth=h(r,i,a,y.UNSIGNED_INT_24_8_WEBGL,r.DEPTH_STENCIL,r.DEPTH_STENCIL_ATTACHMENT):m&&(t.depth=h(r,i,a,r.UNSIGNED_SHORT,r.DEPTH_COMPONENT,r.DEPTH_ATTACHMENT)):m&&d?t._depth_rb=p(r,i,a,r.DEPTH_STENCIL,r.DEPTH_STENCIL_ATTACHMENT):m?t._depth_rb=p(r,i,a,r.DEPTH_COMPONENT16,r.DEPTH_ATTACHMENT):d&&(t._depth_rb=p(r,i,a,r.STENCIL_INDEX,r.STENCIL_ATTACHMENT));var x=r.checkFramebufferStatus(r.FRAMEBUFFER);if(x!==r.FRAMEBUFFER_COMPLETE){t._destroyed=!0,r.bindFramebuffer(r.FRAMEBUFFER,null),r.deleteFramebuffer(t.handle),t.handle=null,t.depth&&(t.depth.dispose(),t.depth=null),t._depth_rb&&(r.deleteRenderbuffer(t._depth_rb),t._depth_rb=null);for(v=0;v<t.color.length;++v)t.color[v].dispose(),t.color[v]=null;t._color_rb&&(r.deleteRenderbuffer(t._color_rb),t._color_rb=null),u(r,e),f(x)}u(r,e)}(this)}var m=d.prototype;function g(t,e,r){if(t._destroyed)throw new Error(\"gl-fbo: Can't resize destroyed FBO\");if(t._shape[0]!==e||t._shape[1]!==r){var n=t.gl,i=n.getParameter(n.MAX_RENDERBUFFER_SIZE);if(e<0||e>i||r<0||r>i)throw new Error(\"gl-fbo: Can't resize FBO, invalid dimensions\");t._shape[0]=e,t._shape[1]=r;for(var a=c(n),o=0;o<t.color.length;++o)t.color[o].shape=t._shape;t._color_rb&&(n.bindRenderbuffer(n.RENDERBUFFER,t._color_rb),n.renderbufferStorage(n.RENDERBUFFER,n.RGBA4,t._shape[0],t._shape[1])),t.depth&&(t.depth.shape=t._shape),t._depth_rb&&(n.bindRenderbuffer(n.RENDERBUFFER,t._depth_rb),t._useDepth&&t._useStencil?n.renderbufferStorage(n.RENDERBUFFER,n.DEPTH_STENCIL,t._shape[0],t._shape[1]):t._useDepth?n.renderbufferStorage(n.RENDERBUFFER,n.DEPTH_COMPONENT16,t._shape[0],t._shape[1]):t._useStencil&&n.renderbufferStorage(n.RENDERBUFFER,n.STENCIL_INDEX,t._shape[0],t._shape[1])),n.bindFramebuffer(n.FRAMEBUFFER,t.handle);var s=n.checkFramebufferStatus(n.FRAMEBUFFER);s!==n.FRAMEBUFFER_COMPLETE&&(t.dispose(),u(n,a),f(s)),u(n,a)}}Object.defineProperties(m,{shape:{get:function(){return this._destroyed?[0,0]:this._shapeVector},set:function(t){if(Array.isArray(t)||(t=[0|t,0|t]),2!==t.length)throw new Error(\"gl-fbo: Shape vector must be length 2\");var e=0|t[0],r=0|t[1];return g(this,e,r),[e,r]},enumerable:!1},width:{get:function(){return this._destroyed?0:this._shape[0]},set:function(t){return g(this,t|=0,this._shape[1]),t},enumerable:!1},height:{get:function(){return this._destroyed?0:this._shape[1]},set:function(t){return t|=0,g(this,this._shape[0],t),t},enumerable:!1}}),m.bind=function(){if(!this._destroyed){var t=this.gl;t.bindFramebuffer(t.FRAMEBUFFER,this.handle),t.viewport(0,0,this._shape[0],this._shape[1])}},m.dispose=function(){if(!this._destroyed){this._destroyed=!0;var t=this.gl;t.deleteFramebuffer(this.handle),this.handle=null,this.depth&&(this.depth.dispose(),this.depth=null),this._depth_rb&&(t.deleteRenderbuffer(this._depth_rb),this._depth_rb=null);for(var e=0;e<this.color.length;++e)this.color[e].dispose(),this.color[e]=null;this._color_rb&&(t.deleteRenderbuffer(this._color_rb),this._color_rb=null)}}},{\"gl-texture2d\":146}],87:[function(t,e,r){var n=t(\"sprintf-js\").sprintf,i=t(\"gl-constants/lookup\"),a=t(\"glsl-shader-name\"),o=t(\"add-line-numbers\");e.exports=function(t,e,r){\"use strict\";var s=a(e)||\"of unknown name (see npm glsl-shader-name)\",l=\"unknown type\";void 0!==r&&(l=r===i.FRAGMENT_SHADER?\"fragment\":\"vertex\");for(var c=n(\"Error compiling %s shader %s:\\n\",l,s),u=n(\"%s%s\",c,t),f=t.split(\"\\n\"),h={},p=0;p<f.length;p++){var d=f[p];if(\"\"!==d&&\"\\0\"!==d){var m=parseInt(d.split(\":\")[2]);if(isNaN(m))throw new Error(n(\"Could not parse error: %s\",d));h[m]=d}}var g=o(e).split(\"\\n\");for(p=0;p<g.length;p++)if(h[p+3]||h[p+2]||h[p+1]){var v=g[p];if(c+=v+\"\\n\",h[p+1]){var y=h[p+1];y=y.substr(y.split(\":\",3).join(\":\").length+1).trim(),c+=n(\"^^^ %s\\n\\n\",y)}}return{long:c.trim(),short:u.trim()}}},{\"add-line-numbers\":9,\"gl-constants/lookup\":83,\"glsl-shader-name\":223,\"sprintf-js\":301}],88:[function(t,e,r){\"use strict\";e.exports=function(t,e){var r=t.gl,n=o(r,l.vertex,l.fragment),i=o(r,l.pickVertex,l.pickFragment),a=s(r),u=s(r),f=s(r),h=s(r),p=new c(t,n,i,a,u,f,h);return p.update(e),t.addObject(p),p};var n=t(\"binary-search-bounds\"),i=t(\"iota-array\"),a=t(\"typedarray-pool\"),o=t(\"gl-shader\"),s=t(\"gl-buffer\"),l=t(\"./lib/shaders\");function c(t,e,r,n,i,a,o){this.plot=t,this.shader=e,this.pickShader=r,this.positionBuffer=n,this.weightBuffer=i,this.colorBuffer=a,this.idBuffer=o,this.xData=[],this.yData=[],this.shape=[0,0],this.bounds=[1/0,1/0,-1/0,-1/0],this.pickOffset=0}var u,f=c.prototype,h=[0,0,1,0,0,1,1,0,1,1,0,1];f.draw=(u=[1,0,0,0,1,0,0,0,1],function(){var t=this.plot,e=this.shader,r=this.bounds,n=this.numVertices;if(!(n<=0)){var i=t.gl,a=t.dataBox,o=r[2]-r[0],s=r[3]-r[1],l=a[2]-a[0],c=a[3]-a[1];u[0]=2*o/l,u[4]=2*s/c,u[6]=2*(r[0]-a[0])/l-1,u[7]=2*(r[1]-a[1])/c-1,e.bind();var f=e.uniforms;f.viewTransform=u,f.shape=this.shape;var h=e.attributes;this.positionBuffer.bind(),h.position.pointer(),this.weightBuffer.bind(),h.weight.pointer(i.UNSIGNED_BYTE,!1),this.colorBuffer.bind(),h.color.pointer(i.UNSIGNED_BYTE,!0),i.drawArrays(i.TRIANGLES,0,n)}}),f.drawPick=function(){var t=[1,0,0,0,1,0,0,0,1],e=[0,0,0,0];return function(r){var n=this.plot,i=this.pickShader,a=this.bounds,o=this.numVertices;if(!(o<=0)){var s=n.gl,l=n.dataBox,c=a[2]-a[0],u=a[3]-a[1],f=l[2]-l[0],h=l[3]-l[1];t[0]=2*c/f,t[4]=2*u/h,t[6]=2*(a[0]-l[0])/f-1,t[7]=2*(a[1]-l[1])/h-1;for(var p=0;p<4;++p)e[p]=r>>8*p&255;this.pickOffset=r,i.bind();var d=i.uniforms;d.viewTransform=t,d.pickOffset=e,d.shape=this.shape;var m=i.attributes;return this.positionBuffer.bind(),m.position.pointer(),this.weightBuffer.bind(),m.weight.pointer(s.UNSIGNED_BYTE,!1),this.idBuffer.bind(),m.pickId.pointer(s.UNSIGNED_BYTE,!1),s.drawArrays(s.TRIANGLES,0,o),r+this.shape[0]*this.shape[1]}}}(),f.pick=function(t,e,r){var n=this.pickOffset,i=this.shape[0]*this.shape[1];if(r<n||r>=n+i)return null;var a=r-n,o=this.xData,s=this.yData;return{object:this,pointId:a,dataCoord:[o[a%this.shape[0]],s[a/this.shape[0]|0]]}},f.update=function(t){var e=(t=t||{}).shape||[0,0],r=t.x||i(e[0]),o=t.y||i(e[1]),s=t.z||new Float32Array(e[0]*e[1]),l=!1!==t.zsmooth;this.xData=r,this.yData=o;var c,u,f,p,d=t.colorLevels||[0],m=t.colorValues||[0,0,0,1],g=d.length,v=this.bounds;l?(c=v[0]=r[0],u=v[1]=o[0],f=v[2]=r[r.length-1],p=v[3]=o[o.length-1]):(c=v[0]=r[0]+(r[1]-r[0])/2,u=v[1]=o[0]+(o[1]-o[0])/2,f=v[2]=r[r.length-1]+(r[r.length-1]-r[r.length-2])/2,p=v[3]=o[o.length-1]+(o[o.length-1]-o[o.length-2])/2);var y=1/(f-c),x=1/(p-u),b=e[0],_=e[1];this.shape=[b,_];var w=(l?(b-1)*(_-1):b*_)*(h.length>>>1);this.numVertices=w;for(var T=a.mallocUint8(4*w),k=a.mallocFloat32(2*w),A=a.mallocUint8(2*w),M=a.mallocUint32(w),S=0,E=l?b-1:b,L=l?_-1:_,C=0;C<L;++C){var P,I;l?(P=x*(o[C]-u),I=x*(o[C+1]-u)):(P=C<_-1?x*(o[C]-(o[C+1]-o[C])/2-u):x*(o[C]-(o[C]-o[C-1])/2-u),I=C<_-1?x*(o[C]+(o[C+1]-o[C])/2-u):x*(o[C]+(o[C]-o[C-1])/2-u));for(var O=0;O<E;++O){var z,D;l?(z=y*(r[O]-c),D=y*(r[O+1]-c)):(z=O<b-1?y*(r[O]-(r[O+1]-r[O])/2-c):y*(r[O]-(r[O]-r[O-1])/2-c),D=O<b-1?y*(r[O]+(r[O+1]-r[O])/2-c):y*(r[O]+(r[O]-r[O-1])/2-c));for(var R=0;R<h.length;R+=2){var F,B,N,j,U=h[R],V=h[R+1],H=s[l?(C+V)*b+(O+U):C*b+O],q=n.le(d,H);if(q<0)F=m[0],B=m[1],N=m[2],j=m[3];else if(q===g-1)F=m[4*g-4],B=m[4*g-3],N=m[4*g-2],j=m[4*g-1];else{var G=(H-d[q])/(d[q+1]-d[q]),Y=1-G,W=4*q,X=4*(q+1);F=Y*m[W]+G*m[X],B=Y*m[W+1]+G*m[X+1],N=Y*m[W+2]+G*m[X+2],j=Y*m[W+3]+G*m[X+3]}T[4*S]=255*F,T[4*S+1]=255*B,T[4*S+2]=255*N,T[4*S+3]=255*j,k[2*S]=.5*z+.5*D,k[2*S+1]=.5*P+.5*I,A[2*S]=U,A[2*S+1]=V,M[S]=C*b+O,S+=1}}}this.positionBuffer.update(k),this.weightBuffer.update(A),this.colorBuffer.update(T),this.idBuffer.update(M),a.free(k),a.free(T),a.free(A),a.free(M)},f.dispose=function(){this.shader.dispose(),this.pickShader.dispose(),this.positionBuffer.dispose(),this.weightBuffer.dispose(),this.colorBuffer.dispose(),this.idBuffer.dispose(),this.plot.removeObject(this)}},{\"./lib/shaders\":89,\"binary-search-bounds\":31,\"gl-buffer\":78,\"gl-shader\":132,\"iota-array\":235,\"typedarray-pool\":308}],89:[function(t,e,r){\"use strict\";var n=t(\"glslify\");e.exports={fragment:n([\"precision lowp float;\\n#define GLSLIFY 1\\nvarying vec4 fragColor;\\nvoid main() {\\n  gl_FragColor = vec4(fragColor.rgb * fragColor.a, fragColor.a);\\n}\\n\"]),vertex:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\nattribute vec4 color;\\nattribute vec2 weight;\\n\\nuniform vec2 shape;\\nuniform mat3 viewTransform;\\n\\nvarying vec4 fragColor;\\n\\nvoid main() {\\n  vec3 vPosition = viewTransform * vec3( position + (weight-.5)/(shape-1.) , 1.0);\\n  fragColor = color;\\n  gl_Position = vec4(vPosition.xy, 0, vPosition.z);\\n}\\n\"]),pickFragment:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragId;\\nvarying vec2 vWeight;\\n\\nuniform vec2 shape;\\nuniform vec4 pickOffset;\\n\\nvoid main() {\\n  vec2 d = step(.5, vWeight);\\n  vec4 id = fragId + pickOffset;\\n  id.x += d.x + d.y*shape.x;\\n\\n  id.y += floor(id.x / 256.0);\\n  id.x -= floor(id.x / 256.0) * 256.0;\\n\\n  id.z += floor(id.y / 256.0);\\n  id.y -= floor(id.y / 256.0) * 256.0;\\n\\n  id.w += floor(id.z / 256.0);\\n  id.z -= floor(id.z / 256.0) * 256.0;\\n\\n  gl_FragColor = id/255.;\\n}\\n\"]),pickVertex:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\nattribute vec4 pickId;\\nattribute vec2 weight;\\n\\nuniform vec2 shape;\\nuniform mat3 viewTransform;\\n\\nvarying vec4 fragId;\\nvarying vec2 vWeight;\\n\\nvoid main() {\\n  vWeight = weight;\\n\\n  fragId = pickId;\\n\\n  vec3 vPosition = viewTransform * vec3( position + (weight-.5)/(shape-1.) , 1.0);\\n  gl_Position = vec4(vPosition.xy, 0, vPosition.z);\\n}\\n\"])}},{glslify:231}],90:[function(t,e,r){var n=t(\"glslify\"),i=t(\"gl-shader\"),a=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position, nextPosition;\\nattribute float arcLength, lineWidth;\\nattribute vec4 color;\\n\\nuniform vec2 screenShape;\\nuniform float pixelRatio;\\nuniform mat4 model, view, projection;\\n\\nvarying vec4 fragColor;\\nvarying vec3 worldPosition;\\nvarying float pixelArcLength;\\n\\nvec4 project(vec3 p) {\\n  return projection * view * model * vec4(p, 1.0);\\n}\\n\\nvoid main() {\\n  vec4 startPoint = project(position);\\n  vec4 endPoint   = project(nextPosition);\\n\\n  vec2 A = startPoint.xy / startPoint.w;\\n  vec2 B =   endPoint.xy /   endPoint.w;\\n\\n  float clipAngle = atan(\\n    (B.y - A.y) * screenShape.y,\\n    (B.x - A.x) * screenShape.x\\n  );\\n\\n  vec2 offset = 0.5 * pixelRatio * lineWidth * vec2(\\n    sin(clipAngle),\\n    -cos(clipAngle)\\n  ) / screenShape;\\n\\n  gl_Position = vec4(startPoint.xy + startPoint.w * offset, startPoint.zw);\\n\\n  worldPosition = position;\\n  pixelArcLength = arcLength;\\n  fragColor = color;\\n}\\n\"]),o=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3      clipBounds[2];\\nuniform sampler2D dashTexture;\\nuniform float     dashScale;\\nuniform float     opacity;\\n\\nvarying vec3    worldPosition;\\nvarying float   pixelArcLength;\\nvarying vec4    fragColor;\\n\\nvoid main() {\\n  if (\\n    outOfRange(clipBounds[0], clipBounds[1], worldPosition) ||\\n    fragColor.a * opacity == 0.\\n  ) discard;\\n\\n  float dashWeight = texture2D(dashTexture, vec2(dashScale * pixelArcLength, 0)).r;\\n  if(dashWeight < 0.5) {\\n    discard;\\n  }\\n  gl_FragColor = fragColor * opacity;\\n}\\n\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\n#define FLOAT_MAX  1.70141184e38\\n#define FLOAT_MIN  1.17549435e-38\\n\\n// https://github.com/mikolalysenko/glsl-read-float/blob/master/index.glsl\\nvec4 packFloat(float v) {\\n  float av = abs(v);\\n\\n  //Handle special cases\\n  if(av < FLOAT_MIN) {\\n    return vec4(0.0, 0.0, 0.0, 0.0);\\n  } else if(v > FLOAT_MAX) {\\n    return vec4(127.0, 128.0, 0.0, 0.0) / 255.0;\\n  } else if(v < -FLOAT_MAX) {\\n    return vec4(255.0, 128.0, 0.0, 0.0) / 255.0;\\n  }\\n\\n  vec4 c = vec4(0,0,0,0);\\n\\n  //Compute exponent and mantissa\\n  float e = floor(log2(av));\\n  float m = av * pow(2.0, -e) - 1.0;\\n\\n  //Unpack mantissa\\n  c[1] = floor(128.0 * m);\\n  m -= c[1] / 128.0;\\n  c[2] = floor(32768.0 * m);\\n  m -= c[2] / 32768.0;\\n  c[3] = floor(8388608.0 * m);\\n\\n  //Unpack exponent\\n  float ebias = e + 127.0;\\n  c[0] = floor(ebias / 2.0);\\n  ebias -= c[0] * 2.0;\\n  c[1] += floor(ebias) * 128.0;\\n\\n  //Unpack sign bit\\n  c[0] += 128.0 * step(0.0, -v);\\n\\n  //Scale back to range\\n  return c / 255.0;\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform float pickId;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec3 worldPosition;\\nvarying float pixelArcLength;\\nvarying vec4 fragColor;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], worldPosition)) discard;\\n\\n  gl_FragColor = vec4(pickId/255.0, packFloat(pixelArcLength).xyz);\\n}\"]),l=[{name:\"position\",type:\"vec3\"},{name:\"nextPosition\",type:\"vec3\"},{name:\"arcLength\",type:\"float\"},{name:\"lineWidth\",type:\"float\"},{name:\"color\",type:\"vec4\"}];r.createShader=function(t){return i(t,a,o,null,l)},r.createPickShader=function(t){return i(t,a,s,null,l)}},{\"gl-shader\":132,glslify:231}],91:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl||t.scene&&t.scene.gl,r=f(e);r.attributes.position.location=0,r.attributes.nextPosition.location=1,r.attributes.arcLength.location=2,r.attributes.lineWidth.location=3,r.attributes.color.location=4;var o=h(e);o.attributes.position.location=0,o.attributes.nextPosition.location=1,o.attributes.arcLength.location=2,o.attributes.lineWidth.location=3,o.attributes.color.location=4;for(var s=n(e),l=i(e,[{buffer:s,size:3,offset:0,stride:48},{buffer:s,size:3,offset:12,stride:48},{buffer:s,size:1,offset:24,stride:48},{buffer:s,size:1,offset:28,stride:48},{buffer:s,size:4,offset:32,stride:48}]),u=c(new Array(1024),[256,1,4]),p=0;p<1024;++p)u.data[p]=255;var d=a(e,u);d.wrap=e.REPEAT;var m=new v(e,r,o,s,l,d);return m.update(t),m};var n=t(\"gl-buffer\"),i=t(\"gl-vao\"),a=t(\"gl-texture2d\"),o=new Uint8Array(4),s=new Float32Array(o.buffer);var l=t(\"binary-search-bounds\"),c=t(\"ndarray\"),u=t(\"./lib/shaders\"),f=u.createShader,h=u.createPickShader,p=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function d(t,e){for(var r=0,n=0;n<3;++n){var i=t[n]-e[n];r+=i*i}return Math.sqrt(r)}function m(t){for(var e=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],r=0;r<3;++r)e[0][r]=Math.max(t[0][r],e[0][r]),e[1][r]=Math.min(t[1][r],e[1][r]);return e}function g(t,e,r,n){this.arcLength=t,this.position=e,this.index=r,this.dataCoordinate=n}function v(t,e,r,n,i,a){this.gl=t,this.shader=e,this.pickShader=r,this.buffer=n,this.vao=i,this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.points=[],this.arcLength=[],this.vertexCount=0,this.bounds=[[0,0,0],[0,0,0]],this.pickId=0,this.lineWidth=1,this.texture=a,this.dashScale=1,this.opacity=1,this.hasAlpha=!1,this.dirty=!0,this.pixelRatio=1}var y=v.prototype;y.isTransparent=function(){return this.hasAlpha},y.isOpaque=function(){return!this.hasAlpha},y.pickSlots=1,y.setPickBase=function(t){this.pickId=t},y.drawTransparent=y.draw=function(t){if(this.vertexCount){var e=this.gl,r=this.shader,n=this.vao;r.bind(),r.uniforms={model:t.model||p,view:t.view||p,projection:t.projection||p,clipBounds:m(this.clipBounds),dashTexture:this.texture.bind(),dashScale:this.dashScale/this.arcLength[this.arcLength.length-1],opacity:this.opacity,screenShape:[e.drawingBufferWidth,e.drawingBufferHeight],pixelRatio:this.pixelRatio},n.bind(),n.draw(e.TRIANGLE_STRIP,this.vertexCount),n.unbind()}},y.drawPick=function(t){if(this.vertexCount){var e=this.gl,r=this.pickShader,n=this.vao;r.bind(),r.uniforms={model:t.model||p,view:t.view||p,projection:t.projection||p,pickId:this.pickId,clipBounds:m(this.clipBounds),screenShape:[e.drawingBufferWidth,e.drawingBufferHeight],pixelRatio:this.pixelRatio},n.bind(),n.draw(e.TRIANGLE_STRIP,this.vertexCount),n.unbind()}},y.update=function(t){var e,r;this.dirty=!0;var n=!!t.connectGaps;\"dashScale\"in t&&(this.dashScale=t.dashScale),this.hasAlpha=!1,\"opacity\"in t&&(this.opacity=+t.opacity,this.opacity<1&&(this.hasAlpha=!0));var i=[],a=[],o=[],s=0,u=0,f=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],h=t.position||t.positions;if(h){var p=t.color||t.colors||[0,0,0,1],m=t.lineWidth||1,g=!1;t:for(e=1;e<h.length;++e){var v,y,x,b=h[e-1],_=h[e];for(a.push(s),o.push(b.slice()),r=0;r<3;++r){if(isNaN(b[r])||isNaN(_[r])||!isFinite(b[r])||!isFinite(_[r])){if(!n&&i.length>0){for(var w=0;w<24;++w)i.push(i[i.length-12]);u+=2,g=!0}continue t}f[0][r]=Math.min(f[0][r],b[r],_[r]),f[1][r]=Math.max(f[1][r],b[r],_[r])}Array.isArray(p[0])?(v=p.length>e-1?p[e-1]:p.length>0?p[p.length-1]:[0,0,0,1],y=p.length>e?p[e]:p.length>0?p[p.length-1]:[0,0,0,1]):v=y=p,3===v.length&&(v=[v[0],v[1],v[2],1]),3===y.length&&(y=[y[0],y[1],y[2],1]),!this.hasAlpha&&v[3]<1&&(this.hasAlpha=!0),x=Array.isArray(m)?m.length>e-1?m[e-1]:m.length>0?m[m.length-1]:[0,0,0,1]:m;var T=s;if(s+=d(b,_),g){for(r=0;r<2;++r)i.push(b[0],b[1],b[2],_[0],_[1],_[2],T,x,v[0],v[1],v[2],v[3]);u+=2,g=!1}i.push(b[0],b[1],b[2],_[0],_[1],_[2],T,x,v[0],v[1],v[2],v[3],b[0],b[1],b[2],_[0],_[1],_[2],T,-x,v[0],v[1],v[2],v[3],_[0],_[1],_[2],b[0],b[1],b[2],s,-x,y[0],y[1],y[2],y[3],_[0],_[1],_[2],b[0],b[1],b[2],s,x,y[0],y[1],y[2],y[3]),u+=4}}if(this.buffer.update(i),a.push(s),o.push(h[h.length-1].slice()),this.bounds=f,this.vertexCount=u,this.points=o,this.arcLength=a,\"dashes\"in t){var k=t.dashes.slice();for(k.unshift(0),e=1;e<k.length;++e)k[e]=k[e-1]+k[e];var A=c(new Array(1024),[256,1,4]);for(e=0;e<256;++e){for(r=0;r<4;++r)A.set(e,0,r,0);1&l.le(k,k[k.length-1]*e/255)?A.set(e,0,0,0):A.set(e,0,0,255)}this.texture.setPixels(A)}},y.dispose=function(){this.shader.dispose(),this.vao.dispose(),this.buffer.dispose()},y.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=function(t,e,r,n){return o[0]=n,o[1]=r,o[2]=e,o[3]=t,s[0]}(t.value[0],t.value[1],t.value[2],0),r=l.le(this.arcLength,e);if(r<0)return null;if(r===this.arcLength.length-1)return new g(this.arcLength[this.arcLength.length-1],this.points[this.points.length-1].slice(),r);for(var n=this.points[r],i=this.points[Math.min(r+1,this.points.length-1)],a=(e-this.arcLength[r])/(this.arcLength[r+1]-this.arcLength[r]),c=1-a,u=[0,0,0],f=0;f<3;++f)u[f]=c*n[f]+a*i[f];var h=Math.min(a<.5?r:r+1,this.points.length-1);return new g(e,u,h,this.points[h])}},{\"./lib/shaders\":90,\"binary-search-bounds\":31,\"gl-buffer\":78,\"gl-texture2d\":146,\"gl-vao\":150,ndarray:259}],92:[function(t,e,r){e.exports=function(t){var e=new Float32Array(16);return e[0]=t[0],e[1]=t[1],e[2]=t[2],e[3]=t[3],e[4]=t[4],e[5]=t[5],e[6]=t[6],e[7]=t[7],e[8]=t[8],e[9]=t[9],e[10]=t[10],e[11]=t[11],e[12]=t[12],e[13]=t[13],e[14]=t[14],e[15]=t[15],e}},{}],93:[function(t,e,r){e.exports=function(){var t=new Float32Array(16);return 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t[0]=1-(p+m),t[1]=f+y,t[2]=h-v,t[3]=0,t[4]=f-y,t[5]=1-(u+m),t[6]=d+g,t[7]=0,t[8]=h+v,t[9]=d-g,t[10]=1-(u+p),t[11]=0,t[12]=r[0],t[13]=r[1],t[14]=r[2],t[15]=1,t}},{}],97:[function(t,e,r){e.exports=function(t){return t[0]=1,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=1,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=1,t[11]=0,t[12]=0,t[13]=0,t[14]=0,t[15]=1,t}},{}],98:[function(t,e,r){e.exports=function(t,e){var r=e[0],n=e[1],i=e[2],a=e[3],o=e[4],s=e[5],l=e[6],c=e[7],u=e[8],f=e[9],h=e[10],p=e[11],d=e[12],m=e[13],g=e[14],v=e[15],y=r*s-n*o,x=r*l-i*o,b=r*c-a*o,_=n*l-i*s,w=n*c-a*s,T=i*c-a*l,k=u*m-f*d,A=u*g-h*d,M=u*v-p*d,S=f*g-h*m,E=f*v-p*m,L=h*v-p*g,C=y*L-x*E+b*S+_*M-w*A+T*k;if(!C)return null;return C=1/C,t[0]=(s*L-l*E+c*S)*C,t[1]=(i*E-n*L-a*S)*C,t[2]=(m*T-g*w+v*_)*C,t[3]=(h*w-f*T-p*_)*C,t[4]=(l*M-o*L-c*A)*C,t[5]=(r*L-i*M+a*A)*C,t[6]=(g*b-d*T-v*x)*C,t[7]=(u*T-h*b+p*x)*C,t[8]=(o*E-s*M+c*k)*C,t[9]=(n*M-r*E-a*k)*C,t[10]=(d*w-m*b+v*y)*C,t[11]=(f*b-u*w-p*y)*C,t[12]=(s*A-o*S-l*k)*C,t[13]=(r*S-n*A+i*k)*C,t[14]=(m*x-d*_-g*y)*C,t[15]=(u*_-f*x+h*y)*C,t}},{}],99:[function(t,e,r){var n=t(\"./identity\");e.exports=function(t,e,r,i){var a,o,s,l,c,u,f,h,p,d,m=e[0],g=e[1],v=e[2],y=i[0],x=i[1],b=i[2],_=r[0],w=r[1],T=r[2];if(Math.abs(m-_)<1e-6&&Math.abs(g-w)<1e-6&&Math.abs(v-T)<1e-6)return n(t);f=m-_,h=g-w,p=v-T,d=1/Math.sqrt(f*f+h*h+p*p),a=x*(p*=d)-b*(h*=d),o=b*(f*=d)-y*p,s=y*h-x*f,(d=Math.sqrt(a*a+o*o+s*s))?(a*=d=1/d,o*=d,s*=d):(a=0,o=0,s=0);l=h*s-p*o,c=p*a-f*s,u=f*o-h*a,(d=Math.sqrt(l*l+c*c+u*u))?(l*=d=1/d,c*=d,u*=d):(l=0,c=0,u=0);return t[0]=a,t[1]=l,t[2]=f,t[3]=0,t[4]=o,t[5]=c,t[6]=h,t[7]=0,t[8]=s,t[9]=u,t[10]=p,t[11]=0,t[12]=-(a*m+o*g+s*v),t[13]=-(l*m+c*g+u*v),t[14]=-(f*m+h*g+p*v),t[15]=1,t}},{\"./identity\":97}],100:[function(t,e,r){e.exports=function(t,e,r){var n=e[0],i=e[1],a=e[2],o=e[3],s=e[4],l=e[5],c=e[6],u=e[7],f=e[8],h=e[9],p=e[10],d=e[11],m=e[12],g=e[13],v=e[14],y=e[15],x=r[0],b=r[1],_=r[2],w=r[3];return t[0]=x*n+b*s+_*f+w*m,t[1]=x*i+b*l+_*h+w*g,t[2]=x*a+b*c+_*p+w*v,t[3]=x*o+b*u+_*d+w*y,x=r[4],b=r[5],_=r[6],w=r[7],t[4]=x*n+b*s+_*f+w*m,t[5]=x*i+b*l+_*h+w*g,t[6]=x*a+b*c+_*p+w*v,t[7]=x*o+b*u+_*d+w*y,x=r[8],b=r[9],_=r[10],w=r[11],t[8]=x*n+b*s+_*f+w*m,t[9]=x*i+b*l+_*h+w*g,t[10]=x*a+b*c+_*p+w*v,t[11]=x*o+b*u+_*d+w*y,x=r[12],b=r[13],_=r[14],w=r[15],t[12]=x*n+b*s+_*f+w*m,t[13]=x*i+b*l+_*h+w*g,t[14]=x*a+b*c+_*p+w*v,t[15]=x*o+b*u+_*d+w*y,t}},{}],101:[function(t,e,r){e.exports=function(t,e,r,n,i,a,o){var s=1/(e-r),l=1/(n-i),c=1/(a-o);return t[0]=-2*s,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=-2*l,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=2*c,t[11]=0,t[12]=(e+r)*s,t[13]=(i+n)*l,t[14]=(o+a)*c,t[15]=1,t}},{}],102:[function(t,e,r){e.exports=function(t,e,r,n,i){var a=1/Math.tan(e/2),o=1/(n-i);return t[0]=a/r,t[1]=0,t[2]=0,t[3]=0,t[4]=0,t[5]=a,t[6]=0,t[7]=0,t[8]=0,t[9]=0,t[10]=(i+n)*o,t[11]=-1,t[12]=0,t[13]=0,t[14]=2*i*n*o,t[15]=0,t}},{}],103:[function(t,e,r){e.exports=function(t,e,r,n){var i,a,o,s,l,c,u,f,h,p,d,m,g,v,y,x,b,_,w,T,k,A,M,S,E=n[0],L=n[1],C=n[2],P=Math.sqrt(E*E+L*L+C*C);if(Math.abs(P)<1e-6)return null;E*=P=1/P,L*=P,C*=P,i=Math.sin(r),a=Math.cos(r),o=1-a,s=e[0],l=e[1],c=e[2],u=e[3],f=e[4],h=e[5],p=e[6],d=e[7],m=e[8],g=e[9],v=e[10],y=e[11],x=E*E*o+a,b=L*E*o+C*i,_=C*E*o-L*i,w=E*L*o-C*i,T=L*L*o+a,k=C*L*o+E*i,A=E*C*o+L*i,M=L*C*o-E*i,S=C*C*o+a,t[0]=s*x+f*b+m*_,t[1]=l*x+h*b+g*_,t[2]=c*x+p*b+v*_,t[3]=u*x+d*b+y*_,t[4]=s*w+f*T+m*k,t[5]=l*w+h*T+g*k,t[6]=c*w+p*T+v*k,t[7]=u*w+d*T+y*k,t[8]=s*A+f*M+m*S,t[9]=l*A+h*M+g*S,t[10]=c*A+p*M+v*S,t[11]=u*A+d*M+y*S,e!==t&&(t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t}},{}],104:[function(t,e,r){e.exports=function(t,e,r){var n=Math.sin(r),i=Math.cos(r),a=e[4],o=e[5],s=e[6],l=e[7],c=e[8],u=e[9],f=e[10],h=e[11];e!==t&&(t[0]=e[0],t[1]=e[1],t[2]=e[2],t[3]=e[3],t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t[4]=a*i+c*n,t[5]=o*i+u*n,t[6]=s*i+f*n,t[7]=l*i+h*n,t[8]=c*i-a*n,t[9]=u*i-o*n,t[10]=f*i-s*n,t[11]=h*i-l*n,t}},{}],105:[function(t,e,r){e.exports=function(t,e,r){var n=Math.sin(r),i=Math.cos(r),a=e[0],o=e[1],s=e[2],l=e[3],c=e[8],u=e[9],f=e[10],h=e[11];e!==t&&(t[4]=e[4],t[5]=e[5],t[6]=e[6],t[7]=e[7],t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t[0]=a*i-c*n,t[1]=o*i-u*n,t[2]=s*i-f*n,t[3]=l*i-h*n,t[8]=a*n+c*i,t[9]=o*n+u*i,t[10]=s*n+f*i,t[11]=l*n+h*i,t}},{}],106:[function(t,e,r){e.exports=function(t,e,r){var n=Math.sin(r),i=Math.cos(r),a=e[0],o=e[1],s=e[2],l=e[3],c=e[4],u=e[5],f=e[6],h=e[7];e!==t&&(t[8]=e[8],t[9]=e[9],t[10]=e[10],t[11]=e[11],t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15]);return t[0]=a*i+c*n,t[1]=o*i+u*n,t[2]=s*i+f*n,t[3]=l*i+h*n,t[4]=c*i-a*n,t[5]=u*i-o*n,t[6]=f*i-s*n,t[7]=h*i-l*n,t}},{}],107:[function(t,e,r){e.exports=function(t,e,r){var n=r[0],i=r[1],a=r[2];return t[0]=e[0]*n,t[1]=e[1]*n,t[2]=e[2]*n,t[3]=e[3]*n,t[4]=e[4]*i,t[5]=e[5]*i,t[6]=e[6]*i,t[7]=e[7]*i,t[8]=e[8]*a,t[9]=e[9]*a,t[10]=e[10]*a,t[11]=e[11]*a,t[12]=e[12],t[13]=e[13],t[14]=e[14],t[15]=e[15],t}},{}],108:[function(t,e,r){e.exports=function(t,e,r){var n,i,a,o,s,l,c,u,f,h,p,d,m=r[0],g=r[1],v=r[2];e===t?(t[12]=e[0]*m+e[4]*g+e[8]*v+e[12],t[13]=e[1]*m+e[5]*g+e[9]*v+e[13],t[14]=e[2]*m+e[6]*g+e[10]*v+e[14],t[15]=e[3]*m+e[7]*g+e[11]*v+e[15]):(n=e[0],i=e[1],a=e[2],o=e[3],s=e[4],l=e[5],c=e[6],u=e[7],f=e[8],h=e[9],p=e[10],d=e[11],t[0]=n,t[1]=i,t[2]=a,t[3]=o,t[4]=s,t[5]=l,t[6]=c,t[7]=u,t[8]=f,t[9]=h,t[10]=p,t[11]=d,t[12]=n*m+s*g+f*v+e[12],t[13]=i*m+l*g+h*v+e[13],t[14]=a*m+c*g+p*v+e[14],t[15]=o*m+u*g+d*v+e[15]);return t}},{}],109:[function(t,e,r){e.exports=function(t,e){if(t===e){var r=e[1],n=e[2],i=e[3],a=e[6],o=e[7],s=e[11];t[1]=e[4],t[2]=e[8],t[3]=e[12],t[4]=r,t[6]=e[9],t[7]=e[13],t[8]=n,t[9]=a,t[11]=e[14],t[12]=i,t[13]=o,t[14]=s}else t[0]=e[0],t[1]=e[4],t[2]=e[8],t[3]=e[12],t[4]=e[1],t[5]=e[5],t[6]=e[9],t[7]=e[13],t[8]=e[2],t[9]=e[6],t[10]=e[10],t[11]=e[14],t[12]=e[3],t[13]=e[7],t[14]=e[11],t[15]=e[15];return t}},{}],110:[function(t,e,r){\"use strict\";var n=t(\"barycentric\"),i=t(\"polytope-closest-point/lib/closest_point_2d.js\");function a(t,e){for(var r=[0,0,0,0],n=0;n<4;++n)for(var i=0;i<4;++i)r[i]+=t[4*n+i]*e[n];return r}function o(t,e,r,n,i){for(var o=a(n,a(r,a(e,[t[0],t[1],t[2],1]))),s=0;s<3;++s)o[s]/=o[3];return[.5*i[0]*(1+o[0]),.5*i[1]*(1-o[1])]}function s(t,e){for(var r=[0,0,0],n=0;n<t.length;++n)for(var i=t[n],a=e[n],o=0;o<3;++o)r[o]+=a*i[o];return r}e.exports=function(t,e,r,a,l,c){if(1===t.length)return[0,t[0].slice()];for(var u=new Array(t.length),f=0;f<t.length;++f)u[f]=o(t[f],r,a,l,c);var h=0,p=1/0;for(f=0;f<u.length;++f){for(var d=0,m=0;m<2;++m)d+=Math.pow(u[f][m]-e[m],2);d<p&&(p=d,h=f)}var g=function(t,e){if(2===t.length){for(var r=0,a=0,o=0;o<2;++o)r+=Math.pow(e[o]-t[0][o],2),a+=Math.pow(e[o]-t[1][o],2);return r=Math.sqrt(r),a=Math.sqrt(a),r+a<1e-6?[1,0]:[a/(r+a),r/(a+r)]}if(3===t.length){var s=[0,0];return i(t[0],t[1],t[2],e,s),n(t,s)}return[]}(u,e),v=0;for(f=0;f<3;++f){if(g[f]<-.001||g[f]>1.0001)return null;v+=g[f]}if(Math.abs(v-1)>.001)return null;return[h,s(t,g),g]}},{barycentric:14,\"polytope-closest-point/lib/closest_point_2d.js\":270}],111:[function(t,e,r){var n=t(\"glslify\"),i=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position, normal;\\nattribute vec4 color;\\nattribute vec2 uv;\\n\\nuniform mat4 model\\n           , view\\n           , projection\\n           , inverseModel;\\nuniform vec3 eyePosition\\n           , lightPosition;\\n\\nvarying vec3 f_normal\\n           , f_lightDirection\\n           , f_eyeDirection\\n           , f_data;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvec4 project(vec3 p) {\\n  return projection * view * model * vec4(p, 1.0);\\n}\\n\\nvoid main() {\\n  gl_Position      = project(position);\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * vec4(position , 1.0);\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  f_lightDirection = lightPosition - cameraCoordinate.xyz;\\n  f_eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  f_normal  = normalize((vec4(normal, 0.0) * inverseModel).xyz);\\n\\n  f_color          = color;\\n  f_data           = position;\\n  f_uv             = uv;\\n}\\n\"]),a=n([\"#extension GL_OES_standard_derivatives : enable\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat cookTorranceSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness,\\n  float fresnel) {\\n\\n  float VdotN = max(dot(viewDirection, surfaceNormal), 0.0);\\n  float LdotN = max(dot(lightDirection, surfaceNormal), 0.0);\\n\\n  //Half angle vector\\n  vec3 H = normalize(lightDirection + viewDirection);\\n\\n  //Geometric term\\n  float NdotH = max(dot(surfaceNormal, H), 0.0);\\n  float VdotH = max(dot(viewDirection, H), 0.000001);\\n  float LdotH = max(dot(lightDirection, H), 0.000001);\\n  float G1 = (2.0 * NdotH * VdotN) / VdotH;\\n  float G2 = (2.0 * NdotH * LdotN) / LdotH;\\n  float G = min(1.0, min(G1, G2));\\n  \\n  //Distribution term\\n  float D = beckmannDistribution(NdotH, roughness);\\n\\n  //Fresnel term\\n  float F = pow(1.0 - VdotN, fresnel);\\n\\n  //Multiply terms and done\\n  return  G * F * D / max(3.14159265 * VdotN, 0.000001);\\n}\\n\\n//#pragma glslify: beckmann = require(glsl-specular-beckmann) // used in gl-surface3d\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform float roughness\\n            , fresnel\\n            , kambient\\n            , kdiffuse\\n            , kspecular;\\nuniform sampler2D texture;\\n\\nvarying vec3 f_normal\\n           , f_lightDirection\\n           , f_eyeDirection\\n           , f_data;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (f_color.a == 0.0 ||\\n    outOfRange(clipBounds[0], clipBounds[1], f_data)\\n  ) discard;\\n\\n  vec3 N = normalize(f_normal);\\n  vec3 L = normalize(f_lightDirection);\\n  vec3 V = normalize(f_eyeDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = min(1.0, max(0.0, cookTorranceSpecular(L, V, N, roughness, fresnel)));\\n  //float specular = max(0.0, beckmann(L, V, N, roughness)); // used in gl-surface3d\\n\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  vec4 surfaceColor = vec4(f_color.rgb, 1.0) * texture2D(texture, f_uv);\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = litColor * f_color.a;\\n}\\n\"]),o=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 uv;\\n\\nuniform mat4 model, view, projection;\\n\\nvarying vec4 f_color;\\nvarying vec3 f_data;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  gl_Position = projection * view * model * vec4(position, 1.0);\\n  f_color = color;\\n  f_data  = position;\\n  f_uv    = uv;\\n}\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform sampler2D texture;\\nuniform float opacity;\\n\\nvarying vec4 f_color;\\nvarying vec3 f_data;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_data)) discard;\\n\\n  gl_FragColor = f_color * texture2D(texture, f_uv) * opacity;\\n}\"]),l=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 uv;\\nattribute float pointSize;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0.0, 0.0 ,0.0 ,0.0);\\n  } else {\\n    gl_Position = projection * view * model * vec4(position, 1.0);\\n  }\\n  gl_PointSize = pointSize;\\n  f_color = color;\\n  f_uv = uv;\\n}\"]),c=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform sampler2D texture;\\nuniform float opacity;\\n\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  vec2 pointR = gl_PointCoord.xy - vec2(0.5, 0.5);\\n  if(dot(pointR, pointR) > 0.25) {\\n    discard;\\n  }\\n  gl_FragColor = f_color * texture2D(texture, f_uv) * opacity;\\n}\"]),u=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  gl_Position = projection * view * model * vec4(position, 1.0);\\n  f_id        = id;\\n  f_position  = position;\\n}\"]),f=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3  clipBounds[2];\\nuniform float pickId;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n\\n  gl_FragColor = vec4(pickId, f_id.xyz);\\n}\"]),h=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3  position;\\nattribute float pointSize;\\nattribute vec4  id;\\n\\nuniform mat4 model, view, projection;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0.0, 0.0, 0.0, 0.0);\\n  } else {\\n    gl_Position  = projection * view * model * vec4(position, 1.0);\\n    gl_PointSize = pointSize;\\n  }\\n  f_id         = id;\\n  f_position   = position;\\n}\"]),p=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec3 position;\\n\\nuniform mat4 model, view, projection;\\n\\nvoid main() {\\n  gl_Position = projection * view * model * vec4(position, 1.0);\\n}\"]),d=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nuniform vec3 contourColor;\\n\\nvoid main() {\\n  gl_FragColor = vec4(contourColor, 1.0);\\n}\\n\"]);r.meshShader={vertex:i,fragment:a,attributes:[{name:\"position\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"}]},r.wireShader={vertex:o,fragment:s,attributes:[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"}]},r.pointShader={vertex:l,fragment:c,attributes:[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"},{name:\"pointSize\",type:\"float\"}]},r.pickShader={vertex:u,fragment:f,attributes:[{name:\"position\",type:\"vec3\"},{name:\"id\",type:\"vec4\"}]},r.pointPickShader={vertex:h,fragment:f,attributes:[{name:\"position\",type:\"vec3\"},{name:\"pointSize\",type:\"float\"},{name:\"id\",type:\"vec4\"}]},r.contourShader={vertex:p,fragment:d,attributes:[{name:\"position\",type:\"vec3\"}]}},{glslify:231}],112:[function(t,e,r){\"use strict\";var n=t(\"gl-shader\"),i=t(\"gl-buffer\"),a=t(\"gl-vao\"),o=t(\"gl-texture2d\"),s=t(\"normals\"),l=t(\"gl-mat4/multiply\"),c=t(\"gl-mat4/invert\"),u=t(\"ndarray\"),f=t(\"colormap\"),h=t(\"simplicial-complex-contour\"),p=t(\"typedarray-pool\"),d=t(\"./lib/shaders\"),m=t(\"./lib/closest-point\"),g=d.meshShader,v=d.wireShader,y=d.pointShader,x=d.pickShader,b=d.pointPickShader,_=d.contourShader,w=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function T(t,e,r,n,i,a,o,s,l,c,u,f,h,p,d,m,g,v,y,x,b,_,T,k,A,M,S){this.gl=t,this.pixelRatio=1,this.cells=[],this.positions=[],this.intensity=[],this.texture=e,this.dirty=!0,this.triShader=r,this.lineShader=n,this.pointShader=i,this.pickShader=a,this.pointPickShader=o,this.contourShader=s,this.trianglePositions=l,this.triangleColors=u,this.triangleNormals=h,this.triangleUVs=f,this.triangleIds=c,this.triangleVAO=p,this.triangleCount=0,this.lineWidth=1,this.edgePositions=d,this.edgeColors=g,this.edgeUVs=v,this.edgeIds=m,this.edgeVAO=y,this.edgeCount=0,this.pointPositions=x,this.pointColors=_,this.pointUVs=T,this.pointSizes=k,this.pointIds=b,this.pointVAO=A,this.pointCount=0,this.contourLineWidth=1,this.contourPositions=M,this.contourVAO=S,this.contourCount=0,this.contourColor=[0,0,0],this.contourEnable=!0,this.pickVertex=!0,this.pickId=1,this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.lightPosition=[1e5,1e5,0],this.ambientLight=.8,this.diffuseLight=.8,this.specularLight=2,this.roughness=.5,this.fresnel=1.5,this.opacity=1,this.hasAlpha=!1,this.opacityscale=!1,this._model=w,this._view=w,this._projection=w,this._resolution=[1,1]}var k=T.prototype;function A(t,e){if(!e)return 1;if(!e.length)return 1;for(var r=0;r<e.length;++r){if(e.length<2)return 1;if(e[r][0]===t)return e[r][1];if(e[r][0]>t&&r>0){var n=(e[r][0]-t)/(e[r][0]-e[r-1][0]);return e[r][1]*(1-n)+n*e[r-1][1]}}return 1}function M(t){var e=n(t,g.vertex,g.fragment);return e.attributes.position.location=0,e.attributes.color.location=2,e.attributes.uv.location=3,e.attributes.normal.location=4,e}function S(t){var e=n(t,v.vertex,v.fragment);return e.attributes.position.location=0,e.attributes.color.location=2,e.attributes.uv.location=3,e}function E(t){var e=n(t,y.vertex,y.fragment);return e.attributes.position.location=0,e.attributes.color.location=2,e.attributes.uv.location=3,e.attributes.pointSize.location=4,e}function L(t){var e=n(t,x.vertex,x.fragment);return e.attributes.position.location=0,e.attributes.id.location=1,e}function C(t){var e=n(t,b.vertex,b.fragment);return e.attributes.position.location=0,e.attributes.id.location=1,e.attributes.pointSize.location=4,e}function P(t){var e=n(t,_.vertex,_.fragment);return e.attributes.position.location=0,e}k.isOpaque=function(){return!this.hasAlpha},k.isTransparent=function(){return this.hasAlpha},k.pickSlots=1,k.setPickBase=function(t){this.pickId=t},k.highlight=function(t){if(t&&this.contourEnable){for(var e=h(this.cells,this.intensity,t.intensity),r=e.cells,n=e.vertexIds,i=e.vertexWeights,a=r.length,o=p.mallocFloat32(6*a),s=0,l=0;l<a;++l)for(var c=r[l],u=0;u<2;++u){var f=c[0];2===c.length&&(f=c[u]);for(var d=n[f][0],m=n[f][1],g=i[f],v=1-g,y=this.positions[d],x=this.positions[m],b=0;b<3;++b)o[s++]=g*y[b]+v*x[b]}this.contourCount=s/3|0,this.contourPositions.update(o.subarray(0,s)),p.free(o)}else this.contourCount=0},k.update=function(t){t=t||{};var e=this.gl;this.dirty=!0,\"contourEnable\"in t&&(this.contourEnable=t.contourEnable),\"contourColor\"in t&&(this.contourColor=t.contourColor),\"lineWidth\"in t&&(this.lineWidth=t.lineWidth),\"lightPosition\"in t&&(this.lightPosition=t.lightPosition),this.hasAlpha=!1,\"opacity\"in t&&(this.opacity=t.opacity,this.opacity<1&&(this.hasAlpha=!0)),\"opacityscale\"in t&&(this.opacityscale=t.opacityscale,this.hasAlpha=!0),\"ambient\"in t&&(this.ambientLight=t.ambient),\"diffuse\"in t&&(this.diffuseLight=t.diffuse),\"specular\"in t&&(this.specularLight=t.specular),\"roughness\"in t&&(this.roughness=t.roughness),\"fresnel\"in t&&(this.fresnel=t.fresnel),t.texture?(this.texture.dispose(),this.texture=o(e,t.texture)):t.colormap&&(this.texture.shape=[256,256],this.texture.minFilter=e.LINEAR_MIPMAP_LINEAR,this.texture.magFilter=e.LINEAR,this.texture.setPixels(function(t,e){for(var r=f({colormap:t,nshades:256,format:\"rgba\"}),n=new Uint8Array(1024),i=0;i<256;++i){for(var a=r[i],o=0;o<3;++o)n[4*i+o]=a[o];n[4*i+3]=e?255*A(i/255,e):255*a[3]}return u(n,[256,256,4],[4,0,1])}(t.colormap,this.opacityscale)),this.texture.generateMipmap());var r=t.cells,n=t.positions;if(n&&r){var i=[],a=[],l=[],c=[],h=[],p=[],d=[],m=[],g=[],v=[],y=[],x=[],b=[],_=[];this.cells=r,this.positions=n;var w=t.vertexNormals,T=t.cellNormals,k=void 0===t.vertexNormalsEpsilon?1e-6:t.vertexNormalsEpsilon,M=void 0===t.faceNormalsEpsilon?1e-6:t.faceNormalsEpsilon;t.useFacetNormals&&!T&&(T=s.faceNormals(r,n,M)),T||w||(w=s.vertexNormals(r,n,k));var S=t.vertexColors,E=t.cellColors,L=t.meshColor||[1,1,1,1],C=t.vertexUVs,P=t.vertexIntensity,I=t.cellUVs,O=t.cellIntensity,z=1/0,D=-1/0;if(!C&&!I)if(P)if(t.vertexIntensityBounds)z=+t.vertexIntensityBounds[0],D=+t.vertexIntensityBounds[1];else for(var R=0;R<P.length;++R){var F=P[R];z=Math.min(z,F),D=Math.max(D,F)}else if(O)if(t.cellIntensityBounds)z=+t.cellIntensityBounds[0],D=+t.cellIntensityBounds[1];else for(R=0;R<O.length;++R){F=O[R];z=Math.min(z,F),D=Math.max(D,F)}else for(R=0;R<n.length;++R){F=n[R][2];z=Math.min(z,F),D=Math.max(D,F)}this.intensity=P||(O||function(t){for(var e=t.length,r=new Array(e),n=0;n<e;++n)r[n]=t[n][2];return r}(n)),this.pickVertex=!(O||E);var B=t.pointSizes,N=t.pointSize||1;this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]];for(R=0;R<n.length;++R)for(var j=n[R],U=0;U<3;++U)!isNaN(j[U])&&isFinite(j[U])&&(this.bounds[0][U]=Math.min(this.bounds[0][U],j[U]),this.bounds[1][U]=Math.max(this.bounds[1][U],j[U]));var V=0,H=0,q=0;t:for(R=0;R<r.length;++R){var G=r[R];switch(G.length){case 1:for(j=n[W=G[0]],U=0;U<3;++U)if(isNaN(j[U])||!isFinite(j[U]))continue t;v.push(j[0],j[1],j[2]),X=S?S[W]:E?E[R]:L,this.opacityscale&&P?a.push(X[0],X[1],X[2],this.opacity*A((P[W]-z)/(D-z),this.opacityscale)):3===X.length?y.push(X[0],X[1],X[2],this.opacity):(y.push(X[0],X[1],X[2],X[3]*this.opacity),X[3]<1&&(this.hasAlpha=!0)),Z=C?C[W]:P?[(P[W]-z)/(D-z),0]:I?I[R]:O?[(O[R]-z)/(D-z),0]:[(j[2]-z)/(D-z),0],x.push(Z[0],Z[1]),B?b.push(B[W]):b.push(N),_.push(R),q+=1;break;case 2:for(U=0;U<2;++U){j=n[W=G[U]];for(var Y=0;Y<3;++Y)if(isNaN(j[Y])||!isFinite(j[Y]))continue t}for(U=0;U<2;++U){j=n[W=G[U]];p.push(j[0],j[1],j[2]),X=S?S[W]:E?E[R]:L,this.opacityscale&&P?a.push(X[0],X[1],X[2],this.opacity*A((P[W]-z)/(D-z),this.opacityscale)):3===X.length?d.push(X[0],X[1],X[2],this.opacity):(d.push(X[0],X[1],X[2],X[3]*this.opacity),X[3]<1&&(this.hasAlpha=!0)),Z=C?C[W]:P?[(P[W]-z)/(D-z),0]:I?I[R]:O?[(O[R]-z)/(D-z),0]:[(j[2]-z)/(D-z),0],m.push(Z[0],Z[1]),g.push(R)}H+=1;break;case 3:for(U=0;U<3;++U)for(j=n[W=G[U]],Y=0;Y<3;++Y)if(isNaN(j[Y])||!isFinite(j[Y]))continue t;for(U=0;U<3;++U){var W,X,Z,J;j=n[W=G[2-U]];i.push(j[0],j[1],j[2]),(X=S?S[W]:E?E[R]:L)?this.opacityscale&&P?a.push(X[0],X[1],X[2],this.opacity*A((P[W]-z)/(D-z),this.opacityscale)):3===X.length?a.push(X[0],X[1],X[2],this.opacity):(a.push(X[0],X[1],X[2],X[3]*this.opacity),X[3]<1&&(this.hasAlpha=!0)):a.push(.5,.5,.5,1),Z=C?C[W]:P?[(P[W]-z)/(D-z),0]:I?I[R]:O?[(O[R]-z)/(D-z),0]:[(j[2]-z)/(D-z),0],c.push(Z[0],Z[1]),J=w?w[W]:T[R],l.push(J[0],J[1],J[2]),h.push(R)}V+=1}}this.pointCount=q,this.edgeCount=H,this.triangleCount=V,this.pointPositions.update(v),this.pointColors.update(y),this.pointUVs.update(x),this.pointSizes.update(b),this.pointIds.update(new Uint32Array(_)),this.edgePositions.update(p),this.edgeColors.update(d),this.edgeUVs.update(m),this.edgeIds.update(new Uint32Array(g)),this.trianglePositions.update(i),this.triangleColors.update(a),this.triangleUVs.update(c),this.triangleNormals.update(l),this.triangleIds.update(new Uint32Array(h))}},k.drawTransparent=k.draw=function(t){t=t||{};for(var e=this.gl,r=t.model||w,n=t.view||w,i=t.projection||w,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);var s={model:r,view:n,projection:i,inverseModel:w.slice(),clipBounds:a,kambient:this.ambientLight,kdiffuse:this.diffuseLight,kspecular:this.specularLight,roughness:this.roughness,fresnel:this.fresnel,eyePosition:[0,0,0],lightPosition:[0,0,0],contourColor:this.contourColor,texture:0};s.inverseModel=c(s.inverseModel,s.model),e.disable(e.CULL_FACE),this.texture.bind(0);var u=new Array(16);l(u,s.view,s.model),l(u,s.projection,u),c(u,u);for(o=0;o<3;++o)s.eyePosition[o]=u[12+o]/u[15];var f,h=u[15];for(o=0;o<3;++o)h+=this.lightPosition[o]*u[4*o+3];for(o=0;o<3;++o){for(var p=u[12+o],d=0;d<3;++d)p+=u[4*d+o]*this.lightPosition[d];s.lightPosition[o]=p/h}this.triangleCount>0&&((f=this.triShader).bind(),f.uniforms=s,this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind());this.edgeCount>0&&this.lineWidth>0&&((f=this.lineShader).bind(),f.uniforms=s,this.edgeVAO.bind(),e.lineWidth(this.lineWidth*this.pixelRatio),e.drawArrays(e.LINES,0,2*this.edgeCount),this.edgeVAO.unbind());this.pointCount>0&&((f=this.pointShader).bind(),f.uniforms=s,this.pointVAO.bind(),e.drawArrays(e.POINTS,0,this.pointCount),this.pointVAO.unbind());this.contourEnable&&this.contourCount>0&&this.contourLineWidth>0&&((f=this.contourShader).bind(),f.uniforms=s,this.contourVAO.bind(),e.drawArrays(e.LINES,0,this.contourCount),this.contourVAO.unbind())},k.drawPick=function(t){t=t||{};for(var e=this.gl,r=t.model||w,n=t.view||w,i=t.projection||w,a=[[-1e6,-1e6,-1e6],[1e6,1e6,1e6]],o=0;o<3;++o)a[0][o]=Math.max(a[0][o],this.clipBounds[0][o]),a[1][o]=Math.min(a[1][o],this.clipBounds[1][o]);this._model=[].slice.call(r),this._view=[].slice.call(n),this._projection=[].slice.call(i),this._resolution=[e.drawingBufferWidth,e.drawingBufferHeight];var s,l={model:r,view:n,projection:i,clipBounds:a,pickId:this.pickId/255};((s=this.pickShader).bind(),s.uniforms=l,this.triangleCount>0&&(this.triangleVAO.bind(),e.drawArrays(e.TRIANGLES,0,3*this.triangleCount),this.triangleVAO.unbind()),this.edgeCount>0&&(this.edgeVAO.bind(),e.lineWidth(this.lineWidth*this.pixelRatio),e.drawArrays(e.LINES,0,2*this.edgeCount),this.edgeVAO.unbind()),this.pointCount>0)&&((s=this.pointPickShader).bind(),s.uniforms=l,this.pointVAO.bind(),e.drawArrays(e.POINTS,0,this.pointCount),this.pointVAO.unbind())},k.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;for(var e=t.value[0]+256*t.value[1]+65536*t.value[2],r=this.cells[e],n=this.positions,i=new Array(r.length),a=0;a<r.length;++a)i[a]=n[r[a]];var o=t.coord[0],s=t.coord[1];if(!this.pickVertex){var l=this.positions[r[0]],c=this.positions[r[1]],u=this.positions[r[2]],f=[(l[0]+c[0]+u[0])/3,(l[1]+c[1]+u[1])/3,(l[2]+c[2]+u[2])/3];return{_cellCenter:!0,position:[o,s],index:e,cell:r,cellId:e,intensity:this.intensity[e],dataCoordinate:f}}var h=m(i,[o*this.pixelRatio,this._resolution[1]-s*this.pixelRatio],this._model,this._view,this._projection,this._resolution);if(!h)return null;var p=h[2],d=0;for(a=0;a<r.length;++a)d+=p[a]*this.intensity[r[a]];return{position:h[1],index:r[h[0]],cell:r,cellId:e,intensity:d,dataCoordinate:this.positions[r[h[0]]]}},k.dispose=function(){this.texture.dispose(),this.triShader.dispose(),this.lineShader.dispose(),this.pointShader.dispose(),this.pickShader.dispose(),this.pointPickShader.dispose(),this.triangleVAO.dispose(),this.trianglePositions.dispose(),this.triangleColors.dispose(),this.triangleUVs.dispose(),this.triangleNormals.dispose(),this.triangleIds.dispose(),this.edgeVAO.dispose(),this.edgePositions.dispose(),this.edgeColors.dispose(),this.edgeUVs.dispose(),this.edgeIds.dispose(),this.pointVAO.dispose(),this.pointPositions.dispose(),this.pointColors.dispose(),this.pointUVs.dispose(),this.pointSizes.dispose(),this.pointIds.dispose(),this.contourVAO.dispose(),this.contourPositions.dispose(),this.contourShader.dispose()},e.exports=function(t,e){1===arguments.length&&(t=(e=t).gl);var r=t.getExtension(\"OES_standard_derivatives\")||t.getExtension(\"MOZ_OES_standard_derivatives\")||t.getExtension(\"WEBKIT_OES_standard_derivatives\");if(!r)throw new Error(\"derivatives not supported\");var n=M(t),s=S(t),l=E(t),c=L(t),f=C(t),h=P(t),p=o(t,u(new Uint8Array([255,255,255,255]),[1,1,4]));p.generateMipmap(),p.minFilter=t.LINEAR_MIPMAP_LINEAR,p.magFilter=t.LINEAR;var d=i(t),m=i(t),g=i(t),v=i(t),y=i(t),x=a(t,[{buffer:d,type:t.FLOAT,size:3},{buffer:y,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:m,type:t.FLOAT,size:4},{buffer:g,type:t.FLOAT,size:2},{buffer:v,type:t.FLOAT,size:3}]),b=i(t),_=i(t),w=i(t),k=i(t),A=a(t,[{buffer:b,type:t.FLOAT,size:3},{buffer:k,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:_,type:t.FLOAT,size:4},{buffer:w,type:t.FLOAT,size:2}]),I=i(t),O=i(t),z=i(t),D=i(t),R=i(t),F=a(t,[{buffer:I,type:t.FLOAT,size:3},{buffer:R,type:t.UNSIGNED_BYTE,size:4,normalized:!0},{buffer:O,type:t.FLOAT,size:4},{buffer:z,type:t.FLOAT,size:2},{buffer:D,type:t.FLOAT,size:1}]),B=i(t),N=a(t,[{buffer:B,type:t.FLOAT,size:3}]),j=new T(t,p,n,s,l,c,f,h,d,y,m,g,v,x,b,k,_,w,A,I,R,O,z,D,F,B,N);return j.update(e),j}},{\"./lib/closest-point\":110,\"./lib/shaders\":111,colormap:53,\"gl-buffer\":78,\"gl-mat4/invert\":98,\"gl-mat4/multiply\":100,\"gl-shader\":132,\"gl-texture2d\":146,\"gl-vao\":150,ndarray:259,normals:261,\"simplicial-complex-contour\":291,\"typedarray-pool\":308}],113:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=n(e,[0,0,0,1,1,0,1,1]),s=i(e,a.boxVert,a.lineFrag);return new o(t,r,s)};var n=t(\"gl-buffer\"),i=t(\"gl-shader\"),a=t(\"./shaders\");function o(t,e,r){this.plot=t,this.vbo=e,this.shader=r}var s,l,c=o.prototype;c.bind=function(){var t=this.shader;this.vbo.bind(),this.shader.bind(),t.attributes.coord.pointer(),t.uniforms.screenBox=this.plot.screenBox},c.drawBox=(s=[0,0],l=[0,0],function(t,e,r,n,i){var a=this.plot,o=this.shader,c=a.gl;s[0]=t,s[1]=e,l[0]=r,l[1]=n,o.uniforms.lo=s,o.uniforms.hi=l,o.uniforms.color=i,c.drawArrays(c.TRIANGLE_STRIP,0,4)}),c.dispose=function(){this.vbo.dispose(),this.shader.dispose()}},{\"./shaders\":116,\"gl-buffer\":78,\"gl-shader\":132}],114:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=n(e),a=i(e,o.gridVert,o.gridFrag),l=i(e,o.tickVert,o.gridFrag);return new s(t,r,a,l)};var n=t(\"gl-buffer\"),i=t(\"gl-shader\"),a=t(\"binary-search-bounds\"),o=t(\"./shaders\");function s(t,e,r,n){this.plot=t,this.vbo=e,this.shader=r,this.tickShader=n,this.ticks=[[],[]]}function l(t,e){return t-e}var c,u,f,h,p,d=s.prototype;d.draw=(c=[0,0],u=[0,0],f=[0,0],function(){for(var t=this.plot,e=this.vbo,r=this.shader,n=this.ticks,i=t.gl,a=t._tickBounds,o=t.dataBox,s=t.viewBox,l=t.gridLineWidth,h=t.gridLineColor,p=t.gridLineEnable,d=t.pixelRatio,m=0;m<2;++m){var g=a[m],v=a[m+2]-g,y=.5*(o[m+2]+o[m]),x=o[m+2]-o[m];u[m]=2*v/x,c[m]=2*(g-y)/x}r.bind(),e.bind(),r.attributes.dataCoord.pointer(),r.uniforms.dataShift=c,r.uniforms.dataScale=u;var b=0;for(m=0;m<2;++m){f[0]=f[1]=0,f[m]=1,r.uniforms.dataAxis=f,r.uniforms.lineWidth=l[m]/(s[m+2]-s[m])*d,r.uniforms.color=h[m];var _=6*n[m].length;p[m]&&_&&i.drawArrays(i.TRIANGLES,b,_),b+=_}}),d.drawTickMarks=function(){var t=[0,0],e=[0,0],r=[1,0],n=[0,1],i=[0,0],o=[0,0];return function(){for(var s=this.plot,c=this.vbo,u=this.tickShader,f=this.ticks,h=s.gl,p=s._tickBounds,d=s.dataBox,m=s.viewBox,g=s.pixelRatio,v=s.screenBox,y=v[2]-v[0],x=v[3]-v[1],b=m[2]-m[0],_=m[3]-m[1],w=0;w<2;++w){var T=p[w],k=p[w+2]-T,A=.5*(d[w+2]+d[w]),M=d[w+2]-d[w];e[w]=2*k/M,t[w]=2*(T-A)/M}e[0]*=b/y,t[0]*=b/y,e[1]*=_/x,t[1]*=_/x,u.bind(),c.bind(),u.attributes.dataCoord.pointer();var S=u.uniforms;S.dataShift=t,S.dataScale=e;var E=s.tickMarkLength,L=s.tickMarkWidth,C=s.tickMarkColor,P=6*f[0].length,I=Math.min(a.ge(f[0],(d[0]-p[0])/(p[2]-p[0]),l),f[0].length),O=Math.min(a.gt(f[0],(d[2]-p[0])/(p[2]-p[0]),l),f[0].length),z=0+6*I,D=6*Math.max(0,O-I),R=Math.min(a.ge(f[1],(d[1]-p[1])/(p[3]-p[1]),l),f[1].length),F=Math.min(a.gt(f[1],(d[3]-p[1])/(p[3]-p[1]),l),f[1].length),B=P+6*R,N=6*Math.max(0,F-R);i[0]=2*(m[0]-E[1])/y-1,i[1]=(m[3]+m[1])/x-1,o[0]=E[1]*g/y,o[1]=L[1]*g/x,N&&(S.color=C[1],S.tickScale=o,S.dataAxis=n,S.screenOffset=i,h.drawArrays(h.TRIANGLES,B,N)),i[0]=(m[2]+m[0])/y-1,i[1]=2*(m[1]-E[0])/x-1,o[0]=L[0]*g/y,o[1]=E[0]*g/x,D&&(S.color=C[0],S.tickScale=o,S.dataAxis=r,S.screenOffset=i,h.drawArrays(h.TRIANGLES,z,D)),i[0]=2*(m[2]+E[3])/y-1,i[1]=(m[3]+m[1])/x-1,o[0]=E[3]*g/y,o[1]=L[3]*g/x,N&&(S.color=C[3],S.tickScale=o,S.dataAxis=n,S.screenOffset=i,h.drawArrays(h.TRIANGLES,B,N)),i[0]=(m[2]+m[0])/y-1,i[1]=2*(m[3]+E[2])/x-1,o[0]=L[2]*g/y,o[1]=E[2]*g/x,D&&(S.color=C[2],S.tickScale=o,S.dataAxis=r,S.screenOffset=i,h.drawArrays(h.TRIANGLES,z,D))}}(),d.update=(h=[1,1,-1,-1,1,-1],p=[1,-1,1,1,-1,-1],function(t){for(var e=t.ticks,r=t.bounds,n=new Float32Array(18*(e[0].length+e[1].length)),i=(this.plot.zeroLineEnable,0),a=[[],[]],o=0;o<2;++o)for(var s=a[o],l=e[o],c=r[o],u=r[o+2],f=0;f<l.length;++f){var d=(l[f].x-c)/(u-c);s.push(d);for(var m=0;m<6;++m)n[i++]=d,n[i++]=h[m],n[i++]=p[m]}this.ticks=a,this.vbo.update(n)}),d.dispose=function(){this.vbo.dispose(),this.shader.dispose(),this.tickShader.dispose()}},{\"./shaders\":116,\"binary-search-bounds\":31,\"gl-buffer\":78,\"gl-shader\":132}],115:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=n(e,[-1,-1,-1,1,1,-1,1,1]),s=i(e,a.lineVert,a.lineFrag);return new o(t,r,s)};var n=t(\"gl-buffer\"),i=t(\"gl-shader\"),a=t(\"./shaders\");function o(t,e,r){this.plot=t,this.vbo=e,this.shader=r}var s,l,c=o.prototype;c.bind=function(){var t=this.shader;this.vbo.bind(),this.shader.bind(),t.attributes.coord.pointer(),t.uniforms.screenBox=this.plot.screenBox},c.drawLine=(s=[0,0],l=[0,0],function(t,e,r,n,i,a){var o=this.plot,c=this.shader,u=o.gl;s[0]=t,s[1]=e,l[0]=r,l[1]=n,c.uniforms.start=s,c.uniforms.end=l,c.uniforms.width=i*o.pixelRatio,c.uniforms.color=a,u.drawArrays(u.TRIANGLE_STRIP,0,4)}),c.dispose=function(){this.vbo.dispose(),this.shader.dispose()}},{\"./shaders\":116,\"gl-buffer\":78,\"gl-shader\":132}],116:[function(t,e,r){\"use strict\";var n=t(\"glslify\"),i=n([\"precision lowp float;\\n#define GLSLIFY 1\\nuniform vec4 color;\\nvoid main() {\\n  gl_FragColor = vec4(color.xyz * color.w, color.w);\\n}\\n\"]);e.exports={lineVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 coord;\\n\\nuniform vec4 screenBox;\\nuniform vec2 start, end;\\nuniform float width;\\n\\nvec2 perp(vec2 v) {\\n  return vec2(v.y, -v.x);\\n}\\n\\nvec2 screen(vec2 v) {\\n  return 2.0 * (v - screenBox.xy) / (screenBox.zw - screenBox.xy) - 1.0;\\n}\\n\\nvoid main() {\\n  vec2 delta = normalize(perp(start - end));\\n  vec2 offset = mix(start, end, 0.5 * (coord.y+1.0));\\n  gl_Position = vec4(screen(offset + 0.5 * width * delta * coord.x), 0, 1);\\n}\\n\"]),lineFrag:i,textVert:n([\"#define GLSLIFY 1\\nattribute vec3 textCoordinate;\\n\\nuniform vec2 dataScale, dataShift, dataAxis, screenOffset, textScale;\\nuniform float angle;\\n\\nvoid main() {\\n  float dataOffset  = textCoordinate.z;\\n  vec2 glyphOffset  = textCoordinate.xy;\\n  mat2 glyphMatrix = mat2(cos(angle), sin(angle), -sin(angle), cos(angle));\\n  vec2 screenCoordinate = dataAxis * (dataScale * dataOffset + dataShift) +\\n    glyphMatrix * glyphOffset * textScale + screenOffset;\\n  gl_Position = vec4(screenCoordinate, 0, 1);\\n}\\n\"]),textFrag:i,gridVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec3 dataCoord;\\n\\nuniform vec2 dataAxis, dataShift, dataScale;\\nuniform float lineWidth;\\n\\nvoid main() {\\n  vec2 pos = dataAxis * (dataScale * dataCoord.x + dataShift);\\n  pos += 10.0 * dataCoord.y * vec2(dataAxis.y, -dataAxis.x) + dataCoord.z * lineWidth;\\n  gl_Position = vec4(pos, 0, 1);\\n}\\n\"]),gridFrag:i,boxVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 coord;\\n\\nuniform vec4 screenBox;\\nuniform vec2 lo, hi;\\n\\nvec2 screen(vec2 v) {\\n  return 2.0 * (v - screenBox.xy) / (screenBox.zw - screenBox.xy) - 1.0;\\n}\\n\\nvoid main() {\\n  gl_Position = vec4(screen(mix(lo, hi, coord)), 0, 1);\\n}\\n\"]),tickVert:n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec3 dataCoord;\\n\\nuniform vec2 dataAxis, dataShift, dataScale, screenOffset, tickScale;\\n\\nvoid main() {\\n  vec2 pos = dataAxis * (dataScale * dataCoord.x + dataShift);\\n  gl_Position = vec4(pos + tickScale*dataCoord.yz + screenOffset, 0, 1);\\n}\\n\"])}},{glslify:231}],117:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=n(e),a=i(e,s.textVert,s.textFrag);return new l(t,r,a)};var n=t(\"gl-buffer\"),i=t(\"gl-shader\"),a=t(\"text-cache\"),o=t(\"binary-search-bounds\"),s=t(\"./shaders\");function l(t,e,r){this.plot=t,this.vbo=e,this.shader=r,this.tickOffset=[[],[]],this.tickX=[[],[]],this.labelOffset=[0,0],this.labelCount=[0,0]}var c,u,f,h,p,d,m=l.prototype;m.drawTicks=(c=[0,0],u=[0,0],f=[0,0],function(t){var e=this.plot,r=this.shader,n=this.tickX[t],i=this.tickOffset[t],a=e.gl,s=e.viewBox,l=e.dataBox,h=e.screenBox,p=e.pixelRatio,d=e.tickEnable,m=e.tickPad,g=e.tickColor,v=e.tickAngle,y=e.labelEnable,x=e.labelPad,b=e.labelColor,_=e.labelAngle,w=this.labelOffset[t],T=this.labelCount[t],k=o.lt(n,l[t]),A=o.le(n,l[t+2]);c[0]=c[1]=0,c[t]=1,u[t]=(s[2+t]+s[t])/(h[2+t]-h[t])-1;var M=2/h[2+(1^t)]-h[1^t];u[1^t]=M*s[1^t]-1,d[t]&&(u[1^t]-=M*p*m[t],k<A&&i[A]>i[k]&&(r.uniforms.dataAxis=c,r.uniforms.screenOffset=u,r.uniforms.color=g[t],r.uniforms.angle=v[t],a.drawArrays(a.TRIANGLES,i[k],i[A]-i[k]))),y[t]&&T&&(u[1^t]-=M*p*x[t],r.uniforms.dataAxis=f,r.uniforms.screenOffset=u,r.uniforms.color=b[t],r.uniforms.angle=_[t],a.drawArrays(a.TRIANGLES,w,T)),u[1^t]=M*s[2+(1^t)]-1,d[t+2]&&(u[1^t]+=M*p*m[t+2],k<A&&i[A]>i[k]&&(r.uniforms.dataAxis=c,r.uniforms.screenOffset=u,r.uniforms.color=g[t+2],r.uniforms.angle=v[t+2],a.drawArrays(a.TRIANGLES,i[k],i[A]-i[k]))),y[t+2]&&T&&(u[1^t]+=M*p*x[t+2],r.uniforms.dataAxis=f,r.uniforms.screenOffset=u,r.uniforms.color=b[t+2],r.uniforms.angle=_[t+2],a.drawArrays(a.TRIANGLES,w,T))}),m.drawTitle=function(){var t=[0,0],e=[0,0];return function(){var r=this.plot,n=this.shader,i=r.gl,a=r.screenBox,o=r.titleCenter,s=r.titleAngle,l=r.titleColor,c=r.pixelRatio;if(this.titleCount){for(var u=0;u<2;++u)e[u]=2*(o[u]*c-a[u])/(a[2+u]-a[u])-1;n.bind(),n.uniforms.dataAxis=t,n.uniforms.screenOffset=e,n.uniforms.angle=s,n.uniforms.color=l,i.drawArrays(i.TRIANGLES,this.titleOffset,this.titleCount)}}}(),m.bind=(h=[0,0],p=[0,0],d=[0,0],function(){var t=this.plot,e=this.shader,r=t._tickBounds,n=t.dataBox,i=t.screenBox,a=t.viewBox;e.bind();for(var o=0;o<2;++o){var s=r[o],l=r[o+2]-s,c=.5*(n[o+2]+n[o]),u=n[o+2]-n[o],f=a[o],m=a[o+2]-f,g=i[o],v=i[o+2]-g;p[o]=2*l/u*m/v,h[o]=2*(s-c)/u*m/v}d[1]=2*t.pixelRatio/(i[3]-i[1]),d[0]=d[1]*(i[3]-i[1])/(i[2]-i[0]),e.uniforms.dataScale=p,e.uniforms.dataShift=h,e.uniforms.textScale=d,this.vbo.bind(),e.attributes.textCoordinate.pointer()}),m.update=function(t){var e,r,n,i,o,s=[],l=t.ticks,c=t.bounds;for(o=0;o<2;++o){var u=[Math.floor(s.length/3)],f=[-1/0],h=l[o];for(e=0;e<h.length;++e){var p=h[e],d=p.x,m=p.text,g=p.font||\"sans-serif\";i=p.fontSize||12;for(var v=1/(c[o+2]-c[o]),y=c[o],x=m.split(\"\\n\"),b=0;b<x.length;b++)for(n=a(g,x[b]).data,r=0;r<n.length;r+=2)s.push(n[r]*i,-n[r+1]*i-b*i*1.2,(d-y)*v);u.push(Math.floor(s.length/3)),f.push(d)}this.tickOffset[o]=u,this.tickX[o]=f}for(o=0;o<2;++o){for(this.labelOffset[o]=Math.floor(s.length/3),n=a(t.labelFont[o],t.labels[o],{textAlign:\"center\"}).data,i=t.labelSize[o],e=0;e<n.length;e+=2)s.push(n[e]*i,-n[e+1]*i,0);this.labelCount[o]=Math.floor(s.length/3)-this.labelOffset[o]}for(this.titleOffset=Math.floor(s.length/3),n=a(t.titleFont,t.title).data,i=t.titleSize,e=0;e<n.length;e+=2)s.push(n[e]*i,-n[e+1]*i,0);this.titleCount=Math.floor(s.length/3)-this.titleOffset,this.vbo.update(s)},m.dispose=function(){this.vbo.dispose(),this.shader.dispose()}},{\"./shaders\":116,\"binary-search-bounds\":31,\"gl-buffer\":78,\"gl-shader\":132,\"text-cache\":303}],118:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=n(e,[e.drawingBufferWidth,e.drawingBufferHeight]),c=new l(e,r);return c.grid=i(c),c.text=a(c),c.line=o(c),c.box=s(c),c.update(t),c};var n=t(\"gl-select-static\"),i=t(\"./lib/grid\"),a=t(\"./lib/text\"),o=t(\"./lib/line\"),s=t(\"./lib/box\");function l(t,e){this.gl=t,this.pickBuffer=e,this.screenBox=[0,0,t.drawingBufferWidth,t.drawingBufferHeight],this.viewBox=[0,0,0,0],this.dataBox=[-10,-10,10,10],this.gridLineEnable=[!0,!0],this.gridLineWidth=[1,1],this.gridLineColor=[[0,0,0,1],[0,0,0,1]],this.pixelRatio=1,this.tickMarkLength=[0,0,0,0],this.tickMarkWidth=[0,0,0,0],this.tickMarkColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.tickPad=[15,15,15,15],this.tickAngle=[0,0,0,0],this.tickEnable=[!0,!0,!0,!0],this.tickColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.labelPad=[15,15,15,15],this.labelAngle=[0,Math.PI/2,0,3*Math.PI/2],this.labelEnable=[!0,!0,!0,!0],this.labelColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.titleCenter=[0,0],this.titleEnable=!0,this.titleAngle=0,this.titleColor=[0,0,0,1],this.borderColor=[0,0,0,0],this.backgroundColor=[0,0,0,0],this.zeroLineEnable=[!0,!0],this.zeroLineWidth=[4,4],this.zeroLineColor=[[0,0,0,1],[0,0,0,1]],this.borderLineEnable=[!0,!0,!0,!0],this.borderLineWidth=[2,2,2,2],this.borderLineColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.grid=null,this.text=null,this.line=null,this.box=null,this.objects=[],this.overlays=[],this._tickBounds=[1/0,1/0,-1/0,-1/0],this.static=!1,this.dirty=!1,this.pickDirty=!1,this.pickDelay=120,this.pickRadius=10,this._pickTimeout=null,this._drawPick=this.drawPick.bind(this),this._depthCounter=0}var c=l.prototype;function u(t){for(var e=t.slice(),r=0;r<e.length;++r)e[r]=e[r].slice();return e}function f(t,e){return t.x-e.x}c.setDirty=function(){this.dirty=this.pickDirty=!0},c.setOverlayDirty=function(){this.dirty=!0},c.nextDepthValue=function(){return this._depthCounter++/65536},c.draw=function(){var t=this.gl,e=this.screenBox,r=this.viewBox,n=this.dataBox,i=this.pixelRatio,a=this.grid,o=this.line,s=this.text,l=this.objects;if(this._depthCounter=0,this.pickDirty&&(this._pickTimeout&&clearTimeout(this._pickTimeout),this.pickDirty=!1,this._pickTimeout=setTimeout(this._drawPick,this.pickDelay)),this.dirty){if(this.dirty=!1,t.bindFramebuffer(t.FRAMEBUFFER,null),t.enable(t.SCISSOR_TEST),t.disable(t.DEPTH_TEST),t.depthFunc(t.LESS),t.depthMask(!1),t.enable(t.BLEND),t.blendEquation(t.FUNC_ADD,t.FUNC_ADD),t.blendFunc(t.ONE,t.ONE_MINUS_SRC_ALPHA),this.borderColor){t.scissor(e[0],e[1],e[2]-e[0],e[3]-e[1]);var c=this.borderColor;t.clearColor(c[0]*c[3],c[1]*c[3],c[2]*c[3],c[3]),t.clear(t.COLOR_BUFFER_BIT|t.DEPTH_BUFFER_BIT)}t.scissor(r[0],r[1],r[2]-r[0],r[3]-r[1]),t.viewport(r[0],r[1],r[2]-r[0],r[3]-r[1]);var u=this.backgroundColor;t.clearColor(u[0]*u[3],u[1]*u[3],u[2]*u[3],u[3]),t.clear(t.COLOR_BUFFER_BIT),a.draw();var f=this.zeroLineEnable,h=this.zeroLineColor,p=this.zeroLineWidth;if(f[0]||f[1]){o.bind();for(var d=0;d<2;++d)if(f[d]&&n[d]<=0&&n[d+2]>=0){var m=e[d]-n[d]*(e[d+2]-e[d])/(n[d+2]-n[d]);0===d?o.drawLine(m,e[1],m,e[3],p[d],h[d]):o.drawLine(e[0],m,e[2],m,p[d],h[d])}}for(d=0;d<l.length;++d)l[d].draw();t.viewport(e[0],e[1],e[2]-e[0],e[3]-e[1]),t.scissor(e[0],e[1],e[2]-e[0],e[3]-e[1]),this.grid.drawTickMarks(),o.bind();var g=this.borderLineEnable,v=this.borderLineWidth,y=this.borderLineColor;for(g[1]&&o.drawLine(r[0],r[1]-.5*v[1]*i,r[0],r[3]+.5*v[3]*i,v[1],y[1]),g[0]&&o.drawLine(r[0]-.5*v[0]*i,r[1],r[2]+.5*v[2]*i,r[1],v[0],y[0]),g[3]&&o.drawLine(r[2],r[1]-.5*v[1]*i,r[2],r[3]+.5*v[3]*i,v[3],y[3]),g[2]&&o.drawLine(r[0]-.5*v[0]*i,r[3],r[2]+.5*v[2]*i,r[3],v[2],y[2]),s.bind(),d=0;d<2;++d)s.drawTicks(d);this.titleEnable&&s.drawTitle();var x=this.overlays;for(d=0;d<x.length;++d)x[d].draw();t.disable(t.SCISSOR_TEST),t.disable(t.BLEND),t.depthMask(!0)}},c.drawPick=function(){if(!this.static){var t=this.pickBuffer;this.gl,this._pickTimeout=null,t.begin();for(var e=1,r=this.objects,n=0;n<r.length;++n)e=r[n].drawPick(e);t.end()}},c.pick=function(t,e){if(!this.static){var r=this.pixelRatio,n=this.pickPixelRatio,i=this.viewBox,a=0|Math.round((t-i[0]/r)*n),o=0|Math.round((e-i[1]/r)*n),s=this.pickBuffer.query(a,o,this.pickRadius);if(!s)return null;for(var l=s.id+(s.value[0]<<8)+(s.value[1]<<16)+(s.value[2]<<24),c=this.objects,u=0;u<c.length;++u){var f=c[u].pick(a,o,l);if(f)return f}return null}},c.setScreenBox=function(t){var e=this.screenBox,r=this.pixelRatio;e[0]=0|Math.round(t[0]*r),e[1]=0|Math.round(t[1]*r),e[2]=0|Math.round(t[2]*r),e[3]=0|Math.round(t[3]*r),this.setDirty()},c.setDataBox=function(t){var e=this.dataBox;(e[0]!==t[0]||e[1]!==t[1]||e[2]!==t[2]||e[3]!==t[3])&&(e[0]=t[0],e[1]=t[1],e[2]=t[2],e[3]=t[3],this.setDirty())},c.setViewBox=function(t){var e=this.pixelRatio,r=this.viewBox;r[0]=0|Math.round(t[0]*e),r[1]=0|Math.round(t[1]*e),r[2]=0|Math.round(t[2]*e),r[3]=0|Math.round(t[3]*e);var n=this.pickPixelRatio;this.pickBuffer.shape=[0|Math.round((t[2]-t[0])*n),0|Math.round((t[3]-t[1])*n)],this.setDirty()},c.update=function(t){t=t||{};var e=this.gl;this.pixelRatio=t.pixelRatio||1;var r=this.pixelRatio;this.pickPixelRatio=Math.max(r,1),this.setScreenBox(t.screenBox||[0,0,e.drawingBufferWidth/r,e.drawingBufferHeight/r]);this.screenBox;this.setViewBox(t.viewBox||[.125*(this.screenBox[2]-this.screenBox[0])/r,.125*(this.screenBox[3]-this.screenBox[1])/r,.875*(this.screenBox[2]-this.screenBox[0])/r,.875*(this.screenBox[3]-this.screenBox[1])/r]);var n=this.viewBox,i=(n[2]-n[0])/(n[3]-n[1]);this.setDataBox(t.dataBox||[-10,-10/i,10,10/i]),this.borderColor=!1!==t.borderColor&&(t.borderColor||[0,0,0,0]).slice(),this.backgroundColor=(t.backgroundColor||[0,0,0,0]).slice(),this.gridLineEnable=(t.gridLineEnable||[!0,!0]).slice(),this.gridLineWidth=(t.gridLineWidth||[1,1]).slice(),this.gridLineColor=u(t.gridLineColor||[[.5,.5,.5,1],[.5,.5,.5,1]]),this.zeroLineEnable=(t.zeroLineEnable||[!0,!0]).slice(),this.zeroLineWidth=(t.zeroLineWidth||[4,4]).slice(),this.zeroLineColor=u(t.zeroLineColor||[[0,0,0,1],[0,0,0,1]]),this.tickMarkLength=(t.tickMarkLength||[0,0,0,0]).slice(),this.tickMarkWidth=(t.tickMarkWidth||[0,0,0,0]).slice(),this.tickMarkColor=u(t.tickMarkColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]),this.titleCenter=(t.titleCenter||[.5*(n[0]+n[2])/r,(n[3]+120)/r]).slice(),this.titleEnable=!(\"titleEnable\"in t)||!!t.titleEnable,this.titleAngle=t.titleAngle||0,this.titleColor=(t.titleColor||[0,0,0,1]).slice(),this.labelPad=(t.labelPad||[15,15,15,15]).slice(),this.labelAngle=(t.labelAngle||[0,Math.PI/2,0,3*Math.PI/2]).slice(),this.labelEnable=(t.labelEnable||[!0,!0,!0,!0]).slice(),this.labelColor=u(t.labelColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]),this.tickPad=(t.tickPad||[15,15,15,15]).slice(),this.tickAngle=(t.tickAngle||[0,0,0,0]).slice(),this.tickEnable=(t.tickEnable||[!0,!0,!0,!0]).slice(),this.tickColor=u(t.tickColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]),this.borderLineEnable=(t.borderLineEnable||[!0,!0,!0,!0]).slice(),this.borderLineWidth=(t.borderLineWidth||[2,2,2,2]).slice(),this.borderLineColor=u(t.borderLineColor||[[0,0,0,1],[0,0,0,1],[0,0,0,1],[0,0,0,1]]);var a=t.ticks||[[],[]],o=this._tickBounds;o[0]=o[1]=1/0,o[2]=o[3]=-1/0;for(var s=0;s<2;++s){var l=a[s].slice(0);0!==l.length&&(l.sort(f),o[s]=Math.min(o[s],l[0].x),o[s+2]=Math.max(o[s+2],l[l.length-1].x))}this.grid.update({bounds:o,ticks:a}),this.text.update({bounds:o,ticks:a,labels:t.labels||[\"x\",\"y\"],labelSize:t.labelSize||[12,12],labelFont:t.labelFont||[\"sans-serif\",\"sans-serif\"],title:t.title||\"\",titleSize:t.titleSize||18,titleFont:t.titleFont||\"sans-serif\"}),this.static=!!t.static,this.setDirty()},c.dispose=function(){this.box.dispose(),this.grid.dispose(),this.text.dispose(),this.line.dispose();for(var t=this.objects.length-1;t>=0;--t)this.objects[t].dispose();this.objects.length=0;for(t=this.overlays.length-1;t>=0;--t)this.overlays[t].dispose();this.overlays.length=0,this.gl=null},c.addObject=function(t){this.objects.indexOf(t)<0&&(this.objects.push(t),this.setDirty())},c.removeObject=function(t){for(var e=this.objects,r=0;r<e.length;++r)if(e[r]===t){e.splice(r,1),this.setDirty();break}},c.addOverlay=function(t){this.overlays.indexOf(t)<0&&(this.overlays.push(t),this.setOverlayDirty())},c.removeOverlay=function(t){for(var e=this.overlays,r=0;r<e.length;++r)if(e[r]===t){e.splice(r,1),this.setOverlayDirty();break}}},{\"./lib/box\":113,\"./lib/grid\":114,\"./lib/line\":115,\"./lib/text\":117,\"gl-select-static\":131}],119:[function(t,e,r){\"use strict\";e.exports=function(t,e){t=t||document.body,e=e||{};var r=[.01,1/0];\"distanceLimits\"in e&&(r[0]=e.distanceLimits[0],r[1]=e.distanceLimits[1]);\"zoomMin\"in e&&(r[0]=e.zoomMin);\"zoomMax\"in e&&(r[1]=e.zoomMax);var c=i({center:e.center||[0,0,0],up:e.up||[0,1,0],eye:e.eye||[0,0,10],mode:e.mode||\"orbit\",distanceLimits:r}),u=[0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0],f=0,h=t.clientWidth,p=t.clientHeight,d={keyBindingMode:\"rotate\",enableWheel:!0,view:c,element:t,delay:e.delay||16,rotateSpeed:e.rotateSpeed||1,zoomSpeed:e.zoomSpeed||1,translateSpeed:e.translateSpeed||1,flipX:!!e.flipX,flipY:!!e.flipY,modes:c.modes,_ortho:e._ortho||e.projection&&\"orthographic\"===e.projection.type||!1,tick:function(){var e=n(),r=this.delay,i=e-2*r;c.idle(e-r),c.recalcMatrix(i),c.flush(e-(100+2*r));for(var a=!0,o=c.computedMatrix,s=0;s<16;++s)a=a&&u[s]===o[s],u[s]=o[s];var l=t.clientWidth===h&&t.clientHeight===p;return h=t.clientWidth,p=t.clientHeight,a?!l:(f=Math.exp(c.computedRadius[0]),!0)},lookAt:function(t,e,r){c.lookAt(c.lastT(),t,e,r)},rotate:function(t,e,r){c.rotate(c.lastT(),t,e,r)},pan:function(t,e,r){c.pan(c.lastT(),t,e,r)},translate:function(t,e,r){c.translate(c.lastT(),t,e,r)}};return Object.defineProperties(d,{matrix:{get:function(){return c.computedMatrix},set:function(t){return c.setMatrix(c.lastT(),t),c.computedMatrix},enumerable:!0},mode:{get:function(){return c.getMode()},set:function(t){var e=c.computedUp.slice(),r=c.computedEye.slice(),i=c.computedCenter.slice();if(c.setMode(t),\"turntable\"===t){var a=n();c._active.lookAt(a,r,i,e),c._active.lookAt(a+500,r,i,[0,0,1]),c._active.flush(a)}return c.getMode()},enumerable:!0},center:{get:function(){return c.computedCenter},set:function(t){return c.lookAt(c.lastT(),null,t),c.computedCenter},enumerable:!0},eye:{get:function(){return c.computedEye},set:function(t){return c.lookAt(c.lastT(),t),c.computedEye},enumerable:!0},up:{get:function(){return c.computedUp},set:function(t){return c.lookAt(c.lastT(),null,null,t),c.computedUp},enumerable:!0},distance:{get:function(){return f},set:function(t){return c.setDistance(c.lastT(),t),t},enumerable:!0},distanceLimits:{get:function(){return c.getDistanceLimits(r)},set:function(t){return c.setDistanceLimits(t),t},enumerable:!0}}),t.addEventListener(\"contextmenu\",(function(t){return t.preventDefault(),!1})),d._lastX=-1,d._lastY=-1,d._lastMods={shift:!1,control:!1,alt:!1,meta:!1},d.enableMouseListeners=function(){function e(e,r,i,a){var o=d.keyBindingMode;if(!1!==o){var s=\"rotate\"===o,l=\"pan\"===o,u=\"zoom\"===o,h=!!a.control,p=!!a.alt,m=!!a.shift,g=!!(1&e),v=!!(2&e),y=!!(4&e),x=1/t.clientHeight,b=x*(r-d._lastX),_=x*(i-d._lastY),w=d.flipX?1:-1,T=d.flipY?1:-1,k=Math.PI*d.rotateSpeed,A=n();if(-1!==d._lastX&&-1!==d._lastY&&((s&&g&&!h&&!p&&!m||g&&!h&&!p&&m)&&c.rotate(A,w*k*b,-T*k*_,0),(l&&g&&!h&&!p&&!m||v||g&&h&&!p&&!m)&&c.pan(A,-d.translateSpeed*b*f,d.translateSpeed*_*f,0),u&&g&&!h&&!p&&!m||y||g&&!h&&p&&!m)){var M=-d.zoomSpeed*_/window.innerHeight*(A-c.lastT())*100;c.pan(A,0,0,f*(Math.exp(M)-1))}return d._lastX=r,d._lastY=i,d._lastMods=a,!0}}d.mouseListener=a(t,e),t.addEventListener(\"touchstart\",(function(r){var n=s(r.changedTouches[0],t);e(0,n[0],n[1],d._lastMods),e(1,n[0],n[1],d._lastMods)}),!!l&&{passive:!0}),t.addEventListener(\"touchmove\",(function(r){var n=s(r.changedTouches[0],t);e(1,n[0],n[1],d._lastMods),r.preventDefault()}),!!l&&{passive:!1}),t.addEventListener(\"touchend\",(function(t){e(0,d._lastX,d._lastY,d._lastMods)}),!!l&&{passive:!0}),d.wheelListener=o(t,(function(t,e){if(!1!==d.keyBindingMode&&d.enableWheel){var r=d.flipX?1:-1,i=d.flipY?1:-1,a=n();if(Math.abs(t)>Math.abs(e))c.rotate(a,0,0,-t*r*Math.PI*d.rotateSpeed/window.innerWidth);else if(!d._ortho){var o=-d.zoomSpeed*i*e/window.innerHeight*(a-c.lastT())/20;c.pan(a,0,0,f*(Math.exp(o)-1))}}}),!0)},d.enableMouseListeners(),d};var n=t(\"right-now\"),i=t(\"3d-view\"),a=t(\"mouse-change\"),o=t(\"mouse-wheel\"),s=t(\"mouse-event-offset\"),l=t(\"has-passive-events\")},{\"3d-view\":7,\"has-passive-events\":232,\"mouse-change\":247,\"mouse-event-offset\":248,\"mouse-wheel\":250,\"right-now\":278}],120:[function(t,e,r){var n=t(\"glslify\"),i=t(\"gl-shader\"),a=n([\"precision mediump float;\\n#define GLSLIFY 1\\nattribute vec2 position;\\nvarying vec2 uv;\\nvoid main() {\\n  uv = position;\\n  gl_Position = vec4(position, 0, 1);\\n}\"]),o=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nuniform sampler2D accumBuffer;\\nvarying vec2 uv;\\n\\nvoid main() {\\n  vec4 accum = texture2D(accumBuffer, 0.5 * (uv + 1.0));\\n  gl_FragColor = min(vec4(1,1,1,1), accum);\\n}\"]);e.exports=function(t){return i(t,a,o,null,[{name:\"position\",type:\"vec2\"}])}},{\"gl-shader\":132,glslify:231}],121:[function(t,e,r){\"use strict\";var n=t(\"./camera.js\"),i=t(\"gl-axes3d\"),a=t(\"gl-axes3d/properties\"),o=t(\"gl-spikes3d\"),s=t(\"gl-select-static\"),l=t(\"gl-fbo\"),c=t(\"a-big-triangle\"),u=t(\"mouse-change\"),f=t(\"gl-mat4/perspective\"),h=t(\"gl-mat4/ortho\"),p=t(\"./lib/shader\"),d=t(\"is-mobile\")({tablet:!0,featureDetect:!0});function m(){this.mouse=[-1,-1],this.screen=null,this.distance=1/0,this.index=null,this.dataCoordinate=null,this.dataPosition=null,this.object=null,this.data=null}function g(t){var e=Math.round(Math.log(Math.abs(t))/Math.log(10));if(e<0){var r=Math.round(Math.pow(10,-e));return Math.ceil(t*r)/r}if(e>0){r=Math.round(Math.pow(10,e));return Math.ceil(t/r)*r}return Math.ceil(t)}function v(t){return\"boolean\"!=typeof t||t}e.exports={createScene:function(t){(t=t||{}).camera=t.camera||{};var e=t.canvas;if(!e){if(e=document.createElement(\"canvas\"),t.container)t.container.appendChild(e);else document.body.appendChild(e)}var r=t.gl;r||(t.glOptions&&(d=!!t.glOptions.preserveDrawingBuffer),r=function(t,e){var r=null;try{(r=t.getContext(\"webgl\",e))||(r=t.getContext(\"experimental-webgl\",e))}catch(t){return null}return r}(e,t.glOptions||{premultipliedAlpha:!0,antialias:!0,preserveDrawingBuffer:d}));if(!r)throw new Error(\"webgl not supported\");var y=t.bounds||[[-10,-10,-10],[10,10,10]],x=new m,b=l(r,r.drawingBufferWidth,r.drawingBufferHeight,{preferFloat:!d}),_=p(r),w=t.cameraObject&&!0===t.cameraObject._ortho||t.camera.projection&&\"orthographic\"===t.camera.projection.type||!1,T={eye:t.camera.eye||[2,0,0],center:t.camera.center||[0,0,0],up:t.camera.up||[0,1,0],zoomMin:t.camera.zoomMax||.1,zoomMax:t.camera.zoomMin||100,mode:t.camera.mode||\"turntable\",_ortho:w},k=t.axes||{},A=i(r,k);A.enable=!k.disable;var M=t.spikes||{},S=o(r,M),E=[],L=[],C=[],P=[],I=!0,O=!0,z=new Array(16),D=new Array(16),R={view:null,projection:z,model:D,_ortho:!1},F=(O=!0,[r.drawingBufferWidth,r.drawingBufferHeight]),B=t.cameraObject||n(e,T),N={gl:r,contextLost:!1,pixelRatio:t.pixelRatio||1,canvas:e,selection:x,camera:B,axes:A,axesPixels:null,spikes:S,bounds:y,objects:E,shape:F,aspect:t.aspectRatio||[1,1,1],pickRadius:t.pickRadius||10,zNear:t.zNear||.01,zFar:t.zFar||1e3,fovy:t.fovy||Math.PI/4,clearColor:t.clearColor||[0,0,0,0],autoResize:v(t.autoResize),autoBounds:v(t.autoBounds),autoScale:!!t.autoScale,autoCenter:v(t.autoCenter),clipToBounds:v(t.clipToBounds),snapToData:!!t.snapToData,onselect:t.onselect||null,onrender:t.onrender||null,onclick:t.onclick||null,cameraParams:R,oncontextloss:null,mouseListener:null,_stopped:!1,getAspectratio:function(){return{x:this.aspect[0],y:this.aspect[1],z:this.aspect[2]}},setAspectratio:function(t){this.aspect[0]=t.x,this.aspect[1]=t.y,this.aspect[2]=t.z,O=!0},setBounds:function(t,e){this.bounds[0][t]=e.min,this.bounds[1][t]=e.max},setClearColor:function(t){this.clearColor=t},clearRGBA:function(){this.gl.clearColor(this.clearColor[0],this.clearColor[1],this.clearColor[2],this.clearColor[3]),this.gl.clear(this.gl.COLOR_BUFFER_BIT|this.gl.DEPTH_BUFFER_BIT)}},j=[r.drawingBufferWidth/N.pixelRatio|0,r.drawingBufferHeight/N.pixelRatio|0];function U(){if(!N._stopped&&N.autoResize){var t=e.parentNode,r=1,n=1;t&&t!==document.body?(r=t.clientWidth,n=t.clientHeight):(r=window.innerWidth,n=window.innerHeight);var i=0|Math.ceil(r*N.pixelRatio),a=0|Math.ceil(n*N.pixelRatio);if(i!==e.width||a!==e.height){e.width=i,e.height=a;var o=e.style;o.position=o.position||\"absolute\",o.left=\"0px\",o.top=\"0px\",o.width=r+\"px\",o.height=n+\"px\",I=!0}}}N.autoResize&&U();function V(){for(var t=E.length,e=P.length,n=0;n<e;++n)C[n]=0;t:for(n=0;n<t;++n){var i=E[n],a=i.pickSlots;if(a){for(var o=0;o<e;++o)if(C[o]+a<255){L[n]=o,i.setPickBase(C[o]+1),C[o]+=a;continue t}var l=s(r,F);L[n]=e,P.push(l),C.push(a),i.setPickBase(1),e+=1}else L[n]=-1}for(;e>0&&0===C[e-1];)C.pop(),P.pop().dispose()}function H(){if(N.contextLost)return!0;r.isContextLost()&&(N.contextLost=!0,N.mouseListener.enabled=!1,N.selection.object=null,N.oncontextloss&&N.oncontextloss())}window.addEventListener(\"resize\",U),N.update=function(t){N._stopped||(t=t||{},I=!0,O=!0)},N.add=function(t){N._stopped||(t.axes=A,E.push(t),L.push(-1),I=!0,O=!0,V())},N.remove=function(t){if(!N._stopped){var e=E.indexOf(t);e<0||(E.splice(e,1),L.pop(),I=!0,O=!0,V())}},N.dispose=function(){if(!N._stopped&&(N._stopped=!0,window.removeEventListener(\"resize\",U),e.removeEventListener(\"webglcontextlost\",H),N.mouseListener.enabled=!1,!N.contextLost)){A.dispose(),S.dispose();for(var t=0;t<E.length;++t)E[t].dispose();b.dispose();for(t=0;t<P.length;++t)P[t].dispose();_.dispose(),r=null,A=null,S=null,E=[]}},N._mouseRotating=!1,N._prevButtons=0,N.enableMouseListeners=function(){N.mouseListener=u(e,(function(t,e,r){if(!N._stopped){var n=P.length,i=E.length,a=x.object;x.distance=1/0,x.mouse[0]=e,x.mouse[1]=r,x.object=null,x.screen=null,x.dataCoordinate=x.dataPosition=null;var o=!1;if(t&&N._prevButtons)N._mouseRotating=!0;else{N._mouseRotating&&(O=!0),N._mouseRotating=!1;for(var s=0;s<n;++s){var l=P[s].query(e,j[1]-r-1,N.pickRadius);if(l){if(l.distance>x.distance)continue;for(var c=0;c<i;++c){var u=E[c];if(L[c]===s){var f=u.pick(l);f&&(x.buttons=t,x.screen=l.coord,x.distance=l.distance,x.object=u,x.index=f.distance,x.dataPosition=f.position,x.dataCoordinate=f.dataCoordinate,x.data=f,o=!0)}}}}}a&&a!==x.object&&(a.highlight&&a.highlight(null),I=!0),x.object&&(x.object.highlight&&x.object.highlight(x.data),I=!0),(o=o||x.object!==a)&&N.onselect&&N.onselect(x),1&t&&!(1&N._prevButtons)&&N.onclick&&N.onclick(x),N._prevButtons=t}}))},e.addEventListener(\"webglcontextlost\",H);var q=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],G=[q[0].slice(),q[1].slice()];function Y(){if(!H()){U();var t=N.camera.tick();R.view=N.camera.matrix,I=I||t,O=O||t,A.pixelRatio=N.pixelRatio,S.pixelRatio=N.pixelRatio;var e=E.length,n=q[0],i=q[1];n[0]=n[1]=n[2]=1/0,i[0]=i[1]=i[2]=-1/0;for(var o=0;o<e;++o){(C=E[o]).pixelRatio=N.pixelRatio,C.axes=N.axes,I=I||!!C.dirty,O=O||!!C.dirty;var s=C.bounds;if(s)for(var l=s[0],u=s[1],p=0;p<3;++p)n[p]=Math.min(n[p],l[p]),i[p]=Math.max(i[p],u[p])}var d=N.bounds;if(N.autoBounds)for(p=0;p<3;++p){if(i[p]<n[p])n[p]=-1,i[p]=1;else{n[p]===i[p]&&(n[p]-=1,i[p]+=1);var m=.05*(i[p]-n[p]);n[p]=n[p]-m,i[p]=i[p]+m}d[0][p]=n[p],d[1][p]=i[p]}var v=!1;for(p=0;p<3;++p)v=v||G[0][p]!==d[0][p]||G[1][p]!==d[1][p],G[0][p]=d[0][p],G[1][p]=d[1][p];if(O=O||v,I=I||v){if(v){var y=[0,0,0];for(o=0;o<3;++o)y[o]=g((d[1][o]-d[0][o])/10);A.autoTicks?A.update({bounds:d,tickSpacing:y}):A.update({bounds:d})}var T=r.drawingBufferWidth,k=r.drawingBufferHeight;F[0]=T,F[1]=k,j[0]=0|Math.max(T/N.pixelRatio,1),j[1]=0|Math.max(k/N.pixelRatio,1),function(t,e){var r=t.bounds,n=t.cameraParams,i=n.projection,a=n.model,o=t.gl.drawingBufferWidth,s=t.gl.drawingBufferHeight,l=t.zNear,c=t.zFar,u=t.fovy,p=o/s;e?(h(i,-p,p,-1,1,l,c),n._ortho=!0):(f(i,u,p,l,c),n._ortho=!1);for(var d=0;d<16;++d)a[d]=0;a[15]=1;var m=0;for(d=0;d<3;++d)m=Math.max(m,r[1][d]-r[0][d]);for(d=0;d<3;++d)t.autoScale?a[5*d]=t.aspect[d]/(r[1][d]-r[0][d]):a[5*d]=1/m,t.autoCenter&&(a[12+d]=.5*-a[5*d]*(r[0][d]+r[1][d]))}(N,w);for(o=0;o<e;++o){(C=E[o]).axesBounds=d,N.clipToBounds&&(C.clipBounds=d)}x.object&&(N.snapToData?S.position=x.dataCoordinate:S.position=x.dataPosition,S.bounds=d),O&&(O=!1,function(){if(!H()){r.colorMask(!0,!0,!0,!0),r.depthMask(!0),r.disable(r.BLEND),r.enable(r.DEPTH_TEST),r.depthFunc(r.LEQUAL);for(var t=E.length,e=P.length,n=0;n<e;++n){var i=P[n];i.shape=j,i.begin();for(var a=0;a<t;++a)if(L[a]===n){var o=E[a];o.drawPick&&(o.pixelRatio=1,o.drawPick(R))}i.end()}}}()),N.axesPixels=a(N.axes,R,T,k),N.onrender&&N.onrender(),r.bindFramebuffer(r.FRAMEBUFFER,null),r.viewport(0,0,T,k),N.clearRGBA(),r.depthMask(!0),r.colorMask(!0,!0,!0,!0),r.enable(r.DEPTH_TEST),r.depthFunc(r.LEQUAL),r.disable(r.BLEND),r.disable(r.CULL_FACE);var M=!1;A.enable&&(M=M||A.isTransparent(),A.draw(R)),S.axes=A,x.object&&S.draw(R),r.disable(r.CULL_FACE);for(o=0;o<e;++o){(C=E[o]).axes=A,C.pixelRatio=N.pixelRatio,C.isOpaque&&C.isOpaque()&&C.draw(R),C.isTransparent&&C.isTransparent()&&(M=!0)}if(M){b.shape=F,b.bind(),r.clear(r.DEPTH_BUFFER_BIT),r.colorMask(!1,!1,!1,!1),r.depthMask(!0),r.depthFunc(r.LESS),A.enable&&A.isTransparent()&&A.drawTransparent(R);for(o=0;o<e;++o){(C=E[o]).isOpaque&&C.isOpaque()&&C.draw(R)}r.enable(r.BLEND),r.blendEquation(r.FUNC_ADD),r.blendFunc(r.ONE,r.ONE_MINUS_SRC_ALPHA),r.colorMask(!0,!0,!0,!0),r.depthMask(!1),r.clearColor(0,0,0,0),r.clear(r.COLOR_BUFFER_BIT),A.isTransparent()&&A.drawTransparent(R);for(o=0;o<e;++o){var C;(C=E[o]).isTransparent&&C.isTransparent()&&C.drawTransparent(R)}r.bindFramebuffer(r.FRAMEBUFFER,null),r.blendFunc(r.ONE,r.ONE_MINUS_SRC_ALPHA),r.disable(r.DEPTH_TEST),_.bind(),b.color[0].bind(0),_.uniforms.accumBuffer=0,c(r),r.disable(r.BLEND)}I=!1;for(o=0;o<e;++o)E[o].dirty=!1}}}return N.enableMouseListeners(),function t(){if(N._stopped||N.contextLost)return;Y(),requestAnimationFrame(t)}(),N.redraw=function(){N._stopped||(I=!0,Y())},N},createCamera:n}},{\"./camera.js\":119,\"./lib/shader\":120,\"a-big-triangle\":8,\"gl-axes3d\":70,\"gl-axes3d/properties\":77,\"gl-fbo\":86,\"gl-mat4/ortho\":101,\"gl-mat4/perspective\":102,\"gl-select-static\":131,\"gl-spikes3d\":141,\"is-mobile\":238,\"mouse-change\":247}],122:[function(t,e,r){var n=t(\"glslify\");r.pointVertex=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\n\\nuniform mat3 matrix;\\nuniform float pointSize;\\nuniform float pointCloud;\\n\\nhighp float rand(vec2 co) {\\n  highp float a = 12.9898;\\n  highp float b = 78.233;\\n  highp float c = 43758.5453;\\n  highp float d = dot(co.xy, vec2(a, b));\\n  highp float e = mod(d, 3.14);\\n  return fract(sin(e) * c);\\n}\\n\\nvoid main() {\\n  vec3 hgPosition = matrix * vec3(position, 1);\\n  gl_Position  = vec4(hgPosition.xy, 0, hgPosition.z);\\n    // if we don't jitter the point size a bit, overall point cloud\\n    // saturation 'jumps' on zooming, which is disturbing and confusing\\n  gl_PointSize = pointSize * ((19.5 + rand(position)) / 20.0);\\n  if(pointCloud != 0.0) { // pointCloud is truthy\\n    // get the same square surface as circle would be\\n    gl_PointSize *= 0.886;\\n  }\\n}\"]),r.pointFragment=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color, borderColor;\\nuniform float centerFraction;\\nuniform float pointCloud;\\n\\nvoid main() {\\n  float radius;\\n  vec4 baseColor;\\n  if(pointCloud != 0.0) { // pointCloud is truthy\\n    if(centerFraction == 1.0) {\\n      gl_FragColor = color;\\n    } else {\\n      gl_FragColor = mix(borderColor, color, centerFraction);\\n    }\\n  } else {\\n    radius = length(2.0 * gl_PointCoord.xy - 1.0);\\n    if(radius > 1.0) {\\n      discard;\\n    }\\n    baseColor = mix(borderColor, color, step(radius, centerFraction));\\n    gl_FragColor = vec4(baseColor.rgb * baseColor.a, baseColor.a);\\n  }\\n}\\n\"]),r.pickVertex=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 position;\\nattribute vec4 pickId;\\n\\nuniform mat3 matrix;\\nuniform float pointSize;\\nuniform vec4 pickOffset;\\n\\nvarying vec4 fragId;\\n\\nvoid main() {\\n  vec3 hgPosition = matrix * vec3(position, 1);\\n  gl_Position  = vec4(hgPosition.xy, 0, hgPosition.z);\\n  gl_PointSize = pointSize;\\n\\n  vec4 id = pickId + pickOffset;\\n  id.y += floor(id.x / 256.0);\\n  id.x -= floor(id.x / 256.0) * 256.0;\\n\\n  id.z += floor(id.y / 256.0);\\n  id.y -= floor(id.y / 256.0) * 256.0;\\n\\n  id.w += floor(id.z / 256.0);\\n  id.z -= floor(id.z / 256.0) * 256.0;\\n\\n  fragId = id;\\n}\\n\"]),r.pickFragment=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nvarying vec4 fragId;\\n\\nvoid main() {\\n  float radius = length(2.0 * gl_PointCoord.xy - 1.0);\\n  if(radius > 1.0) {\\n    discard;\\n  }\\n  gl_FragColor = fragId / 255.0;\\n}\\n\"])},{glslify:231}],123:[function(t,e,r){\"use strict\";var n=t(\"gl-shader\"),i=t(\"gl-buffer\"),a=t(\"typedarray-pool\"),o=t(\"./lib/shader\");function s(t,e,r,n,i){this.plot=t,this.offsetBuffer=e,this.pickBuffer=r,this.shader=n,this.pickShader=i,this.sizeMin=.5,this.sizeMinCap=2,this.sizeMax=20,this.areaRatio=1,this.pointCount=0,this.color=[1,0,0,1],this.borderColor=[0,0,0,1],this.blend=!1,this.pickOffset=0,this.points=null}e.exports=function(t,e){var r=t.gl,a=i(r),l=i(r),c=n(r,o.pointVertex,o.pointFragment),u=n(r,o.pickVertex,o.pickFragment),f=new s(t,a,l,c,u);return f.update(e),t.addObject(f),f};var l,c,u=s.prototype;u.dispose=function(){this.shader.dispose(),this.pickShader.dispose(),this.offsetBuffer.dispose(),this.pickBuffer.dispose(),this.plot.removeObject(this)},u.update=function(t){var e;function r(e,r){return e in t?t[e]:r}t=t||{},this.sizeMin=r(\"sizeMin\",.5),this.sizeMax=r(\"sizeMax\",20),this.color=r(\"color\",[1,0,0,1]).slice(),this.areaRatio=r(\"areaRatio\",1),this.borderColor=r(\"borderColor\",[0,0,0,1]).slice(),this.blend=r(\"blend\",!1);var n=t.positions.length>>>1,i=t.positions instanceof Float32Array,o=t.idToIndex instanceof Int32Array&&t.idToIndex.length>=n,s=t.positions,l=i?s:a.mallocFloat32(s.length),c=o?t.idToIndex:a.mallocInt32(n);if(i||l.set(s),!o)for(l.set(s),e=0;e<n;e++)c[e]=e;this.points=s,this.offsetBuffer.update(l),this.pickBuffer.update(c),i||a.free(l),o||a.free(c),this.pointCount=n,this.pickOffset=0},u.unifiedDraw=(l=[1,0,0,0,1,0,0,0,1],c=[0,0,0,0],function(t){var e=void 0!==t,r=e?this.pickShader:this.shader,n=this.plot.gl,i=this.plot.dataBox;if(0===this.pointCount)return t;var a=i[2]-i[0],o=i[3]-i[1],s=function(t,e){var r,n=0,i=t.length>>>1;for(r=0;r<i;r++){var a=t[2*r],o=t[2*r+1];a>=e[0]&&a<=e[2]&&o>=e[1]&&o<=e[3]&&n++}return n}(this.points,i),u=this.plot.pickPixelRatio*Math.max(Math.min(this.sizeMinCap,this.sizeMin),Math.min(this.sizeMax,this.sizeMax/Math.pow(s,.33333)));l[0]=2/a,l[4]=2/o,l[6]=-2*i[0]/a-1,l[7]=-2*i[1]/o-1,this.offsetBuffer.bind(),r.bind(),r.attributes.position.pointer(),r.uniforms.matrix=l,r.uniforms.color=this.color,r.uniforms.borderColor=this.borderColor,r.uniforms.pointCloud=u<5,r.uniforms.pointSize=u,r.uniforms.centerFraction=Math.min(1,Math.max(0,Math.sqrt(1-this.areaRatio))),e&&(c[0]=255&t,c[1]=t>>8&255,c[2]=t>>16&255,c[3]=t>>24&255,this.pickBuffer.bind(),r.attributes.pickId.pointer(n.UNSIGNED_BYTE),r.uniforms.pickOffset=c,this.pickOffset=t);var f=n.getParameter(n.BLEND),h=n.getParameter(n.DITHER);return f&&!this.blend&&n.disable(n.BLEND),h&&n.disable(n.DITHER),n.drawArrays(n.POINTS,0,this.pointCount),f&&!this.blend&&n.enable(n.BLEND),h&&n.enable(n.DITHER),t+this.pointCount}),u.draw=u.unifiedDraw,u.drawPick=u.unifiedDraw,u.pick=function(t,e,r){var n=this.pickOffset,i=this.pointCount;if(r<n||r>=n+i)return null;var a=r-n,o=this.points;return{object:this,pointId:a,dataCoord:[o[2*a],o[2*a+1]]}}},{\"./lib/shader\":122,\"gl-buffer\":78,\"gl-shader\":132,\"typedarray-pool\":308}],124:[function(t,e,r){e.exports=function(t,e,r,n){var i,a,o,s,l,c=e[0],u=e[1],f=e[2],h=e[3],p=r[0],d=r[1],m=r[2],g=r[3];(a=c*p+u*d+f*m+h*g)<0&&(a=-a,p=-p,d=-d,m=-m,g=-g);1-a>1e-6?(i=Math.acos(a),o=Math.sin(i),s=Math.sin((1-n)*i)/o,l=Math.sin(n*i)/o):(s=1-n,l=n);return t[0]=s*c+l*p,t[1]=s*u+l*d,t[2]=s*f+l*m,t[3]=s*h+l*g,t}},{}],125:[function(t,e,r){\"use strict\";e.exports=function(t){return t||0===t?t.toString():\"\"}},{}],126:[function(t,e,r){\"use strict\";var n=t(\"vectorize-text\");e.exports=function(t,e,r){var a=i[e];a||(a=i[e]={});if(t in a)return a[t];var o={textAlign:\"center\",textBaseline:\"middle\",lineHeight:1,font:e,lineSpacing:1.25,styletags:{breaklines:!0,bolds:!0,italics:!0,subscripts:!0,superscripts:!0},triangles:!0},s=n(t,o);o.triangles=!1;var l,c,u=n(t,o);if(r&&1!==r){for(l=0;l<s.positions.length;++l)for(c=0;c<s.positions[l].length;++c)s.positions[l][c]/=r;for(l=0;l<u.positions.length;++l)for(c=0;c<u.positions[l].length;++c)u.positions[l][c]/=r}var f=[[1/0,1/0],[-1/0,-1/0]],h=u.positions.length;for(l=0;l<h;++l){var p=u.positions[l];for(c=0;c<2;++c)f[0][c]=Math.min(f[0][c],p[c]),f[1][c]=Math.max(f[1][c],p[c])}return a[t]=[s,u,f]};var i={}},{\"vectorize-text\":311}],127:[function(t,e,r){var n=t(\"gl-shader\"),i=t(\"glslify\"),a=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 glyph;\\nattribute vec4 id;\\n\\nuniform vec4 highlightId;\\nuniform float highlightScale;\\nuniform mat4 model, view, projection;\\nuniform vec3 clipBounds[2];\\n\\nvarying vec4 interpColor;\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0,0,0,0);\\n  } else {\\n    float scale = 1.0;\\n    if(distance(highlightId, id) < 0.0001) {\\n      scale = highlightScale;\\n    }\\n\\n    vec4 worldPosition = model * vec4(position, 1);\\n    vec4 viewPosition = view * worldPosition;\\n    viewPosition = viewPosition / viewPosition.w;\\n    vec4 clipPosition = projection * (viewPosition + scale * vec4(glyph.x, -glyph.y, 0, 0));\\n\\n    gl_Position = clipPosition;\\n    interpColor = color;\\n    pickId = id;\\n    dataCoordinate = position;\\n  }\\n}\"]),o=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 glyph;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\nuniform vec2 screenSize;\\nuniform vec3 clipBounds[2];\\nuniform float highlightScale, pixelRatio;\\nuniform vec4 highlightId;\\n\\nvarying vec4 interpColor;\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0,0,0,0);\\n  } else {\\n    float scale = pixelRatio;\\n    if(distance(highlightId.bgr, id.bgr) < 0.001) {\\n      scale *= highlightScale;\\n    }\\n\\n    vec4 worldPosition = model * vec4(position, 1.0);\\n    vec4 viewPosition = view * worldPosition;\\n    vec4 clipPosition = projection * viewPosition;\\n    clipPosition /= clipPosition.w;\\n\\n    gl_Position = clipPosition + vec4(screenSize * scale * vec2(glyph.x, -glyph.y), 0.0, 0.0);\\n    interpColor = color;\\n    pickId = id;\\n    dataCoordinate = position;\\n  }\\n}\"]),s=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nattribute vec3 position;\\nattribute vec4 color;\\nattribute vec2 glyph;\\nattribute vec4 id;\\n\\nuniform float highlightScale;\\nuniform vec4 highlightId;\\nuniform vec3 axes[2];\\nuniform mat4 model, view, projection;\\nuniform vec2 screenSize;\\nuniform vec3 clipBounds[2];\\nuniform float scale, pixelRatio;\\n\\nvarying vec4 interpColor;\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], position)) {\\n\\n    gl_Position = vec4(0,0,0,0);\\n  } else {\\n    float lscale = pixelRatio * scale;\\n    if(distance(highlightId, id) < 0.0001) {\\n      lscale *= highlightScale;\\n    }\\n\\n    vec4 clipCenter   = projection * view * model * vec4(position, 1);\\n    vec3 dataPosition = position + 0.5*lscale*(axes[0] * glyph.x + axes[1] * glyph.y) * clipCenter.w * screenSize.y;\\n    vec4 clipPosition = projection * view * model * vec4(dataPosition, 1);\\n\\n    gl_Position = clipPosition;\\n    interpColor = color;\\n    pickId = id;\\n    dataCoordinate = dataPosition;\\n  }\\n}\\n\"]),l=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 fragClipBounds[2];\\nuniform float opacity;\\n\\nvarying vec4 interpColor;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (\\n    outOfRange(fragClipBounds[0], fragClipBounds[1], dataCoordinate) ||\\n    interpColor.a * opacity == 0.\\n  ) discard;\\n  gl_FragColor = interpColor * opacity;\\n}\\n\"]),c=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 fragClipBounds[2];\\nuniform float pickGroup;\\n\\nvarying vec4 pickId;\\nvarying vec3 dataCoordinate;\\n\\nvoid main() {\\n  if (outOfRange(fragClipBounds[0], fragClipBounds[1], dataCoordinate)) discard;\\n\\n  gl_FragColor = vec4(pickGroup, pickId.bgr);\\n}\"]),u=[{name:\"position\",type:\"vec3\"},{name:\"color\",type:\"vec4\"},{name:\"glyph\",type:\"vec2\"},{name:\"id\",type:\"vec4\"}],f={vertex:a,fragment:l,attributes:u},h={vertex:o,fragment:l,attributes:u},p={vertex:s,fragment:l,attributes:u},d={vertex:a,fragment:c,attributes:u},m={vertex:o,fragment:c,attributes:u},g={vertex:s,fragment:c,attributes:u};function v(t,e){var r=n(t,e),i=r.attributes;return i.position.location=0,i.color.location=1,i.glyph.location=2,i.id.location=3,r}r.createPerspective=function(t){return v(t,f)},r.createOrtho=function(t){return v(t,h)},r.createProject=function(t){return v(t,p)},r.createPickPerspective=function(t){return v(t,d)},r.createPickOrtho=function(t){return v(t,m)},r.createPickProject=function(t){return v(t,g)}},{\"gl-shader\":132,glslify:231}],128:[function(t,e,r){\"use strict\";var n=t(\"is-string-blank\"),i=t(\"gl-buffer\"),a=t(\"gl-vao\"),o=t(\"typedarray-pool\"),s=t(\"gl-mat4/multiply\"),l=t(\"./lib/shaders\"),c=t(\"./lib/glyphs\"),u=t(\"./lib/get-simple-string\"),f=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1];function h(t,e){var r=t[0],n=t[1],i=t[2],a=t[3];return t[0]=e[0]*r+e[4]*n+e[8]*i+e[12]*a,t[1]=e[1]*r+e[5]*n+e[9]*i+e[13]*a,t[2]=e[2]*r+e[6]*n+e[10]*i+e[14]*a,t[3]=e[3]*r+e[7]*n+e[11]*i+e[15]*a,t}function p(t,e,r,n){return h(n,n),h(n,n),h(n,n)}function d(t,e){this.index=t,this.dataCoordinate=this.position=e}function m(t){return!0===t||t>1?1:t}function g(t,e,r,n,i,a,o,s,l,c,u,f){this.gl=t,this.pixelRatio=1,this.shader=e,this.orthoShader=r,this.projectShader=n,this.pointBuffer=i,this.colorBuffer=a,this.glyphBuffer=o,this.idBuffer=s,this.vao=l,this.vertexCount=0,this.lineVertexCount=0,this.opacity=1,this.hasAlpha=!1,this.lineWidth=0,this.projectScale=[2/3,2/3,2/3],this.projectOpacity=[1,1,1],this.projectHasAlpha=!1,this.pickId=0,this.pickPerspectiveShader=c,this.pickOrthoShader=u,this.pickProjectShader=f,this.points=[],this._selectResult=new d(0,[0,0,0]),this.useOrtho=!0,this.bounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.axesProject=[!0,!0,!0],this.axesBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.highlightId=[1,1,1,1],this.highlightScale=2,this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.dirty=!0}e.exports=function(t){var e=t.gl,r=l.createPerspective(e),n=l.createOrtho(e),o=l.createProject(e),s=l.createPickPerspective(e),c=l.createPickOrtho(e),u=l.createPickProject(e),f=i(e),h=i(e),p=i(e),d=i(e),m=a(e,[{buffer:f,size:3,type:e.FLOAT},{buffer:h,size:4,type:e.FLOAT},{buffer:p,size:2,type:e.FLOAT},{buffer:d,size:4,type:e.UNSIGNED_BYTE,normalized:!0}]),v=new g(e,r,n,o,f,h,p,d,m,s,c,u);return v.update(t),v};var v=g.prototype;v.pickSlots=1,v.setPickBase=function(t){this.pickId=t},v.isTransparent=function(){if(this.hasAlpha)return!0;for(var t=0;t<3;++t)if(this.axesProject[t]&&this.projectHasAlpha)return!0;return!1},v.isOpaque=function(){if(!this.hasAlpha)return!0;for(var t=0;t<3;++t)if(this.axesProject[t]&&!this.projectHasAlpha)return!0;return!1};var y=[0,0],x=[0,0,0],b=[0,0,0],_=[0,0,0,1],w=[0,0,0,1],T=f.slice(),k=[0,0,0],A=[[0,0,0],[0,0,0]];function M(t){return t[0]=t[1]=t[2]=0,t}function S(t,e){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t[3]=1,t}function E(t,e,r,n){return t[0]=e[0],t[1]=e[1],t[2]=e[2],t[r]=n,t}function L(t,e,r,n){var i,a=e.axesProject,o=e.gl,l=t.uniforms,c=r.model||f,u=r.view||f,h=r.projection||f,d=e.axesBounds,m=function(t){for(var e=A,r=0;r<2;++r)for(var n=0;n<3;++n)e[r][n]=Math.max(Math.min(t[r][n],1e8),-1e8);return e}(e.clipBounds);i=e.axes&&e.axes.lastCubeProps?e.axes.lastCubeProps.axis:[1,1,1],y[0]=2/o.drawingBufferWidth,y[1]=2/o.drawingBufferHeight,t.bind(),l.view=u,l.projection=h,l.screenSize=y,l.highlightId=e.highlightId,l.highlightScale=e.highlightScale,l.clipBounds=m,l.pickGroup=e.pickId/255,l.pixelRatio=n;for(var g=0;g<3;++g)if(a[g]){l.scale=e.projectScale[g],l.opacity=e.projectOpacity[g];for(var v=T,L=0;L<16;++L)v[L]=0;for(L=0;L<4;++L)v[5*L]=1;v[5*g]=0,i[g]<0?v[12+g]=d[0][g]:v[12+g]=d[1][g],s(v,c,v),l.model=v;var C=(g+1)%3,P=(g+2)%3,I=M(x),O=M(b);I[C]=1,O[P]=1;var z=p(0,0,0,S(_,I)),D=p(0,0,0,S(w,O));if(Math.abs(z[1])>Math.abs(D[1])){var R=z;z=D,D=R,R=I,I=O,O=R;var F=C;C=P,P=F}z[0]<0&&(I[C]=-1),D[1]>0&&(O[P]=-1);var B=0,N=0;for(L=0;L<4;++L)B+=Math.pow(c[4*C+L],2),N+=Math.pow(c[4*P+L],2);I[C]/=Math.sqrt(B),O[P]/=Math.sqrt(N),l.axes[0]=I,l.axes[1]=O,l.fragClipBounds[0]=E(k,m[0],g,-1e8),l.fragClipBounds[1]=E(k,m[1],g,1e8),e.vao.bind(),e.vao.draw(o.TRIANGLES,e.vertexCount),e.lineWidth>0&&(o.lineWidth(e.lineWidth*n),e.vao.draw(o.LINES,e.lineVertexCount,e.vertexCount)),e.vao.unbind()}}var C=[[-1e8,-1e8,-1e8],[1e8,1e8,1e8]];function P(t,e,r,n,i,a,o){var s=r.gl;if((a===r.projectHasAlpha||o)&&L(e,r,n,i),a===r.hasAlpha||o){t.bind();var l=t.uniforms;l.model=n.model||f,l.view=n.view||f,l.projection=n.projection||f,y[0]=2/s.drawingBufferWidth,y[1]=2/s.drawingBufferHeight,l.screenSize=y,l.highlightId=r.highlightId,l.highlightScale=r.highlightScale,l.fragClipBounds=C,l.clipBounds=r.axes.bounds,l.opacity=r.opacity,l.pickGroup=r.pickId/255,l.pixelRatio=i,r.vao.bind(),r.vao.draw(s.TRIANGLES,r.vertexCount),r.lineWidth>0&&(s.lineWidth(r.lineWidth*i),r.vao.draw(s.LINES,r.lineVertexCount,r.vertexCount)),r.vao.unbind()}}function I(t,e,r,i){var a;a=Array.isArray(t)?e<t.length?t[e]:void 0:t,a=u(a);var o=!0;n(a)&&(a=\"\\u25bc\",o=!1);var s=c(a,r,i);return{mesh:s[0],lines:s[1],bounds:s[2],visible:o}}v.draw=function(t){P(this.useOrtho?this.orthoShader:this.shader,this.projectShader,this,t,this.pixelRatio,!1,!1)},v.drawTransparent=function(t){P(this.useOrtho?this.orthoShader:this.shader,this.projectShader,this,t,this.pixelRatio,!0,!1)},v.drawPick=function(t){P(this.useOrtho?this.pickOrthoShader:this.pickPerspectiveShader,this.pickProjectShader,this,t,1,!0,!0)},v.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=t.value[2]+(t.value[1]<<8)+(t.value[0]<<16);if(e>=this.pointCount||e<0)return null;var r=this.points[e],n=this._selectResult;n.index=e;for(var i=0;i<3;++i)n.position[i]=n.dataCoordinate[i]=r[i];return n},v.highlight=function(t){if(t){var e=t.index,r=255&e,n=e>>8&255,i=e>>16&255;this.highlightId=[r/255,n/255,i/255,0]}else this.highlightId=[1,1,1,1]},v.update=function(t){if(\"perspective\"in(t=t||{})&&(this.useOrtho=!t.perspective),\"orthographic\"in t&&(this.useOrtho=!!t.orthographic),\"lineWidth\"in t&&(this.lineWidth=t.lineWidth),\"project\"in t)if(Array.isArray(t.project))this.axesProject=t.project;else{var e=!!t.project;this.axesProject=[e,e,e]}if(\"projectScale\"in t)if(Array.isArray(t.projectScale))this.projectScale=t.projectScale.slice();else{var r=+t.projectScale;this.projectScale=[r,r,r]}if(this.projectHasAlpha=!1,\"projectOpacity\"in t){if(Array.isArray(t.projectOpacity))this.projectOpacity=t.projectOpacity.slice();else{r=+t.projectOpacity;this.projectOpacity=[r,r,r]}for(var n=0;n<3;++n)this.projectOpacity[n]=m(this.projectOpacity[n]),this.projectOpacity[n]<1&&(this.projectHasAlpha=!0)}this.hasAlpha=!1,\"opacity\"in t&&(this.opacity=m(t.opacity),this.opacity<1&&(this.hasAlpha=!0)),this.dirty=!0;var i,a,s=t.position,l=t.font||\"normal\",c=t.alignment||[0,0];if(2===c.length)i=c[0],a=c[1];else{i=[],a=[];for(n=0;n<c.length;++n)i[n]=c[n][0],a[n]=c[n][1]}var u=[1/0,1/0,1/0],f=[-1/0,-1/0,-1/0],h=t.glyph,p=t.color,d=t.size,g=t.angle,v=t.lineColor,y=-1,x=0,b=0,_=0;if(s.length){_=s.length;t:for(n=0;n<_;++n){for(var w=s[n],T=0;T<3;++T)if(isNaN(w[T])||!isFinite(w[T]))continue t;var k=(N=I(h,n,l,this.pixelRatio)).mesh,A=N.lines,M=N.bounds;x+=3*k.cells.length,b+=2*A.edges.length}}var S=x+b,E=o.mallocFloat(3*S),L=o.mallocFloat(4*S),C=o.mallocFloat(2*S),P=o.mallocUint32(S);if(S>0){var O=0,z=x,D=[0,0,0,1],R=[0,0,0,1],F=Array.isArray(p)&&Array.isArray(p[0]),B=Array.isArray(v)&&Array.isArray(v[0]);t:for(n=0;n<_;++n){y+=1;for(w=s[n],T=0;T<3;++T){if(isNaN(w[T])||!isFinite(w[T]))continue t;f[T]=Math.max(f[T],w[T]),u[T]=Math.min(u[T],w[T])}k=(N=I(h,n,l,this.pixelRatio)).mesh,A=N.lines,M=N.bounds;var N,j=N.visible;if(j)if(Array.isArray(p)){if(3===(U=F?n<p.length?p[n]:[0,0,0,0]:p).length){for(T=0;T<3;++T)D[T]=U[T];D[3]=1}else if(4===U.length){for(T=0;T<4;++T)D[T]=U[T];!this.hasAlpha&&U[3]<1&&(this.hasAlpha=!0)}}else D[0]=D[1]=D[2]=0,D[3]=1;else D=[1,1,1,0];if(j)if(Array.isArray(v)){var U;if(3===(U=B?n<v.length?v[n]:[0,0,0,0]:v).length){for(T=0;T<3;++T)R[T]=U[T];R[T]=1}else if(4===U.length){for(T=0;T<4;++T)R[T]=U[T];!this.hasAlpha&&U[3]<1&&(this.hasAlpha=!0)}}else R[0]=R[1]=R[2]=0,R[3]=1;else R=[1,1,1,0];var V=.5;j?Array.isArray(d)?V=n<d.length?+d[n]:12:d?V=+d:this.useOrtho&&(V=12):V=0;var H=0;Array.isArray(g)?H=n<g.length?+g[n]:0:g&&(H=+g);var q=Math.cos(H),G=Math.sin(H);for(w=s[n],T=0;T<3;++T)f[T]=Math.max(f[T],w[T]),u[T]=Math.min(u[T],w[T]);var Y=i,W=a;Y=0;Array.isArray(i)?Y=n<i.length?i[n]:0:i&&(Y=i);W=0;Array.isArray(a)?W=n<a.length?a[n]:0:a&&(W=a);var X=[Y*=Y>0?1-M[0][0]:Y<0?1+M[1][0]:1,W*=W>0?1-M[0][1]:W<0?1+M[1][1]:1],Z=k.cells||[],J=k.positions||[];for(T=0;T<Z.length;++T)for(var K=Z[T],Q=0;Q<3;++Q){for(var $=0;$<3;++$)E[3*O+$]=w[$];for($=0;$<4;++$)L[4*O+$]=D[$];P[O]=y;var tt=J[K[Q]];C[2*O]=V*(q*tt[0]-G*tt[1]+X[0]),C[2*O+1]=V*(G*tt[0]+q*tt[1]+X[1]),O+=1}for(Z=A.edges,J=A.positions,T=0;T<Z.length;++T)for(K=Z[T],Q=0;Q<2;++Q){for($=0;$<3;++$)E[3*z+$]=w[$];for($=0;$<4;++$)L[4*z+$]=R[$];P[z]=y;tt=J[K[Q]];C[2*z]=V*(q*tt[0]-G*tt[1]+X[0]),C[2*z+1]=V*(G*tt[0]+q*tt[1]+X[1]),z+=1}}}this.bounds=[u,f],this.points=s,this.pointCount=s.length,this.vertexCount=x,this.lineVertexCount=b,this.pointBuffer.update(E),this.colorBuffer.update(L),this.glyphBuffer.update(C),this.idBuffer.update(P),o.free(E),o.free(L),o.free(C),o.free(P)},v.dispose=function(){this.shader.dispose(),this.orthoShader.dispose(),this.pickPerspectiveShader.dispose(),this.pickOrthoShader.dispose(),this.vao.dispose(),this.pointBuffer.dispose(),this.colorBuffer.dispose(),this.glyphBuffer.dispose(),this.idBuffer.dispose()}},{\"./lib/get-simple-string\":125,\"./lib/glyphs\":126,\"./lib/shaders\":127,\"gl-buffer\":78,\"gl-mat4/multiply\":100,\"gl-vao\":150,\"is-string-blank\":239,\"typedarray-pool\":308}],129:[function(t,e,r){\"use strict\";var n=t(\"glslify\");r.boxVertex=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nattribute vec2 vertex;\\n\\nuniform vec2 cornerA, cornerB;\\n\\nvoid main() {\\n  gl_Position = vec4(mix(cornerA, cornerB, vertex), 0, 1);\\n}\\n\"]),r.boxFragment=n([\"precision mediump float;\\n#define GLSLIFY 1\\n\\nuniform vec4 color;\\n\\nvoid main() {\\n  gl_FragColor = color;\\n}\\n\"])},{glslify:231}],130:[function(t,e,r){\"use strict\";var n=t(\"gl-shader\"),i=t(\"gl-buffer\"),a=t(\"./lib/shaders\");function o(t,e,r){this.plot=t,this.boxBuffer=e,this.boxShader=r,this.enabled=!0,this.selectBox=[1/0,1/0,-1/0,-1/0],this.borderColor=[0,0,0,1],this.innerFill=!1,this.innerColor=[0,0,0,.25],this.outerFill=!0,this.outerColor=[0,0,0,.5],this.borderWidth=10}e.exports=function(t,e){var r=t.gl,s=i(r,[0,0,0,1,1,0,1,1]),l=n(r,a.boxVertex,a.boxFragment),c=new o(t,s,l);return c.update(e),t.addOverlay(c),c};var s=o.prototype;s.draw=function(){if(this.enabled){var t=this.plot,e=this.selectBox,r=this.borderWidth,n=(this.innerFill,this.innerColor),i=(this.outerFill,this.outerColor),a=this.borderColor,o=t.box,s=t.screenBox,l=t.dataBox,c=t.viewBox,u=t.pixelRatio,f=(e[0]-l[0])*(c[2]-c[0])/(l[2]-l[0])+c[0],h=(e[1]-l[1])*(c[3]-c[1])/(l[3]-l[1])+c[1],p=(e[2]-l[0])*(c[2]-c[0])/(l[2]-l[0])+c[0],d=(e[3]-l[1])*(c[3]-c[1])/(l[3]-l[1])+c[1];if(f=Math.max(f,c[0]),h=Math.max(h,c[1]),p=Math.min(p,c[2]),d=Math.min(d,c[3]),!(p<f||d<h)){o.bind();var m=s[2]-s[0],g=s[3]-s[1];if(this.outerFill&&(o.drawBox(0,0,m,h,i),o.drawBox(0,h,f,d,i),o.drawBox(0,d,m,g,i),o.drawBox(p,h,m,d,i)),this.innerFill&&o.drawBox(f,h,p,d,n),r>0){var v=r*u;o.drawBox(f-v,h-v,p+v,h+v,a),o.drawBox(f-v,d-v,p+v,d+v,a),o.drawBox(f-v,h-v,f+v,d+v,a),o.drawBox(p-v,h-v,p+v,d+v,a)}}}},s.update=function(t){t=t||{},this.innerFill=!!t.innerFill,this.outerFill=!!t.outerFill,this.innerColor=(t.innerColor||[0,0,0,.5]).slice(),this.outerColor=(t.outerColor||[0,0,0,.5]).slice(),this.borderColor=(t.borderColor||[0,0,0,1]).slice(),this.borderWidth=t.borderWidth||0,this.selectBox=(t.selectBox||this.selectBox).slice()},s.dispose=function(){this.boxBuffer.dispose(),this.boxShader.dispose(),this.plot.removeOverlay(this)}},{\"./lib/shaders\":129,\"gl-buffer\":78,\"gl-shader\":132}],131:[function(t,e,r){\"use strict\";e.exports=function(t,e){var r=e[0],a=e[1],o=n(t,r,a,{}),s=i.mallocUint8(r*a*4);return new l(t,o,s)};var n=t(\"gl-fbo\"),i=t(\"typedarray-pool\"),a=t(\"ndarray\"),o=t(\"bit-twiddle\").nextPow2;function s(t,e,r,n,i){this.coord=[t,e],this.id=r,this.value=n,this.distance=i}function l(t,e,r){this.gl=t,this.fbo=e,this.buffer=r,this._readTimeout=null;var n=this;this._readCallback=function(){n.gl&&(e.bind(),t.readPixels(0,0,e.shape[0],e.shape[1],t.RGBA,t.UNSIGNED_BYTE,n.buffer),n._readTimeout=null)}}var c=l.prototype;Object.defineProperty(c,\"shape\",{get:function(){return this.gl?this.fbo.shape.slice():[0,0]},set:function(t){if(this.gl){this.fbo.shape=t;var e=this.fbo.shape[0],r=this.fbo.shape[1];if(r*e*4>this.buffer.length){i.free(this.buffer);for(var n=this.buffer=i.mallocUint8(o(r*e*4)),a=0;a<r*e*4;++a)n[a]=255}return t}}}),c.begin=function(){var t=this.gl;this.shape;t&&(this.fbo.bind(),t.clearColor(1,1,1,1),t.clear(t.COLOR_BUFFER_BIT|t.DEPTH_BUFFER_BIT))},c.end=function(){var t=this.gl;t&&(t.bindFramebuffer(t.FRAMEBUFFER,null),this._readTimeout||clearTimeout(this._readTimeout),this._readTimeout=setTimeout(this._readCallback,1))},c.query=function(t,e,r){if(!this.gl)return null;var n=this.fbo.shape.slice();t|=0,e|=0,\"number\"!=typeof r&&(r=1);var i=0|Math.min(Math.max(t-r,0),n[0]),o=0|Math.min(Math.max(t+r,0),n[0]),l=0|Math.min(Math.max(e-r,0),n[1]),c=0|Math.min(Math.max(e+r,0),n[1]);if(o<=i||c<=l)return null;var u=[o-i,c-l],f=a(this.buffer,[u[0],u[1],4],[4,4*n[0],1],4*(i+n[0]*l)),h=function(t,e,r){for(var n=1e8,i=-1,a=-1,o=t.shape[0],s=t.shape[1],l=0;l<o;l++)for(var c=0;c<s;c++){var u=t.get(l,c,0),f=t.get(l,c,1),h=t.get(l,c,2),p=t.get(l,c,3);if(u<255||f<255||h<255||p<255){var d=e-l,m=r-c,g=d*d+m*m;g<n&&(n=g,i=l,a=c)}}return[i,a,n]}(f.hi(u[0],u[1],1),r,r),p=h[0],d=h[1];return p<0||Math.pow(this.radius,2)<h[2]?null:new s(p+i|0,d+l|0,f.get(p,d,0),[f.get(p,d,1),f.get(p,d,2),f.get(p,d,3)],Math.sqrt(h[2]))},c.dispose=function(){this.gl&&(this.fbo.dispose(),i.free(this.buffer),this.gl=null,this._readTimeout&&clearTimeout(this._readTimeout))}},{\"bit-twiddle\":32,\"gl-fbo\":86,ndarray:259,\"typedarray-pool\":308}],132:[function(t,e,r){\"use strict\";var n=t(\"./lib/create-uniforms\"),i=t(\"./lib/create-attributes\"),a=t(\"./lib/reflect\"),o=t(\"./lib/shader-cache\"),s=t(\"./lib/runtime-reflect\"),l=t(\"./lib/GLError\");function c(t){this.gl=t,this.gl.lastAttribCount=0,this._vref=this._fref=this._relink=this.vertShader=this.fragShader=this.program=this.attributes=this.uniforms=this.types=null}var u=c.prototype;function f(t,e){return t.name<e.name?-1:1}u.bind=function(){var t;this.program||this._relink();var e=this.gl.getProgramParameter(this.program,this.gl.ACTIVE_ATTRIBUTES),r=this.gl.lastAttribCount;if(e>r)for(t=r;t<e;t++)this.gl.enableVertexAttribArray(t);else if(r>e)for(t=e;t<r;t++)this.gl.disableVertexAttribArray(t);this.gl.lastAttribCount=e,this.gl.useProgram(this.program)},u.dispose=function(){for(var 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w=c[y];if(w.type.indexOf(\"mat\")>=0){for(var T=0|w.type.charAt(w.type.length-1),k=new Array(T),A=0;A<T;++A)k[A]=_.length,b.push(w.name+\"[\"+A+\"]\"),\"number\"==typeof w.location?_.push(w.location+A):Array.isArray(w.location)&&w.location.length===T&&\"number\"==typeof w.location[A]?_.push(0|w.location[A]):_.push(-1);x.push({name:w.name,type:w.type,locations:k})}else x.push({name:w.name,type:w.type,locations:[_.length]}),b.push(w.name),\"number\"==typeof w.location?_.push(0|w.location):_.push(-1)}var M=0;for(y=0;y<_.length;++y)if(_[y]<0){for(;_.indexOf(M)>=0;)M+=1;_[y]=M}var S=new Array(r.length);function E(){h.program=o.program(p,h._vref,h._fref,b,_);for(var t=0;t<r.length;++t)S[t]=p.getUniformLocation(h.program,r[t].name)}E(),h._relink=E,h.types={uniforms:a(r),attributes:a(c)},h.attributes=i(p,h,x,_),Object.defineProperty(h,\"uniforms\",n(p,h,r,S))},e.exports=function(t,e,r,n,i){var a=new c(t);return 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h=c,p=u,d=0;d<3;++d)i&&i[d]<0?(h[d]=this.bounds[0][d],p[d]=this.bounds[1][d]):(h[d]=this.bounds[1][d],p[d]=this.bounds[0][d]);f[0]=e.drawingBufferWidth,f[1]=e.drawingBufferHeight,n.uniforms.model=a,n.uniforms.view=s,n.uniforms.projection=l,n.uniforms.coordinates=[this.position,h,p],n.uniforms.colors=this.colors,n.uniforms.screenShape=f;for(d=0;d<3;++d)n.uniforms.lineWidth=this.lineWidth[d]*this.pixelRatio,this.enabled[d]&&(r.draw(e.TRIANGLES,6,6*d),this.drawSides[d]&&r.draw(e.TRIANGLES,12,18+12*d));r.unbind()},l.update=function(t){t&&(\"bounds\"in t&&(this.bounds=t.bounds),\"position\"in t&&(this.position=t.position),\"lineWidth\"in t&&(this.lineWidth=t.lineWidth),\"colors\"in t&&(this.colors=t.colors),\"enabled\"in t&&(this.enabled=t.enabled),\"drawSides\"in t&&(this.drawSides=t.drawSides))},l.dispose=function(){this.vao.dispose(),this.buffer.dispose(),this.shader.dispose()}},{\"./shaders/index\":140,\"gl-buffer\":78,\"gl-vao\":150}],142:[function(t,e,r){var n=t(\"glslify\"),i=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the tube vertex and normal at the given index.\\n//\\n// The returned vertex is for a tube ring with its center at origin, radius of length(d), pointing in the direction of d.\\n//\\n// Each tube segment is made up of a ring of vertices.\\n// These vertices are used to make up the triangles of the tube by connecting them together in the vertex array.\\n// The indexes of tube segments run from 0 to 8.\\n//\\nvec3 getTubePosition(vec3 d, float index, out vec3 normal) {\\n  float segmentCount = 8.0;\\n\\n  float angle = 2.0 * 3.14159 * (index / segmentCount);\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d);\\n  vec3 y = v * sin(angle) * length(d);\\n  vec3 v3 = x + y;\\n\\n  normal = normalize(v3);\\n\\n  return v3;\\n}\\n\\nattribute vec4 vector;\\nattribute vec4 color, position;\\nattribute vec2 uv;\\n\\nuniform float vectorScale, tubeScale;\\nuniform mat4 model, view, projection, inverseModel;\\nuniform vec3 eyePosition, lightPosition;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  // Scale the vector magnitude to stay constant with\\n  // model & view changes.\\n  vec3 normal;\\n  vec3 XYZ = getTubePosition(mat3(model) * (tubeScale * vector.w * normalize(vector.xyz)), position.w, normal);\\n  vec4 tubePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * tubePosition;\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  f_lightDirection = lightPosition - cameraCoordinate.xyz;\\n  f_eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  f_normal = normalize((vec4(normal, 0.0) * inverseModel).xyz);\\n\\n  // vec4 m_position  = model * vec4(tubePosition, 1.0);\\n  vec4 t_position  = view * tubePosition;\\n  gl_Position      = projection * t_position;\\n\\n  f_color          = color;\\n  f_data           = tubePosition.xyz;\\n  f_position       = position.xyz;\\n  f_uv             = uv;\\n}\\n\"]),a=n([\"#extension GL_OES_standard_derivatives : enable\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat cookTorranceSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness,\\n  float fresnel) {\\n\\n  float VdotN = max(dot(viewDirection, surfaceNormal), 0.0);\\n  float LdotN = max(dot(lightDirection, surfaceNormal), 0.0);\\n\\n  //Half angle vector\\n  vec3 H = normalize(lightDirection + viewDirection);\\n\\n  //Geometric term\\n  float NdotH = max(dot(surfaceNormal, H), 0.0);\\n  float VdotH = max(dot(viewDirection, H), 0.000001);\\n  float LdotH = max(dot(lightDirection, H), 0.000001);\\n  float G1 = (2.0 * NdotH * VdotN) / VdotH;\\n  float G2 = (2.0 * NdotH * LdotN) / LdotH;\\n  float G = min(1.0, min(G1, G2));\\n  \\n  //Distribution term\\n  float D = beckmannDistribution(NdotH, roughness);\\n\\n  //Fresnel term\\n  float F = pow(1.0 - VdotN, fresnel);\\n\\n  //Multiply terms and done\\n  return  G * F * D / max(3.14159265 * VdotN, 0.000001);\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 clipBounds[2];\\nuniform float roughness, fresnel, kambient, kdiffuse, kspecular, opacity;\\nuniform sampler2D texture;\\n\\nvarying vec3 f_normal, f_lightDirection, f_eyeDirection, f_data, f_position;\\nvarying vec4 f_color;\\nvarying vec2 f_uv;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n  vec3 N = normalize(f_normal);\\n  vec3 L = normalize(f_lightDirection);\\n  vec3 V = normalize(f_eyeDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = min(1.0, max(0.0, cookTorranceSpecular(L, V, N, roughness, fresnel)));\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  vec4 surfaceColor = f_color * texture2D(texture, f_uv);\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = litColor * opacity;\\n}\\n\"]),o=n([\"precision highp float;\\n\\nprecision highp float;\\n#define GLSLIFY 1\\n\\nvec3 getOrthogonalVector(vec3 v) {\\n  // Return up-vector for only-z vector.\\n  // Return ax + by + cz = 0, a point that lies on the plane that has v as a normal and that isn't (0,0,0).\\n  // From the above if-statement we have ||a|| > 0  U  ||b|| > 0.\\n  // Assign z = 0, x = -b, y = a:\\n  // a*-b + b*a + c*0 = -ba + ba + 0 = 0\\n  if (v.x*v.x > v.z*v.z || v.y*v.y > v.z*v.z) {\\n    return normalize(vec3(-v.y, v.x, 0.0));\\n  } else {\\n    return normalize(vec3(0.0, v.z, -v.y));\\n  }\\n}\\n\\n// Calculate the tube vertex and normal at the given index.\\n//\\n// The returned vertex is for a tube ring with its center at origin, radius of length(d), pointing in the direction of d.\\n//\\n// Each tube segment is made up of a ring of vertices.\\n// These vertices are used to make up the triangles of the tube by connecting them together in the vertex array.\\n// The indexes of tube segments run from 0 to 8.\\n//\\nvec3 getTubePosition(vec3 d, float index, out vec3 normal) {\\n  float segmentCount = 8.0;\\n\\n  float angle = 2.0 * 3.14159 * (index / segmentCount);\\n\\n  vec3 u = getOrthogonalVector(d);\\n  vec3 v = normalize(cross(u, d));\\n\\n  vec3 x = u * cos(angle) * length(d);\\n  vec3 y = v * sin(angle) * length(d);\\n  vec3 v3 = x + y;\\n\\n  normal = normalize(v3);\\n\\n  return v3;\\n}\\n\\nattribute vec4 vector;\\nattribute vec4 position;\\nattribute vec4 id;\\n\\nuniform mat4 model, view, projection;\\nuniform float tubeScale;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  vec3 normal;\\n  vec3 XYZ = getTubePosition(mat3(model) * (tubeScale * vector.w * normalize(vector.xyz)), position.w, normal);\\n  vec4 tubePosition = model * vec4(position.xyz, 1.0) + vec4(XYZ, 0.0);\\n\\n  gl_Position = projection * view * tubePosition;\\n  f_id        = id;\\n  f_position  = position.xyz;\\n}\\n\"]),s=n([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3  clipBounds[2];\\nuniform float pickId;\\n\\nvarying vec3 f_position;\\nvarying vec4 f_id;\\n\\nvoid main() {\\n  if (outOfRange(clipBounds[0], clipBounds[1], f_position)) discard;\\n\\n  gl_FragColor = vec4(pickId, f_id.xyz);\\n}\"]);r.meshShader={vertex:i,fragment:a,attributes:[{name:\"position\",type:\"vec4\"},{name:\"color\",type:\"vec4\"},{name:\"uv\",type:\"vec2\"},{name:\"vector\",type:\"vec4\"}]},r.pickShader={vertex:o,fragment:s,attributes:[{name:\"position\",type:\"vec4\"},{name:\"id\",type:\"vec4\"},{name:\"vector\",type:\"vec4\"}]}},{glslify:231}],143:[function(t,e,r){\"use strict\";var n=t(\"gl-vec3\"),i=t(\"gl-vec4\"),a=[\"xyz\",\"xzy\",\"yxz\",\"yzx\",\"zxy\",\"zyx\"],o=function(t,e,r,a){for(var o=0,s=0;s<t.length;s++)for(var l=t[s].velocities,c=0;c<l.length;c++)o=Math.max(o,n.length(l[c]));var u=t.map((function(t){return function(t,e,r,a){for(var o=t.points,s=t.velocities,l=t.divergences,c=[],u=[],f=[],h=[],p=[],d=[],m=0,g=0,v=i.create(),y=i.create(),x=0;x<o.length;x++){var b=o[x],_=s[x],w=l[x];0===e&&(w=.05*r),g=n.length(_)/a,v=i.create(),n.copy(v,_),v[3]=w;for(var T=0;T<8;T++)p[T]=[b[0],b[1],b[2],T];if(h.length>0)for(T=0;T<8;T++){var k=(T+1)%8;c.push(h[T],p[T],p[k],p[k],h[k],h[T]),f.push(y,v,v,v,y,y),d.push(m,g,g,g,m,m);var A=c.length;u.push([A-6,A-5,A-4],[A-3,A-2,A-1])}var M=h;h=p,p=M;var S=y;y=v,v=S;var E=m;m=g,g=E}return{positions:c,cells:u,vectors:f,vertexIntensity:d}}(t,r,a,o)})),f=[],h=[],p=[],d=[];for(s=0;s<u.length;s++){var m=u[s],g=f.length;f=f.concat(m.positions),p=p.concat(m.vectors),d=d.concat(m.vertexIntensity);for(c=0;c<m.cells.length;c++){var v=m.cells[c],y=[];h.push(y);for(var x=0;x<v.length;x++)y.push(v[x]+g)}}return{positions:f,cells:h,vectors:p,vertexIntensity:d,colormap:e}},s=function(t,e){var r,n=t.length;for(r=0;r<n;r++){var i=t[r];if(i===e)return r;if(i>e)return r-1}return r},l=function(t,e,r){return t<e?e:t>r?r:t},c=function(t){var e=1/0;t.sort((function(t,e){return t-e}));for(var r=t.length,n=1;n<r;n++){var i=Math.abs(t[n]-t[n-1]);i<e&&(e=i)}return e};e.exports=function(t,e){var r=t.startingPositions,i=t.maxLength||1e3,u=t.tubeSize||1,f=t.absoluteTubeSize,h=t.gridFill||\"+x+y+z\",p={};-1!==h.indexOf(\"-x\")&&(p.reversedX=!0),-1!==h.indexOf(\"-y\")&&(p.reversedY=!0),-1!==h.indexOf(\"-z\")&&(p.reversedZ=!0),p.filled=a.indexOf(h.replace(/-/g,\"\").replace(/\\+/g,\"\"));var d=t.getVelocity||function(e){return function(t,e,r){var i=e.vectors,a=e.meshgrid,o=t[0],c=t[1],u=t[2],f=a[0].length,h=a[1].length,p=a[2].length,d=s(a[0],o),m=s(a[1],c),g=s(a[2],u),v=d+1,y=m+1,x=g+1;if(d=l(d,0,f-1),v=l(v,0,f-1),m=l(m,0,h-1),y=l(y,0,h-1),g=l(g,0,p-1),x=l(x,0,p-1),d<0||m<0||g<0||v>f-1||y>h-1||x>p-1)return n.create();var b,_,w,T,k,A,M=a[0][d],S=a[0][v],E=a[1][m],L=a[1][y],C=a[2][g],P=(o-M)/(S-M),I=(c-E)/(L-E),O=(u-C)/(a[2][x]-C);switch(isFinite(P)||(P=.5),isFinite(I)||(I=.5),isFinite(O)||(O=.5),r.reversedX&&(d=f-1-d,v=f-1-v),r.reversedY&&(m=h-1-m,y=h-1-y),r.reversedZ&&(g=p-1-g,x=p-1-x),r.filled){case 5:k=g,A=x,w=m*p,T=y*p,b=d*p*h,_=v*p*h;break;case 4:k=g,A=x,b=d*p,_=v*p,w=m*p*f,T=y*p*f;break;case 3:w=m,T=y,k=g*h,A=x*h,b=d*h*p,_=v*h*p;break;case 2:w=m,T=y,b=d*h,_=v*h,k=g*h*f,A=x*h*f;break;case 1:b=d,_=v,k=g*f,A=x*f,w=m*f*p,T=y*f*p;break;default:b=d,_=v,w=m*f,T=y*f,k=g*f*h,A=x*f*h}var z=i[b+w+k],D=i[b+w+A],R=i[b+T+k],F=i[b+T+A],B=i[_+w+k],N=i[_+w+A],j=i[_+T+k],U=i[_+T+A],V=n.create(),H=n.create(),q=n.create(),G=n.create();n.lerp(V,z,B,P),n.lerp(H,D,N,P),n.lerp(q,R,j,P),n.lerp(G,F,U,P);var Y=n.create(),W=n.create();n.lerp(Y,V,q,I),n.lerp(W,H,G,I);var X=n.create();return n.lerp(X,Y,W,O),X}(e,t,p)},m=t.getDivergence||function(t,e){var r=n.create(),i=1e-4;n.add(r,t,[i,0,0]);var a=d(r);n.subtract(a,a,e),n.scale(a,a,1/i),n.add(r,t,[0,i,0]);var o=d(r);n.subtract(o,o,e),n.scale(o,o,1/i),n.add(r,t,[0,0,i]);var s=d(r);return n.subtract(s,s,e),n.scale(s,s,1/i),n.add(r,a,o),n.add(r,r,s),r},g=[],v=e[0][0],y=e[0][1],x=e[0][2],b=e[1][0],_=e[1][1],w=e[1][2],T=function(t){var e=t[0],r=t[1],n=t[2];return!(e<v||e>b||r<y||r>_||n<x||n>w)},k=10*n.distance(e[0],e[1])/i,A=k*k,M=1,S=0,E=r.length;E>1&&(M=function(t){for(var e=[],r=[],n=[],i={},a={},o={},s=t.length,l=0;l<s;l++){var u=t[l],f=u[0],h=u[1],p=u[2];i[f]||(e.push(f),i[f]=!0),a[h]||(r.push(h),a[h]=!0),o[p]||(n.push(p),o[p]=!0)}var d=c(e),m=c(r),g=c(n),v=Math.min(d,m,g);return isFinite(v)?v:1}(r));for(var L=0;L<E;L++){var C=n.create();n.copy(C,r[L]);var P=[C],I=[],O=d(C),z=C;I.push(O);var D=[],R=m(C,O),F=n.length(R);isFinite(F)&&F>S&&(S=F),D.push(F),g.push({points:P,velocities:I,divergences:D});for(var B=0;B<100*i&&P.length<i&&T(C);){B++;var N=n.clone(O),j=n.squaredLength(N);if(0===j)break;if(j>A&&n.scale(N,N,k/Math.sqrt(j)),n.add(N,N,C),O=d(N),n.squaredDistance(z,N)-A>-1e-4*A){P.push(N),z=N,I.push(O);R=m(N,O),F=n.length(R);isFinite(F)&&F>S&&(S=F),D.push(F)}C=N}}var U=o(g,t.colormap,S,M);return f?U.tubeScale=f:(0===S&&(S=1),U.tubeScale=.5*u*M/S),U};var u=t(\"./lib/shaders\"),f=t(\"gl-cone3d\").createMesh;e.exports.createTubeMesh=function(t,e){return f(t,e,{shaders:u,traceType:\"streamtube\"})}},{\"./lib/shaders\":142,\"gl-cone3d\":79,\"gl-vec3\":169,\"gl-vec4\":205}],144:[function(t,e,r){var n=t(\"gl-shader\"),i=t(\"glslify\"),a=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec4 uv;\\nattribute vec3 f;\\nattribute vec3 normal;\\n\\nuniform vec3 objectOffset;\\nuniform mat4 model, view, projection, inverseModel;\\nuniform vec3 lightPosition, eyePosition;\\nuniform sampler2D colormap;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec2 planeCoordinate;\\nvarying vec3 lightDirection, eyeDirection, surfaceNormal;\\nvarying vec4 vColor;\\n\\nvoid main() {\\n  vec3 localCoordinate = vec3(uv.zw, f.x);\\n  worldCoordinate = objectOffset + localCoordinate;\\n  vec4 worldPosition = model * vec4(worldCoordinate, 1.0);\\n  vec4 clipPosition = projection * view * worldPosition;\\n  gl_Position = clipPosition;\\n  kill = f.y;\\n  value = f.z;\\n  planeCoordinate = uv.xy;\\n\\n  vColor = texture2D(colormap, vec2(value, value));\\n\\n  //Lighting geometry parameters\\n  vec4 cameraCoordinate = view * worldPosition;\\n  cameraCoordinate.xyz /= cameraCoordinate.w;\\n  lightDirection = lightPosition - cameraCoordinate.xyz;\\n  eyeDirection   = eyePosition - cameraCoordinate.xyz;\\n  surfaceNormal  = normalize((vec4(normal,0) * inverseModel).xyz);\\n}\\n\"]),o=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nfloat beckmannDistribution(float x, float roughness) {\\n  float NdotH = max(x, 0.0001);\\n  float cos2Alpha = NdotH * NdotH;\\n  float tan2Alpha = (cos2Alpha - 1.0) / cos2Alpha;\\n  float roughness2 = roughness * roughness;\\n  float denom = 3.141592653589793 * roughness2 * cos2Alpha * cos2Alpha;\\n  return exp(tan2Alpha / roughness2) / denom;\\n}\\n\\nfloat beckmannSpecular(\\n  vec3 lightDirection,\\n  vec3 viewDirection,\\n  vec3 surfaceNormal,\\n  float roughness) {\\n  return beckmannDistribution(dot(surfaceNormal, normalize(lightDirection + viewDirection)), roughness);\\n}\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec3 lowerBound, upperBound;\\nuniform float contourTint;\\nuniform vec4 contourColor;\\nuniform sampler2D colormap;\\nuniform vec3 clipBounds[2];\\nuniform float roughness, fresnel, kambient, kdiffuse, kspecular, opacity;\\nuniform float vertexColor;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec3 lightDirection, eyeDirection, surfaceNormal;\\nvarying vec4 vColor;\\n\\nvoid main() {\\n  if (\\n    kill > 0.0 ||\\n    vColor.a == 0.0 ||\\n    outOfRange(clipBounds[0], clipBounds[1], worldCoordinate)\\n  ) discard;\\n\\n  vec3 N = normalize(surfaceNormal);\\n  vec3 V = normalize(eyeDirection);\\n  vec3 L = normalize(lightDirection);\\n\\n  if(gl_FrontFacing) {\\n    N = -N;\\n  }\\n\\n  float specular = max(beckmannSpecular(L, V, N, roughness), 0.);\\n  float diffuse  = min(kambient + kdiffuse * max(dot(N, L), 0.0), 1.0);\\n\\n  //decide how to interpolate color \\u2014 in vertex or in fragment\\n  vec4 surfaceColor =\\n    step(vertexColor, .5) * texture2D(colormap, vec2(value, value)) +\\n    step(.5, vertexColor) * vColor;\\n\\n  vec4 litColor = surfaceColor.a * vec4(diffuse * surfaceColor.rgb + kspecular * vec3(1,1,1) * specular,  1.0);\\n\\n  gl_FragColor = mix(litColor, contourColor, contourTint) * opacity;\\n}\\n\"]),s=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nattribute vec4 uv;\\nattribute float f;\\n\\nuniform vec3 objectOffset;\\nuniform mat3 permutation;\\nuniform mat4 model, view, projection;\\nuniform float height, zOffset;\\nuniform sampler2D colormap;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec2 planeCoordinate;\\nvarying vec3 lightDirection, eyeDirection, surfaceNormal;\\nvarying vec4 vColor;\\n\\nvoid main() {\\n  vec3 dataCoordinate = permutation * vec3(uv.xy, height);\\n  worldCoordinate = objectOffset + dataCoordinate;\\n  vec4 worldPosition = model * vec4(worldCoordinate, 1.0);\\n\\n  vec4 clipPosition = projection * view * worldPosition;\\n  clipPosition.z += zOffset;\\n\\n  gl_Position = clipPosition;\\n  value = f + objectOffset.z;\\n  kill = -1.0;\\n  planeCoordinate = uv.zw;\\n\\n  vColor = texture2D(colormap, vec2(value, value));\\n\\n  //Don't do lighting for contours\\n  surfaceNormal   = vec3(1,0,0);\\n  eyeDirection    = vec3(0,1,0);\\n  lightDirection  = vec3(0,0,1);\\n}\\n\"]),l=i([\"precision highp float;\\n#define GLSLIFY 1\\n\\nbool outOfRange(float a, float b, float p) {\\n  return ((p > max(a, b)) || \\n          (p < min(a, b)));\\n}\\n\\nbool outOfRange(vec2 a, vec2 b, vec2 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y));\\n}\\n\\nbool outOfRange(vec3 a, vec3 b, vec3 p) {\\n  return (outOfRange(a.x, b.x, p.x) ||\\n          outOfRange(a.y, b.y, p.y) ||\\n          outOfRange(a.z, b.z, p.z));\\n}\\n\\nbool outOfRange(vec4 a, vec4 b, vec4 p) {\\n  return outOfRange(a.xyz, b.xyz, p.xyz);\\n}\\n\\nuniform vec2 shape;\\nuniform vec3 clipBounds[2];\\nuniform float pickId;\\n\\nvarying float value, kill;\\nvarying vec3 worldCoordinate;\\nvarying vec2 planeCoordinate;\\nvarying vec3 surfaceNormal;\\n\\nvec2 splitFloat(float v) {\\n  float vh = 255.0 * v;\\n  float upper = floor(vh);\\n  float lower = fract(vh);\\n  return vec2(upper / 255.0, floor(lower * 16.0) / 16.0);\\n}\\n\\nvoid main() {\\n  if ((kill > 0.0) ||\\n      (outOfRange(clipBounds[0], clipBounds[1], worldCoordinate))) discard;\\n\\n  vec2 ux = splitFloat(planeCoordinate.x / shape.x);\\n  vec2 uy = splitFloat(planeCoordinate.y / shape.y);\\n  gl_FragColor = vec4(pickId, ux.x, uy.x, ux.y + (uy.y/16.0));\\n}\\n\"]);r.createShader=function(t){var e=n(t,a,o,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e.attributes.normal.location=2,e},r.createPickShader=function(t){var e=n(t,a,l,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"vec3\"},{name:\"normal\",type:\"vec3\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e.attributes.normal.location=2,e},r.createContourShader=function(t){var e=n(t,s,o,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"float\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e},r.createPickContourShader=function(t){var e=n(t,s,l,null,[{name:\"uv\",type:\"vec4\"},{name:\"f\",type:\"float\"}]);return e.attributes.uv.location=0,e.attributes.f.location=1,e}},{\"gl-shader\":132,glslify:231}],145:[function(t,e,r){\"use strict\";e.exports=function(t){var e=t.gl,r=y(e),n=b(e),s=x(e),l=_(e),c=i(e),u=a(e,[{buffer:c,size:4,stride:40,offset:0},{buffer:c,size:3,stride:40,offset:16},{buffer:c,size:3,stride:40,offset:28}]),f=i(e),h=a(e,[{buffer:f,size:4,stride:20,offset:0},{buffer:f,size:1,stride:20,offset:16}]),p=i(e),d=a(e,[{buffer:p,size:2,type:e.FLOAT}]),m=o(e,1,256,e.RGBA,e.UNSIGNED_BYTE);m.minFilter=e.LINEAR,m.magFilter=e.LINEAR;var g=new M(e,[0,0],[[0,0,0],[0,0,0]],r,n,c,u,m,s,l,f,h,p,d,[0,0,0]),v={levels:[[],[],[]]};for(var w in t)v[w]=t[w];return v.colormap=v.colormap||\"jet\",g.update(v),g};var n=t(\"bit-twiddle\"),i=t(\"gl-buffer\"),a=t(\"gl-vao\"),o=t(\"gl-texture2d\"),s=t(\"typedarray-pool\"),l=t(\"colormap\"),c=t(\"ndarray-ops\"),u=t(\"ndarray-pack\"),f=t(\"ndarray\"),h=t(\"surface-nets\"),p=t(\"gl-mat4/multiply\"),d=t(\"gl-mat4/invert\"),m=t(\"binary-search-bounds\"),g=t(\"ndarray-gradient\"),v=t(\"./lib/shaders\"),y=v.createShader,x=v.createContourShader,b=v.createPickShader,_=v.createPickContourShader,w=[1,0,0,0,0,1,0,0,0,0,1,0,0,0,0,1],T=[[0,0],[0,1],[1,0],[1,1],[1,0],[0,1]],k=[[0,0,0,0,0,0,0,0,0],[0,0,0,0,0,0,0,0,0],[0,0,0,0,0,0,0,0,0]];function A(t,e,r,n,i){this.position=t,this.index=e,this.uv=r,this.level=n,this.dataCoordinate=i}!function(){for(var t=0;t<3;++t){var e=k[t],r=(t+2)%3;e[(t+1)%3+0]=1,e[r+3]=1,e[t+6]=1}}();function M(t,e,r,n,i,a,o,l,c,u,h,p,d,m,g){this.gl=t,this.shape=e,this.bounds=r,this.objectOffset=g,this.intensityBounds=[],this._shader=n,this._pickShader=i,this._coordinateBuffer=a,this._vao=o,this._colorMap=l,this._contourShader=c,this._contourPickShader=u,this._contourBuffer=h,this._contourVAO=p,this._contourOffsets=[[],[],[]],this._contourCounts=[[],[],[]],this._vertexCount=0,this._pickResult=new A([0,0,0],[0,0],[0,0],[0,0,0],[0,0,0]),this._dynamicBuffer=d,this._dynamicVAO=m,this._dynamicOffsets=[0,0,0],this._dynamicCounts=[0,0,0],this.contourWidth=[1,1,1],this.contourLevels=[[1],[1],[1]],this.contourTint=[0,0,0],this.contourColor=[[.5,.5,.5,1],[.5,.5,.5,1],[.5,.5,.5,1]],this.showContour=!0,this.showSurface=!0,this.enableHighlight=[!0,!0,!0],this.highlightColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.highlightTint=[1,1,1],this.highlightLevel=[-1,-1,-1],this.enableDynamic=[!0,!0,!0],this.dynamicLevel=[NaN,NaN,NaN],this.dynamicColor=[[0,0,0,1],[0,0,0,1],[0,0,0,1]],this.dynamicTint=[1,1,1],this.dynamicWidth=[1,1,1],this.axesBounds=[[1/0,1/0,1/0],[-1/0,-1/0,-1/0]],this.surfaceProject=[!1,!1,!1],this.contourProject=[[!1,!1,!1],[!1,!1,!1],[!1,!1,!1]],this.colorBounds=[!1,!1],this._field=[f(s.mallocFloat(1024),[0,0]),f(s.mallocFloat(1024),[0,0]),f(s.mallocFloat(1024),[0,0])],this.pickId=1,this.clipBounds=[[-1/0,-1/0,-1/0],[1/0,1/0,1/0]],this.snapToData=!1,this.pixelRatio=1,this.opacity=1,this.lightPosition=[10,1e4,0],this.ambientLight=.8,this.diffuseLight=.8,this.specularLight=2,this.roughness=.5,this.fresnel=1.5,this.vertexColor=0,this.dirty=!0}var S=M.prototype;S.genColormap=function(t,e){var r=!1,n=u([l({colormap:t,nshades:256,format:\"rgba\"}).map((function(t,n){var i=e?function(t,e){if(!e)return 1;if(!e.length)return 1;for(var r=0;r<e.length;++r){if(e.length<2)return 1;if(e[r][0]===t)return e[r][1];if(e[r][0]>t&&r>0){var n=(e[r][0]-t)/(e[r][0]-e[r-1][0]);return e[r][1]*(1-n)+n*e[r-1][1]}}return 1}(n/255,e):t[3];return i<1&&(r=!0),[t[0],t[1],t[2],255*i]}))]);return c.divseq(n,255),this.hasAlphaScale=r,n},S.isTransparent=function(){return this.opacity<1||this.hasAlphaScale},S.isOpaque=function(){return!this.isTransparent()},S.pickSlots=1,S.setPickBase=function(t){this.pickId=t};var E=[0,0,0],L={showSurface:!1,showContour:!1,projections:[w.slice(),w.slice(),w.slice()],clipBounds:[[[0,0,0],[0,0,0]],[[0,0,0],[0,0,0]],[[0,0,0],[0,0,0]]]};function C(t,e){var r,n,i,a=e.axes&&e.axes.lastCubeProps.axis||E,o=e.showSurface,s=e.showContour;for(r=0;r<3;++r)for(o=o||e.surfaceProject[r],n=0;n<3;++n)s=s||e.contourProject[r][n];for(r=0;r<3;++r){var l=L.projections[r];for(n=0;n<16;++n)l[n]=0;for(n=0;n<4;++n)l[5*n]=1;l[5*r]=0,l[12+r]=e.axesBounds[+(a[r]>0)][r],p(l,t.model,l);var c=L.clipBounds[r];for(i=0;i<2;++i)for(n=0;n<3;++n)c[i][n]=t.clipBounds[i][n];c[0][r]=-1e8,c[1][r]=1e8}return L.showSurface=o,L.showContour=s,L}var P={model:w,view:w,projection:w,inverseModel:w.slice(),lowerBound:[0,0,0],upperBound:[0,0,0],colorMap:0,clipBounds:[[0,0,0],[0,0,0]],height:0,contourTint:0,contourColor:[0,0,0,1],permutation:[1,0,0,0,1,0,0,0,1],zOffset:-1e-4,objectOffset:[0,0,0],kambient:1,kdiffuse:1,kspecular:1,lightPosition:[1e3,1e3,1e3],eyePosition:[0,0,0],roughness:1,fresnel:1,opacity:1,vertexColor:0},I=w.slice(),O=[1,0,0,0,1,0,0,0,1];function z(t,e){t=t||{};var r=this.gl;r.disable(r.CULL_FACE),this._colorMap.bind(0);var n=P;n.model=t.model||w,n.view=t.view||w,n.projection=t.projection||w,n.lowerBound=[this.bounds[0][0],this.bounds[0][1],this.colorBounds[0]||this.bounds[0][2]],n.upperBound=[this.bounds[1][0],this.bounds[1][1],this.colorBounds[1]||this.bounds[1][2]],n.objectOffset=this.objectOffset,n.contourColor=this.contourColor[0],n.inverseModel=d(n.inverseModel,n.model);for(var i=0;i<2;++i)for(var a=n.clipBounds[i],o=0;o<3;++o)a[o]=Math.min(Math.max(this.clipBounds[i][o],-1e8),1e8);n.kambient=this.ambientLight,n.kdiffuse=this.diffuseLight,n.kspecular=this.specularLight,n.roughness=this.roughness,n.fresnel=this.fresnel,n.opacity=this.opacity,n.height=0,n.permutation=O,n.vertexColor=this.vertexColor;var s=I;for(p(s,n.view,n.model),p(s,n.projection,s),d(s,s),i=0;i<3;++i)n.eyePosition[i]=s[12+i]/s[15];var l=s[15];for(i=0;i<3;++i)l+=this.lightPosition[i]*s[4*i+3];for(i=0;i<3;++i){var c=s[12+i];for(o=0;o<3;++o)c+=s[4*o+i]*this.lightPosition[o];n.lightPosition[i]=c/l}var u=C(n,this);if(u.showSurface){for(this._shader.bind(),this._shader.uniforms=n,this._vao.bind(),this.showSurface&&this._vertexCount&&this._vao.draw(r.TRIANGLES,this._vertexCount),i=0;i<3;++i)this.surfaceProject[i]&&this.vertexCount&&(this._shader.uniforms.model=u.projections[i],this._shader.uniforms.clipBounds=u.clipBounds[i],this._vao.draw(r.TRIANGLES,this._vertexCount));this._vao.unbind()}if(u.showContour){var f=this._contourShader;n.kambient=1,n.kdiffuse=0,n.kspecular=0,n.opacity=1,f.bind(),f.uniforms=n;var h=this._contourVAO;for(h.bind(),i=0;i<3;++i)for(f.uniforms.permutation=k[i],r.lineWidth(this.contourWidth[i]*this.pixelRatio),o=0;o<this.contourLevels[i].length;++o)o===this.highlightLevel[i]?(f.uniforms.contourColor=this.highlightColor[i],f.uniforms.contourTint=this.highlightTint[i]):0!==o&&o-1!==this.highlightLevel[i]||(f.uniforms.contourColor=this.contourColor[i],f.uniforms.contourTint=this.contourTint[i]),this._contourCounts[i][o]&&(f.uniforms.height=this.contourLevels[i][o],h.draw(r.LINES,this._contourCounts[i][o],this._contourOffsets[i][o]));for(i=0;i<3;++i)for(f.uniforms.model=u.projections[i],f.uniforms.clipBounds=u.clipBounds[i],o=0;o<3;++o)if(this.contourProject[i][o]){f.uniforms.permutation=k[o],r.lineWidth(this.contourWidth[o]*this.pixelRatio);for(var m=0;m<this.contourLevels[o].length;++m)m===this.highlightLevel[o]?(f.uniforms.contourColor=this.highlightColor[o],f.uniforms.contourTint=this.highlightTint[o]):0!==m&&m-1!==this.highlightLevel[o]||(f.uniforms.contourColor=this.contourColor[o],f.uniforms.contourTint=this.contourTint[o]),this._contourCounts[o][m]&&(f.uniforms.height=this.contourLevels[o][m],h.draw(r.LINES,this._contourCounts[o][m],this._contourOffsets[o][m]))}for(h.unbind(),(h=this._dynamicVAO).bind(),i=0;i<3;++i)if(0!==this._dynamicCounts[i])for(f.uniforms.model=n.model,f.uniforms.clipBounds=n.clipBounds,f.uniforms.permutation=k[i],r.lineWidth(this.dynamicWidth[i]*this.pixelRatio),f.uniforms.contourColor=this.dynamicColor[i],f.uniforms.contourTint=this.dynamicTint[i],f.uniforms.height=this.dynamicLevel[i],h.draw(r.LINES,this._dynamicCounts[i],this._dynamicOffsets[i]),o=0;o<3;++o)this.contourProject[o][i]&&(f.uniforms.model=u.projections[o],f.uniforms.clipBounds=u.clipBounds[o],h.draw(r.LINES,this._dynamicCounts[i],this._dynamicOffsets[i]));h.unbind()}}S.draw=function(t){return z.call(this,t,!1)},S.drawTransparent=function(t){return z.call(this,t,!0)};var D={model:w,view:w,projection:w,inverseModel:w,clipBounds:[[0,0,0],[0,0,0]],height:0,shape:[0,0],pickId:0,lowerBound:[0,0,0],upperBound:[0,0,0],zOffset:0,objectOffset:[0,0,0],permutation:[1,0,0,0,1,0,0,0,1],lightPosition:[0,0,0],eyePosition:[0,0,0]};function R(t,e){return Array.isArray(t)?[e(t[0]),e(t[1]),e(t[2])]:[e(t),e(t),e(t)]}function F(t){return Array.isArray(t)?3===t.length?[t[0],t[1],t[2],1]:[t[0],t[1],t[2],t[3]]:[0,0,0,1]}function B(t){if(Array.isArray(t)){if(Array.isArray(t))return[F(t[0]),F(t[1]),F(t[2])];var e=F(t);return[e.slice(),e.slice(),e.slice()]}}S.drawPick=function(t){t=t||{};var e=this.gl;e.disable(e.CULL_FACE);var r=D;r.model=t.model||w,r.view=t.view||w,r.projection=t.projection||w,r.shape=this._field[2].shape,r.pickId=this.pickId/255,r.lowerBound=this.bounds[0],r.upperBound=this.bounds[1],r.objectOffset=this.objectOffset,r.permutation=O;for(var n=0;n<2;++n)for(var i=r.clipBounds[n],a=0;a<3;++a)i[a]=Math.min(Math.max(this.clipBounds[n][a],-1e8),1e8);var o=C(r,this);if(o.showSurface){for(this._pickShader.bind(),this._pickShader.uniforms=r,this._vao.bind(),this._vao.draw(e.TRIANGLES,this._vertexCount),n=0;n<3;++n)this.surfaceProject[n]&&(this._pickShader.uniforms.model=o.projections[n],this._pickShader.uniforms.clipBounds=o.clipBounds[n],this._vao.draw(e.TRIANGLES,this._vertexCount));this._vao.unbind()}if(o.showContour){var s=this._contourPickShader;s.bind(),s.uniforms=r;var l=this._contourVAO;for(l.bind(),a=0;a<3;++a)for(e.lineWidth(this.contourWidth[a]*this.pixelRatio),s.uniforms.permutation=k[a],n=0;n<this.contourLevels[a].length;++n)this._contourCounts[a][n]&&(s.uniforms.height=this.contourLevels[a][n],l.draw(e.LINES,this._contourCounts[a][n],this._contourOffsets[a][n]));for(n=0;n<3;++n)for(s.uniforms.model=o.projections[n],s.uniforms.clipBounds=o.clipBounds[n],a=0;a<3;++a)if(this.contourProject[n][a]){s.uniforms.permutation=k[a],e.lineWidth(this.contourWidth[a]*this.pixelRatio);for(var c=0;c<this.contourLevels[a].length;++c)this._contourCounts[a][c]&&(s.uniforms.height=this.contourLevels[a][c],l.draw(e.LINES,this._contourCounts[a][c],this._contourOffsets[a][c]))}l.unbind()}},S.pick=function(t){if(!t)return null;if(t.id!==this.pickId)return null;var e=this._field[2].shape,r=this._pickResult,n=e[0]*(t.value[0]+(t.value[2]>>4)/16)/255,i=Math.floor(n),a=n-i,o=e[1]*(t.value[1]+(15&t.value[2])/16)/255,s=Math.floor(o),l=o-s;i+=1,s+=1;var c=r.position;c[0]=c[1]=c[2]=0;for(var u=0;u<2;++u)for(var f=u?a:1-a,h=0;h<2;++h)for(var p=i+u,d=s+h,g=f*(h?l:1-l),v=0;v<3;++v)c[v]+=this._field[v].get(p,d)*g;for(var y=this._pickResult.level,x=0;x<3;++x)if(y[x]=m.le(this.contourLevels[x],c[x]),y[x]<0)this.contourLevels[x].length>0&&(y[x]=0);else if(y[x]<this.contourLevels[x].length-1){var b=this.contourLevels[x][y[x]],_=this.contourLevels[x][y[x]+1];Math.abs(b-c[x])>Math.abs(_-c[x])&&(y[x]+=1)}for(r.index[0]=a<.5?i:i+1,r.index[1]=l<.5?s:s+1,r.uv[0]=n/e[0],r.uv[1]=o/e[1],v=0;v<3;++v)r.dataCoordinate[v]=this._field[v].get(r.index[0],r.index[1]);return r},S.padField=function(t,e){var r=e.shape.slice(),n=t.shape.slice();c.assign(t.lo(1,1).hi(r[0],r[1]),e),c.assign(t.lo(1).hi(r[0],1),e.hi(r[0],1)),c.assign(t.lo(1,n[1]-1).hi(r[0],1),e.lo(0,r[1]-1).hi(r[0],1)),c.assign(t.lo(0,1).hi(1,r[1]),e.hi(1)),c.assign(t.lo(n[0]-1,1).hi(1,r[1]),e.lo(r[0]-1)),t.set(0,0,e.get(0,0)),t.set(0,n[1]-1,e.get(0,r[1]-1)),t.set(n[0]-1,0,e.get(r[0]-1,0)),t.set(n[0]-1,n[1]-1,e.get(r[0]-1,r[1]-1))},S.update=function(t){t=t||{},this.objectOffset=t.objectOffset||this.objectOffset,this.dirty=!0,\"contourWidth\"in t&&(this.contourWidth=R(t.contourWidth,Number)),\"showContour\"in t&&(this.showContour=R(t.showContour,Boolean)),\"showSurface\"in t&&(this.showSurface=!!t.showSurface),\"contourTint\"in t&&(this.contourTint=R(t.contourTint,Boolean)),\"contourColor\"in t&&(this.contourColor=B(t.contourColor)),\"contourProject\"in t&&(this.contourProject=R(t.contourProject,(function(t){return R(t,Boolean)}))),\"surfaceProject\"in t&&(this.surfaceProject=t.surfaceProject),\"dynamicColor\"in t&&(this.dynamicColor=B(t.dynamicColor)),\"dynamicTint\"in t&&(this.dynamicTint=R(t.dynamicTint,Number)),\"dynamicWidth\"in t&&(this.dynamicWidth=R(t.dynamicWidth,Number)),\"opacity\"in t&&(this.opacity=t.opacity),\"opacityscale\"in t&&(this.opacityscale=t.opacityscale),\"colorBounds\"in t&&(this.colorBounds=t.colorBounds),\"vertexColor\"in t&&(this.vertexColor=t.vertexColor?1:0),\"colormap\"in t&&this._colorMap.setPixels(this.genColormap(t.colormap,this.opacityscale));var e=t.field||t.coords&&t.coords[2]||null,r=!1;if(e||(e=this._field[2].shape[0]||this._field[2].shape[2]?this._field[2].lo(1,1).hi(this._field[2].shape[0]-2,this._field[2].shape[1]-2):this._field[2].hi(0,0)),\"field\"in t||\"coords\"in t){var i=(e.shape[0]+2)*(e.shape[1]+2);i>this._field[2].data.length&&(s.freeFloat(this._field[2].data),this._field[2].data=s.mallocFloat(n.nextPow2(i))),this._field[2]=f(this._field[2].data,[e.shape[0]+2,e.shape[1]+2]),this.padField(this._field[2],e),this.shape=e.shape.slice();for(var a=this.shape,o=0;o<2;++o)this._field[2].size>this._field[o].data.length&&(s.freeFloat(this._field[o].data),this._field[o].data=s.mallocFloat(this._field[2].size)),this._field[o]=f(this._field[o].data,[a[0]+2,a[1]+2]);if(t.coords){var l=t.coords;if(!Array.isArray(l)||3!==l.length)throw new Error(\"gl-surface: invalid coordinates for x/y\");for(o=0;o<2;++o){var c=l[o];for(v=0;v<2;++v)if(c.shape[v]!==a[v])throw new Error(\"gl-surface: coords have incorrect shape\");this.padField(this._field[o],c)}}else if(t.ticks){var u=t.ticks;if(!Array.isArray(u)||2!==u.length)throw new Error(\"gl-surface: invalid ticks\");for(o=0;o<2;++o){var p=u[o];if((Array.isArray(p)||p.length)&&(p=f(p)),p.shape[0]!==a[o])throw new Error(\"gl-surface: invalid tick length\");var d=f(p.data,a);d.stride[o]=p.stride[0],d.stride[1^o]=0,this.padField(this._field[o],d)}}else{for(o=0;o<2;++o){var m=[0,0];m[o]=1,this._field[o]=f(this._field[o].data,[a[0]+2,a[1]+2],m,0)}this._field[0].set(0,0,0);for(var v=0;v<a[0];++v)this._field[0].set(v+1,0,v);for(this._field[0].set(a[0]+1,0,a[0]-1),this._field[1].set(0,0,0),v=0;v<a[1];++v)this._field[1].set(0,v+1,v);this._field[1].set(0,a[1]+1,a[1]-1)}var y=this._field,x=f(s.mallocFloat(3*y[2].size*2),[3,a[0]+2,a[1]+2,2]);for(o=0;o<3;++o)g(x.pick(o),y[o],\"mirror\");var b=f(s.mallocFloat(3*y[2].size),[a[0]+2,a[1]+2,3]);for(o=0;o<a[0]+2;++o)for(v=0;v<a[1]+2;++v){var _=x.get(0,o,v,0),w=x.get(0,o,v,1),k=x.get(1,o,v,0),A=x.get(1,o,v,1),M=x.get(2,o,v,0),S=x.get(2,o,v,1),E=k*S-A*M,L=M*w-S*_,C=_*A-w*k,P=Math.sqrt(E*E+L*L+C*C);P<1e-8?(P=Math.max(Math.abs(E),Math.abs(L),Math.abs(C)))<1e-8?(C=1,L=E=0,P=1):P=1/P:P=1/Math.sqrt(P),b.set(o,v,0,E*P),b.set(o,v,1,L*P),b.set(o,v,2,C*P)}s.free(x.data);var I=[1/0,1/0,1/0],O=[-1/0,-1/0,-1/0],z=1/0,D=-1/0,F=(a[0]-1)*(a[1]-1)*6,N=s.mallocFloat(n.nextPow2(10*F)),j=0,U=0;for(o=0;o<a[0]-1;++o)t:for(v=0;v<a[1]-1;++v){for(var V=0;V<2;++V)for(var H=0;H<2;++H)for(var q=0;q<3;++q){var G=this._field[q].get(1+o+V,1+v+H);if(isNaN(G)||!isFinite(G))continue t}for(q=0;q<6;++q){var Y=o+T[q][0],W=v+T[q][1],X=this._field[0].get(Y+1,W+1),Z=this._field[1].get(Y+1,W+1);G=this._field[2].get(Y+1,W+1),E=b.get(Y+1,W+1,0),L=b.get(Y+1,W+1,1),C=b.get(Y+1,W+1,2),t.intensity&&(J=t.intensity.get(Y,W));var J=t.intensity?t.intensity.get(Y,W):G+this.objectOffset[2];N[j++]=Y,N[j++]=W,N[j++]=X,N[j++]=Z,N[j++]=G,N[j++]=0,N[j++]=J,N[j++]=E,N[j++]=L,N[j++]=C,I[0]=Math.min(I[0],X+this.objectOffset[0]),I[1]=Math.min(I[1],Z+this.objectOffset[1]),I[2]=Math.min(I[2],G+this.objectOffset[2]),z=Math.min(z,J),O[0]=Math.max(O[0],X+this.objectOffset[0]),O[1]=Math.max(O[1],Z+this.objectOffset[1]),O[2]=Math.max(O[2],G+this.objectOffset[2]),D=Math.max(D,J),U+=1}}for(t.intensityBounds&&(z=+t.intensityBounds[0],D=+t.intensityBounds[1]),o=6;o<j;o+=10)N[o]=(N[o]-z)/(D-z);this._vertexCount=U,this._coordinateBuffer.update(N.subarray(0,j)),s.freeFloat(N),s.free(b.data),this.bounds=[I,O],this.intensity=t.intensity||this._field[2],this.intensityBounds[0]===z&&this.intensityBounds[1]===D||(r=!0),this.intensityBounds=[z,D]}if(\"levels\"in t){var K=t.levels;for(K=Array.isArray(K[0])?K.slice():[[],[],K],o=0;o<3;++o)K[o]=K[o].slice(),K[o].sort((function(t,e){return t-e}));for(o=0;o<3;++o)for(v=0;v<K[o].length;++v)K[o][v]-=this.objectOffset[o];t:for(o=0;o<3;++o){if(K[o].length!==this.contourLevels[o].length){r=!0;break}for(v=0;v<K[o].length;++v)if(K[o][v]!==this.contourLevels[o][v]){r=!0;break t}}this.contourLevels=K}if(r){y=this._field,a=this.shape;for(var Q=[],$=0;$<3;++$){var tt=this.contourLevels[$],et=[],rt=[],nt=[0,0,0];for(o=0;o<tt.length;++o){var it=h(this._field[$],tt[o]);et.push(Q.length/5|0),U=0;t:for(v=0;v<it.cells.length;++v){var at=it.cells[v];for(q=0;q<2;++q){var ot=it.positions[at[q]],st=ot[0],lt=0|Math.floor(st),ct=st-lt,ut=ot[1],ft=0|Math.floor(ut),ht=ut-ft,pt=!1;e:for(var dt=0;dt<3;++dt){nt[dt]=0;var mt=($+dt+1)%3;for(V=0;V<2;++V){var gt=V?ct:1-ct;for(Y=0|Math.min(Math.max(lt+V,0),a[0]),H=0;H<2;++H){var vt=H?ht:1-ht;if(W=0|Math.min(Math.max(ft+H,0),a[1]),G=dt<2?this._field[mt].get(Y,W):(this.intensity.get(Y,W)-this.intensityBounds[0])/(this.intensityBounds[1]-this.intensityBounds[0]),!isFinite(G)||isNaN(G)){pt=!0;break e}var yt=gt*vt;nt[dt]+=yt*G}}}if(pt){if(q>0){for(var xt=0;xt<5;++xt)Q.pop();U-=1}continue t}Q.push(nt[0],nt[1],ot[0],ot[1],nt[2]),U+=1}}rt.push(U)}this._contourOffsets[$]=et,this._contourCounts[$]=rt}var bt=s.mallocFloat(Q.length);for(o=0;o<Q.length;++o)bt[o]=Q[o];this._contourBuffer.update(bt),s.freeFloat(bt)}},S.dispose=function(){this._shader.dispose(),this._vao.dispose(),this._coordinateBuffer.dispose(),this._colorMap.dispose(),this._contourBuffer.dispose(),this._contourVAO.dispose(),this._contourShader.dispose(),this._contourPickShader.dispose(),this._dynamicBuffer.dispose(),this._dynamicVAO.dispose();for(var t=0;t<3;++t)s.freeFloat(this._field[t].data)},S.highlight=function(t){var e,r;if(!t)return this._dynamicCounts=[0,0,0],this.dyanamicLevel=[NaN,NaN,NaN],void(this.highlightLevel=[-1,-1,-1]);for(e=0;e<3;++e)this.enableHighlight[e]?this.highlightLevel[e]=t.level[e]:this.highlightLevel[e]=-1;for(r=this.snapToData?t.dataCoordinate:t.position,e=0;e<3;++e)r[e]-=this.objectOffset[e];if(this.enableDynamic[0]&&r[0]!==this.dynamicLevel[0]||this.enableDynamic[1]&&r[1]!==this.dynamicLevel[1]||this.enableDynamic[2]&&r[2]!==this.dynamicLevel[2]){for(var n=0,i=this.shape,a=s.mallocFloat(12*i[0]*i[1]),o=0;o<3;++o)if(this.enableDynamic[o]){this.dynamicLevel[o]=r[o];var l=(o+1)%3,c=(o+2)%3,u=this._field[o],f=this._field[l],p=this._field[c],d=h(u,r[o]),m=d.cells,g=d.positions;for(this._dynamicOffsets[o]=n,e=0;e<m.length;++e)for(var v=m[e],y=0;y<2;++y){var x=g[v[y]],b=+x[0],_=0|b,w=0|Math.min(_+1,i[0]),T=b-_,k=1-T,A=+x[1],M=0|A,S=0|Math.min(M+1,i[1]),E=A-M,L=1-E,C=k*L,P=k*E,I=T*L,O=T*E,z=C*f.get(_,M)+P*f.get(_,S)+I*f.get(w,M)+O*f.get(w,S),D=C*p.get(_,M)+P*p.get(_,S)+I*p.get(w,M)+O*p.get(w,S);if(isNaN(z)||isNaN(D)){y&&(n-=1);break}a[2*n+0]=z,a[2*n+1]=D,n+=1}this._dynamicCounts[o]=n-this._dynamicOffsets[o]}else this.dynamicLevel[o]=NaN,this._dynamicCounts[o]=0;this._dynamicBuffer.update(a.subarray(0,2*n)),s.freeFloat(a)}}},{\"./lib/shaders\":144,\"binary-search-bounds\":31,\"bit-twiddle\":32,colormap:53,\"gl-buffer\":78,\"gl-mat4/invert\":98,\"gl-mat4/multiply\":100,\"gl-texture2d\":146,\"gl-vao\":150,ndarray:259,\"ndarray-gradient\":252,\"ndarray-ops\":254,\"ndarray-pack\":255,\"surface-nets\":302,\"typedarray-pool\":308}],146:[function(t,e,r){\"use strict\";var n=t(\"ndarray\"),i=t(\"ndarray-ops\"),a=t(\"typedarray-pool\");e.exports=function(t){if(arguments.length<=1)throw new Error(\"gl-texture2d: Missing arguments for texture2d constructor\");o||c(t);if(\"number\"==typeof arguments[1])return v(t,arguments[1],arguments[2],arguments[3]||t.RGBA,arguments[4]||t.UNSIGNED_BYTE);if(Array.isArray(arguments[1]))return v(t,0|arguments[1][0],0|arguments[1][1],arguments[2]||t.RGBA,arguments[3]||t.UNSIGNED_BYTE);if(\"object\"==typeof arguments[1]){var e=arguments[1],r=u(e)?e:e.raw;if(r)return y(t,r,0|e.width,0|e.height,arguments[2]||t.RGBA,arguments[3]||t.UNSIGNED_BYTE);if(e.shape&&e.data&&e.stride)return x(t,e)}throw new Error(\"gl-texture2d: Invalid arguments for texture2d constructor\")};var o=null,s=null,l=null;function c(t){o=[t.LINEAR,t.NEAREST_MIPMAP_LINEAR,t.LINEAR_MIPMAP_NEAREST,t.LINEAR_MIPMAP_NEAREST],s=[t.NEAREST,t.LINEAR,t.NEAREST_MIPMAP_NEAREST,t.NEAREST_MIPMAP_LINEAR,t.LINEAR_MIPMAP_NEAREST,t.LINEAR_MIPMAP_LINEAR],l=[t.REPEAT,t.CLAMP_TO_EDGE,t.MIRRORED_REPEAT]}function u(t){return\"undefined\"!=typeof HTMLCanvasElement&&t instanceof HTMLCanvasElement||\"undefined\"!=typeof HTMLImageElement&&t instanceof HTMLImageElement||\"undefined\"!=typeof HTMLVideoElement&&t instanceof HTMLVideoElement||\"undefined\"!=typeof ImageData&&t instanceof ImageData}var f=function(t,e){i.muls(t,e,255)};function h(t,e,r){var n=t.gl,i=n.getParameter(n.MAX_TEXTURE_SIZE);if(e<0||e>i||r<0||r>i)throw new Error(\"gl-texture2d: Invalid texture size\");return t._shape=[e,r],t.bind(),n.texImage2D(n.TEXTURE_2D,0,t.format,e,r,0,t.format,t.type,null),t._mipLevels=[0],t}function p(t,e,r,n,i,a){this.gl=t,this.handle=e,this.format=i,this.type=a,this._shape=[r,n],this._mipLevels=[0],this._magFilter=t.NEAREST,this._minFilter=t.NEAREST,this._wrapS=t.CLAMP_TO_EDGE,this._wrapT=t.CLAMP_TO_EDGE,this._anisoSamples=1;var o=this,s=[this._wrapS,this._wrapT];Object.defineProperties(s,[{get:function(){return o._wrapS},set:function(t){return o.wrapS=t}},{get:function(){return o._wrapT},set:function(t){return o.wrapT=t}}]),this._wrapVector=s;var l=[this._shape[0],this._shape[1]];Object.defineProperties(l,[{get:function(){return o._shape[0]},set:function(t){return o.width=t}},{get:function(){return o._shape[1]},set:function(t){return o.height=t}}]),this._shapeVector=l}var d=p.prototype;function m(t,e){return 3===t.length?1===e[2]&&e[1]===t[0]*t[2]&&e[0]===t[2]:1===e[0]&&e[1]===t[0]}function g(t){var e=t.createTexture();return t.bindTexture(t.TEXTURE_2D,e),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_MIN_FILTER,t.NEAREST),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_MAG_FILTER,t.NEAREST),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_WRAP_S,t.CLAMP_TO_EDGE),t.texParameteri(t.TEXTURE_2D,t.TEXTURE_WRAP_T,t.CLAMP_TO_EDGE),e}function v(t,e,r,n,i){var a=t.getParameter(t.MAX_TEXTURE_SIZE);if(e<0||e>a||r<0||r>a)throw new Error(\"gl-texture2d: Invalid texture shape\");if(i===t.FLOAT&&!t.getExtension(\"OES_texture_float\"))throw new Error(\"gl-texture2d: Floating point textures not supported on this platform\");var o=g(t);return t.texImage2D(t.TEXTURE_2D,0,n,e,r,0,n,i,null),new p(t,o,e,r,n,i)}function y(t,e,r,n,i,a){var o=g(t);return t.texImage2D(t.TEXTURE_2D,0,i,i,a,e),new p(t,o,r,n,i,a)}function x(t,e){var r=e.dtype,o=e.shape.slice(),s=t.getParameter(t.MAX_TEXTURE_SIZE);if(o[0]<0||o[0]>s||o[1]<0||o[1]>s)throw new Error(\"gl-texture2d: Invalid texture size\");var l=m(o,e.stride.slice()),c=0;\"float32\"===r?c=t.FLOAT:\"float64\"===r?(c=t.FLOAT,l=!1,r=\"float32\"):\"uint8\"===r?c=t.UNSIGNED_BYTE:(c=t.UNSIGNED_BYTE,l=!1,r=\"uint8\");var u,h,d=0;if(2===o.length)d=t.LUMINANCE,o=[o[0],o[1],1],e=n(e.data,o,[e.stride[0],e.stride[1],1],e.offset);else{if(3!==o.length)throw new Error(\"gl-texture2d: Invalid shape for texture\");if(1===o[2])d=t.ALPHA;else if(2===o[2])d=t.LUMINANCE_ALPHA;else if(3===o[2])d=t.RGB;else{if(4!==o[2])throw new Error(\"gl-texture2d: Invalid shape for pixel coords\");d=t.RGBA}}c!==t.FLOAT||t.getExtension(\"OES_texture_float\")||(c=t.UNSIGNED_BYTE,l=!1);var v=e.size;if(l)u=0===e.offset&&e.data.length===v?e.data:e.data.subarray(e.offset,e.offset+v);else{var y=[o[2],o[2]*o[0],1];h=a.malloc(v,r);var x=n(h,o,y,0);\"float32\"!==r&&\"float64\"!==r||c!==t.UNSIGNED_BYTE?i.assign(x,e):f(x,e),u=h.subarray(0,v)}var b=g(t);return t.texImage2D(t.TEXTURE_2D,0,d,o[0],o[1],0,d,c,u),l||a.free(h),new p(t,b,o[0],o[1],d,c)}Object.defineProperties(d,{minFilter:{get:function(){return this._minFilter},set:function(t){this.bind();var e=this.gl;if(this.type===e.FLOAT&&o.indexOf(t)>=0&&(e.getExtension(\"OES_texture_float_linear\")||(t=e.NEAREST)),s.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown filter mode \"+t);return e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MIN_FILTER,t),this._minFilter=t}},magFilter:{get:function(){return this._magFilter},set:function(t){this.bind();var e=this.gl;if(this.type===e.FLOAT&&o.indexOf(t)>=0&&(e.getExtension(\"OES_texture_float_linear\")||(t=e.NEAREST)),s.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown filter mode \"+t);return e.texParameteri(e.TEXTURE_2D,e.TEXTURE_MAG_FILTER,t),this._magFilter=t}},mipSamples:{get:function(){return this._anisoSamples},set:function(t){var e=this._anisoSamples;if(this._anisoSamples=0|Math.max(t,1),e!==this._anisoSamples){var r=this.gl.getExtension(\"EXT_texture_filter_anisotropic\");r&&this.gl.texParameterf(this.gl.TEXTURE_2D,r.TEXTURE_MAX_ANISOTROPY_EXT,this._anisoSamples)}return this._anisoSamples}},wrapS:{get:function(){return this._wrapS},set:function(t){if(this.bind(),l.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown wrap mode \"+t);return this.gl.texParameteri(this.gl.TEXTURE_2D,this.gl.TEXTURE_WRAP_S,t),this._wrapS=t}},wrapT:{get:function(){return this._wrapT},set:function(t){if(this.bind(),l.indexOf(t)<0)throw new Error(\"gl-texture2d: Unknown wrap mode \"+t);return this.gl.texParameteri(this.gl.TEXTURE_2D,this.gl.TEXTURE_WRAP_T,t),this._wrapT=t}},wrap:{get:function(){return this._wrapVector},set:function(t){if(Array.isArray(t)||(t=[t,t]),2!==t.length)throw new Error(\"gl-texture2d: Must specify wrap mode for rows and columns\");for(var 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              "/*!\n",
              " * Determine if an object is a Buffer\n",
              " *\n",
              " * @author   Feross Aboukhadijeh <https://feross.org>\n",
              " * @license  MIT\n",
              " */\n",
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i=this.computedMatrix,a=i[0],o=i[4],s=i[8],u=i[1],f=i[5],h=i[9],p=i[2],d=i[6],m=i[10],g=e*a+r*u,v=e*o+r*f,y=e*s+r*h,x=-(d*y-m*v),b=-(m*g-p*y),_=-(p*v-d*g),w=Math.sqrt(Math.max(0,1-Math.pow(x,2)-Math.pow(b,2)-Math.pow(_,2))),T=c(x,b,_,w);T>1e-6?(x/=T,b/=T,_/=T,w/=T):(x=b=_=0,w=1);var k=this.computedRotation,A=k[0],M=k[1],S=k[2],E=k[3],L=A*w+E*x+M*_-S*b,C=M*w+E*b+S*x-A*_,P=S*w+E*_+A*b-M*x,I=E*w-A*x-M*b-S*_;if(n){x=p,b=d,_=m;var O=Math.sin(n)/l(x,b,_);x*=O,b*=O,_*=O,I=I*(w=Math.cos(e))-(L=L*w+I*x+C*_-P*b)*x-(C=C*w+I*b+P*x-L*_)*b-(P=P*w+I*_+L*b-C*x)*_}var z=c(L,C,P,I);z>1e-6?(L/=z,C/=z,P/=z,I/=z):(L=C=P=0,I=1),this.rotation.set(t,L,C,P,I)},h.lookAt=function(t,e,r,n){this.recalcMatrix(t),r=r||this.computedCenter,e=e||this.computedEye,n=n||this.computedUp;var a=this.computedMatrix;i(a,e,r,n);var o=this.computedRotation;s(o,a[0],a[1],a[2],a[4],a[5],a[6],a[8],a[9],a[10]),u(o,o),this.rotation.set(t,o[0],o[1],o[2],o[3]);for(var l=0,c=0;c<3;++c)l+=Math.pow(r[c]-e[c],2);this.radius.set(t,.5*Math.log(Math.max(l,1e-6))),this.center.set(t,r[0],r[1],r[2])},h.translate=function(t,e,r,n){this.center.move(t,e||0,r||0,n||0)},h.setMatrix=function(t,e){var r=this.computedRotation;s(r,e[0],e[1],e[2],e[4],e[5],e[6],e[8],e[9],e[10]),u(r,r),this.rotation.set(t,r[0],r[1],r[2],r[3]);var n=this.computedMatrix;o(n,e);var i=n[15];if(Math.abs(i)>1e-6){var a=n[12]/i,l=n[13]/i,c=n[14]/i;this.recalcMatrix(t);var f=Math.exp(this.computedRadius[0]);this.center.set(t,a-n[2]*f,l-n[6]*f,c-n[10]*f),this.radius.idle(t)}else this.center.idle(t),this.radius.idle(t)},h.setDistance=function(t,e){e>0&&this.radius.set(t,Math.log(e))},h.setDistanceLimits=function(t,e){t=t>0?Math.log(t):-1/0,e=e>0?Math.log(e):1/0,e=Math.max(e,t),this.radius.bounds[0][0]=t,this.radius.bounds[1][0]=e},h.getDistanceLimits=function(t){var e=this.radius.bounds;return t?(t[0]=Math.exp(e[0][0]),t[1]=Math.exp(e[1][0]),t):[Math.exp(e[0][0]),Math.exp(e[1][0])]},h.toJSON=function(){return this.recalcMatrix(this.lastT()),{center:this.computedCenter.slice(),rotation:this.computedRotation.slice(),distance:Math.log(this.computedRadius[0]),zoomMin:this.radius.bounds[0][0],zoomMax:this.radius.bounds[1][0]}},h.fromJSON=function(t){var e=this.lastT(),r=t.center;r&&this.center.set(e,r[0],r[1],r[2]);var n=t.rotation;n&&this.rotation.set(e,n[0],n[1],n[2],n[3]);var i=t.distance;i&&i>0&&this.radius.set(e,Math.log(i)),this.setDistanceLimits(t.zoomMin,t.zoomMax)}},{\"./lib/quatFromFrame\":262,\"filtered-vector\":68,\"gl-mat4/fromQuat\":95,\"gl-mat4/invert\":98,\"gl-mat4/lookAt\":99}],264:[function(t,e,r){\n",
              "/*!\n",
              " * pad-left <https://github.com/jonschlinkert/pad-left>\n",
              " *\n",
              " * Copyright (c) 2014-2015, Jon Schlinkert.\n",
              " * Licensed under the MIT license.\n",
              " */\n",
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e=this.computedUp,r=this.computedRight,n=0,i=0,a=0;a<3;++a)i+=e[a]*r[a],n+=e[a]*e[a];var l=Math.sqrt(n),u=0;for(a=0;a<3;++a)r[a]-=e[a]*i/n,u+=r[a]*r[a],e[a]/=l;var f=Math.sqrt(u);for(a=0;a<3;++a)r[a]/=f;var h=this.computedToward;o(h,e,r),s(h,h);var p=Math.exp(this.computedRadius[0]),d=this.computedAngle[0],m=this.computedAngle[1],g=Math.cos(d),v=Math.sin(d),y=Math.cos(m),x=Math.sin(m),b=this.computedCenter,_=g*y,w=v*y,T=x,k=-g*x,A=-v*x,M=y,S=this.computedEye,E=this.computedMatrix;for(a=0;a<3;++a){var L=_*r[a]+w*h[a]+T*e[a];E[4*a+1]=k*r[a]+A*h[a]+M*e[a],E[4*a+2]=L,E[4*a+3]=0}var C=E[1],P=E[5],I=E[9],O=E[2],z=E[6],D=E[10],R=P*D-I*z,F=I*O-C*D,B=C*z-P*O,N=c(R,F,B);R/=N,F/=N,B/=N,E[0]=R,E[4]=F,E[8]=B;for(a=0;a<3;++a)S[a]=b[a]+E[2+4*a]*p;for(a=0;a<3;++a){u=0;for(var j=0;j<3;++j)u+=E[a+4*j]*S[j];E[12+a]=-u}E[15]=1},p.getMatrix=function(t,e){this.recalcMatrix(t);var r=this.computedMatrix;if(e){for(var n=0;n<16;++n)e[n]=r[n];return e}return r};var d=[0,0,0];p.rotate=function(t,e,r,n){if(this.angle.move(t,e,r),n){this.recalcMatrix(t);var i=this.computedMatrix;d[0]=i[2],d[1]=i[6],d[2]=i[10];for(var o=this.computedUp,s=this.computedRight,l=this.computedToward,c=0;c<3;++c)i[4*c]=o[c],i[4*c+1]=s[c],i[4*c+2]=l[c];a(i,i,n,d);for(c=0;c<3;++c)o[c]=i[4*c],s[c]=i[4*c+1];this.up.set(t,o[0],o[1],o[2]),this.right.set(t,s[0],s[1],s[2])}},p.pan=function(t,e,r,n){e=e||0,r=r||0,n=n||0,this.recalcMatrix(t);var i=this.computedMatrix,a=(Math.exp(this.computedRadius[0]),i[1]),o=i[5],s=i[9],l=c(a,o,s);a/=l,o/=l,s/=l;var u=i[0],f=i[4],h=i[8],p=u*a+f*o+h*s,d=c(u-=a*p,f-=o*p,h-=s*p),m=(u/=d)*e+a*r,g=(f/=d)*e+o*r,v=(h/=d)*e+s*r;this.center.move(t,m,g,v);var y=Math.exp(this.computedRadius[0]);y=Math.max(1e-4,y+n),this.radius.set(t,Math.log(y))},p.translate=function(t,e,r,n){this.center.move(t,e||0,r||0,n||0)},p.setMatrix=function(t,e,r,n){var a=1;\"number\"==typeof r&&(a=0|r),(a<0||a>3)&&(a=1);var o=(a+2)%3;e||(this.recalcMatrix(t),e=this.computedMatrix);var s=e[a],l=e[a+4],f=e[a+8];if(n){var h=Math.abs(s),p=Math.abs(l),d=Math.abs(f),m=Math.max(h,p,d);h===m?(s=s<0?-1:1,l=f=0):d===m?(f=f<0?-1:1,s=l=0):(l=l<0?-1:1,s=f=0)}else{var g=c(s,l,f);s/=g,l/=g,f/=g}var v,y,x=e[o],b=e[o+4],_=e[o+8],w=x*s+b*l+_*f,T=c(x-=s*w,b-=l*w,_-=f*w),k=l*(_/=T)-f*(b/=T),A=f*(x/=T)-s*_,M=s*b-l*x,S=c(k,A,M);if(k/=S,A/=S,M/=S,this.center.jump(t,q,G,Y),this.radius.idle(t),this.up.jump(t,s,l,f),this.right.jump(t,x,b,_),2===a){var E=e[1],L=e[5],C=e[9],P=E*x+L*b+C*_,I=E*k+L*A+C*M;v=R<0?-Math.PI/2:Math.PI/2,y=Math.atan2(I,P)}else{var O=e[2],z=e[6],D=e[10],R=O*s+z*l+D*f,F=O*x+z*b+D*_,B=O*k+z*A+D*M;v=Math.asin(u(R)),y=Math.atan2(B,F)}this.angle.jump(t,y,v),this.recalcMatrix(t);var N=e[2],j=e[6],U=e[10],V=this.computedMatrix;i(V,e);var H=V[15],q=V[12]/H,G=V[13]/H,Y=V[14]/H,W=Math.exp(this.computedRadius[0]);this.center.jump(t,q-N*W,G-j*W,Y-U*W)},p.lastT=function(){return 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              "        });\n",
              "        require(['plotly'], function(Plotly) {\n",
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            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "import plotly.graph_objects as go\n",
        "import plotly.io as pio\n",
        "pio.renderers.default = 'notebook'\n",
        "\n",
        "# Data for the pie chart\n",
        "labels = ['Austria', 'Poland', 'Ukraine', 'Romania', 'Hungary', 'Croatia', 'Serbia', 'Slovenia', 'Italy', 'Slovakia', 'Czech Republic', 'Bosnia and Herzegovina']\n",
        "values = [29, 13, 11, 10, 8, 7, 6, 5, 3, 3, 3, 2]\n",
        "\n",
        "# Create the pie chart figure\n",
        "fig = go.Figure(data=[go.Pie(labels=labels, values=values)])\n",
        "\n",
        "# Set the layout\n",
        "fig.update_layout(title='Distribution of Citizen Scientists by Country (in %)')\n",
        "\n",
        "# Set the font color to white\n",
        "fig.update_traces(textfont_color='white')\n",
        "\n",
        "# Display the chart\n",
        "fig"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "The border scholars specialised in borders or border-related research topics, with only a minority being historians. The disciplines of linguistics (4) and sociology (4) were the best represented, followed by economics (3), history (3), geography (3) and media studies (2). Other disciplines with one representative each were political science, urban planning, communication studies, anthropology, public administration and African studies. Most of the scholars worked in the United States (7), followed by France (4) and the United Kingdom (3). Only three border scholars were employed within the former borders of the Habsburg monarchy (in Slovakia, Hungary and Poland). Other countries included Denmark, Germany, Canada, Italy, Switzerland and Finland."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        },
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "During the 2018 spring semester, Machteld Venken taught an introductory course on scientific methods for Bachelor students in education at the University of Vienna, in which 19 students were involved in preparing the experiment. They brainstormed and discussed what they wanted the project website to look like. This process of requirement engineering resulted in a brief for the website programmer. They then co-created the website for the citizen science project (<cite data-cite=\"8820477/3NFGF8UP\"></cite>). The website was an information site about the citizen science experiment, where participants could also download key documents such as the informed consent form. At the start of the experiment, each participant was assigned a pseudonym as a user name. The real names of the interview participants are known to the members of the project team."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 3,
      "metadata": {
        "ExecuteTime": {
          "end_time": "2023-09-15T07:51:41.362644Z",
          "start_time": "2023-09-15T07:51:41.353084Z"
        },
        "execution": {
          "iopub.execute_input": "2025-03-13T09:47:16.746866Z",
          "iopub.status.busy": "2025-03-13T09:47:16.746492Z",
          "iopub.status.idle": "2025-03-13T09:47:16.752875Z",
          "shell.execute_reply": "2025-03-13T09:47:16.752321Z"
        },
        "jdh": {
          "module": "object",
          "object": {
            "source": [
              "figure 3: A cartoon produced by citizen scientists Christopher Pomerenke and Selina Ehrenhofer during preparations for the citizen science experiment"
            ]
          }
        },
        "tags": [
          "hermeneutics",
          "figure-cartoon-*",
          "aspect-ratio-894-558",
          "h-558px",
          "w-894px"
        ]
      },
      "outputs": [
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<IPython.core.display.Image object>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "from IPython.display import Image\n",
        "display(Image(\"media/cartoon.png\"))"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "The students on the course at the University of Vienna acted as citizen science ambassadors for the other citizen scientists before their arrival in Vienna, mainly via email and, if both parties agreed, via WhatsApp. On the day before the experiment, a try-out session was organised for the citizen scientists where they were given an introduction to interviewing, digital recording and transcription. There was also time to test the digital dictaphones."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "This article uses the term \u2018citizen scientists\u2019 to refer to the bachelor students, although we acknowledge potential issues linked to the term \u2018citizen,\u2019 which often refers to  a legal or national status that excludes non-citizens, such as immigrants, refugees, and stateless individuals. In this study, we define 'citizen' as being a member of a community."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "## Making Sources"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "Participants prepared for the experiment in different ways. While some citizen scientists read out prepared written monologues (see [conversation 4](https://github.com/jdh-observer/6ig87tC5GKjQ/blob/main/script/transcripts/004_Tec_Creator.docx)) or consulted notes during the conversation (see [conversation 36](https://github.com/jdh-observer/6ig87tC5GKjQ/blob/main/script/transcripts/036_Gift_GamingScorpion.docx)), others came to the experiment without preparation. The latter struggled to define concepts or come up with the right words in English, which was the language of the experiment but not the mother tongue of the citizen scientists. The level of preparation had an impact on the length of the monologue and the quality of the ensuing dialogue (see, f. ex., the two exceptionally long monologues in [conversation 25](https://github.com/jdh-observer/6ig87tC5GKjQ/blob/main/script/transcripts/025_LostFairy_Response.docx))."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "On the day of the experiment, the participants were seated in groups of two in proximity to each other in the main hall of the venue. They were given a time slot of 1.5 hours to hold the conversation. Each participant received a digital dictaphone to ensure that conversations were recorded twice in case one device experienced technical issues. Despite the trial run the day before, some citizen scientists did not manage to record their dialogues or were unsure about the instructions (Pseudonyms: Life, Wolverival, Zerobot, GamerKraken, Positive Twin, Baroqueen, Spillager). After 18 minutes of monologue, Termime, for example, said:"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 4,
      "metadata": {
        "ExecuteTime": {
          "end_time": "2023-09-16T09:29:04.567481Z",
          "start_time": "2023-09-16T09:29:04.539268Z"
        },
        "execution": {
          "iopub.execute_input": "2025-03-13T09:47:16.754770Z",
          "iopub.status.busy": "2025-03-13T09:47:16.754441Z",
          "iopub.status.idle": "2025-03-13T09:47:16.769933Z",
          "shell.execute_reply": "2025-03-13T09:47:16.769433Z"
        },
        "tags": [
          "narrative",
          "hermeneutics",
          "sound-conversation-length-*"
        ]
      },
      "outputs": [
        {
          "data": {
            "text/html": [
              "\n",
              "                <audio  controls=\"controls\" >\n",
              "                    <source 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type=\"video/mp4\" />\n",
              "                    Your browser does not support the audio element.\n",
              "                </audio>\n",
              "              "
            ],
            "text/plain": [
              "<IPython.lib.display.Audio object>"
            ]
          },
          "execution_count": 4,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "import IPython.display as ipd\n",
        "ipd.Audio('media/Audio_Fragments/AT_AUDIOCUT_1.m4v')  # Replace with the actual file path"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics",
          "dialog-conversation-length-*"
        ]
      },
      "source": [
        "Termine | Aura\n",
        "------ | ---\n",
        "And euhm, euhm, what can I say? Hm. Euhm. So, hm. But we have to do 20 minutes each? | &nbsp;\n",
        "&nbsp; | Oehm, yeah, but I have also only 15 minutes.\n",
        "Yeah, you were twelve. Ok, I have to talk at least two minutes. | &nbsp;\n",
        "&nbsp; | Okay.\n",
        "Okay. | &nbsp;"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "Even though most of the conversations were about borders, some conversations veered away from this path. In one dialogue, for example, the citizen scientists began to discuss who they were rooting for in the football World Cup that was taking place in Russia in 2018:"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 5,
      "metadata": {
        "ExecuteTime": {
          "end_time": "2023-09-15T07:51:41.405282Z",
          "start_time": "2023-09-15T07:51:41.389113Z"
        },
        "execution": {
          "iopub.execute_input": "2025-03-13T09:47:16.776020Z",
          "iopub.status.busy": "2025-03-13T09:47:16.775623Z",
          "iopub.status.idle": "2025-03-13T09:47:16.788248Z",
          "shell.execute_reply": "2025-03-13T09:47:16.787682Z"
        },
        "tags": [
          "sound-worldcup-*"
        ]
      },
      "outputs": [
        {
          "data": {
            "text/html": [
              "\n",
              "                <audio  controls=\"controls\" >\n",
              "                    <source 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UmMEqCls+kOFOQRe4cSosIJIShC9C4q7GjfAkc21MG4PB/s0GtAdO50JzT7tokmUFDCIjR4u6rItEUQ+JJiAz674Qs+hgvbnxM7C2LvjzrsfN+rdb81xvRYMTqNFM/UOOl+ldU+z/TeNuZvXITiPM+ko7f5zSrZ1ZlPiyntJxbSpzwHD2noNFYPpsPbjikWnWKHRNu+W/C90xj5BuHsn6bTs12LmBjx1f5hsXWtbznabTAWlZq2ErMzis7ExRrkqNuI4HwOQ9u93ssZRUaowsshWEMjhAUTji6vfH5GIdyIr1dVm5ZIchWRRweOomFxUMZGq3V+RZabR/RSynrQtOMzUkiqxNVoFOMBCMmNWLHYEgiXT3OvwTnrcK09T1v3m+AAAAAMY3d34XMC8YMccR0dpIEr0AjAqkaswgoxKflbPCQ08TBjU2/1CqXeKsbY71h5FufvW5SzVhjZJWBtLXAEiV69sSgsoQkR9l4HxJzx61x69vFZxl/Hrckvdl74Vrj/54s0kyyQASZAAHTMRXBM8iu51mIhjx1zqjuYoPXYiAYZOcMjKUSO5gjXwVdFlmPZg8m/b+IqT75Dfjr6yV5y3NDPqzQKltR28fc9cfk9ZHIgwQx4Ru4YAMPjIETGcsBO0nUrrMfTjT3m/3gSwP1FAK1R1pRYOl8j1Qy0QwzE2pG0+D8XrWQcJ4pENt3NLanuk+c/kytnWzsk8J/rUvvax7BQaTUpI/gzFS65XHFjndGZhBiaLwXmr/PK7klvflkhUgRAWKGQXynms5GpnKskHOKnfDQRb/UdFKrn0Vdq1XGYZXXTgilOlwRQim6suf9dmf95qEQAN2dPH/nZ/fTszQDy8vVOk4N2Sd85jdkl059n9dOz+v7liIuyQANVlXs03Zd//v/f75di59mfj4yZKN04CIH/T5/KIAEnz+cZ/t9iHzgAwIWfP5mGr7Ab4zH+20J+cYw+0okj3mP9vsB84wNSwOy0AahwBJp+avWRG/wxv8Qb/AFWr951U1rK/9eP+n8fjvx+PVZ7c+2v/x7/+vr29bdeON8a1/+vr/8Pt9x7et/iOv3eOr/gAHHfuvwQxt/ZFVDjpNNbO+R6Q7Y4azMq9vuL9FhrZUMoW1eKDg8F3zHM0m81blJi6VtB8Poaqg3/eE0hz/g9g5pk5LodKEWZpYZoc0AltQ9iwNlt6uT+j+//E+E6HZrwyyfGZiWZmH0E5H+1xjgI9rlewsMkudDnQtgRGB2y0bp/k8CfdUu4Q6p/HxjIA/4IAQEGcLAoIf7nCwYBRRRQblFFEzqBwJeTdQKjB8SSAWoFdDf1bPJKoCSactFrcmWpME2NEkAsICD5h3nzvJ7tl7gtIv7zv0mEP3ugAWYAmIUvPrAXCAJjBLQSEhtqAx+wmMFEBlQHFZyi48sk66zTbU2xKA0233WEsLFFDtE1BByoKigkgIx4BWtEMrg+vdUkYLsBFUSNpTKz7j8nXQe9ci3x0/kMWdm9MUWH9dzF9f/dkkC8j0LNk/C+wZPD9guLYfttqCabpJTP4nvOKXzrqFzF4jKoN+XTHrRunuWXEfEff5VF6Xrjs/rHyyXyfSde6w3zSeyaas4eDDtYmUbuB/dqMU/D8i61w/U3fvP1g7WyPcWPD7r+Uld/d/c2Clprh3dWaeotq0xJb9V7JIun+OUQfmPBH1A7vcLNbPdnGmCTTzMCNi9xd21Qed/cvFWtSUB5Fg7uNRI/Lurejt2EaoiShZ1B7d0zrLSuRCXirvJKjCI4l5KoOzZNBQpZba6uOJHiR2C2G2JchNBNBNAYKy3tJ8yfMnzGybQ5NDagK2JgZN0yoGtl5NdaIJ9XgBSTHSpCz+RKOdhZDiTMCa+4+7EyvJlWTKGzaxObOodFArs6bYq7vfQ0gmIzA38NIJcSJNruvjlSn4RN5aCS06KgL0zMHKL4BNPYhNkjihMKBcUpmnP16FhrYLy5TPNXviy//0HOKEzTOizN78i7iZt3xXFpA8lEGP+/Rm+Ujtr7QTuofe9ro19T4KM4ttvIZkEF5OFlKun5MavQrNpx7dtMp6+eMyU+wSQXaajFoQRtFRIw62e1BjP0bC/gwIsVU995plgZpBDNFyNTZIQyThZmGFjCAiszQ5R2spoMkIcmISBJOKTQQFNiRZNFkkqdOKCoooJmhNLCiSZyTTTTU5aUJwhJ8e5JXRiwCSWkeik0cJ30WSoVrqbXJisysqCqWFYXOGysK6LJM0xnAWCFTQnOWizda5+Fl5oYlmGilSEITnKcoAFiMi+5Y1HCBxjihmxIXxXWMtcQ6hpJVQyQhkq0tSkkXBClgW2i+IBj6v3defbP86xAAHzrRTQ0FBVWBQU9oKy78ARg1r3RoIwXJYQAAAAAAP/+ArKXnKD331V1JUxJlNSo9I0ICxh5VVnQF2IjQgGaSpQSMe7aLyD4xAIP9WVw9u/MUEIjMX5PLLLi+7823QO/kXk/8GxiOPQT4C1h2eGMp2Ha4eYfY413taZsnrJAD9o8l2X3Z2n6/rJ1TBB9+15yHK4pGq/JX3PfrujHv36jn7v7IIqu6m0XLgH4o+h0x1Jr2Ou7eLMqgkfJVrBVvHd293Yja9VNcl4c75krneuRWOu2OVmGe+/cD9PAW7wHAtcgZj87erMVAY2wMqncKRmUz46ar1o1EbaMbWjFJUEUmNkWOaqcubw1cedi9DTTobb8DZAQdDb1Zkt98BBJInJ4KYYmLHGcUM1zkbmTJAskUqZX96miySKjUknc5FiqcUFiXPXpXrolxYhK2tard3krzzGrjq8leee3V0YytWtuXhytXGwMspAADqdm/kpkA1etvwdEF/ExBU42Juydy9Zu6s6+SXC3Z9n56gGmpuVG+cOnTyYB2aM0sYwoY0BmfARg1r9Q4G4WFIjDYQAAAAAAfX//kUVKx215T/rf+srImULYv3N5NYPu2TiUULJh99kkDx7TypIwSoRwCNB/QtjTWuK3AQCLBw9sVsHwfp/4a0y6/6B7n+E0ZIHpH0rb3U97zx51awvyX/D7Ld5fBM08O+pfg/umvsxOrdNP6Q03H1kOXrKnfgH7za5fo4PmDsDhAZ8/W85/v+Nry48z7rPrOBRQmUedD5g50qAP0erPyW3O44lidN5QxKR+8bZ7mfk4sOr12RuRdz9Mewc0Q7DLIU3ff+XwvG8PKFfCz5Vc0qrLqPdNDZSHFmDNaP0gbdLZjeEHs0snBUe4WT4HLOBic4/5q57ZM4mTbyMy9E2FvnnxqYzuic6VHxtPPqX6ZQVANvybJ8AEGNLLlZZHW+8gHwNN8sfDfs9jRUABEQTem/EpPHDsUamAobQAAFaoAGWrAz6XjW/8v17EAAADDzQAMv5qIopGdSckfNOd+nzBzEaJGKrpDVQU4K4gKLKRmDlllcAEYNS+UaBMMxWEAAAAAAP+v//gVNPzfCNz1ILLex9f83cICpyeMkRH+x0QoiMRMpCUCETlYYm2DKY/tpBII+ynS8vBqENBw+0uRtU7+lAeVBkjqJGFjruD7R5b9N2bCMJj2wNz9TVXKAdm5CF+/YfhPJiIAI5XBztpLPEbRaNXDG+R90zDlpsfd6e5bjC5s5+k9dv63wZwx1lDWzh9Ps8/deyK0L+envF7XN8J89gp+zYznvOwsQzDn94zxsX80JXud1lSZvZrIfU176nbpzd/0va879KxXVC43zP1Paqdbkr1Xs1yH9DXqg0/GCgBH5v5Gb259b1uIZzrW8uv7b+BIjOqdCwjG6VuJ/jYy5jcY+wsbdl+Q3P0Qo+2Vc5eG3JZkYw3Ia2KZ056V2BZV3oCFZKXfOF/FaKbM6OvYd3BAXP4ouq5r+565Fu4AAV64QCslAQT/Ty/QE//F6o+5tLFAN10T8L1VSWNz5LMUcq1iN6XUgSUGNgTq3Pj1P9GlufpnJJ48mooEUYPp1Nt/8auppfW3eAEYNS/gocDYRhsJhAAAAAAF/////6Qu6rSVhYb2p6390rkXNdte97bwBEpEx6DcE6hIBkkK6iVGRLMGe61WTWDs8kE9ig8vrEXM/MmCrsZH7XjGh07w9D8DhULyl9W7ElFHm3p9Sgsv8N0ho6ZBfo46xyRAHfvKuhLeB4Tajh5tuV95YnqvdO61S6Q9W+wd2d9Ty/5dBzBkhtkBCl0U7DIILj0VQB52zT1tWCZUbPgakD97mQUqB+LdvALNH2F6l6JTW088RnEH93dmn7nPWI+cfbIW6djcn2VT3G0MFyge4/cevrYuN3CFGCv3k7NvqmR3ftdTo85yPRWp9rbOu4UD4DIvos6pv8VsHkLQm5ozXWBZMLSYY+vu5QhOYvPlLyacynMq4pnOc5whhTnjcISc/r0y1OUbOJYmGc5e73z4zIlkoGf/4FjfAdlQFtuEAC7y6JkAnHbvBlzS/SgNGRR0JECRgQHDChDRCykcZ4ni/F8hwj+AQIkhClS/P9ZAAcABGDWv44Ko7CAAAAAAH/P/H/84rKfm82+q4Bjf01oFycAmIEokrsX8adD/y6MscxOVOzpbls/5azxUJJwjp0glxFK8EhdyZBH6NZqftebYDZgZnVz14Lsy6xQ2C/pvC7M0+8uiddQfizexMQJ2NwWk35urwO0RfF2+eb0D0q8+8Z3hXItewrPHzsHr+hh+gVkDy35vT9vz3SxMYqzYTICvq/7Qs8E+C+/T4L6fI+ffnpeD9rw6YNCbLyW+eKdNbpy26ZSF39Vz+X6/o39rn3XubuTvI3CqwCD6MSaImy9z8FWXJi+lc9H3YsGSTrzlHRQgjlyhAqQ8XxKkfFNUp0acCgAVdImX9sjeEYzUGnOhynhhAxdGXp6VxF3VeLEjhXhlbhMbnOc5zrDQ7bW1ynGqi5okCFIEGTmmc7ftrUwrfaPVNzdVE3uyhnSmx4tfMWY7V6mY9OkU5zjWVbPO4c/9+P/vd3/R6e36JOf/v+/QGqsAKnWem43ccZ4D3f55AAAFQQsepJ1MMTugISK12SiYDVmXPm6I0sszHdgRssyO/Gt8ojsk6ABrnWWSy7+AARg1r+KhwRRGEAAAAAAD9xQUuqonH1sSqHESJjdlEiidl1IVt1/wty5PmULJqeVOhiIohCObO5K5BZ5v7XLcxEywNfd1duSjC7S8gIBF6C55u2vl/fPOGSuK+KvXfrvc9DhpDlGZQk0A/8O8pcHaJMnkxumrrJ9L4s/r3UDlngP++N5GsQetN5/8Pj/pf1vr0U7Eqdf17LqOoj935OD+xYoM8ZvtjkrQ3amfeutiOD5d2+lYnljK5eIqqOOTdF5u39/SpdM6eSdY3M/tQari0Az6xUq4UVVWwoNU9t6GROvM1Y62cvgPTGFZF4e6Ehi1aYap9daffSFTbkXhBd6rwNO6vIQ1wE6bl+P2KtSynRgR1A8QvCmYq4KvD4CHBEwfBpuj2OPNhmzYRxtkpLrJ0isw8HtGrbLA1DtYlnG08p4iYQCANTKRSyceflVte8taM0R3LWtcJJQxjGmU2hhjjGueTBhqWIwQmWKYqT/z3lOc5W93qF61AL/Z2wJ7vVATykFbn+OdFevwk8fqsYADgAEYNa/UKw0OBMSwgAAAAAAf/9xU1LW0bdj/bI7lskuH/Gwz2HBUYLCqMRIR+S6GTPrrBk2TLbiZo9mrnx1uFIEGTJBtM1im7UxO3hcTZdw4AWiw2KL1MkNHyfNU0+13Fv+nrVHPgSIwbM+Ukm3i5XDpbNGDRsHDL4+j6os8Hn2St3cizD4S0g7PxvGcQ9Z/c0GOv/TKQwu5r09t+y/C9M92zsRNvzKd9SuLe1oAJDiVfLgrMNznIXOfmeK6Jbtlsc5uVgkNr6UNeeGbgyh3653XbfKOxLAkORqoa3gk2vI0Gkse2ahYM8r+CnY965fALK/O7Sc4Z9gm7HFfb9ZRB2v801G+1+6azYC6pbBIc0GzuOgPpXbRAbLszSr3R1xTQks1GZVsuUMSgLeohn40a0sq+l0Y5N1Jr5Q2yapCfhSoVspopEEBdzdu0NqBDFJTWCMH7+PXoAAwPskk2LwOXEdY8U3pwiISENbvzQIY9vgIAdPojo1Pk+UyAD+VrNBgHZZ4e/gXlprx+VogAAU9/8yxrQ1ECn9tE+KCGxtk8lNI1MTdsckhlrB+oyJeUBVGpmuAsY0DTAKEGACgAfgBGDWv1HgjBsIAAAAAAH/4ixqOonVpS4O5NHkii8F/YknD59Bp5BaKIDXLLeHdMgkSGShwSUKPdtAmJnFXMtnRKAERO/J4ahLz9WQeRMXVKZ5P6AtEWcvBGxojjSO5NDuX9jl76zqvsf63/CmcmDj8QqRHkFFAyh0nvbKX/7sWDc2dlPuR468ApnVP0/qCOMtOzk7HXGFoFtQH0FQo7l8L21/75g/8ad9n9htQP67ITHzobeXcWH3DIOZHZHLpx3xo5r5xWIOiMHDivZ4rnke51eqYPhdr3zoe01Imy9Xv7is5z0Wr2hu3aZ/kazsEhkb1+3xEoPHyXYKSvxKx555gIC9Mn9/nqOPHawqk1c8laJ98oUgmdzm4RnP8y9hoM6gIKv5hllVCf5CNnKnHsn9Tj4am4eTgBrRfY6VmOhVeUDB4+sIdLx7jNum5oXYxBew0W8Tx3rkCmDHoPU0rmRjJ1rhY/egKEpIouzwSCbMOSxayHnOc5TAHT+KhHeAhgEdzj6oJgzy28MmyM4K+z9UgWUKQFu3EEIdP7GMb6iI4PqBCVNl0yloF+ZFCAUAAAAAAAAAAAAAcARg1r5RLDRILYQAAAAAAP/sLOlXm1dBysGvM6t55k1PXlbUP2jBX1EzCK3bUIKLVwsEhLPgjSUCB2hj8U3VHG+c44K6ltP3nt78FY6Po8CFdxrUHwznvzalHRrN1faeMNB9Aglzfs2NAvioU50HWZ63B+WncGDF+GjnCYHhGfPOj+mNF5Y7w/IWT9Z7N5t4y/iTD5ryJpt7kbpr/JkA/t3EEFk7J17LINi7eY39jlvd4WiDTV7xKY6dsmxJn4n+fP1/Z0sb4qxZR5Yo2b4B/zBomJgLf1h8wHNfYPX/gUisjMWBgz2jw4E6FtjOFSBkaMH1SnqL3Je942YIwbyFnLATTzU+9N4BjgsNeHraLLWHwzYuewlmnKlJUjLzzp8m+Lpxq2tD3lzZdyjmGH17dLc2SXedua7YeTvn7aLc3lC0vVt28NTE0o8vHE9qp+9EPbo11XHU5oo42WFKQsGVJzOJIpzkGEKmpym4snXyGp/EZznQ0BmSKEVFLCFExkrRMIQ0iQhCFkLnUH2ryFGrlRKHfmNywzG2QhsRJRQP//2QWEacW7U6ivMosAAAAAAAAAAAAAAADgAEYNa/iokCcdhAAAAAAA//8CgpfF+J6o+Q1X/+WaiZhysH7heU6O5vrZdTr9I5dJQrEvLtCRk8JEZiYH4OW0Q50BbhOtrRA7sMxvjfeuQjffa2HwLM/hN61KTqn2a4XH0rPwNuEgCyV8Jxr3j6LdhvFfw8Gsdm7Oaey+cXP8r+ZsjlvjW0C5Q8Z1R1kQCCZgzBdpBus8t2kLhkEwUGPBdleMeNZmtuwcFH1VgIrFA7sy8rOb9HY2KjcleDOiMMoPjemg72183NLaFgfL2k9v9vbi+vZavuISRqh17FkeMkFPvXXr7m/mn4bQ3D+mPeTFMPhUkSuaH0kw3hzE5tV+m94+kbO0M+aqhwsVd2y4cbSYO1mzW81USxdRryZRjoQD1l6WcJw9FPV+xebQXcLftM6cmTvoTW5xBbXUo2evxm0cqIMZZWrU5dWXH5CS46Vst29p+PW8OI37KBrV1TCVa3eIN1NAEEvZLlFOHxxSXOc3ddr6enqePz8HgZAMWXoJLzy8fbXzeJ1sDl8DjcAAK6rbjqwXo605SGOIJUB52OShSCUqMSgH9CPilDGFjAIKAAaBYGmAYAGgPwBGDWv4qK5LCAAAAAAB//8FZUc369o/XWmJ+D9k/1+ZbAzqbfUsIwnRdCmJDukhHIQlE6JMnLJAKmsQfF3DeubMFQZfT3bV//n/+OCTgZ4im+Psec5nD5LM4ealHU2sqdzhgILKw/+PsHdmDC7bn5v77HwfxfGETz7v7unv/v8/fuS/4VAg1/lQlQA4t4UHuv6zlTi6D9U2+WW03eL/V2u3ZOBL5pQDjyB+tyC9PEf3NUy6Bb9ruoPpu737se+oDT3Nkb4pV9xRpxj6FKyG7mmH59qpxjO5w7fiSOmWI/cjDevG96d3urWcOm/mVxZ/pyn5AzfryY5AQ2EtddfeIxsDMLuGCIvbuJrU1ZjyauCdbcb55LJodT4l8zLG/OWnaX3XsjjYoWj7Pz1NmFI7Xjvejvnx2Hvjx6CxU/IMMFIUM5X7MgNHlae2qrNUZJ8ErmKucm/UujUI07bCiI/e4GevjFSC8cYwhu6n1fB8brviPvfxt+Px8rBGNh0/Ycjn3bOr9/Jjjo6OIAABu5Pv7kA/J+pyPxlmhVe3GIIayNRJwLMBCUKjFKMHRGgjL4BGDWv4qK5BCAAAAAAAFjT6qmymtp/ZSQ0090t3fxXxOJfYPwNBgodZOTcoJ8rV7RBdo5kVyPLC/vn0+Q5cD73l/IBKHOpdd3lPopD5J/8aFBxVmM50xagKu+i8f4h4l6hWAu4fqX1bEuB9d1IS5+2plD1o25PH3LFM93h1D/6lgWPD3NbpagBMoCQQX/5qlGl6/oR98V6w2p+Hz1kn3amkfmTF53CtF60jSA3J9s+lX7XTCvXc2T8LeM37cvRZe2LZrVqeJUpuCNn9mD3tet5TFMUKvqjTHGcflZy62SXpuSYhaV7pY6tieR+bOzGrbmz+A8yYcj1xcOeE47zWaVSCnxNQh87fiV2Uij19k8ZCPhJKc5qvRnNfxvuGXSOY3pfmRZ6V1TphzJD3Rv7aevhVgz7gx6hGp48mvASUyGONAV6uNpr+eALcEt0fFEHU9UAKz9J+Z1HvZrK8YvGHidZ4upSw3dOsFcrlTXxvvuukTw+T0SACuLgCuq4XR2nVBWOn88wABwBGDWv4qJAXIIQAAAAAAAs6LtJq78zFKIcrjlceBAwRGupG7ileXpuh1Y9aQnYS1EEoEAljH3TOrF5IIyQld6cU2qEmABIIeKqAFeXM8rG6HlkGYefPuzv7qz/c3s/BnZkEEbVEXxTHW8Jahc63v+Tuo/6qpgysCTwWOP7JwLnfZuhOUoZiWh6f29nn5/zy6A+kfZ/jefI55+o0iQFaCzuSm/gpaBJXbn1muiuH61O4KAB9t8/6W7CpWqs+9g4h8jN+s+bJgP6RhTgmzWuU84crVfwPOXdcb3r7zZ0RyPhSByQRIikm+IJNFWWRf7rF40bujEZC6xxPT8c1XbW4f594WsX2C/xzrY1cZE079nINVtdlpk9d0CwExLNk2nMS37+VA0lhbJYDFlyU52x1v/rJtACY9p2carPBWYMeFLyMcdU6cWsmQJ2DT7OHJ1BAxmVxxTNQMHnpuzzO1NCwAGrhyvLyON4cgZ6/qfjcvh8GQAAAY/efTBQAAL6nrYCsn8QABwBGDUv4qKohDYQAAAAAAf/yC14Wh56jTqSTxkQD6SUfR+Sfn53KSfLmUWBhIDSTxOZrCgTFYJVSZNTg46KhZBKSCP+CQSSdgw7NlpjZcZ66trxLN2W6KF3DrHSr/wjZ38DSmW9mdy+tZErANrA4sn9FDQOKWu1jU5+g/ps4vm64+mfJ9OIgJB5bH+65hwRXz/5Gb7sB3PFN0QVr6fm3ynVPzPWWTA8u7KJlJBv4ZdpDrMja0XyzTfKGKxrGMxTdX+6oFbM9aJWMKgtJ57SwzMEZicqxN5vJ/0Zr9FVzNSE48/G5o8w9q7DSZuvSRrk95gYEniEl1Vzug/i/75JkPN1GcWY4WvCrkMJZzwtAyrhqHLkJFwD4a1TxL/eJCJFm/+PlgDpDmTL+PaCAYhBImJgS6fBOArbU52K9W1+ZOQyy+NviiKYhVYBVEgARM3CTSqRQ16ooBHh90dXy0BoHV1Xv4QBf19sd85AAB/EMfhp7QjphbM6qIQLRGGDgBhoAAAAcAEYNS/jgjDsIAAAAAAP/+4rKV81DsIo7yP1P65ken8P+VoQBGGblC6CkwiIxUVvc7Mu6Fs3pPhC28zma6ySse6AUIjriw59B3T6/9vusD3fNui/x2VlOOfF/+ke9G7UsU3NUDxXdv3m7QfkJ0bQouTOcj1pkafuPBcp46dUlZK85x6G0S8Exv3mZRfuu9F0mFp35yrdlKtoPrMc7o/uYOHkj5L77lQmdQzsDnOnc04jVlzKmh4F2pl/mmeHHV2fdfY50vPBrmbXSWSIfqhhVGzhzapXQDzdjVxLFt0titFhzbctIcWKqO/5RcNg1flDxLse9/iE0zgsGKwZbp3FZo1Jj6eNtiOaQHMca29DJyOW65nkvqn+qJDtOwbZ/Tn/4+XjzKkk0FyaFsVTdNLakKdLL22MMW5Yh4raltS0KNhCLIieKekk0I7rFqGpmw9rBhSgAAX+bJDkmw36kyN5+kW8RAA7/3QAO2cACPHILca6RztQAAA21IHYQAVOklY1uoyIk2aSmO6sKnM8vDmbSFcaMBQCgWUBQ/ABGDUv4aHA5EIgAAAAAAeRL0zlab9w7vtIBEDMlzuS7izZWoc6koc/gv56fImPpetLPKTKv9sTIHgFkZUAQIDUOAjzTVdRmsYzBWoyITTOTnbHOo4L3LLoukFioBfxPmLisUfnfk2qO62DD/ELeLbj+wFr+7ovCfT3DxZuDL1K8XX17lKBt2fYPv3meXILe0guYkUkExP0L9d2TzM78/231h/oqQXtytT2935eVtWkHRu88kUffkLgmKGOpW2YsRPRm/NUa0guY/2FRy4bn95Tt6/lKXZFL4Vi1lW3xCtgXSTi/YGxIIwz1jjFbJgW7NHjZ+v+VUYFygX2PuWWONPnNfSI2nWFgLoouQp6UngB5MtwkfMrn6lPv4k3sJutrwAEIp9OmjLpti0rzBBIdM+CmWNb+RUVF6TTWGw3Zag0zptjVMec52chnmMssuJ3fpssjHHGC7sMMITr/2PrrYvD5v4ejwgP4YAAOAEYNa+UOw0SBKNgiEAAAAAADyKKrY70tq/YebCBgVOK7w91e1y2DZvVWnS8C1IHc8tK3XgjpNFXZqIX0bydyRRlebgdPPtnhznyhl21gdcW+XSU7DhnMk059/M4y8B1vYwZxzdojsWCbbJHLnzvckg7OOvzlXp/eHxd1icHHQxr8D/2l0slSBUAvgvum5sW+G5v5i3D+AmQeX5fC/atU/oL36z9Q2Lkf6U2cj+m8eVqLR0GyVCtS8atS0xxvA8rqOBvt2+QhPT02sUrc5yThldJTPc9PSOBJ0l8csdVVfhEitjoXzuwoyzFD1arK+xTBeqTjh3OxpILXHILs7fYS6MEAIn1qw5sNHNtSaBry3uBOzIyDR1jSqK5p3UpqrfpBm0gxK5ZwYJzVlRbgwtaNMJnSm6MdTlDo1SNlIofoXMeMZwPL+db3j3fCN76efZxdEAdeOiun4/oHn9/Kb+v6dwAOf0cfskV9vL7+gAAWdLcsru+cAu6r+gAF3lRVhPjAAA4ARg1r+GjMFRQGQgAAAAAAf5F3UNNR/SHcGsq0Jh3V1oh+F/SkDArYpIIvJiAjc5EYxJOBncXHDvihQcUe5ZdqIGdVVkDxLvnBk91fCaDP5v/34/jMgJNBiwj99p5IA7D0blHqHm6Pc1cjy6DN9OwzrH03OMb+T/AZd2J5HZ4YVbNfZBR2pk8nLzBnHpjLP1DkuvPOpvnqfiYlW5dC5H+IzN95sj1zwLob7x+K9ydeSLYkPpLMEwSFAlZQpx0JYhZEjyDFT34PDtU7faYJi71c8K0F0HC7/iSWBxdlxqq9OY6pFbzDYFet/kSRus3XhOBSeK/Q4LAzvCqgDookB25u/Z28+wE2Vk+mX15FPgzAC4FTIzhgJk2zLmJdKuTMmMYM5HdlhKmzF7SqFCdrAmBYBqtTJ0zENUtObmGZgBW7LZxhaVszlS4VUzNRNPbXgLFW1IyREQldc/P7tt7lX9eHd7YAAV8NfORXZ39tAHOFCTSnLJUPJvUhshRzq0Fx7305uV+o/Rf7r5XogAAABwBGDWvdHgTDUYhAAAAAAA/UUVJpOYsQubvuR6b/CfjduZPGQCL/RbGDCtwmV4hEMMjEOQKfmH8R7vboreFL788cC42m+pwbRqINgycDpbHgfI8EFmOm/5cyag0RJOkad4w0IrczftMR8VffJtQjwAl992x9+c+6/XeeunsV5gyaL0m2tYa3+10/0PVHZMZKHIrsWP/KS/xf1rHP/g0cj/d4F3b8NRuu6NzXVeV+w6VsFt2v79Uhjth4fiWVLneI9D7F5h4mqfbTcSHsVA1vKGEvZ2dvM7iFlc2ix1yomIDv2WV3l239puKbvuwZk1gtBrZaJ0UUSHMciYWpJ+8aMQaQAqtkHbvw2OynrEfJaApW8Bdvl4iJa60GHBRfiV1Xm7d9rYdtG487qKuY4YY86t0kXW/iXVkD7M/AihO6i98VUA6qxSjqzPPila9Xy6fj8fTziXfKgAAAAC/R0gABX5+vu18R5OmAABwARg1r3SGM4bCAAAAAAHx7//mJmiWG36V+L5Zhe46JHDJaD/241hUsSNkSoC6EkJacGZxfPwOo/Iu6aFAQSu0RV5MHKBRAofu/PvxdbB8iJgJ8N/jZ4OUX52Ss5Idf+adBqG4pv/gYCTWGoO4cWxb9Zy/rjq/02k6c0j7h+AyR4fWRfqcsIz97VtOmu5s+DtrJ45fFuPsKdhf+W8vpkRrclBCgP1v5voDfujLaubhs27r7z1ad9Re+k3rE8wjK/j9U5xzSj2bhoYYOeufMFVqV57wOEFtKSQy6Ex8/ost7rxljs1/kW7ZhrNuxz1P4qmyjm8xGKIOuNbi4qeDqUAUxlDNlyA0CtCShFuYosAi7bupsCiN/aFoLfRXJNxec2TcBb+0YsV37EI7pjvryGL7ulc3XM2MduBgONgTSb8q0AH42QIUyoAGTn5oACiEy+X/KkQACEACQwuynQFsUogIbPV/MYYBeeddPo8NTBOWr+PehoQILbk1hOZTJ0G0MjIlLNgUssooAAAAAAAAAAAAOAEeNa80SCMlwu6ivqpSV3LprtXEpUnOlaAV7Csn7anRoWG2l1frKamrJInGQQLFP3ZOhhqKV+s7/x8CVm4KjizAE28LoX798w/4zvaR8v/mqURgH3nEZCuRwRKL8kLVyR5XsyhtICbkEZwSBuJhaH5A20kYI5pOnn/Gbjd3Vnh1gat0v6f3DBpEpl+Ifj/Eu7Ljc6aVzKvq/5jw9WVbn1qzK49d0Zl7D11j5tYlULaXqXYUDttluplhSf2NqLBwvFDrvw38YnjkpzdUFG0zIty8jFYrodNAZEC0CBdzzeRZdcSFPu6uXqqPOroNeg5c/eO+4tHbenZM//sHqmvuGuUM+XU/O7k8tzxJT6ZFTdLMjFStGC2Y8GrVL+qKsrJhOuHpQApmcAiQpGOsAAALLBzyQCrqQAfMgAFoAlQABq1SltKI8kxwIzAXKmeuT3UFVTHkl65+2Wb1Xg7NIAAAAOABGDWvdHYihMdhAAAAAAA//8CiqHN7RidO9A1wmzzVMnWtZhxb5YkQWVhUUb1WgBE0ooFlSiysbBG48E9TxM8Hbk/I5T+qxrsh1WiGfASuHLeO+eczdj8989fD2TdQPG7VDEOd9a3NvC2434FzU77oBOM1df+OubMGWPIeL8W8T/J9+SYHuPW8cYR6aQCHj6xRaP27kwCz7Pnr9mthXBRvQ+uOe/TJLlcjq8MtjTHafyvgaDK8IKSsyzoXo2qVSveG0OiopDml70kHCR5qyPgdtx2DxWm0JJwtubbakznhMlxT7PC8nXIQ5zlUa9OcGuRDSmaGgWS4xvg07csGcAw6acC5ZZdWjw4PJdu0F2TgG778qb9mYAAHJxkxmkxLrxkQHoKydylnqqxtsoPpFy0mucpjz79Rve/q+6AHXsZ+n4zor+1fT4n5rEAfFXpXqplzAS/5olqkEclg8AxlBO9ps4kivrDT8BGZojTCgKNAoDRygAAAvgEYNawgG+UViKOwgAAAAAA///CspvGe4CASSgzqrxuX0cuy8H0qo2fZaFLLarXATVIrJNbiJiR6XUY9h24jMsaWcG7zRCfQ7ssjtzxrir1CdD+WwOTR8p3jOfWsT7J6ei8W41n0M24pm//yqu4NDzxQ4Tf6NLquW/IvyWuuCsO65WBRJCAh7vnNMYrN/8C7RS+S+XR3RXIvleU/1WUNl0h3RQZfvFuk8k2ZxwUpk6Rc18cX1Q2W9fTttnLFVZdivzbUsRp7fizudowCQbdfFfF7ncIfNjc5Zq33u1VTjmJ10mIfCZ/u/msK3nDe6UW8EO2kDZ7JPsF1s1JnASRzdUEFDNX4RmezYJjcdh2JD+I2cxHPzqC7KCHn9VCzvnQLb3KCJuiAAAAN4yRTw7K27xBq6L5dAcqaUWmnEhPhN3gAAAL3Jr3cbn4QPv2BXno59nT0FY+Qrqy108AdWfVwL6+jruueQCuXR1lY4Et5h7fCR1wLthUj1F3e6VhArHkwwwgAApYAWaUBQGmFcAEiNawgG+UJjOIRWEB13qchrYON8c8VjGkK1x//wFDIbVLNXu03TDcEPdHQnVRkxfYJMjdU54iNTLwA/LE+R7NN+R9TjJ1s4hNuF2Xu9xWVofS2XJBvqwpsveeZRHnH/+jRVFtqJqGOZKZTVTPi0k/pE6d6v0Q0Wzqht4jfGssj663VEZlH2kQGghKHYg+VfCxlTEBnuiwSLs76nlYNjB/Ubv9M//+DP+DvLoEcuGZp2dsePsSf3SOd4PV9Bg9J4ZpHidP6tx8iEx7PfsMfgKhOZUapcws7ncHlkWnGaECcz/+MseYQ7dNP+gaMgABdjvGmVegM2dVidh9gWKuRaEAu8Xj41bcMpzRHSyQ8Ide7Ngy1QDSkwrbhOV2jjRNtoyZABooELpnqesDLKsMI3eBs2yLzwG/W0dTG+WVyOx78DF/EBl8Q8nhBHBi/iT5nbI8N5IR5NxMjr8KQOklQrEqcnHztZ/ZdCyNe0bN1m8mwE4cgjWK4RR0QqE1r4AEYNS/jgijMIAAAAAAAqahztPVs/od9c71iHcW8ObPZ+3KghEI4d7/biJme3koySL5Fupn0k+IydPJ5DC/k61gf9pkFHHSXPpIkLbnuuevQfObw+aJuJ3ZoT2HaPzXEdz9rcvaV4j11UoNk8Zt/3vePP09OS7D+H0x9FFswZh7x4s635cb5IovKdYT6L0DEvwBKOIk12AA/E3jvi4LcHznj0WQR5T9o/ERP9Pn+1h8MxQyLsrkwiMSYBfE/iGHJPYXquFkRD//qNsD7jJwtz7AxtMSPl9AIlSwDZu4t1RlBYletlSqDWraVKpcqDmD658Dy64p4i/XEbcg9u0y2VxZYgggooafMcet6ylR8NhUauvMNYRpt2jsPIfutTLQhKUapilSGzUbbamKEBqFlAttx1S2G2zoGr6y5bSjmrMMVaXKC5xOBF9zlhllr1ArHyP2/o7df5/VOSF4wHV8uivsVMvZ8M9fKD7+Bn4yvPSBfyz1R1/ES/1IA4AEmNa30my0RjmKwg01487149q8AvOL5FXUxaLa//8CXjKyyfXouZphLcVL/cMzSYSxYsrj6H1dncxE4pNTPwt4ToLK4yWFbtJVj+47rNpmOCKTdhkhk3XST4/0ADCcMKW1Jj+T5OOd4oG4Sjdrc5xpXGNo6leYWOHj5w9RS2j4blXxzTvcNrAJOArKiehMxLXm3jOKSByN+Q39IcMG69bbowuQZg1JbEb20108qQDdPGjSciNcAmkQb0/Otx3qBKDolgAN/xVNryTn4N+5X34xJwUwUrntLaVoE1Cgpm1nnQRIwE897RAQfCuu6YYkElxi9Lq5Gty0Gmwj78bQrM6zCOwRACKRFrUAwIRwMQiqaTDWFl2SBdjCKBEBZoAADMAAFsl/Ut08IrhEXITmzIlOoSdwZkDKdFn0UV3vReUZv+aBIEMjvCGyvkxVCdB+Bh/8/s/N9NxdrTpxhxwHXFmFABYFgaWaPwAEoNawgG7wSw0NkyFsPv9jTKSl9dnx7kvJKpbiM/2EvBPsDkWm07jRlunvx7NPKwGJVFyVw2bYvJHzv15Oqe53M5R74eWBjYBmAZGnU3W5R0yVAChBYkqdIP1b3BUgNj+ieS5vVYM+Juhb5hDlcM4bLf1Ops47d/2TJHS5CNMInZzo6q61Izf65NCTXhf2m0lptRKYbTC1pPD/4QVBvejfq1Vha2xOOBuNMsPB6IpgFi/Qkpg1k5ppI8bR5g+OqoDUGNRn+P3MeSxE4QFEi8sMhTxtjRsvKLK50ADzvhqimkokXJJZ7TzG6cqoODfvM/64EVMmSJbV3/7P1bZeKCHS0564WEqBJAnPPPpbF06AAAABdtIWammV+6pLsoADVadmSHggAF22q+1t3UgAAAB19RToYAlaXT5ioAUXJdlF1GZ23uACn+G//XwcoAAAAOAEcNawgG4wWw0hk2F9kr4e/6/m/qq9dd9e7WXJV1kkqou17//+iioX440HiY64ZSiGNJvCQBMIVYd+deDVyGPgca8Xq/IO/6ZISTEzQCeTxJPA2ScE5MsknQpE58yp09SPP2djFa7aiWx/+fJcSUFOcKWwZi+VuFrrrqESq2IjiSqK7uOcSV1SyMoN+OpL5szz6TTMM+WGzN33AtOGBndKfpI1WfBdN6hjZFSjOwBpQ94urPdsna7JKkSBnIJpS4OiiPcliPQiiTUhMYpGvCYJy9pGFi+C3plnTdJTxoMSIRIloDYVfbqYpa6cQAybHYV+hEuOeJ2xJ7AauQAB9R2RThgkggdmhwR8EOcsu1yxeynjUAAUWY2HNabBnMYhcU1QF3Pe5rXIErOesUtTCpaqdkpgAV9riABhSgAAABmtfkUNfWp7sLWxQYC9genzixqcWKF05LrHcCHC+v1nkSe0YSoVZRnY/RdAeufX7kvWm3MkMMgioavEKAsDQAE4/ASI3LCAbxRmOozIDg545dZt1245GtkUFypt9//tuCVjttdiPMMIuJ0a7VyZnk8HqJ0iEefcZztOIR14/KSe0jgrBBgu/7g4oJjJxtaxLmIhWR1G+IM1BLCwKxJLoa2OShFptReov7BAID9lnURCHoicO9KwbEBGl5n5ywcXRSv+olvIJ9jFv9qpSe5IvnZrYRGamsHi+YOKopiDhQV0CraOpqUQXxxP9D02Yb7oEXBDQtFu1r+jQ+A2jWeA7slQEKnI94os7FxpihyiNycmm1wOvP0iYUPdnjbPq+vTuXa45z4hXliWW8xlUPdBfm+X+P5+sDB/3W4AAdg5UY6ZVAH4ZeOK22DGFWISXzSNd04sAAAAAVy16RaWFlCPePgiMxp7MX2yjJJXjpSIgnGkrOcAmANRXJMAXUFfUAUzyVnOfh8utHzC8dfr4ACukA7P4NfX16+fXyvlAvz6OQ+rn6uHfOf4fDv+nPbcNAAAD7WsrCXagMoC4EdziAxcBHDWsIBtcIslGZCjsL5p93jz9tTdXNxdfHfF851umVdWXKv//+JWhWWYhj46lGfdmRidGNluUBewWojqCeeP/SdA90fce9pIo7uN0JnzuHk41AjMqeS+SCnxRcerhjlnRkbsWbTATE5j4UOc+xL6p+8orZcwSLHf5fhz59V2JyTbgaKP3/u+0hqcjcea75+l5R8xlGGS9kgOIemDjZU/vuc9w47+A9NMNZKhXOZ7vG47RDMKTRk9Xxc+3k4dI3NuzdRs6Sy2uWpEOWE9N3/sogKrp6L6HcQLJInbvne+/Z3Z325To++isUAAMgADnkcr0G6GBO+J550rd7boUamgZgpke6iZrYytyh4ZFVQBEAC702FyaUiKBcsskF/L5ReML+UAznIvXVoxib1rqgHVfzp3R2Tf8c46BrtM/DMACOAq4A0lElTM4iZdqi+5Y6jmKiMR46dXKZbyMjAcYdAOYOIaVwAEwN6/hYykMp8e76rUr9P1/Px6p8e8/Hi/U+PX1zeN5NZHR+P/fmUM3LzEOS7HAxn0zp7oJw0kRIIEmksXoSWIjkPJHciePnEcTiLFjOjAwksuciAf1MhJE5H7H9fR52XWk61ASUrK8jvR0qcJgSrfNNKXYGpzmKz2kQuVojciIJODJt6aRddyYCghZ0Bq/x5p70zjLgJkH8H1K6tDx2nko7mxGtO+/ISnJxwkM0tQYPXSIDOCjXjT1V0tIfkO/5aQRfBJOURFVJwhXQvo37x+CrAvMKbpGlZK4s9/CU+Z7TFRAMz94OrQNL7O5Q8VdV9Y8RGPYeexthXqoqmxN6yeDE1PV0d/pqwL1y6aicAAwgnwkNC1yTTIB7vxh8pqioeYloFWcDwSO3igAlAEAOaCmVQHNS02QRRII7pSrXAdQ1sYU4tQlUJfEa5ta4xtfPR19sSYr4dgO7IAMV8OwHf9PbjtB3dgHX/jlju7IAANy3/T4gAARendBcuIAMniAAHgbAAB4GkA4AUI2kHa2JSoHYqCo0KY33/T7965+PPzw8ce9tXXj4ZvXXNSva+ecnETn2//kDq+WSQuIJUSg1hN87UCaqpHW2rsm5H4rlVtBArYFk3np72UnbkOsHVKqhCrSPeJs5aP3ioP6wpMWGAcEjFxT9rVku3q/0F9M2mRMAXQaoqJySbAiIu3Z4UGxP9Oe9i1SvG4PjT+maxsNib/cONk9Q+YwTAsL6UUkCt6/lFreWzJzhW5R4WtXz428k5/qMNXV72/kMHrcZ+J23ojEeN/1/FapIclzZX3dGQ88nLJGTTadctHu2gHx+3k59Wjqi9A+IC41ne973cAvWr+QiviGYi6WADFewoYxWhDyYfr8LP/gNgcQqMPs7zqQ8PD4AAwIYtD4P5BVlofAAj4Iz9FIqM+ZY3PlwADa2tra2o7Xm/FVEbBO0fquGcQrwAFQNazQmkMixUNiwFQv/n/XN/+3+s565n8/Ount+3Px7/f81q93fLWSqzVWoFhkX4sZEUKaHqjHDhstsAada2pERheRN/RhxE0NMceNO1e3ma7JyTLtvV+pVNgIpRQFcjtCpUhEAfElA05cDybmU52a0FD3oDSdhzSAoJxbAeQEqygsLe9NOtGGAKyN00kTTW1mlkkg7pysYyny9XFNXK0lKHcOM3l9j6prQHieI7FaLyd76wvn7LPk1/oLPcf1dnv2GaEcBjKaMOm49LJ1B+ZwkPhet1Bo4RBXOyHcOpCDcks7I8blligxyB8l556v/W6LbPXu51ToLkJxKs1RpFSIORwZCDFacZLsdZNkClNmkbFMgUK5za5pIFhIkaAJWtmIQCEi8hqystmDSAx20mJN/d7ercX+RmGVPivtp4Y50dPQ+/pAAAAA4AE4N6vhs1CkNhkQCEL4zJWKklqgAqrGRdVBef/9+RlyLMR900FZcS6Pvd9eHOKtBsxc1+NfJ7nqnNwsedNc19gljbAUTh06+4oMTaRIyzQwtVu1QdPPXtIzul1RjlQnJ1FcGreGNSnTINOvxKXBhaNZXtO7CheDELG0mtrmLiDrYLMQKMtGvVN7z2iZBumlXmpGZJkkFLm2jQieFKac50OaGBBFAtmGxfJX2UYf1fkWV+/idxeDXNvPjCQ0/eKl4WqCYCP6dAzqDyaXl5UDKx63CbUJn7UpOU6gH0nzl+V7K8Ss8Tzw+gAePSaOdScQ/XUOCzg0AAdT4Bd5Kq9Zth5GkDrj0G6RdVQHp78lyPc32m+hzQGe8Xd/RqAwtH3SpGDFiozqVpWUMW/Ey+DLsByNkW2sc1UdFBzrK00qIIIax5lI1e8Na74WTc6Dj9BV2k09PHMWFTuwQ+OkVPjGlgEOIijQQWV4wx4vFxXjjiF6f8zpY4479m8fc+ajaM+wTU947OsjjawSksc+Be9KinOfhvP267FFgwfvf9p67AAAAAIusxa6AmiYCYIB2ADgASw1r+WB2FxGFxtfl8vr5uKgAAAitb+BwJelY6OugPjIl9QGTVyZgiGMH/G5d+rcUZVMS2dUjiJ9DhP7xusdnFzLilpBi9iC9jsL7jUwP2eZJDq2r27E5wpxZVV4RoueIJcyuPCG/NswdeOWEtXyXzfrmns8Vqa+Nkdp7QvbIuPAb6fO983yR9j9nyjrLKXQNV4lCpsbP/aTyasw+yY61I/1KcQh056sDI+8fS7g/sfk716rg7VEsl1YAwAADAIp4nHzeVjtsSJTtLUu8LjYVBPiNv9YVofMFFD+M5OIICQQkiMfPEApyGLizInmPP/E/Qdc0gn+gad47+dOKwyI0815e6pgPrP13nXSTmFEsGnVl04a+cRiL5aIksUbMI9/irqhCNr7h0bmlIqyE0syAEcnY/L/HWmcYSzOUc0JZ3BVJ7mtSLZCBUlBslGptSnBwHc4GGGJgKRfm1J0oZMmdzqVz4wAaUYYZp3qsEEKAArqOBmBfx/R108vKYY1v/F+TsF/B/9fzdmRZU3ju7Dqp/u/W7oABwEgVi+UOxQNwsNRiEqNbVAAA1sAiMl//uFBJcZ9+1uQlCgSsHwPJWLVQRNcIvLm/q4gEpJLiSYFBAIFgWiGdjEptolFLrbrrEf5pZDXAfqTH+S/hcSg9lewY2G7sfjowm98W8Ocme6p1C/HZclf3h41ezXxb/VcPYRmvcx/mVZ/x410XfT7+vflpbBQQW20wvoGL+uLvEeY9gYThL45pkXPNNWeAiVBGC4kEtAI6z/dZOK2/32jvQcrA/fVX0Jndt/aqKu7yHH1YhgASEhwz4PmsbCjvV3P3TO1wF5LetHRZp371ISCIkEPtU54t8awI2Vg83dI2yzGOzRzH7ZmFeX5VtaD2/y6vN2a9C3obZ69oc8EQDkdTMBKlWRRlR83FzOfBdW1PfFRpcdcKG/uqjV62DicthyIKHVt8EAogAAuu3a4gQbcD7JKBsWryxd+e0IAX0Kqqtu40U+E9OpuubCQQAK+r7gF/Os/V90AAAADu+7h8/s4QAAAACMSY5LzDgEYn6a1uGJIgb9NAb9hIb9gmgH3eLz/T+f/g3rnhPwv63/+3wfb7pX6v3Zv/j7B93jz58/47xOO/cbEDjwX4XpWtNf4/NeR7VnGm1IXt+D0PBUCaurc/zBnjkc1L9y4O2bnecZ5nYbeiolKPvW9gT3v3WG8/meI5YbvHkpl0RKgeNPovBPr+j8J90mYnrvrW1qT5LcXIt9j0e/4ORRTt2H8dIDUJH3vZ/5s6WjFXE0juZBfYc6Y28+8cyID/uonnnEUUUX7/f7/czTq4dQbMmOmR5FTJkGRRF9Wk1lRwc6BoQWSfHPvHK06uwQJIRP/nG0rg7+sST/Qx6PvfkjirzjxCpAd7+1bV7JtJX/LjgNxcsZDLH/G5OKaHE7rCa4t3NJIjUNJ/1/qyC43t1Eg/Od+2BREahYG78/SiDAi6s1xkkLJ2b2rm98h/1nwtra7IbQCgwa8u2JwzK74EQgyrMTkAN2FITkdKkArIABUjZbFr2XgTIOiB/tPmCaHy3CJtvEw2JVBrIjBn/E6dIhCGzHxSQR9b710H8O/3uOsr6zjvFkPkFkFyygYGBk4cK3yE4JcqQN0dD8t56/CYo6bay7dobz6/ec+x+G+fTLPyHN9lt1RGKEil5MycAeRoq1xJqfSLEJQC6DFnUnz1ih1d/RprvfmKbHKRI1+Ou9IrM5PMZcFuQisvE9lp5dR4h6DdYcd4fQgCygAOEIMBRZQVLUtS1Z+Zn5mfaW9oH/Wf9Z/1nTAdM6Z0zpnTOABGPUvcEsUCYRksL9PvXz9+btHg3V18e917Vdck63iqm/p//2BKoOigDIqgGQcrARWgE8wk0GyEC3B1GAhDgk3WyWBnUTGzs4jAnECmJwcISsQJdicsaIx3CKVmlG8yZspN2YU7YcqML8fryzZDQhoRJ22qQFteQapoUftkSV8iKezsuyHIC++3RHj6bZTPx/3H7iRKCzR/RRl1XxN0UKDkWwOzN6EAguspF5sqpwIHUxKAPKwHf11/343pm0jWu6Hrx0Y32fder1UqeQjRm5M1FFGlJr0ZWPfaj2myiVyLz/QeKfR3UCxRSiBp75yiQQ3z2zgNu4cVjSbY2p7jbPzfkKMXbWceubtJWg0TWNLRTlbbhPMHO9KaRJlybCcJjhAVwIJFaOUlMxCAAiNWLnNjfXKGTxvon1bF5UPBgAANxgS6AADPzxCdbIVIV0jJtZa4sEBWAMp6b8ggcRHqloijgOJFItqYlyOK8ABHFYvkJYShMgABKABKBAE//IVNDr56mytnkQk93svTXnP6j5Pq6xiTO8k6ZWIZWH3tJo87GJUSYKC3UPsjFLV3W3SNzd5YtyLpChhzuGxwZVFz5ypzhuSnXrpNZgujdV3pVUA6V8U4h8xff3/fO/E2uutOksjtuD93XI7rL3Vc2fPgVGOuLzuWvEvpEWic1sHgfkv5psErIeodM+vZwsJZhuhsvveZv3fwGidFT02Xe2DBSqO2/lMT7onWElzUgZ8An29t2V/DpflI291Hw7+RhvQ6qfEqSq6fJ/LpdLxVNchdXSGA+isH8rCRIuKZN5ErMjhlyCEYXOgtbthA5SABFlvvrwzWkYtKYNAhNuKcloAASEbg2SGHVtOolFE/792kxiLvLsUQAL+NV1nEsKIhFVQALJunr6ZvQHHw5WRx6OQAn+M+j/+D7Fv/5h5cDPofHv+Q38QADJkFQkDgAEYnm64aCwN/Cr+Mgb+RHPD17d9Np/8/0D7fr4cP1fD/+J9/W33fbzw/Xz/+w+4+3+nk+NI47cQeRx0UYcPivP+sfJM1s+qMKHbLoioKjKypm7HMBYlM7OerhNvBOmUi+WScUnHN83wbyrYOQx4PDwMHuXxPXUH9HyGMmUnWXzGG24UhMhYAt0boswP6T+x9k/0fTCEgH2jASkxUydRxOfgCeLw+BzfwROCwnHdXReoyq6tWrUHnfYUWbn1K0RyTTnCEogO8Zcj/D8aEgEIOaTK3OsLpWhSUvnQPFPauaKhHUYuXdeUEEg1/N/re4vtPW+PrPZXF/KsppqNWVUVCeOiA3QnsXOoyAAawmK3AfLEiF4fiBIwPsx53+sn2TaQymipTVZljmjaWeOJQSj1XJWWeSrNBdoOfSJ1tP8Hqnsb7dwNIxQDXEx/E49L6KRGXJof7pEAIrPM8qr3hsWOs3GAmCVCQ6svGlEBItYkaLQwD/92fikinl8/CGmcPQl71s/NyGbY9TGlfccD/9L3CI1H/38juwfJc/Gs4368hCg1wyg4ZGGLZtH4QLWCpdBkEegMNxehZiuqOSho7J8Yy8SWuozE45dy5OTOg/q1TKtdclZ0LbjyMN1Vepb9hn//SqG7w5w3FB5TjOZuFvQ0gM0V1HyaFc48X7l4UqnrJ9zBFCUdXz1mCyuDRVtEwtJFGTgjJHNg5iYx9C0CC70kEAwWPJjuOTMhgrV0sn+SwNlvimZWx+Z5SJbhK1BKwrTJOLUNj9PSX6y7AE3wd0nrA7UjxAcDtA0ggu44h4LSBZARSZw/2JlNqqg086VQ8003+XqZZf1MrdeaaZbyyyyo7Xd34AEm965siwsFBWJEiEiPzx3rqVuvPf16rb+f0qrnPXN+fFPrObmV1knn/1u7EzEkIxCxRIUYx5c8luDc1NdYoX52TIkmBIhg+wfzdj+86UJ2KhCAYkhMvnImJsyikQHXPKUFPLSKcv2jolwcgPWEx0LUukrY2l+pmK3VrneW6uXro1DNvrv+HvyFncrT/F9XhxeAtRMQ008a+wRshyvomfhrXNOHPyfresmuEmr06IgGdyQ30fJSRXV8yA0dg6ZdL1tlc/IPTrfN61G1bh4yjbIqktI8YeUzhXvLNILM8cncFCgciUdq4cYwOWUraQg0izwqnscimIK0zQSmZM7MOa2G34zR9bxO8KoQqRbGEzMNQsbEnIq1kb3KK/fYe2JVAk8OAAAfHwHff3JmT4YPf3J/4+DD39yGT4MPf0I/x8MHv7ws+GzjOoP5PgJ9IQdtsLzkHOABHjWvUCYdiUiFsL5r8fm/jWevM9c/r9n1Xff39T2nvMu+m9blXNz//iKCgPtSYBnnH8DBgHBGlr+VogJEkgmB+CQCIV9n2cKVYV3wJeoEKFggKXRcTKwcnGsQfa2buSNh6bytCut/e8wnVVqdrfd6xGxOxM7hIJIQcbtTH5Lk9ndb03ZGAQRB/05s6l+Dz7pBmqMLpbriks8jaDVLF5E/FfuqS+vaG7JsndPdOtsEHz8To9IHe4fGp/bVXWto7tIZni2KAD2XSA72xQ3X5vN4a/M5YUzFHOZKhHkOBk8hEYaxiZ1T4DUhyEYFADzu/UftGfIfCv2nmDfSljpRZrOV+/+Honfdt9fj6cg2xh7vaDs6urs+M9WtQ7oVmoYM+Mx1dvRh6B6r3/caRQmvgvGtFf4r2qvvVfZeB+h1y43J3F/0ZY13fz9w1dR+r1Npf2KFWFdu4V3Jc96lwXvdYq7z5kT+PnwOI9iCQzfmknslYFDIKfcFRmmYOdAaR3G6tIQtkpnjFie1A12KM4OwxTYJHYOAAS41r6wrEYWKoqDIQ++/WnHHOpTx59fHpKac+3iuG7qWt/80M3DMTlSpFhZ5sIkT67QAoG2e3uma5DXArtH/+Et3kCOGvEqVe60XxhmVYMq1J9ZkERGdEJMaTTBlUUyjIqgV0P8L9dqj8+SGLLMLxOK5OXbo8ewPyse8OcOOSUUNEg44X7lDpGCFvyOHWLCGGJRq3nLNIwcc4RxVK7Qm1sx+miOh72m/PFy4fKRF3FHWOuZh0JnyRoc2BDzeel5xizDBdy8mXM3zsMpNZtyPMbm9Xmu7UNYxubOULnxEate4rorprYXFXZH8H03lCHncnAnrQZrrVMWAgAPpv8Pqv/wzpvULBA1956rqNuHGx2qrRwpMryhAAbkicAm4W5Sd5yRQ3U0zhbk8NhlOWUSAVKAF04BNbIlZzRWKPSAAuI+fVygb59F4moxgxhnIF/R18+GctKaiFCgOQRnZBQoBQoBSIqSxbr30zwPmP7N9m1+LUgAAAOABHjUvdEsVFYMjGthKALwJQiKlQz/94l5r7G4fz531lWF4Dzeiz90dHNdrgHzD+9gyYazXESBqQWhLEB1fyJLIfDtvW1g5q83LAsbyr8blKQXHEO09ewOYri2Hkur/DsSzl9ypX692HzN+G3lf9ZUvxdBH/S0YuiaGqX7Gmu4oZnKmHZhukmFx7tVfDK/xzZW6Ocvpf/XO4qADoNmFm2+s59kYtpGk9VUZfaJXmihdVqW0XNvx8DWAIoCHECd0OPbErLXGZ8ZxQubPzLbq5BIo4GX1Tkik5I/UfxPGfve0uyHxTFz/v9nzHT7/aFhlVvH69YbPi571SEY2tgXQ2eQsAbpWgkxE5p62FYMQ12uxFArsJKl1+xs9NsGuZptFAoZz9rYOT0K/Ww3LnCYx7c2Qy2Rf3KMSIqctxOZxsGQxg8/DsCaVs3m4LRNXfMIABc8KbS+RqyNHSAMuNkAAAY16R3SR/8X5r7p6v4DuXddbOMkUIAOAASQ1LCAb+KhuMwoKikAAAdO0o45/82kGfvwCDZH4CWkK8CzfutDubL0i/j9K2eOti9F2F99/zdVWBL5alJGWqMHDB6yDerPbaPzdn15fMYUjsOQ9Q/j7pzfitP4TG7t5tesQz9YDscepNfxY2R68mmsaonFfX1PM1vOvFXKPc+Ea4dub8V0to6wKu4ogewYKswvL6xu1rjPTDg5vnuMkqjebxbWZ7iV1mlYfiencFbMdWzf7+KUBb6qwFKMo9WmUZ3rV05o5VFNLHYP60yEJgf4wSQDK8YhHr1LRJ5AZDC1yZstk8udsqTbPnzAEZjiZjkUtuiBZ4vNiFCITkvrEVcEt8L7650f3g5I34nqiBSPPUE6f6GYJ7b+GWRT/hGxVeEuzGV7A6FC7v29e3iz9A6DsGj9L9EuHn2b7znW1+W5FSVFEcc9BbHHDZxmZGdQxhb2vmi4OIQzR8ws8zVOLkrBvr6/4C2+y4OECawgAVhFsMLkz8PbyIkAAAAVn8XmyH23RtmAA4AEaNa+sKxMVRGKwvs9vWuNJzzV5j7+uN+ff49Q8+nx3hpJxv//aKym47ETOBuTHRIpoedv85ExrehYCIgkFE4All4ZG7rSS84Qjik12/eNtM7FyjMUV3Ninb7upxxSFApokc6ZaQqid+/ZI5+8/n5v4pUYNzlAP1u86bm1e9dS9azxL4oD4AU4ZhPKNIW+S7Bkyj/4VkLIIFpTpiM1Gar4xMTplDoK9FCBtEg1Y4CnIjdrh7QWHJv+msskCl4z5l1Hny9oa1FhdmPdxLxo+/wzf0cf7qDlMp3qQGAiEhNJyaIk+QCD4JCnCzvUsfCXfHIEvda90fH2MBybQy3FYFGlVOJiWg+P60+H0H09dOVnkKQZe1kK+TdZApFCAD4Zi1Y04oAEOPGIADEe6U75kAAwvmNPzWyeSU2mI0dnC/n85Du4YAD4cJv6+Qd/biQAroADf9P0AE/5/EGVXS/BINbWpKzLsTMELfa2Iovpw21l3I1WSBHr/RLTcdzCrrJ+/KSrwASA1rlR7IwrEqbC9bvNb/n8/GePbnnXTnclJ7KrOet5rz3OM3r//uJmMtGrSFBEociOPyHupGRwhSE2P3l+LItuEhR6ARatDn6vXag958NU4+hXvr18O9rFbjBTUeu5PiOxZA5pb+PB3WG7i7N/48VkZojeRaVxoTP8Vb2GUa3kQ1G6TMDZmdVrj8oU6405XtpXuuu4D+D653VWpLRDRRsnF6H1TSmkvQ+LGHE4RidECrpHwnaLH4MlzZNuXr+U3Gz1O5sgGyA2LEPfkeclm25pkwFTCn0kukJCk9aTLCtKBldJEraq9i1J1bizbGNZIiywMob6Z+UHneufZjcR0zIX25GtZzGta4+Me7kmeuGO7s757Ofbk6tVzzu/n2dmp7oqddAJAGtaHPu5FY6FC+jYPjYPT9fbVxcBXSRs7fh8AAAe7pgX8g2ISWkqdsjVJLgfwWb9iw9krCmiFiDGGrhWSco000Cyhyh+AATg1rZTbDA0FYkQYbC8469XxPbxPeXrJm57eE6zJj7+tzUy04//nDbHHgLQPE2dNXm4WtbYtVU9T/P8sLI3sSRUWnFvkipwy2pkuDvnS55e6xp16fUfQ4uPwby03Kp4KsdwZWvoTJmGbKZmUomddb55hWrhXbCWsXWKhLNoGhVlA6KdlZzy+64ZvTTFW9RfvZiWFvetZuolc2Ta3NVjDmsmpEWiECRXL/wT0cQCno3lc8Y2SxGevkTCIlVYp5+Bj4RJ7bOHAcJaKaankQY0owwp1G3wAkjz1oe6VJaw4eX6wRJcycQbv5CaMrgxon6KeJsGpoMmDRUgDhMfWOhe0UkBIfU7eJTcz5251dYx5xtYKWU8DnbNXHLsR5CJLrvgol4z7YR7l6PIXeqkNfgiIKRGyzOyu6+dKr1rSDrOwSrYxeNVd1M22nqqYnCmZQYVh4AEcNa2VBh0JhIewv49vHtfjzu89vQ5tMtnW4qrnnxeSWrj//aKmjbaaKqUyUyykN6hxq1nJD2LniR60B9y7LrcGTD0Wn+uRAfMtQP27O9wCM3i1aXLe8rVLgzK1WLseTqk3SY2fqzdXyatcoEYtI4miMuggyW7IVgnDmAu8Uir1xNUk0xsCrSS1aLeu4Lb5suAjJF1Citx2rsZRSmDUbjZrkyow6p5+qeg5VvJ2ebNuaNvW5Ovx8/3/v+ZwO7wwsFVMhiOAjLwNSiA3d+XV5Z0hjbPP/n/Ozp06f30OpNheYeEAEHxCD9Q0AejR16RhwBjaO/Se23V4/7f4b8VXwChHwAUqwMbra8bHagoThCo49H7Ot/KMWALiarvw2lN3Dl2fS8rABpydXDELVwlwHS5XyxHMYMlMjkLBvItg1dDX0qzVgd5804OkWlVmkGVD7IUxt8ABKDWt9IgzCokDUlhc9e8/X1xz7evb5r225m+o53524xeqUms1n/8wl4S8R6m/lhGOxKcsgJFRMbh5o6gc9tkwxpWJ2sV9c4jQZcghvnHbQ/4PPKFr7Rw9bqv3HbZyDfCekXBRheXyFfw9UraVUkXFMcpha68t3i+aYKmeNffilzkBywnc4a5OwqT2y9bmkmUQVEaLfOYJ2Fmde8adMk4sL6eIMamabFnJxURkoptmlLxpJc6eqrT1C6KkZzdzCe4MX241e06VhOnXj8qzYrh7I9MHBkBFq1kcxH1FvPYnIsM4TQFd3565OhQSEcIXkC+DtWAiwzUhCRLNIZQx1J2ZIg0UI82cmRKQko42PtQRqckguFkv0dgxLGMGe7swrsz2V38AMYxXbHfvPT0FZthfz3r5zeMSqMcfZ3yAC8A6OkXiQIQoJGccnJWQXKn25b14meHWB5HYh3kQ4W/aSgjGzVRoTNHUxTGgbqwppOABGjWvdFsdDcKBMVhUEoAAAAlQe3r/8RRUmm1TXVPSsLbmDClQNgsPQftpAS8qtIND456LLbv4EzG/nviVXf45dJLJzB9I/b5UPdQP7n1TKsHi5+cAyhIe7s5rfZPSEojk09bn+K36+M6B/vfX+wPQdB1ns/BQLGHWOIb4TDUuh57pn1rLuIRNw1MPUe4GC9e47zV4pTvePxvF+lJp777++4NhvkMhymKZxPqA2mN4R0t57lX5mIudbqENaY7OH2qzHjiZCBjW+KQvL03p6g0hltaN4J/2qZgcyplGKZFp3KdKTCHLI+lF3imw3bHEa6x72XFGIotJMF0itONwznOMjttwOuG7wubbGXFO0uafYvqvmySlaa2x4jlKMuwDyeTvT3HlJDAAhggC2Vjl+VW/JWazcF1l/PCQccT9O7LNI7TYuker9b0DIWTQID/GtDg8o5Us07vt/jdpqYYYYAApYAAO4oprAUtwBfcPSOgAn/8dQjvt/9f1WtLAo5hQAAAAAAAAAAAAAAcBGDWsIBvVDs7kEIAAAAAAPYVlJ6P+mVwLIJK0FbzacwEVmG0bkMH2omGATIby2dYRFoCMBGTHyrKIgTZ4usbUHcdUSae8+grFVgzSIi15zTsCvakNuKw+09k3z7Rlud04XjjJw/T6HR95rkfAbNBj1FoBzjTXwVjI+MoQu5uA/L8w6aoIPDtYf2Md626oxmtewbMHoHUNheeTsDH4f6ekyaR8wbsnuXAbPmUPKmUYZRRiJA//n3P6sjvfyvN9MNzl+Y4uTs1ZslN6VBsEtY5OWRmMFDBU1R2Cg1EGbnMLI7zi7/sd+318JqWKxbLc9KSaCXstuaRGxqK2/2R843EtoInNW/ltqfzUMYYee+0sMEp5h8t6mp/bm9hdzyyHjJsrzROynKWzaUrh41xfFZhp55znMKGSpFfAHl8AuXYujbIbsTanQighStTTU2jgqJxP7PVnAjtUW8NVWN9wptTiev4tPX+TtZTep59HxuPBqbMwMvvdf1OZXxNXbn8b7/CAAAC9OdD32IrrtEAC+JwgX42mpUAA4AEcNa+QdiqKwvs+7xz9xePXtvjxe51O51na4qUS0//9CZoXQYiAdQ5c7m5k+wX+QlVa+hJGB9Lwc2dxEwinwrXMgcfLwM3jP1z/3bcrElgVZiwUHSd/pCepzaYPqUi/UKamG9f521WobQD9gq7paMmnmLdSjSAl/Ac5DnRZTYaNOsYHNfE7UHkjE4w3dhmS4vPCosyFhQ+x3xrvP0N97JDtokX43Oets1/D8XzTbsl/hKPdVJqhy5j8ZdeyyZznKEJOcSxbEdiyaoYOm22XHK2vbDS9v9PanDc9ob+vjs/YsJuit+6qzOEXPE5PcrQIXiyosvUNd0e6yyAVF9VkFx3ApIG7rxsxt9oE7u5akA9THYqV9DZHd37Zgeu2Vu8SrciW5syJUACvrQQCIhpzKdAhFBsD0slU14k7gUIG5AA1rXz+nAAANaC/lABEhOTPr23pzFTogwxYAAAAAYAAAAAAAG8BGDWvkFYqCMVhd8cmtjrvjnW3HPHOsuMyXirrWWP/9woqjwNVp3ra0mbg7zp6lWmIcWUWG4/W+//LOoPZNnf1yaY9DzK4JKwNjtxPGNno1rdApOPCvEeSeOjkwf16CPxUuN9MOek7RzJ9X+sxP+PtGAbPdHnMH8N9YLv1K3NPLl+mfDTjnjSF9TzJGRM2Rl2rrmq+L3zhX0HzH0jti0AwGIWsD3HlOWwSaCyezsW3B2W4IHlGJ4pDbLhdLc3d/SVpS5EE1K0hq7a7iU8cFXqMjd1uta87T+5qk9rmcrPiSC9/YiZ2QSS0c8dhBVmGm3X4kIPx4vhgF3Ci9RP32dv8W1fLnszCGxyp0gcyBTSoAAvEXTYzlrxa7q1ZTpYemMatVBRPd98WnIEAOCW29pq0FBitrP4VT1s3ClAHYUsQH/i7LoHCG4wZcJuhWgePeyta5KjR/xqqDiAUjFZiJ1zMUxIuNNLFMQnB+AEYNS/igyhMQAAAAAAAqavxW5uaiQBSckm9EmHzsilPEbTA4rVJQsHgJJIdL0nWjCOAITA6wvbOdO/pnARUAnGF+B/VyyXuLKGX6kXqTysjFJsOpReF+N5OmzrqtTZUBpmig/gcnMmVn2j979VtEvL/BeNIn13SUfartAXg11ga6Qrs9XS2v9rMoqjITGDsz7t9l9D6asLG2gqzht3iEJn4dWcfEDAlVOQgub+Dzf5NgwNw8V+z2X3lTPp2v2Gjpw48iXPyxNLkdoDO6rjNDr27DbbT4rA6cm9n0HlOYt7Kx5/ZIW3I+7ZVvD9QW1e0Hjji3iSi8QCDKcXuAtdBbIbrhqvo4ePYEWMrnbQFjxmS6NrZf8w250/whx60JrqM5dGeRl17DgS/xIkvrs+LFLkiETNewXJVS9KnvtQk0EUJlPBNNjlumWNhVOc5xsqzyd6F0OB4VbfNVmpTCHOAAPd9J3RgAC/6L+dB51UA4AEYNawgG+0OCKIRgAAAAAD/z60MCqVftD7f3VRRIhKshvWeP69U7p0Db0KZwExWaDdUB5kmkxyCUodEklpfPfpP5HM/T38DnvNVSBqWBkIOTQUGKtz48C7sVxLZtO/ccqAdPfjkzsHKqfgSCSyiSXA5EtMnX/g8tcFogFKd/z3i+av1vFm2+wyuC+Mv9zcH/FO7zTsy3zWM/65dALvJRZe1yBUy8qVB+tOEmccrjswfhnknt+JW6HuCog3n9N00696asmKvd2ueBPzZ0bN99uR8x3Xiaatg+5Mu9kw3TFXRu7ZAoynpyWPydxyuw3z9FieO0oXurTsXWHvje1S5zGSq3as5W1+AsCWAqPCgzbJa1s1tdMok6y+IhgufDHxAhc52WXIuOn4MNinQDVxMqf6CwuEPDkYzZW1yy20xwZd+hJfEO6uI14x7rH2TWrimA5xP8YP46xPT0zjGOv5e0Ofo3WP4wA+/MgxgKf16eCFv675eOnnG/T+fj/a4ADgBHjWsIBvUEYyksL7dc18c8d57Zx75eq8+uu/r04zJMvF1JxT/7Ch4biFbK2kU2lDCObKXzjHlh5UFIaSIKMyCsYGYMLjCNsvba6vg+5dp6nONDkVl5hTNhYY3hU8z27Ovba+16LBQRn4utthbYdC67vjrimIUqL240Mlrxuhhdk9L6Hd89umIHHDSLTItOuyIi59eJfF6XnzRPFu17g2Fp+OXVCGy2nctVlJV8vTMmDqVMVOrTbpxZ0VqXTGGlJ8cdvOx7FlFgNhBxYLNOo/OHZp091QHJ6tQDbbaUREbYCyUl3McxmaAF05kcpOABfQaTUAAiAAAO8tAHtleYCya+yzs5CDYF1VRLM1lAKu1Rncvd19fp9y+ihAxy+yc91AYxO93oADr6XVw38dzrXRrrkK+Mm76ABz+S66cgs674mosEHKGNAAAAAAAAAAAAAAAOAEcNa9wqgsFQsIQtuOXHIADWyKBFTW5IF3S3mMHub2K7C/UOYFhyblkw0sxI5xX4nshySyL99P4KBLwSe9F/T9qV9Y4ITobRf8PoTnehQdZRqsQZ6W56iEl9/Zp4q8/nHQOaLzg8d7Fh0JS7h3f1D9JxS96OcCacH/gr3cGqYLe77WnYwtu4vx6a5qxz2fslZr/POnXnq/g/NpSvlOM9j7Wcs+fc5k/TFaTR819GJjZNRToiFBz5NNu7IllqPyq002q08hLmbXSPV+PAdv/Pp6cg8iSFzqU0bkuVFo7VjbTmEMQaerv1WklGHZF5MCPdkgqwTWVuBPWMYqWNImAQlvCA5znKAbeTbq228PCrs3fqe7b7/yfWPFdtw9YeLnZ5P+f4uuzuP3z5y9/xw8sO93RAJ7skk0SZD6PUArXT4UFvxBKpuCEW/lU5pPtyt5HjTZviMrXAGxm8bgA1EAzsQC3+AAAcAEcNa9UeCWFxMIQgXgAAAACVIJekp5J0d94yCqYbVDr6bqLGQGMkWGRkulcvJEO4QREyp8DJhiKQEiI/O6rs01BArBPrUsgJFIQeLc1pl//OJ/Uc+1R49w/P+F92YbbX/joyyLpFSfgWTQbMwjcvTX9TRmirSDxHaFZi66/IysDRntWhvrvruG7+Wel3ym4w5Qm/NnGdqA5djvmj/R1NFNiKEBkG1Yu0cbktvvSO9942e9yeWZ1kH7DdGfMT6FJb4Dm/H6495Tt+6VzcqlXq9VJAZX7Se8ujk0NgXmkrXfvvslbvTPc/Ax/TlXZRICzKJigijYWM3OXMYZZm9erq7j7Nri1doIoeCWay+YhY7ALNUpUJVrlKG5ZJPkaOz3OTJbG5ysO502jk773YaKMl7FxOtbLFSKx2lqqfsw0OGMSQAU9BdfTe3/yPVdT7X+jt9XwcJWDsfQ5EAMYAAcvSHZBFz4HhswVAAvJ/nxHsuQpHs8vZ5bwPvUG6IFcgAdMCFdWgAAcARw1r3RoM4xCAvAAAAAIBU0zGX6v9actVoD92/St64GWTZRONaJ5nKk7EMmlZNB7vARMgmgEYbKnUWoPyPWPGewJhzqrZtmnrQNYtIMTpTuLHOruNZ6pToS++XNFfYu3qf6FaMweXc2RhWxM7QMDPPwt4Xx176l8xN/DPxNHTZ138LkrfWgV46KtzVbVGRfC+R9w3Un+N35xhHXT+ufSfbLHFxQ0dTTsHbkxRKy5TN7f8ZZ1MEsr6HZK0PQvGRrNmqkbTua1aI6owm7JDSCafXWTKeTrFza/d5TtD7zuy/UqdA3/KdJa9Cj+wJdiIsZMx/sj3y350kMm9w795Cxx3a43FLep2ExYkbRYXOhQqApp41lSk33HKKH20DLBTnOgyn3XNDImFHcUyKji3nOdT0v2qPOv7bdainwZOtgYpTizOQC2Jsb5DhwTKBF1jpxnIMusXmBjjCTf1uWUgXyeT4Oz5chv61jC8QAvsPNlOP8wABwBHjasIBvNGY0mbHU3vrvWvB076763dbSpeVeRcmff/+TYmaNSSbfl4Q5acylKIiLAkcjsSFfl5PwbXJSVVwPpKgyEhHJSx8vKG/aulkNnm8z82IXsWQirJtL5ZXsTdC3cFP5ZjFt5s5P2TUieCygH0MiFODBtcN0CRuLR/3/x3BH49ITCCmoUncthC5k51k43I3PEqAy5e2LaE5uzjubP/0e/zvlEY+M6Oh3pHMf4eSpuU137LRnhUiU6rTZhE6sFgOcplZmPaQeJsiRM6MVJy5DDVcLlQSBiOcAm1aMnnQnVMFyFdGSTbYcC/BPr+5AKMJ1lObHDi1T0y1s1tBcawSth6kAqds6+FskXZBLgtagF2snp7JBEPQF2VC4CAOUuoAADzvkO3J7Hz4YLb2UgAAUltVevGiWZgcQIyjbu19HU8xHGANXAAAAAMspAAL6PLfpaAvdwAzqQAAABoRernhClzhy/8z8+9G6fWzxnJV4Q1+z04QjMZUx1fkPjeXf7MMszCJmanU4BIjcu9KYqhMgBsIheH39fHPB31l1zq+fFtX64rLzUrEzU4zPv//v/9BMym0IIK7iJTS8ivl2ARycuySKC34hLL3yfXMyT4NmSUuRLMgleRg6Ca4JPSsIRmddY9XnYLopskSASnUiUSL/pJnHndtoRyLSccDmrZ091mKihyqn86SS8kiJzASIStBXlqvE7Z1kqua8YXvPkhYjN8HnfTNKddVXWwuybJpri7r+P+va+rOaqqCPq7ff8YZIazmdKGFleKPd2UasQqBYpIzONJh1gsEmuw0zp0OsIIJJAGbQTezvhuBYBnqW1PXOl8PU0yqkVKMg4TDRokBHgMUkMGPSH0cWKufFEA1upLlYAADvegAsgOFMZUWCFxS18pcSADBwZpJEC2rFlEAOmZqJHdxBbhcO0ADXtgABjt8XdYgA8PxwAA3vRfip96+R7TmgACWMXWfcSi3IMtzFtyGSI0/XibgTOLxZant16dB1djmB1DbXkNpyQAz6AHAEeN6+MOgsNTGZ86rrnn73H7fc0fPkzmul+qu6zjI/W/05/8v8XuxL0OQimbK9ojEMHISKXmjPUZRIjh86RtTCVaET4LxMn6A9IEO+eaCOttkI8v8MwzBGfoU+qJR1eIzoUk9ZFB////LMskhRtEIEaZoZNEMjJMQfhyWCmEYU6uJRC9gyGwxZDHIJ4/BE4sZzN+H5dJwV9x4ydkW4DKNagmnYstA+//itCb7yeG99A0T1vF4c7dHNCI2MFNOBw7ieWvBN714+JkB3nqTEMy0r7M/WejPJPb738gdAsUbTzfahwUbPzeIM1Nf3cPWIe8usZZPor0+bVHg+N3uzCYFllGADp07NN4d6Xdu+iWpcoE0hKp7jg1lULsXA+liq4TfV6K80MeF4uReJGJ39Po+7flnXPskb38Zrl/HXQAF4ZgAALjc6gAAB39oAL+3QF+o9/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              "              "
            ],
            "text/plain": [
              "<IPython.lib.display.Audio object>"
            ]
          },
          "execution_count": 5,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "import IPython.display as ipd\n",
        "ipd.Audio('media/Audio_Fragments/PA_AUDIOCUT_1.m4v')  # Replace with the actual file path"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics",
          "dialog-worldcup-*"
        ]
      },
      "source": [
        "| Priestar | Aspect |\n",
        "|------- | ------ |\n",
        "| So, who do you think about it? Who will win the World Cup? | &nbsp; |\n",
        "| &nbsp; | Well, Croatia, I hope. I hope Croatia, yeah yeah.\n",
        "| This is very bad, very, so this is very bad for me because yeah | &nbsp; |\n",
        "| &nbsp; | Because England... |\n",
        "| I have a father from, aeh, but it deserves, absolutely!<br> Nowadays Croatia, it\u2019s like 20 years ago when<br> Croatia had the best striker in all Slavic world.<br> Davor Suker, was the best. | &nbsp; |\n",
        "| &nbsp; | Yeah, yeah. But I like this team but I have no problems with other teams too. I like (unclear) team.<br> The only one who I don\u2019t like is Harry Kane.<br>\n",
        "| Oh no Harry Kane is the best out of England\u2019s team. Because, without Harry Kane England, It's no good. | &nbsp; |\n",
        "| &nbsp; | Yeah, yeah it is true that he can score goal, but I don\u2019t like him. I don\u2019t know why.<br>\n",
        "| Could be worse. So. | &nbsp; |\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "In many other conversations we can observe how participants expressed appreciation or admiration for their interlocutors\u2019 contributions. This phenomenon was also observed in the conversation between Termime and Aura."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 6,
      "metadata": {
        "ExecuteTime": {
          "end_time": "2023-09-15T07:51:41.421229Z",
          "start_time": "2023-09-15T07:51:41.408038Z"
        },
        "execution": {
          "iopub.execute_input": "2025-03-13T09:47:16.793354Z",
          "iopub.status.busy": "2025-03-13T09:47:16.793020Z",
          "iopub.status.idle": "2025-03-13T09:47:16.801626Z",
          "shell.execute_reply": "2025-03-13T09:47:16.801108Z"
        },
        "tags": [
          "narrative",
          "hermeneutics",
          "sound-admiration-*"
        ]
      },
      "outputs": [
        {
          "data": {
            "text/html": [
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iMuMstotphWFKU5TlcOGtYylN++c7WzlayEhrhrekekd3d3WpajnXVdaNFSiEhBw4OchGtWtrVWlWoF4FzpjpkKQrGBLEulShBjCEIEFKa2EGMKWEWEVU5U5IZIYIwjxhhmGr17WYxzkaMxq1Yx73OD//YAERDMzM0MiEREzEREkAkAgkkAAAAAAAKqlCq/6+qa801NNJJNFNFlZNlZNNNhh1p1p1h1hxyByBx11119556J6J67V3as8Q8SVmVl5PJv42pUsY1rmcznNa1rWtc5SoUZCjKaKaKOKOKnU2NOa9exjWx2OtbnLWta1rUIVmCswVIVIaCaCUqlUB5b97Wtak0m1oxta1uWtYw0LmhdZdZfYTYQaDR9aZv3taxmSyTWrXayUiUqEHKw5WKd6d4V4VyqVUsUblzazWtttkI1pCEJBSmtmJcxLYlYlTHTHjEYg+Ox49rNa2221rWsY1rYQYzzi+cV3Z3Zahaix2MyU1Vq2s1rabVrQg5zWwa1jMTFiYlnVnYh4h2y2RANFGi1utSqVMYEM5ucy9yEltctrhIhIlYlYymUhvSunTGXvm82tbWtatbLWtZc4LnBnNnNLZLaOx0g4wSJMY1rebxCHO52cze9zj0qelUmUmTyDyDIZGhZipUxjWxuNta1rWve1rWtW3C24SKSKZ4Z4eTyh9W0qWtQhUqkUtrQg1rpzQgD//YAEMzIzESIRERFDMxEkAlIkAAAkAAAAAK9aVaAA+v//PPRSRSSWSWTTUaUaTXTXXXXaeXaeUZdUZdWbfWbfbfbfccahahZfZfcicibhbhBuBukXgbrbra1pUohNa1qNtpuNy1pSa18+hBrWWWWWZU06060YypVnIQkJWDeUCgzm1iE4cCECGSmSmlWJDijioQAAMZKU5t/XIXCxjhCMX7+tVrx3x3p2rZ0R0WtHz9rQg1q7SNOJxrWtAB8+nMhGZmZmZG1iViVGL59WpCABV7ebDYe8hDnePK1jGpepdbVVFLlLwhcuNapTWwc3I3G2MhApUqW1mMhDhDiWcbSjShz3rzWkI1riqSJxNrWtOdo0nOUthdhbdK1DJDI5z581rGEI3rbMZjUpzoQfPmtc6aOaOHKM1OVONalSuc1rWuM5FWq2ta1rbdtrZzTYTYhYagVIVLGHz5CNaIRwaqh0Nzmte9KlYw5yrCrNZ83C1C0tbdvGLWykfxKSaTa1ra1SJIxa01g1jTfFoyoytbatNaQhStrFFKpXOa1a3z5jCED//YAEVTMyMyIiMxEREREkkkkAkAAAAAAAAPqlqqqqqq+vROROQQWWWaWaaaaaaaeeeeggiiiihhlhlhiilhlh+IZ+IZZHZHaBTAyGTlyUKJtNtbCCUykMbGJSEIx+MFeMFWdWdUlRSNRqRILl5dLila0ISlMa9zGGO96NEqNEmamalZknG42+fP38bjYQta1trOcxj3taACVlqVlsLULT1DrikUevblxRqNrWMISEGMzl74QQhaN5aN5ltltrhWGIxOXPDhG43CFakI1t7taELnWteLFeLE6O6O7u25FIuHB69UajIQpWMvcpWMc5zlKyVdyVdo6o6lJhkdjsSI3bx2OqVGJSucc7W3upTW01C01CsLsLo8Jw1muvXaNG225za1rWtCG91rOchI7H47H7RrRpio6ikUePL16aTRjNbrSlWsxlrMZCC9za9zdmlmmHFMqdTevcGCRSJjGtzm1nvhBSiEa1RT1RT2rCrB4FwOl0t29GiYzGtdrVqQhzjGQhzkIhFQhFRFNFNEXHYdDkCCHDSSSa1rWtGNznva1SoQD//YAERDMzMyJDETMREREkkkAAkAkAAAAAAKqqpaWqqqqqNNOOUUXXZZaXaXcccZcZeeeeffggffggggffidsTtPoPojGjGFQqfv6MYxjVOpta5xCBCQgQqU1vCz4WZvhvjHTHTrdaVKaBivdOJxzhjjFrVra2MRChFEIoU8U8d7d7gcDePFmqecqJROcxjnNapTW1q1rsOdh2CeCbIrIrcbkKEnqyrXG41zs5KWEK1a0pa1ZRzKOyhyhVHVHhcLTJnzZlrKRSNbCDWucxilWs1q1cWrk6c6eymykcjiVK2bUe9YrFziEtY5zGtZSrWLSBaQKNKNNSNSWazv307GYQ0ymWspVrQg1pCRilMlpktKTSTS6y60jkciQ7DsrWt1ta2tjEhHOjFrYQuqV1ScncndUdUabTevVchectttkI1sIHOtbWrW1sJKhJUvsvprRrTkclSo29TABuNxrb3a1zmta1jCEVhSsKoyoyVWVWKZTiRDOzJznM5ta1qlPfOc5ylCFIupFyU6U6MiMikUj9/J0NIRwuFSnvIS1s5CGECED//YAERDMzRCIiQxEREREkkkkAAkAAAAAAAK9QqqqqqqqqNNOQOQUTUTVbYVbYYYYYVVZZaacceeddccddffffanjU87J7JtFtFhKEtmxcuXMx2sQjWtaQhCWs50Ylq8tXkSkSmSmSwvC758fPrW22Ma1zhCUprWta2EJJjJMTeTec6M6HOc6JEfPktdRCNa97WucxghJSENi4sXGxOxNTNTKyrK+fOnS6tu1mtc5Sr3hBzmta10hukOFKFKJSJQTBMcOL15/Wo1rWtaxlrOc1pSwhl68vWdqdq1y1zGUZHz8WKssTWtrYQa1rbWWspYQtFlost7t7YzYzFgWKNGHDMls2s1rWlKc9rNbGLWn0w+mMUMUNENEJMkypVevJa6oQc5jDna2EBCa1a3Wa6zTlDlHdXdYPg9IkSpVsbbnOdCFajGlMINaxjjdcbvSvSs4847aNoePGzb1wQxiEa1rVrUqlHOvdMoJlB1d1eGOGMSxLaND59tGo1qlQg5zWuc1rW3vBqINQlUlUvQvRLUtKFHLlTzWOc52ttZKbWa2EFrD//YAERCIzRCIzIiIRESEkkkkAkAAAAAAAAKr6qq+qWlpaPPTTSTSTWWZZVVWWaXaXZZccgbgbeedcdcddhdhdff6qnVUjcbeIeIXRdHbuuVynTevWthBjFznOa3GLWjMsZlSSSauauWta7lxpNLhwkSGtUoiRrSEtYhCETiicUtlslWlWWRZNmwuFx06cOGttYwitb3c5zmtdSLqRUCgh6h6SRJKdNQqF8+zZhCrVAGEBja1SqUQqiFUkkkxKxKX5fr15ptNOnRImMhBmp72MYxrWMu+N3xTabd4d4g2DVSqJxN8+fv2tWsyBrVra1KYQZMzJmSqVhohoRtG+HBUqlKl3bmtznZZznvKVznOjaMbRZjMpHpHQpCnr1ttt69rVkpa2ZNCFrc4xmMcuDlwFQqeIeISVJXz5OJxy5rVpzMZIQ5xjIS1rWop9FPTqdlXlXHcd9et0OiHDr1ylxhUdrSEa0hCEpZVLKORydndnZFkYcOVyt8+Dh8Ya3PMhGtzmc9adRDqITSagXgXBYFmrVpNJ06fv9aKWnRa3OMZzmMD//YAEMzMiMyIyESIzERFIkkkAAkAAAAAAAK+qX/oKrwqqPPSUSUUUTTYXYXYVYVbYbYWWVYTVYTbbbbdZdZeadeadbbbbddiqiqd4d4xeLSiUjx3ivCFIkSSSjEIdmwIXOa1rWOWOYV4V0IhK3W6dMOVTnGjdVqmtYy3bCFjNaa2XSXR2t2tMJhJpMiRpjUAIkQJhOc0Ily4QUprXOxmxmLVLVikUkkkbNsEdGNw4kcjnNrQQK1gha1SoqIqHeXeVKpXE4nLltJXvVKhGI2tc5+/a1rWta0n0n0YQYQwmFstlKliSFrUqUmk0pbWSpWMKUY2thKhKeWeWbrdqlUcuU29a3r1jkca1KevWMUpIR75JpJlO1O6nU0mk0iRsDCE7djYbM5IR06a1rWtCG9S9S3m3nSaSFwtGjtl5KZs0iERjFKSpc5a2EGtSoSowowoLhccTipUkpXISJEyWSa1rYcOtXOc5SkbEbG2G2HG44tFlKmO2AAhw41GrWxh8+xg52tIR2V2UXEXGi0UJhNMmrb9rblxSKR76UGjZzvdrVKD//YAEMzMzRCIzIiIiEREkkkkAAAAAkAAAAKqloKqqqqqqRRSSTTTYTYZZWaXWaXWWVVUUZZaaaaaaaabbaaySySZXZXKmKmXVdRgxRqN+/u3X79rVKa21gha2c22m2jhjhmhmhgoChEiaDQTJkyZu3a2EFKtZa2MYyEiEiWmWlnZnZdV1Vq02m0qV8+VKjGc4Qmta1rUIpjpjR4R4d4d4IEgbNlsNh8+hw7t1zmtzl785a2EOd+d7GbGYaIaDdN1evsFgPn4cM4ca1zr3WtznvWsb0b13t3t3h3iVpWfPi2W6NFMm48WtOeEK1tZa3OgagaWzWzhMhMWpaocNhMKHD4cEaO1ila1rRjpQhJZZZbZbZRtxt10XR+/RCISpXz58+OdSmtnNrbWrWYqYqIWIVpRpSXper100mnr1694cGtYyMcYa1znvZZZZkdkdtGtGU9T3LlIpGvXChYkQ54QzlrRja1rZc5c1tFtISYSUtS2vXDgcVq27eDBnMY3Oc5rYQWup2p1mlml2d2cLwvevY1Gnbty5xYiECFrWMYy1nvD//YAEMzMiRCIiISIiERFIklIAAAAAkAAAAKWqqqBaqqoFRRTQTQUUUUZZYYWWWSZWSZRZRZZZaaYYaaaabYgbYgXfXfJqJq0p0pNRqaRpK1br1aqhwxAiEGMNGpzYzDhWuBmBl8h8jF4szDMQoZMlw0UKw4bWUpUqOdSn7+lNhNhGumuiWSzLMvFi7dkBEqWvXMZa6NFSoQLFmtLnLnRwRwolEkeR7duvXIkUqX7+EK1evWMYyrVa0nonpY5Y5uNxoWhhw5Mmzd69QIGMa1AgKVrblxrcdMdGK2K3Q6JXlevXTp3LcWK3bxiMXjxCHvvXlKh2h2MzMzkkkTtO8GCjRUPrVnLlrUpevVKIRMma1ZlZlVlVlVKpalquXLt2o569fPmta2HDc5rXz5rZ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\" type=\"video/mp4\" />\n",
              "                    Your browser does not support the audio element.\n",
              "                </audio>\n",
              "              "
            ],
            "text/plain": [
              "<IPython.lib.display.Audio object>"
            ]
          },
          "execution_count": 6,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "import IPython.display as ipd\n",
        "ipd.Audio('media/Audio_Fragments/AT_AUDIOCUT_2.m4v')  # Replace with the actual file path"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics",
          "dialog-admiration-*"
        ]
      },
      "source": [
        "| Termine | Aura |\n",
        "| ------- | ------- |\n",
        "| really well<br> That text that you wrote was very | &nbsp; |\n",
        "| &nbsp; | Okay, thank you |\n",
        "| [chuckles] You're welcome | &nbsp; |\n",
        "| &nbsp; | Bu it's only the Google translator |\n",
        "| ah okay | &nbsp; |\n",
        "| &nbsp; | the text was in German\n",
        "| It was okay | &nbsp; |\n",
        "| &nbsp; | and eaah in German is it much better |"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "## Transcribing Sources"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "Taped conversations were first transcribed with the help of Wreally transcription software, and later corrected by an English native speaker. Wreally transcription software, given a conversation between two native speakers in a relatively quiet environment, is able to produce 90% accurate transcriptions of oral sources. However, the conversations took place between two non-native speakers in a noisy environment, and the dictaphone was often not placed close enough to record the conversation clearly. The results were frequently incomprehensible. So we needed to listen to the recordings closely in order to correct and shape the transcript. The dialogues between citizen scientists proved particularly challenging. The amount of background noise, the varying levels of English and the lack of an experienced interviewer to help shape the dialogue served as obstacles to the production of a satisfying text. Nevertheless, despite occasional gaps, as the speaker struggled to find the appropriate words or external factors rendered their words inaudible, it was ultimately possible to capture an authentic exchange between people of different backgrounds discussing what borders meant to them."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "The aim of the transcription was to produce a readable, authentic record of the dialogues, to capture the voices of the participants, their rhythms and idiosyncrasies of speech. Thus their words are recorded as they were spoken, with the majority of grammatical and lexical errors, as well as any distinguishing verbal tics (\u2018so to speak\u2019, \u2018you know\u2019, \u2018like\u2019, \u2018let\u2019s say\u2019) included. Errors were only corrected in very extreme circumstances when a speaker was having serious difficulty in making him or herself understood. Where this was done, the added word is included within parentheses, e.g. \u2018I had (gone) to the mountains.\u2019 Wherever possible, though, mistakes have been left unchanged. It is to be hoped that the judicious use of punctuation throughout the transcriptions will aid the reader in deciphering the meaning of what was originally said. Unfinished words or sentences that were begun but left incomplete have been excised. Where a speaker went back to correct him or herself, the corrected version of the sentence is the one that has been recorded. Where speakers discussed practical matters, such as how to operate the dictaphone, the time left to speak, and so on, a brief summary has been added in parentheses, e.g. (they talk in German about what to do next). When the utterance constituted a noise intended to indicate consent, disagreement or surprise, this has been recorded accordingly, e.g. \u2018Ummm, not really.\u2019 Utterances that did not interrupt the narration of the interviewee but merely served to indicate, say, agreement, are not transcribed. Nonverbal expressions with an emotional meaning are indicated between brackets, e.g. (laughs). Where it proved impossible to identify a geographical reference, or where the recording was incomprehensible or inaudible, it is marked (unclear). Where the transcriber was unsure about an unclear word, the word is included in parentheses with a question mark."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        },
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "For the narrative analysis of the monologues, we opted for an ethnopoetical transcription of a selection of fragments (<cite data-cite=\"8820477/6VPUMXCI\"></cite>). Ethnopoetics uses poetic lines instead of prose, and removes interpunctuation, so as to open up the transcription to a wider interpretation, for example including silences and emphases. In the case of Termime\u2019s monologue, for example, the first transcription of the first fragment analysed was as follows:"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics",
          "dialog-familiar-*"
        ]
      },
      "source": [
        "| Termime |\n",
        "| ------- |  \n",
        "| So to me the border it has a very familiar, like it\u2019s very familiar to me, because I grew up on the border with Slovenia, and in fact, I am part of the Slovene minority in Italy. So, since I was born, I was little, I always with my family, we always travelled from Italy to Slovenia like on the regular basis and daily. So to me the border wasn\u2019t at the beginning when there was still like the physical border with these (unclear) that goes up and down there was like, I wouldn\u2019t call it a shock, because I grew up with it, so I got to know it, but like police stop you at the border and said to you, \u2018give me your ID give me your (in Slovenian)\u2019 \u2013 which was a type of passport the people who lived on the border had. That was quite like it wasn\u2019t normal for me. And then when the border was taken down, and now you can pass it whatever you like it or how many times you like it, now it\u2019s different. |"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "The ethnopoetical transcription of the same fragment brings, for example, the repeated words \u2018very familiar\u2019 to the foreground."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics",
          "dialog-familiar-repeat-*"
        ]
      },
      "source": [
        "| Termime |\n",
        "| ------- |\n",
        "| so to me the border it has a very familiar<br> like it\u2019s very familiar to me<br> because I grew up on the border with Slovenia |"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        },
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "In the dialogues, interjections such as \u2018hm\u2019, \u2018oh\u2019 or \u2018wow\u2019 pointed to implicit knowledge about the interlocutors\u2019 opinions: they \u2018reveal what is going on in speakers\u2019 minds in relation to the situation they are in\u2019 (<cite data-cite=\"8820477/4FST6UNI\"></cite>, 8). In the following example we see how the interpretation of a dialogue fragment changes if we pay attention to the interjections made by the interlocutors."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "A comparison of the first and second transcription of a fragment from the dialogue revealed how the interpretation of a dialogue fragment changes:"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics",
          "dialog-aura-*"
        ]
      },
      "source": [
        "| Aura |\n",
        "| ------- |\n",
        "| I didn\u2019t know anything about Sopron, for example, I, I only see that the people, the the country is, Austria is, Austria is a rich country. Hungary was always a, a poor country, and, but I had never |"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 7,
      "metadata": {
        "ExecuteTime": {
          "end_time": "2023-09-15T07:51:41.437986Z",
          "start_time": "2023-09-15T07:51:41.424780Z"
        },
        "execution": {
          "iopub.execute_input": "2025-03-13T09:47:16.805291Z",
          "iopub.status.busy": "2025-03-13T09:47:16.804942Z",
          "iopub.status.idle": "2025-03-13T09:47:16.813870Z",
          "shell.execute_reply": "2025-03-13T09:47:16.813367Z"
        },
        "tags": [
          "hermeneutics",
          "sound-rich-poor-countries-*",
          "narrative"
        ]
      },
      "outputs": [
        {
          "data": {
            "text/html": [
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\" type=\"video/mp4\" />\n",
              "                    Your browser does not support the audio element.\n",
              "                </audio>\n",
              "              "
            ],
            "text/plain": [
              "<IPython.lib.display.Audio object>"
            ]
          },
          "execution_count": 7,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "import IPython.display as ipd\n",
        "ipd.Audio('media/Audio_Fragments/AT_AUDIOCUT_3.m4v')  # Replace with the actual file path"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "table-rich-poor-countries-*",
          "dialog-rich-poor-countries-*"
        ]
      },
      "source": [
        "| Termime | Aura |\n",
        "| ------- | ------- |\n",
        "| I didn\u2019t know anything about Sopron for example I<br> I<br> I only see that the people<br> eh the the the countries | &nbsp;\n",
        "| &nbsp; | Mhm [agreeingly] |\n",
        "| Austria<br> Austria is<br> Austria is a rich country | &nbsp; |\n",
        "| &nbsp; | Yes |\n",
        "| Hungary was always a<br> a poor country<br> and ehm yeah | &nbsp; |\n",
        "| &nbsp; | Okay [chuckling with doubt]\n",
        "| But<br> I had never | &nbsp; |"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "The second fragment reveals two particularly striking elements. Firstly, it demonstrates Aura\u2019s struggle to formulate his argument in a foreign language (English), suggesting that his simplistic description of Austria being \u2018rich\u2019 and Hungary being \u2018poor\u2019 might have been more nuanced in his mother tongue. This is not obvious in the first transcription, which suggests a degree of fluency and therefore leaves little room to interpret whether Aura personally identifies with his statement or not. Secondly, it indicates whether Termime\u2019s interjections express agreement or disagreement. Moreover, the last utterance articulated by Termime in the second sequence, \u2018Okay\u2019, is not part of the first transcription. This utterance suggests an emotive response of doubt towards Aura\u2019s statement about the economic discrepancies between Austria and Hungary, an arguably important articulation that adds additional information to Termime\u2019s perception of her interlocutor and the content of their conversation."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "## Introducing Termime"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "narrative"
        ]
      },
      "source": [
        "Termime was selected from the University of Trieste, where she was enrolled on a Bachelor course in international relations. She was recruited for the Talking Borders experiment by Giulia Caccamo, the lecturer of a course on contemporary history. Termime considers herself a member of what she calls \u2018the Slovenian minority in Italy\u2019 (see [conversation 64](https://github.com/jdh-observer/6ig87tC5GKjQ/blob/main/script/transcripts/064_Aura_Termine.docx)). In the conversation with her interlocutor Aura, she explains how she grew up in Italy at the border with Slovenia and frequently travelled back and forth between Italy and Slovenia. To understand the implications of identifying as part of the \u2018Slovenian minority\u2019 in Italy, we must look at the history of the region."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        }
      },
      "source": [
        "Following the dissolution of the Austro-Hungarian monarchy, the peace treaties signed at the Paris Peace Conference in 1919 caused a major redrawing of the map of Europe. Two treaties recognised the independent status of newly emerged nation-states on the territory of the former Austro-Hungarian Empire. The Treaty of Saint-Germain-en-Laye divided the Austrian part of the Dual Monarchy between the interwar Austrian state, Czechoslovakia, Poland, Romania, Italy and the Kingdom of Serbs, Croats and Slovenes. The Treaty of Trianon divided the Hungarian part of the Dual Monarchy between the interwar Hungarian state, Romania, Czechoslovakia, the Kingdom of Serbs, Croats and Slovenes, Austria and the Free State of Fiume (nowadays Rijeka), which emerged in 1921, operated under the auspices of the League of Nations and was annexed to Italy in 1924. In the Adriatic, the division of land between Italy and the Kingdom of Slovenes, Croats and Serbs was specified in the 1920 Treaty of Rapallo. The Austrian Littoral (also referred to as the Venezia Giulia) was a strip of land east of Trieste that was included in Italy; it contained approximately 300,000 or one quarter of the world\u2019s Slovenian-speaking population (<cite data-cite=\"8820477/CKCWHURP\"></cite>, 4)."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "jdh": {
          "module": "object",
          "object": {
            "source": [
              "Changes to the Italian Eastern borders from 1920 to 1975. Public Domain. Source: Wikipedia."
            ]
          }
        },
        "tags": [
          "figure-changes-to-border-*"
        ]
      },
      "source": [
        "![Image](https://upload.wikimedia.org/wikipedia/commons/9/9d/Litorale_1.png)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        }
      },
      "source": [
        "Most of this territory switched to Yugoslavian state sovereignty in the aftermath of the Second World War, which also led to the displacement of between 200,000 and 350,000 \u2018ethnic Italians\u2019 (as they were described at the time) from the Venezia Giulia to the other side of the Slovenian-Italian border (<cite data-cite=\"8820477/DQ3YL59B\"></cite>). The city of Trieste was the most important exception; it operated as a Free Territory under the control of the United Nations Security Council in between Italy and Yugoslavia for seven years, before being split into three in 1954 and divided between Italy, which received the urban area and the port; the socialist republic of Slovenia (part of Yugoslavia), which received access to the sea and developed a new urban centre; and the socialist republic of Croatia (also part of Yugoslavia) (<cite data-cite=\"8820477/HFYFSL9Z\"></cite>). A Slovenian minority remained in Italy \u2013 a census in 1971 recorded 52,194 Slovenian speakers in Friuli-Venezia Giulia (<cite data-cite=\"8820477/7BLBZR4G\"></cite>)."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "At least from the mid-1700s, Termime\u2019s family lived in the Gorizia province, although the borders changed over time. They were Slovenian speakers living in the Habsburg Empire, and in Italy following the adoption of the Treaty of Rapallo in 1920. Only one of her grandmothers was born in 1940 in the Idrija province in the Kingdom of Italy, which became part of Yugoslavia in 1947. However, once she married Termime\u2019s grandfather, she moved to the Gorizia province of Italy."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        }
      },
      "source": [
        "In the 1950s, Yugoslavia feared an economic regression and attempted to circumvent an economic decline by reforming its migration policies and allowing citizens to go abroad for work purposes, most of them to the Federal Republic of Germany. Following the signing of the London Memorandum in 1954 and the delimitation of the borders, the border region turned into a site of cross-border activity. While in 1954, around 3,000 Yugoslavian citizens worked in Western Europe (2,000 of them in West Germany), by 1961 the number had risen to 28,000 (of which 17,000 were in West Germany). By the late 1960s Yugoslavia\u2019s open-border policy was what famously distinguished it from the Soviet model (<cite data-cite=\"8820477/P85Z4LZU\"></cite>, 74\u201376). Socialist Yugoslavia followed a different border regime from what is usually associated with other socialist countries behind the \u2018Iron Curtain\u2019, such as the Soviet republics."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        }
      },
      "source": [
        "The Italian-Yugoslav border along the cities of Trieste and Gorizia was a special case. The former province of Gorizia was divided between Yugoslavia and Italy in 1947, and 74 percent of its population was incorporated into Italy. In 1954, after the short-lived period of the Free Territory of Trieste (1947\u20131954), the city of Trieste was annexed by Italy. Recognising the negative economic impact the new border could potentially have, already in 1949, Italy and Yugoslavia signed the Udine agreement allowing special border passes for borderland citizens who owned property on both sides of the border. This was followed by a further relaxation of the cross-border regulations for all border dwellers, which increased border traffic in Gorizia by 900 percent (<cite data-cite=\"8820477/GJC3BGW4\"></cite>, 182). As a result, during the Cold War, the border between Italy and Slovenia (Yugoslavia) was exceptionally open. By the 1970s it had become a hotspot of cross-border practices, with Italians crossing to Yugoslavia daily for shopping and tourism, and Slovenians crossing for work and grocery shopping (<cite data-cite=\"8820477/GJC3BGW4\"></cite>). Then followed the end of the Cold War, the collapse of Yugoslavia, and Slovenia\u2019s membership of the European Union in 2004. Bialasiewicz and Minca described its inclusion into the Schengen Area three years later as a \u2018surreal experience for Trieste\u2019 because the border \u2018suddenly became much more important than it had ever been over the previous decades [...] In its disappearance, the border was reborn \u2013 but as a symbol of something else. The fiction of a limit was thus transformed into the fiction of no limits: the fallen ex-Cold-War border became a symbol of a \u201cborderless Europe\u201d\u2019 (<cite data-cite=\"8820477/J2CVNUTW\"></cite>, 1085; <cite data-cite=\"8820477/VIN7VLMB\"></cite>)."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        }
      },
      "source": [
        "Today, the estimated number of inhabitants identifying as a Slovenian minority in Trieste varies. Statistics provided by the Italian National Institute of Statistics in 2015 suggest that a total of 46,000 Slovenian-speaking residents live in Friuli-Venezia Giulia (FVG) (corresponding to 3.7 percent of the entire population in that region), 25,000 of whom live in the Province of Trieste (corresponding to 10.6 percent of the entire population in that region). However, the Slovene Research Institute (SLORI) suggests twice as many Slovenian-speaking residents in FVG (<cite data-cite=\"8820477/JNWJBU8I\"></cite>, 53). Officially, the use of Slovenian as a minority language is regulated under National Law 38/2001, which accepts it as an official monitory language but does not require authorities to use it. This results in Italian being the official language in use in day-to-day activities in Trieste. Despite the official recognition of Slovenian-speaking schools and media broadcasting in Trieste, the use of Slovenian is decreasing (<cite data-cite=\"8820477/3J63LLCQ\"></cite>, 108). Slovenian is predominantly used in intimate contexts such as with family members, or in social contexts, such as Slovenian associations and organisations (<cite data-cite=\"8820477/EBJEKEBH\"></cite>, 199). It is therefore not surprising that Termime chooses to speak Slovenian with her family members but Italian in most other situations."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        }
      },
      "source": [
        "According to the official website of the Regional School Office, the FVG region has eight schools and six higher education institutions in which Slovenian is the language of instruction ([website](https://usrfvg.gov.it/it/home/menu/uffici/ufficio-scuole-slovene/scuole/), USRFVG 2022). In the provinces of Trieste and Gorizia, these schools operate in the same way as Italian schools. By the end of secondary school, pupils are expected to have reached C1 level in Italian and Slovenian ([website](https://usrfvg.gov.it/it/home/menu/uffici/ufficio-scuole-slovene/presentazione/), USRFVG 2022). Like most Slovenian-speaking children (<cite data-cite=\"8820477/3J63LLCQ\"></cite>, 109), Termime attended a bilingual school in Italy, where she was taught Slovenian as a first and Italian as a second language. She later attended the University of Trieste. For many Slovenian-speaking residents, the change from school to work or university shifts the social environment, bringing together many people from different mother tongue backgrounds and resulting in Italian being used by default as the main language of communication (<cite data-cite=\"8820477/EBJEKEBH\"></cite>, 202). Termime presented herself as a member of the \u2018Slovenian minority\u2019, but also emphasised that she \u2018definitely [has] more things in common\u2019 with Italian culture."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        }
      },
      "source": [
        "Termime\u2019s interlocutor Aura was born and grew up in Vienna, but spent his weekends and holidays in his grandparents\u2019 village in the eastern canton of Burgenland, near the Hungarian border. The information he provides about his family background is sparse and difficult to decipher. His grandparents and mother were part of the Croatian-speaking minority in Austria. His grandparents learned German in school and honed their language skills during their professional career in Vienna (<cite data-cite=\"8820477/TRSW6ACK\"></cite>). Given the fact that his \u2018Mum\u2019s side was communist\u2019, we could potentially conclude that his family members voted for the communist party (<cite data-cite=\"8820477/KCHDHFDE\"></cite>). Based on the scarce information we received about his father, we assume that he is an Austrian citizen living in Austria. Nevertheless, Aura indicated that he identifies more with Hungarian than Austrian culture and values. He stated that he shares \u2018the same values\u2019 and that Hungarian culture and cuisine is \u2018very similar to ours\u2019. By \u2018ours\u2019, he was most likely referring to his Croatian minority background (see [conversation 64](https://github.com/jdh-observer/6ig87tC5GKjQ/blob/main/script/transcripts/064_Aura_Termine.docx)). Aura does not reveal any information about whether he speaks Croatian, Hungarian or both languages."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "## Selecting Termime"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "To research the way in which citizen scientists referred to time during the experiment, we decided to carry out an in-depth analysis of one conversation. The experiment provided the possibility of conversating in three stages: the monologue, the dialogue and the digital caf\u00e9. While all citizen scientists produced a monologue and participated in a dialogue on the day of the experiment, not everybody participated in the digital caf\u00e9. The opportunity for digital participation stretched over 100 days, which might have been too time-consuming for most of the citizen scientists. Out of 62 citizen scientists, only 9 participated digitally, and four were exceptionally active."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "In the digital caf\u00e9, most comments were made by citizen scientist DeadSaint from Sarajevo (a total of 95). Termime, from Italy, posted 44 comments, and two citizen scientists from Serbia, Thinkerer and HammerTurkey, posted 27 and 12 comments respectively. The other five citizen scientists produced 1 to 3 comments each. Clearly, citizen scientists from Italy and Serbia were the most active. In order to be able to analyse contributions in the three genres of the experiment, we decided to choose a citizen scientist who was exceptionally active in the digital caf\u00e9, either DeadSaint or Termime. As we were interested in the interaction between citizen scientists, we opted for Termime, who was in dialogue with another citizen scientist, and not for DeadSaint, who conversed with a border scholar."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "## A Digital Analysis of Termime\u2019s Oral Articulations"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        },
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "As Michael Frisch noted, the digital era brings \u2018within reach all of the content and meanings in interviews not easily captured in transcription. Now we can see, hear, study, and select nuances that are not readily representable in transcripts, and often not lexical at all. This is what it means to say that the orality of oral history is moving excitingly back into primacy\u2019 (<cite data-cite=\"8820477/RVAR4E8B\"></cite>, 132). The software program Clarin Elan enabled analysis of the following parameters: intonation (affirmative, negation, excitement, etc.), exaggeration, repetition/clarification, emphasis, pauses and temporality. Working with the software was time-consuming, however, and we did not manage to work collaboratively within one digital working environment while being in different locations or to include different user statuses for the analysis of fragments, which would have enabled them to provide an Open Access version of pseudonymised fragments. We therefore opted to show readers and listeners an insight into our working method by means of this video:"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 8,
      "metadata": {
        "ExecuteTime": {
          "end_time": "2024-05-14T14:13:52.526136Z",
          "start_time": "2024-05-14T14:13:52.514010Z"
        },
        "execution": {
          "iopub.execute_input": "2025-03-13T09:47:16.818186Z",
          "iopub.status.busy": "2025-03-13T09:47:16.817796Z",
          "iopub.status.idle": "2025-03-13T09:47:16.822195Z",
          "shell.execute_reply": "2025-03-13T09:47:16.821726Z"
        },
        "tags": [
          "video-software-*"
        ]
      },
      "outputs": [
        {
          "data": {
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              "\n",
              "        <iframe\n",
              "            width=\"608\"\n",
              "            height=\"402\"\n",
              "            src=\"https://cdnapisec.kaltura.com/p/2753661/sp/275366100/embedIframeJs/uiconf_id/45459391/partner_id/2753661?iframeembed=true&playerId=kaltura_player&entry_id=1_7uy0dr3v&flashvars[streamerType]=auto&amp;flashvars[localizationCode]=en&amp;flashvars[sideBarContainer.plugin]=true&amp;flashvars[sideBarContainer.position]=left&amp;flashvars[sideBarContainer.clickToClose]=true&amp;flashvars[chapters.plugin]=true&amp;flashvars[chapters.layout]=vertical&amp;flashvars[chapters.thumbnailRotator]=false&amp;flashvars[streamSelector.plugin]=true&amp;flashvars[EmbedPlayer.SpinnerTarget]=videoHolder&amp;flashvars[dualScreen.plugin]=true&amp;flashvars[hotspots.plugin]=1&amp;flashvars[Kaltura.addCrossoriginToIframe]=true&amp;&wid=1_gjkkigo5\"\n",
              "            frameborder=\"0\"\n",
              "            allowfullscreen\n",
              "            \n",
              "        ></iframe>\n",
              "        "
            ],
            "text/plain": [
              "<IPython.lib.display.IFrame at 0x7f4b4490baa0>"
            ]
          },
          "metadata": {
            "jdh": {
              "module": "object",
              "object": {
                "source": [
                  "How to Analyse an Interview Fragment in the Software Program Clarin Elan"
                ],
                "type": "video"
              }
            }
          },
          "output_type": "display_data"
        }
      ],
      "source": [
        "from IPython.display import IFrame\n",
        "\n",
        "metadata = {\n",
        "    \"jdh\": {\n",
        "        \"module\": \"object\",\n",
        "        \"object\": {\n",
        "            \"type\": \"video\",\n",
        "            \"source\": [\n",
        "                \"How to Analyse an Interview Fragment in the Software Program Clarin Elan\"\n",
        "            ]\n",
        "        }\n",
        "    }\n",
        "}\n",
        "\n",
        "src_url = \"https://cdnapisec.kaltura.com/p/2753661/sp/275366100/embedIframeJs/uiconf_id/45459391/partner_id/2753661?iframeembed=true&playerId=kaltura_player&entry_id=1_7uy0dr3v&flashvars[streamerType]=auto&amp;flashvars[localizationCode]=en&amp;flashvars[sideBarContainer.plugin]=true&amp;flashvars[sideBarContainer.position]=left&amp;flashvars[sideBarContainer.clickToClose]=true&amp;flashvars[chapters.plugin]=true&amp;flashvars[chapters.layout]=vertical&amp;flashvars[chapters.thumbnailRotator]=false&amp;flashvars[streamSelector.plugin]=true&amp;flashvars[EmbedPlayer.SpinnerTarget]=videoHolder&amp;flashvars[dualScreen.plugin]=true&amp;flashvars[hotspots.plugin]=1&amp;flashvars[Kaltura.addCrossoriginToIframe]=true&amp;&wid=1_gjkkigo5\"\n",
        "display(IFrame(src_url, width=608, height=402), metadata=metadata)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "## Narrating Termime\u2019s Monologue"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "In her 20-minute monologue, Termime spoke about her past border experiences and shared her historical knowledge about borders. These utterances are inherently linked to how she described the way in which she deals with the past today. Termime started her monologue by recalling her past border experiences."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 9,
      "metadata": {
        "ExecuteTime": {
          "end_time": "2023-09-15T07:51:41.488707Z",
          "start_time": "2023-09-15T07:51:41.450907Z"
        },
        "execution": {
          "iopub.execute_input": "2025-03-13T09:47:16.824128Z",
          "iopub.status.busy": "2025-03-13T09:47:16.823801Z",
          "iopub.status.idle": "2025-03-13T09:47:16.836816Z",
          "shell.execute_reply": "2025-03-13T09:47:16.836292Z"
        },
        "tags": [
          "narrative",
          "hermeneutics",
          "sound-border-xp-*"
        ]
      },
      "outputs": [
        {
          "data": {
            "text/html": [
              "\n",
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type=\"video/mp4\" />\n",
              "                    Your browser does not support the audio element.\n",
              "                </audio>\n",
              "              "
            ],
            "text/plain": [
              "<IPython.lib.display.Audio object>"
            ]
          },
          "execution_count": 9,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "import IPython.display as ipd\n",
        "ipd.Audio('media/Audio_Fragments/AT_AUDIOCUT_4.m4v')  # Replace with the actual file path"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "dialog-border-xp-*"
        ]
      },
      "source": [
        "| Termine | Aura |\n",
        "|-------- | -------- |\n",
        "| so eahm to me the border it has a very familiar<br> like<br> it\u2019s very familiar to me because<br> I grew up on the border with Slovenia | &nbsp; |\n",
        "| &nbsp; | Yeah |\n",
        "| and in fact<br> I am part of the Slovenian minority in Italy | &nbsp;\n",
        "| &nbsp; | OK |\n",
        "| so since I was born<br> I was little<br> I always<br> with my family we always travelled from Italy to Slovenia<br> like on the regular basis daily<br> so to me the border wasn\u2019t at the beginning<br> when when there was still like<br> the euhm physical border with the (unclear) that goes up and down<br> there was like<br> I wouldn\u2019t call it a shock<br> because I grew up with it so I got to know it<br> but like when euhm like the the police stop you at the border and said to you<br> give me your ID give me your prekusnica<br> which was a type of passport the people who lived on the border had<br> that was quite like euhm it wasn\u2019t normal for me<br> and then when the border was taken down<br> and now we can you can pass it whatever you like it<br> or how many times you like it<br> now it\u2019s different but eahm<br> so as I said | &nbsp;"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        }
      },
      "source": [
        "Born after the collapse of communism, Termime remembered how she could pass border control with a border traffic passport for borderland inhabitants, a practice that remained in place until the border was opened on 21 December 2007 when Slovenia entered the Schengen Area. Termime\u2019s descriptions of the past support Bialasiewicz\u2019s and Minca's observations of discrepancies at the Cold War border: \u2018what makes this Cold War border particularly interesting from a political-geographic point of view is the tremendous gap between the rhetorical and symbolic \u201cweight\u201d of this border in the early Cold War imaginary - both at the national as well as the international scale, in many ways an \u201coverdetermination\u201d of the border, as (<cite data-cite=\"8820477/B2EDQNF9\"></cite>) would term it - its subsequent reimagination following the Tito-Stalin split in 1948, and its ongoing lived experience\u2019 (<cite data-cite=\"8820477/J2CVNUTW\"></cite>, 1098)."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "Encouraged by Aura, who shared his monologue earlier, Termime narrated a contrast between crossing the border as a child and as a young adult. As a child, there was a tension; she described how crossing the Italian-Slovenian border was both \u2018very familiar\u2019 and yet \u2018not normal\u2019. Her understanding of normality at the moment of the experiment was of being able to cross the border without having to show one\u2019s papers. This interpretation can be much more easily read from an ethnopoetic transcription than from the first transcription, thanks to which, for example, the repetitions of \u2018very familiar\u2019 and \u2018always\u2019 are given a poetic quality. Hearing the fragment, and analysing it in Clarin Elan, offers the additional advantage of noticing the affirmative intonation of the exaggerations \u2018very familiar\u2019, \u2018on a regular basis and daily\u2019, \u2018whatever you like\u2019, \u2018as many times as you like it\u2019. Especially prominent is how the fragment gains its temporal significance through emphasis on \u2018still\u2019, \u2018and then\u2019, and \u2018now\u2019, small words that are less noticeable in the written transcription but clearly indicate how Termime linked the past to the present."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        }
      },
      "source": [
        "The fragment does not offer us new historical knowledge about lived experiences in the borderlands. Even while recalling her own past experiences, Termime did not contextualise them within the Cold War era; interestingly, we receive no information about the fact that already from the 1960s onwards, crossing the border had become a living reality (<cite data-cite=\"8820477/VIN7VLMB\"></cite>). Offering us only a brief insight into her own past border experiences, Termime\u2019s contribution is similar to that of other citizen scientists. Citizen scientists frequently referred to their own past in their monologues, but these descriptions rarely went beyond their own lived experiences. Only in a few cases did citizen scientists relate how their ancestors lived during the Austro-Hungarian Empire, how these experiences were given meaning within their families for several generations and continued to affect their view of the world at the moment of the recording (see, for example, [conversation 85](https://github.com/jdh-observer/6ig87tC5GKjQ/blob/main/script/transcripts/085_Thinkerer_Golem.docx) or [conversation 26](https://github.com/jdh-observer/6ig87tC5GKjQ/blob/main/script/transcripts/026_Weaselfie_Idea.docx))."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        }
      },
      "source": [
        "The monologues recorded during the experiment were interactive (<cite data-cite=\"8820477/V5MRJS2B\"></cite>). As Termime clarified in an email to us (16.01.2023) after the experiment: \u2018Before beginning to record my conversation with my interlocutor Aura, he expressed that he didn\u2019t know where Gorizia was located, which is why I referred to my hometown as being near Trieste since that was the town that was known to my interlocutor\u2019. Termime also had the feeling that she needed to give a brief explanation of what the dissolution of the Austro-Hungarian Empire looked like from the perspective of Italian-Slovenian borderland inhabitants:"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 10,
      "metadata": {
        "ExecuteTime": {
          "end_time": "2023-09-15T07:51:41.517328Z",
          "start_time": "2023-09-15T07:51:41.493154Z"
        },
        "execution": {
          "iopub.execute_input": "2025-03-13T09:47:16.842872Z",
          "iopub.status.busy": "2025-03-13T09:47:16.842226Z",
          "iopub.status.idle": "2025-03-13T09:47:16.856028Z",
          "shell.execute_reply": "2025-03-13T09:47:16.855538Z"
        },
        "tags": [
          "narrative",
          "hermeneutics",
          "sound-slovenian-italian-border-*"
        ]
      },
      "outputs": [
        {
          "data": {
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JtGlKpWjRQNIS1oxWvOYQISc4pIpAswszFzF2m01biZhMNChXahDGJSlLWlLe4x0808yOSOFSlSqJRN63FWq7dtA1SlKe9rYQa1zjnD//YAEREQzMyJDEREREREkkkAAkkAAAAAAAKqqr6qqWqCqPPOOUUWWXXWYWYddaaddggfjfjggffifjifjggggHaQ7SPUp6lasasslkSJHGclrWsxlKWsQjW0pa0INXhq8SbSTaNQtQxSKVKispNa2Ma2EGtpRrZztZzmsY1jC3OW52aWaUgkFKltYo1rWwhCClQgEIxwha14NvBtTWqaywyw0cjkSITaxzlSpSYyMTnrWlClhBVmqs1UjKkZndndVKp8+lmqta1sYsY1ohEI1trNa6ynWV0uOlw1y1zCoUvXtWzLWznOVKjFSq1e/OWtiisUVJo5NHq4q4JRKr14PjtrEI5zWkI1pCPfCFrYK3BW0Pmh8yyyyx2OpEi+GNrWtrUhLWYyUmtc5repb1LTxWeK0ZkZpZLIMFdE297GJSxgAUoAFKOdCBu0N2kXyi+VPVPSSST16hwSe8hGMa1SqUhC1lrvcj8EfhkHsg9pZpZBIJ48NxxUo1rWlK1sYta1rWtaLxBeIp7VPazqzqmk106Lo44xa0hJza21mtc4hIQD//YAERDMzRDMiIiIiEREgkkkAAkAAAAAAAKqqqqWvqqvo45JJRRZZddpptt5t5t12OCOCGGOGGGGKOKOKKbrTdZpRpSFiFhFkWul0fv5MkECevQhhAjWjG1sIOO9x3rJrJtctcpimLicUOGqVKVNCgEIAZSk52ta3Zb7LfVPVOo6o5EEQSSSatbduDBfPtaOdzW3uADnNZVrK2NWNOqOqF8XylUvHjSpc+ZIlnNazGOtWMIQuGlw06g6iZaZZZlmslkkSBo3hwDhyErVJCZyxgxvsB9gO1O1EjkjpalsbjbVqQIatR8/nLnBvchCEvfT2aexrFrGYSYRu27TSaSpaFBKlVq7Wa2F7zmpTGRfSL6RSxSrVLVNW1dbrbhwmTFi1Om1sYmhCEFKa16JPRKB2B2auatLEslkshw3z569uXFKa0IQwg99rTkmckjqjquyuyroulTqcOHcuJUqRIlMYxa2Umtc6NERohnlnmaiahIkibjcUKHz6hQSpXvtaMIOcADW0XWi6vbPbVOVOU3TbcbmbMfP3Lj58AE5krW92ttb//YAEMzMzRDIzIiIzIiIkkkkAAAAAAAAAAKqqqqqqqqqjz001FF12mmmnXXXXHH34IIYYII4440jUjY1416p6p2xbE6YA6HX7+TJSKRdOuPFrWMlJrWN2N2aGaLsrspYljOQG229ety5LZbuXGjRSilxi1kqEqJR5R4OIOEhSGxxI3G3DhUql0udu69etVKAA54lYlWtGtJh5h0bRsxvTCYcOHr1tttfPoUJrVKa2c3anapRpRqmKmFkWSy3W83rFhmzjUafPhYulLWjFrUPUPWuGuKRaRapqlOV1Uqpkx+/hcLfPnz5jFKIRSpUpUmtmthdxd29b1qUpXK0KHr1lksfv3r172thBKZtZtXlXlamamXGcZO1rXa3LmtWkkkVKlSpCL3a1rZspskxkxmdGdJfl+uWG226VKFCZbLTJn78IWtIRazqDqIw4w0NkNjMMyOV43G0yavXKZThw379jFrzljJR5R4fofkNkNjLMtKOKnU8GCvXjkcfv1atzmtMYhJh5h2nGnJu5u0MQyBtYHA1avjxdrtdOkaNKWthCEAD//YAEMzMzVSIiQxEiEREkkkkAAkAAAAAAAKqvqqqvqqqqQQSSTTVZVZaabbbbddccfhfhffgggghhggiidJdJWXWXeHeHfDfDdOrNlxVJGL58Qi1talKlNaxks8s7JrJryryrnrntevlyok2rWu3Wta1Spza21nOeKeKOIOIV3V3Z1Z1SpenRtYmEJs21pCNa1r3ta1qtatbyzy09M9LxLxPXqkSNo04QcOHOe8pWMhBrYQeGeGdKdKdqdqIUIUvXsuVvE2tb5897WkI5xz2tay0a0YUoUtuVuWpOpNixz5mHEZz7dmtYxrWtUqtSEububhLhLR1R1RLRLQoSJFEUm98SIQkIMYxkYtaQhjpjss0syuyuyyKyNGi+fI42mtrVila1zhjrWEGtdodoh2h2ibibqsqsVqypVbY3a1euhDWzm1oxtaAEQsQtRFRDobock8k9OnWrQanAh9+4QUprWtzkhIQSKSKeieiiHiHZ0Z0uXIkQxck1r9+97W2sc9rMY1uKmKko0ozqrqorIrL9++fOc7LWNGpSa2EGtSlSoQD//YAEMzMzQzMiIhEiEREkkkkkAgAAAAAAAKqqqqqqqqr/kEEUU02GGWXHG23HHHIIIIIon34IIZIZJIZIYqeKeGVWVbvLvDFzLSaTp1Xrta/fvfCAxtbazWhC1pJpJKZKZhVhVcRG02nSpSZLnOXJzrWlMIEIUpzt5K5Kh1h1d0d0MOowuFqlTlyxjly1rWve1pzucMdoG4G9d9d0eUeRFuDCYVaslS3vWrOcQilMZaylWspJtJtpZpZWZWaSga4nEQISJCEAgTWsYMbGNaITWsVMVMk+k+XbXbV2pxiMUqUyYAFu2tbWwgENa3vaxKZaZT1z13RnRowWjbbcGC7dxjdu2stdrNa1rWudN1t1tWZWbubuYKYxJZLq1XLlrSZN7tapVa5zGMINgpgplnlnOMOMddZuNxixcOG1sOG1rWta1pCZza0I1Y1Upkprd7d31hrkci5crVqVDh3u1t7whCDnKVY5U5UpQpRndncsYEmUy6dJkzGQIEIBDe7Wwha05tl9l9gpgpQVQVic2Nptb9+rVWsKFCGcmM5zGNa5zQD//YAEMzMzRBEiIiIREQAkkkkkAAAAAAAAAKAAoAAAAAADz0jk0jk0i0Ui0VkGlkGmWXFmnFmm1Wm1WmlmmlmnWnnWnoG34G34XYYXYYHIIHII24I24InYYnYYmoYmoRiRiR5B5HaHaFtW1ra9evXIEMYe+961tZrbWS6S6wlwlpBpBO07Wt9eipXXrCFKUIlJKbWlININK0i0hExExvW9e8IEUqbVpjFKa2tQhOc58dsdoZoZoZ4Z0bRtznr2lSTJghpR7xjMYAFriUiUmHmHd2d2WxbGtfPnLmHDYxjHOUprWta2oiohjxjxmxmwOg6EIYM69RgwhLWtYhLWIS1mPGPON+N+lulluW5jIkShQcOBjYxrWtc5zmtTkTkVYVYVGVGWxbGthw7t2xYSlrbWc5rWta1ZlZmMiMi9q9pFUVa25cSpTRpSnvYyEBCWu92WGWEO0O6qKqANA0Y4cN8+r1yEGOcyEe/OSEekekC3C3IHIHWFYWtcuZkwWLrVzmtnMY85Yy1m1lqFqGoqoqFIUIT16hQmrUhJzUpSrWc4hAD//YAEMzMzMyIiIiIRIhEAkkkkAAAAAAAAAKAAVfAFoFDzTTUjTUjS0Cy0C0mkkmkm1m1llVlVV1V1XGVXGWn3Gn3HV3V2224HG4HHmnmnI2nI2m3m3ng3g3eHeJdpdo3G37+xYfPocNrZ05rXOa1jGtqVqVQyQyZ+Z+WCwAgRgwiR162thQlKIRa2ttaVyVzkfkeVSVQRiOJEgwefOvXtazZa1rRCOchDpjpmh2h0V0V43G7NlUqgQIcNjJEhrXOjFrYQhmhm1Z1Z3r3rkslvXnz569KlVrSpWtlJjAha2YmYlpBpB1V1UZDJKlr13LksWUq5ca1rWtGNrVZVZd0903vHvKlUlauZMpUtesY6dO1iEtaUmt1m1mZ1Z1l2l2LZbVq69e9eRoyEevWtlJzilYxKZKZxZxZ31314vEOHGDFSpo0hDhwUo57Wa0hKV6V7V7V5ZJZBIJHz5Kl3bkiSEHz5zmta1ztaeHeHV3V3RXRXabTfPnz6xYSpRjfPmtc5rWttZ6R6SBWBWq2q10umlSGDI8fjxnN8+a3OWta2EAD//YAERDMzRCIiIiIiEREkAlEAAAAgkAAAAK+qqqqqqq/BBA8w8wopBBddVVVVddhhttxxttpp5p5p5txl1xl2a8zXnUjUiGOGNc1zhw1KmtWuXK9drQha1rUzYEI6KnRUlMlMisisjaNv379/Zsvnz161qlNaQlWqmM2LexbPuPuededp6noEDBg372jRevpTGFKIQgSAQoqpFVHCnC1C1Co0jSlSjRjBjhxcuQgUpCMZDhCELNrZtZcpcjSDSIGgYYMevaNGDBw4Vra21hCdLhaxeFLwqaianU/U7QtC8eVatKlYsWbIAKUxkIJ3Dc7KrZVaFiFhEVEVbFsfPocOJEhw3z5jGtSlra7WtaqNVRrDLDKzMzMta18eNKk5cqVMSJazWta1qUjWtJs5Nn2n2njLjLT1PU6dEiwYHr2pUYxKTGc6M9ghWPqx9MzMzSyyyrYtj58gQIED59cuEI1rGNa9YxKS4aXDXdXdWemekaRqvXSpXz58+r12ta1rWtrtbaz7EfYhS5S8IkIiPI8/fxYo0akSJUrnNa1rGPmstYD//YAEMzMzVCIiIhEiEREklIkAkAAAAAAAAPqqqqoKqlqvQRQROOOORRZZVVWWZZeYceYcbbddeebibibbcccfcfp6p6loloJpJpaIb2nTfPnr1rdGi92ta1rXLmEGtXAXAh9h9t0t0ZXWLr1uXEqW1r15rbWc5rUqVziE1L1Llmlm3b3b1WRanTbt5EghJ05jJzc6906e1mMaUaUZnZndUdUaHXV8+evXz5rYkRrWta1rYcNrWtp3p3eBeBWAWAg3VGTJGDCJFrRgwIc5OchOPEIZzpYpYh5h5FIFItmW58+fv7lxjHLlSlKc5rXLlzmtiXiXZ1Z1qqqqaHXWvXfPnz5rXz5rWta1rXz5rWtkqkqRKRKjrjrlGQp48aNBo2EKVJrZza1rUCA5yEiWiWVlVlYzYzl4W2zZsWLt290qVrXvYxzrlxrXOlNlNh6h6VpV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rWta2UFSgp0p0qFiFg4ji4S+fOVyta1pCNb16ta1ucnPkmckydIdJClCkabh43GjWm02tIRrXOhw4xYyEFKVJipMxYxYhehemmS2LGTLbbbWiEtZCOHDWtaUta3W+63u9O9ba7amm4kAaVJpNJSoxxghH79rWtGNrXvm981s1s3lnlmZYdCteu7HY1rGWstcOHaylBDCCqtVVuJOJLFDFCWKp+7FiSaTa2tYQOelSa1rYQISyH2Q9oporaPaNZInYa+fSWStbCD35zZswgUrWudCTYSatktk1y1y30cNhSpYFAghCG1lrkyWMtZra1D//YAERDMzQyIzMyIiEREkkkkAAAAAAAAAAKqqqq+v8Kqjz0EEEFFGmllllnGHGGWXWnWnm3m4HYIHYHnnXXXXuq91cLMLIYoYh5bLt2QyHG43PnxIjGEJOa15y1sXKi5S0y0zvLvMCtRIkbjcaTSUKK9drYQta92ta2F1Qup4R4REpEoOVQSJR6PBUKixaRJa0pKUEKlLXYWLCxhZhZFnFmtsb06ZVKkUirNlAgxha3va2EAAfdT7qSiSiR4R4SRtV67SaTbbdKkqVEJa17kI1rWtixsWUkUkUpUpP7DWzZttuZzNSpnTqUQgY3Ozl77H1Y+meGeGnmnjLjIcPLZanE4lSxIj3kI1s5tbax4vPF60y0yI6I6y1NChsdjjsdixThx74QYyEIQa12DuwfCrCqsesdfnG9ekkktptWbKFCc9amM5y1whVjqsceoeoKuKubRqt2wSCXK5YcO5ca0ISlnNjFKnB84Ph2h21313bWJvnzdbrTab59p0kIc7nHPazWtnFs44949q2q2mC0YsWORxksmFCcuWthAxmtCEYwD//YAEMzMzVSIiIhEiIhEkkkkAAkAAAAAAAKqqqqqgqqqqQQQQRRUUZZWWWWZZYYcYbcYbbbddeeddcceeWGWGOwOwlClC0q0qQIAwZ69tajRmTM5taMa1hAhKSKSLTbTUxUxUpUpRo1mzo0Wtfv1SpjGttZCGta12t2s4U4WiGiFKhKh06uXECAhLFjz5c454QvdjLWWwWwV2V2mamaSiSi160KFy5UpKlfv3vWsY2tSkIbibibSrSlR1R6SaSXr0KFSJAAfv6VKEHvtaEIxhBlxlwZEZFththlhljhwevQ4dSl69Qoa1rWtSlzmtKlKls6s6JFJFoqoqVKokR69a1y5fPlKUpa4QxiEMVsVmZmZqt6t2hGhHLk+fcuXONm6VK1mtYy1hjc6HeHdZZZZixiyZOZN69rVgwZrfHh06UpjHOa21lKpnpnwqwq2I2IbCbCQIMeOHDc63b4cCla0Y3vEJrWtGtCdydyaiasWMWEKFw4SpQAcOJEhznOa0IRjc6XeXememeHCHBmlmkYMevUqVjBo2vXKVrSEa2UmtAAD//YAERDMzVSIiIhEiEREAkkkAkAAAkAAAAKqqqqqqqqqlQQSSRRTTaaXXWWYYXXaaaaeeeeeeeebgbgkjMkZVGVGWoWokrkrgQMWJ69Yw2be9Kb3nO9yEa0emD0ymymzEPENIZIbPnfv0iRrbdulGta0hFKYyEJvVN6mZ2Z2rmrqdadaVJ06Pn2tSpXva21mtIRrWtq1lWseWeWdVdVmhmhkyXz548YyHDIS91KSmc61a3Sb6Td1p1pahajEjEh06fv69drWTIQiEKVrVKYxaxUcKjnmHmFc1c1mFmEiQYMcOGthw3OCGEAhCHGGttY9rHururObObO2O2fv3LmhQvdIkpRjGMKVjGMa2hoUNAHYHaZKZKHiHhIkhQnLlrXr1rWta21lKa1reKlxUpZJZJmZmWeWeUqUYMdOiEr12ta1rWthBrWtW6S3SeIeIrGrGaUaUBg3z58+c5AgIRrYQhBSmMpRezr2dZdZdFdFejqjp27cuVSpznLlrWtvdSmta2EKvRV6OlulsasaklElLly7dSpWtrVmta1rQha1rZzD//YAERDMyQyIiEREiABAkkkkkkkAAAAAAAK+qr6r6loK+jz1UVUTz1lmWW1212mnnn3H3IIII3434IJYn5Yn3354J4IIJ0hOkEAUAZg4yakiQoUSJrQh9eoKUxmcqVCEIKUbSzaXYJYIkSnGvyjlyzZwg1vbtYpRCa1KWMWtrVYcrDkdUdaWKmuRjfPq1a1mtixYtbWrW5y1utNa6aXTSEUEUquk0kcSpU8eMZawYM21kpa1jGtYxrYSlCUplJlLlrGPLZPHq9eEGtw4ZNbaznQhazWsYqy1WWx6x6awVFkicOG+fOchESItrRjGMxmta1rXWY6zG1G1Go1S3icJEoMHObWhQjQglNKJS1r3lK5uHNxjTjSbOWzjVT59AgNbrUCAljIQa2UnOa1rWsu1l5i5i5pZE/sVIkXz5rYxuXFDG1t7ta1pCNaDUQaiSsSs5wyxANCVLIkQg51Om6UoQhBrWta1a4qlFUmVGVOZ83SGGw4X78IWtfv6JS50IXutYhMY1nms8bkbkqSjDiFKRI5cta52zYIhGtIStSEa0hAD//YAEM0QiRDMzIiIhIhEkklIAAAAAAAAAAK9fqqWqqqqjz0E0E0FEFG1212WV12mnYnYnnnnoIIYYYYIHnlSlSr2fez263T5PlwOCIxGvXiRAYd++1q1c5SrFg4o4q7t3dsJhNLUtbjcSaT9eu3aA5Kla1SrWtZ+/h0h0jiEcQlstcNwy2W4nE3z5+/TNSJFKUpSmtfPqLqLppdNLpjMX8fyx2Nut27datUziJFrZza0hBo2Q2Q1aFrQt2Ow4zjbjcsdjJk4cOqxKla2lLWa1y5OIOIGko0lrdbZxnEolG226tVw4et48WtjFzlrhQrZ7ZwPUB6m221pWl4PBpNKvXt2+Fnz61mtUohHTqwqwozxGeLO51hmGolElksr16VLZTlySm1rWWt48papavGF4wQKBaRpEkkpHI37+dOuxSJGtUprYQhw2oGoMtPlp5FIg4DhSKRtttWrLFkLYUKtWtvdrXz63e3dchLkLGYxt23OJxCQSuXFKlM6xYUqEL3vd8+tXtXzYWbCNRqWNY2YzLJZH7/r1etfPjna21mMfPgD//YAEM0MiRCIzEREiEREkkkkkAkAAAAAAAKqgqqqqqlqqpBBBBRRlVllVlppddxx999+GGGGGGOKOKCCKKKKKKzizi6YWkE0mwJAilTHI41pCUaLW1qEM5tbWpzqUnKnKmC0hTkcieJ6nTIJBzmEJ06EGtjG1mta1rUIpZpZi/kPoRCKmKZXrqRSOda0KE5zW4wQhCWs5wxpSJSNvhrutVoyDI165HI3Ota5cKXWrWABzs5GO1oxYxX6q+U222tq20qTMZmMIQ5ctbOecta5ylJTCDUrUunSxoms1WRZK9d2OwhGtVq1KUqtWttZjBjYxdNdM9AHIV2umiaLVq22299ajRs5ta1s5tbjAAOdEvEvVEKR67XW4biJEajUa1rcOG1pza1rYQYxrWtijijTJSQt0uhfF9XryKRXvnL581sYta1sIKU1rnLcLceljotIpFz3PwYGk0iEtZw4CFznOCG1mtIR74hYhVJYqKVSrTFMFCjWazW2s0aHO50ILW1pCNapTpDpD3Rd4kMhJkmXbspFJSmtDh3vYwhHOtZrZzGP//YAERDMiREMzEREyEREkkkkAAkAAAAAAAKqq+gr6qqqqPPRRVVWWbYbYYYdhedheggehehhhhhgghhiijjiim+833QmQmLxeaxrDMjRjMd72sy3KEYxCDnAA1rWqm5U3Hznz2SyLoui6JtJpNzq1bT5761KVjFKWuEFMoplFllliIRFTVN64ItFoxjWwtqpUYnOpTWuctdnvs970708gkC6LovhrjcbIS1owNUpCIQa2cxjtaiF0QszYzaXS41DUWtNqNRnO1pZSOdWrW3uMdrQhGz42fgxgxbrc+j6GU2WEwoQhBNJGtSkpWthBrc5ZOjJ0VnVnkslcxzFwzcjkeMPe4lSEQgpT3tbnLWuHhw8XbXbSyWLet5uOKRyNjGMdBZrXOhBrWtjGtZqvNV1ZlZmCwQoChJY0pVKxhCByrObWkI1trKVazomdEywqwrLZa7Lsj1aKRSa1ziWyIRrXOa2EIxhCc3zm9IVIW43Fx3HSRxJ1OjHe6yXNbrTWtaUtrWtVkqsk0O0OnU6ZJktq03E4mMtZqUiEc5rWta2UmtD//YAEMzMzM0MzIiEiEREkkkkAAAgAAAAAAAqqCgqqqqr09I89I9FFNNddpdtpdtdd2Bx2Bx999+CCCCKKKKGGaGaGKF2Z2aDqDqVeVdCoWWI7Y7G+fdckSLWkIUrWkJnLF1l1jdzd0RERFotIUMqTSb9/d1w4KUMZzqU1rWvmEmEQyQyQ0Q0lMpBwsNxudu1plu2pT3udCBCLXVKtKuKWKU1I1JhsOl6MrFYhQ9c3bpCTnOdrNbWtjuDuLabaUhUhRWK1rbcSiSBA3S4cQg1r3wg1rWwhShSbXbXE1E1s1mRttJtNsGFzKVLCBCKU5z3qU6c6c55R5QxQxRtNoL1A3m8NGuEsGGMJTayUwgxhoV4V2mWmUJkJmk0m1jiSSTt2/a9etaUrnQg1tatLjLjqbqbVHVHbrdIpQttt7975ty4c9rAAhEIKU2papbF3F1mRmSazUzs03G4gQL4Xbr3kJCD3wg1tIhYhXjHjJeJeJJJHzZsLhb9+FBcuNa1rGMY1rnNd6d6d6d6m4m4SaTGwIuNx2LCVqBAtbWwgpTGMYQD//YAEMzMzMzMzIhEiEREkkkkkAAAAAAAAAK+qqqqqqvX/QQRSRSTTYYaabbeeggeehhjjjjhkhkhlhlhkhkhkhkhmhmW1W1rLrLSSSTablstQIFKhw1KCEhGta1rWttltlJ0J07q7qaTSVSqiEQSpVKu3VKUprSESmEFrh6h61515qoqobbby2W0ejcuVrcuXOc5a2MYxrWtpypySSSSZ7Z7qdTbrdjcbaNGMxYrW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eDcbjLZdKQgkEg1pzpSxmc605zQbQa3C3CvCvDNQQlktyuWEEpSaTa0Y3OYxrUpa2KuKtzRzR6h6iBoo3G42m0lIxlstsYxjWzm1rWlKbwbxYPYPCjCinhyUikyORc5a8lknvSlrWMUqEGMk6k6ZnZnJWJWVOFtttp1OwhCDDYcINbObWta1rWxEREG7G7O+u+mSmojEW02mtYwkklrSEYw5yEa1rVhlhkpkpuVeVSLcKWSxSKV7taXi8QjWiE1rWuc1sO0Ozuzu0TMTLkRxQqG12trYQZjMvcY2tUprWta2LWLWHmHlnZnZJZFU6mq1Wc6lOVywhKU5ta1rWwg8o8o5w5w4C4C7LrTicIpFhBa1EomtnN74QnNziED//YAEMzMzM0MiMxERIhEkkkkAAAAAAAAAAAqq/woAr/D1E0FE0EUUkl13F3F22G2HlmXlmWmn22H22IWXIWXH343o3on4n43oo3oonYnXjHjEiUiWl2l2221pLcmSzGY1rWpEjWkIxgxqVgtgsUuUu7070YzGdhy1anm82tta5ctY5yEKUY5wJwFiFiIEoEmazYNTowZU6m1rW167WqVa0Ytb1H1HTtTtBjBipVKNeRSJJZLNaGOXLa0ISEnNSqZaZbWLWIuouqTSVTpc+fRKJGKEPnxS2s5xStbD1D1TLTKrSrTFIotjbfPkajQhjFcuUpSmMUprZbZbVt1t3Y3Y243G9bj58222MbW1KkYta1uctaLmLmsWsXDxDwCgUtjbhQnW62tSkePIRrWtUpa5mZmTajanWHWHG40/eSZMHA45zWokQAKUpSUuc0O0PMNMMxuxvXa7MNdr1zGY4QtalSa3OYQMa1pKJKGoWob4r4gyGTBbSZM4nE1r33LlrNaQgQpTxtxtLrLqsqsqk0msTTcuSwWCEc58+c5a2tIRrQD//YAERDMzQzMzEREhEREkklIAgAAAAAAAAKql9aqqqqoE01BA89JZJZhRhRdRdRllpppptt11555511uJ9uJ+B6VSyqWFaFZ4F4EeWwoFA4XCQjGPmta1qlNaQj58RXIK5BmxmxsVsVWUWyWTI5HnKlV7KU99a2s1vDhlT6KfQ0g0hZVZVGS2Wy2m03CDWvGQg1sIDGxleu5xdOLqGmGm6G6EbAiGQzmcy99axHLW1sY5ylL58eRoSNBqNqNndndY2mkkki0WxlrISveEK1kI53r1a0yWmR7d7diZiZfnWgUDM5nWsIAQHOpRCEItZMmWOERwhodofKTKQyU0CgUGw3GNrOVMY1pztalK5c1tpNtJmdmeYqYoeWylEoolE5zWqm2sQl7kJawYM1C9oXt2l2kxoxql4NLZbk8m51rO1qUc73wg1saM9TZKbJZdZe0a0ZhVXa7W02m5zGJSPe50ITmpRMnCiWUSxZdZeNiNgoLixGI1Wq1r3qjtaQjWhDWpIkzCW4S2KGKEZoZpmmIUSiolEc7GbqtaMalHPCFy48D//YAERCIzRDMzIhEiEREklIkgAAAAAAAAAKqlr6r6+q+o01BA89RNRNVVZhZhhhppptpt112B2CCB55151599+dXTq6KxV1N1MbhuZzOkEgQIGtfPiEa21rWGDL3sXTS6bFIpererEcRyyWRuN169rRYrGQhnLW27bWsXWC6wMZjVIVIbdt2o1G43LlxSrlxjGtSlrXz5rXRFiIsNNpwTwTgwDBSKVMpm/fGKVKtdrWsEJ481qpqlNUm226uKuBmGZOp05HJ8+hCvXa3Wjna18+Yx0ZHjI9YrDQrQqxLE63WlEpWrMZXrwgxlrMYRIkIdmFMwpttsycyeKoqkcjbbbQICEhw1KSmMVKQIGtJN9Jvomk1ETETDUNRqNRWKoEClPnznRihFrJUrWuUTqidz2e3H3HIIgkikTUakiRraVKtcYe9jLNl73NgxsGRaLM6M6No2ijUdcrnDgxlevCFrNaQly4QjcHTg6TWaxNxN3peluNx4vGvXa2HDUqEBCKVChc4mIrxFbicUvUvUHQdWq0yGQ/f5yTJqVCE5qUrVtaz//YAERDMzIjMyMxEREREkAkkAkAkAAAAAAKqqWlWqqlr6NNOOQQTTXUXUWWaWaWaZaZaaddeeffededddegegeepBtINeneny2y248W02mrrrdbWtjGMCG1mta1rWtPLJ5ZsmsmRYRYiREymY5YzebveEClUprXOa1znONVhqsd4d4VKVKQIFAoHG+aLRABrWta1rWtc5rWtsKthVQHQHyWyWhw5LJU29ZbLta1oQhB73vOdjDnqxlWMZbZba3a3LFqzWS29OZzSlzmtYy1ila21nOnQc6DWVWVR7R727WYzFG9rVaSkhGttZrZzISELWnOU5yuauap6p669QUCiW3Wq1c61oQUp71KIQpWtJhxMOOVOVtRtR0aGUylJXkUiYwhL3nNrXOe+9yEebbzbrErEZ1Z1SpS4XC5Vjkca172MYxrWtYxjGtgeUDylZlZSsSsTJm43Fd0bbbnOEGtnO1rWKVKc5wlWEqm0m0hThTdu3o9BJaczmtZznOUo52ttZra1jVsatYdYdMEMEevTWa0NmkcjUq1hjjFSpzUqMYQD//YAEVTMzQyIiIhEREREkkkkAAAkAAAAAAKqgqqqqqgqqMMOOOOUYUUYUUUUUXXZZaaddbbdddgddgdddbbddZvUZvUgzgzipipXENjRrlz16xjCFrNbaxz2s5zGPpaPpaK0K0Q6w6wxJX79KlcOEphBrSEa1jCEtYhGYYmYYkXEXEd0d1vrdeumTBgzWta97W2s5xCNa1tAdtAdswkwl3N3JYQqjRr1zx4IYQWtjGMYxSoQa1685687K7K5UNUOjqNXrx49u2xjWnPnLGLWY0IYxa+ja+ilmlm0202uijgQA4ezZOdKVKUpSnOjFrXvjlijli1q1qgxgxTZ1IED9++fSlCDnNapV7lK1trPQxPQxJrprlFlFifcHz7hwgQGtMZa2tvda4QhAhFHLlHLnWnWqYaYXOUaVLNmp0+c2sxjWsZaxCNalLcTLcTKYyYwLYLa6KOTJsWMWIpVKSlrZztYpWtYypRypRxmhmiXGXFNnUlS8eMmTawQjG1qlWsxjWxjW2/W2+dGdGS2S2T0wfPrly9eUoY7Wc6EGtc6EGMD//YAEVDMzMyEiIiIRIhEkkkkgAAAAAAAAAKr6qv+gqqoM01BA9I9JRRllllhthtdpdpttt9xt9x115555996N56N5+GdqmbaWa2a4wYwWGw1KTp0SJDhzmuXYxaylABjEhs3B5dOrOqD4D5KpVYtAgSJDFi1rlypTGEIQlakfgje+Ky6y8oMoObzdi+zY/fpUoQqVLGWtayUylFxt1zXTBTBA1A1ZvNmU169y5bt2tYsKVnLGNa1qrHJatlMHMHJBJA6XTIhevRIjJk1tKkEM5vfaz31TuRTZCPSPRrRrTUaj9z1727KlTW0aKlNahDnVq5/FZ+FuauayayatJpHx3bp48gQQhVqhCY1KMYADnbDnVNNRNQ7y7zFIpYtTpy5ZculJ8+1t7ta5wQvsXnsuaLaLZpZpbcbhpOjQfP69etV67WjG5yUtbWJx6Dn1C1C0yUyKNR3tJ058+sWOdSpQg5yUuc1t5nVJOVCXCWUSUTG42IFduqVNGiQnHitdrEI5zWqooSnNCyiyk0M0KjUdGblyqVOHEIQ4bW2tazGHOsD//YAEMzMyRDMzMjMiIhEkkAkAkAAAAAAAAKqqqqqgqqpTjkUVFFVWWWWW22WXHIXYYXYX34IIIIIIoYobk7k5R5RxKgarStabTUymGkhVKpAgHTpzsYtb3iFCZCZDTDTlPY1iWJFotkslKVnm84cOpUCG92Ma1SmlmllaFaBmhItq2pNJxWKlp5FYrWrWLBCNaUrWnPJvJvJxJxDq2lmWZ2u0qFR1Q61WpEiZMGMY1rUqtcZsZmZ2Z2mlLIch6zWOx2K7oUynw4UqQhLWtcINbKRKRbPbOSoEkgSAgEBRqOVSXI5H79+/e9rcYa1jFuFuMacaWam41rWtNpxyOSN+k0nRov37nWtazWsYsQsQjSjSRISUrSu2WxNJpRwm2237+zZa21mMa1zqHKHDQzQ2bG6jSNSORxSKSFXKZS/f2LBSvelLGQg7S7TR5R5QPQ1jWOp1ONxtRwlGo3r3r1a2tc5a292w2wwiAiJho0kiSSSSLNZpANWq1YsPnxjLXazWqUOwOwCkClDPE3EcRptOJxNNvZHI37948YxjCEa1zgD//YAERDMzRCJDESIREREkkkkAkAAAAAAAAKClpaqqqqqqMMUQTUQTRRYWYWZZZWZWddcceeggffgggggghhggke0j2FSFSuXuXiiKHr0PbAtaVKlK1qVOZCNapUINTVqa0V0VqjKjQtCyRIaKie/Bgzl74Qa1rXvtZzpSLKRWdWdVqFqCaJqRICmMYxFitbGLnNaQjWta1s6OnR1xNxMOsOpmmbSpQoZDnSJCEOetWMa0hGta1UqqlWEiEglcldUlSevVaZdrOHClZyhFakJCFrNaeMjxlCzCy5s5sta13LlWB61oMHOXOUprc5a1rWtmhU0KCjCjhThTcVxVKkMXBKVOnazGDG1sYmMc8IcPHh4yUSUKjqjpsm1evUYWCGJESlSlrSkYzna1zmYWzC56J6FZ1Z4Ng2dObNOBCMGRi1rGQha0INa1p6TPScS8S7zrzq1rW/frJE4Q16yEUpjLWnO1mta2CKwRVElEnILIJF0Xr14CKrGSZKUkJrUIQglM5tbFhIsItqtqrSrSj6PuHCfvJjHz6EL3a0hGta2EGtD//YAEREQiRCIzIjMiEREkkAkAAkAAAAAAAKqgqq+qqq+jDDz0klF1FF1Gml13HHHnHnnn34YYIH344I4H3+vT16VwYuDKxWEcRxIkazWDBpXK3TrGFrMaMc5c6T6SfSB5wPOOx1dV1sWKnUzRpLJb37a0pb3YxzmtLHRY6bJTZKicTS5Lq9eNxu7dslkuXGte9rSEa21kpulN2zW2a43GwyDJMmSiUcuY5HHLlSjna0ITna2ERQiLTe6b1Nptb1viRI3G0qWFQoQIWtjK1tZjEp1FOopZpTNKikUl+X0qUNhtOnqVSSpVKISUoxvetYynGU6QXSC4DAYGgZGjqVSDBo5HJMljHOa1SrWtYzrGdaiYUTCm02k6TGjVGo4UKRyOvXc5ShjUqMWteuT1yi2UWyiEQRNE4ECNRrr1dzuevWtYwhGta1rZRBKIINrBtQaDW/b9gwkUiw4YlEnLlzqUQi1mta2fCT4RdVrquNRpu27hQmy2UiR5vOPHYxSoxa1zkphdMLpqbFTYKpVq2rXbt1uuJErlcNm2Mzm93OCEhAD//YAERDMzREMiEREREREkkkAkAkAAAAAAAKoKqqCq8KqvNNPPSPSSPSUUYYZZddebeebeddffegegfiefiefffffffifigfUD6OVOVhghgkuS2lok2ba1rDGIVaiFWs5hDWrmrc1bW7W4PgPlTVMikShQoQYxSmthBjGMa1rYQtMVpihohopzpzXtezBaSVKEMINbazWtaQkIWta1cDrgcQ8Q5rZrcvS8ZTZRo3OQghGtITGGMUprYQu+F3wmmmmmEmEYNgzLbKFDCFrKUpTnWs50YtaMbzyeeUw8w4rArDmuaRbhduznIRrVKhApYQa1rdasxtmNiViViGiGTRNFsbdOm97WrXazW2s1sINaxkpGlI0nkniIyIxtG1N5l6dFKISEIQSkYznUohL3btDdoPDPDm4m4XZdplMp8+5wQkJCEIOcpS1sZCD6IfRFNVNRAxAyOI5LydQIGtQhrWtEJrWta1SilwdmDsCyCyq7q7MMw1IYdSoxkIDG1uMQg97WtbKWls0tko0ozETESyLIgDKataUc5rWtWtrWta1rWtD//YAEREMzMyIiIREiESIkkkkAAkAAAAAAAKqqqqpa+qqqMMQQQQWWYYaaccddfdfdffegeggggggghhggjNsZtZIawJ1Z1aaTT9/u3PWpS8eQg+fEI52cqVe59NPprmsdmlQlQh0OHDnTqRAAEiQQlSprYxKVjJSVgysGmg8mZzJzMMhiBA/f9rEIjRsY+fNbCFa1rCFKCpQUJKiE2T2TqVSuXHz4aQIRw61t+9rWtGMIVKxM+JnkqUpCnandKpTx4vX22AAlSta6dKUlMYsYxlXwq+D1udWypypcbj3761ZCJSmTJrXz5rWttZrWtXCi4U2LmjpoporVatGirVqiNbXrudEiNbnJCWsQipRVKKYySJnbnbZzOGDHDh82ELFilNeuMVKa2EDnRsiNka7zPzuTuSbTbhxChOVOd16jHv3whe4Q2stb9Hfo6aqSleKeKcbjsWHDiI2tX79rcuUhIQrVrWMjNUZqhWT1FQlQkikT17WrPm3uaNNbSpMY1trRiQljzseacnTDZ0Z0cLhQoVatA173z6EBo0ISECE51KD//YAEREQzRCJDEREiESIkkkkAAAAAAAAAAKqqoKr6CqqjDEEEUVVWmmVmWVmXnnXYXYXYIH3In3IoIIIH34IIqtFVqKdRToe4e2+b65ccRSEI1qtWQj16ELGNapTH1Y+rZibMRw5w8nSdXrtmlAAc7p0c5+/c5rb3a0Onh0/Cm4U1lhlhxHEDBjqGRShD06WtWra095COcXii8VFr4tfL3L2ua5uHC1puc7WNGlK4cMYtZrWtjIkZEgWcCzpzpzNw3Hr0ym1CDWuXNrJUrW2s1sIYc/DnxVeKrsrsrhSFJAgliqta94cO93z5rbWa295JrJNWOkx0ruLuG2bZ06WxtkI1ogRCD5850IOdazzdebqV4SvDEbEbnOcVKh3KAhYx69taPHKVaxjhA8JnhM9IHpCZ6Z5s2zGDHIkZCKVcuPeCBNapTWtaucVziyhmUM6m6mlaV0qRpuFrWtuXCETJnOIS1mMLpBdIXs69nJIJIOU5YUJZ8m5053r05ly73sYtaETiucVxiWMS5a5amYZiRIicTc6EMWJjFatrWMa2EAD//YAEVTMzMxEiISIREREkAkAAkkkAAAAAAKr6qq+q//pfMMOORVRVWWZZYYbbbebeggggegegfjfjgigiggglglfhfhsYPsYPlHlHcWcWqtVITjxfNiRMYa052tnMhGtxjpCbpCa0i0hrhriCwWEHjx0qBAtaEM5Yxa3OrVSpTrZTrYS4S6dKdCoVJzr17TEyYhHOa0Ia1c4hEpjOxjOxOLOLZKZKcjke8sWiNSJGtzlrbWtYhIQa1Z6dZ6dIdIduluk1GohEqWI4IEc6MVKIQhK1YxrVp41p40wUwYS4S3S6SEfv1R6NFzghhAIbWtZrQAPyVPyVqEqEamamxOJrXLlTESpRjCGMb3a1jGtIR6lV6lWGSGRGdGdOJxjIcOszVqYxrSEWs57WUqEKX0aX0bDLDLObOWWy1rTJpEEyZjGtSk50ItZCFKugWugWZKZKG2G2isVWt+/u6r11KIRrdaGNrVrrWtSStSRWpWqoaoYxGKEHLlIQ6da1zmtc6EHOnNzqT6qT6h1R1ZTJTI3G4QVKhQ3LljLWxi1pSWtrQhD//YAEREQiRDMyIhEREREkkkAkAkAAAAAAAKqqWqqvqqr6OONNUUUUYXYXYYbbfffffhfhffhhgghhghghffgi8EXZRTKKdTqS5LkajU0kr12tUprbWYxrQhSlrU2gm0HyS+SVGo28bxptOKU7lxrWta2MYxa1a7Wa08pnlPK3ZW7WaxZFkwWCCtB+/xgY3vhCEFrWtzmtXZK7JqqdVTMZjb5vo3GzHCSpSEYxCM5a3OYQa1rYVTCqYK5BXHE4kkSRxOKIpa9ec7Wc61iEtZzoQtZmzM2Y0qGlSGw1HEcbTaylS9ea0QhCYxrVrIRrWMk90nuTZabLLxeatq06nYZOPHiEa2EAAhApYQtZrbmhc0IWLCxWUykBQFOJxwpXLk5yEa0Y2tOdKVra2ya2TWkz0mdstmDoOZrNsSt+/UprXOa3OSESljGtU3am7quVVyxWKRtG3E4obTPn7Wa1rWtc5jGMYyMSr8VfpErIlQwGKoqih0MKUCJF73OtbGIxSkISlnMN5BvKRryNetVpalqkcjUlY8eWulJztY55Sa1rYQD//YAEREQyQxEiIhEiEQAkkkkkkAAAAAAAAKqqqq8KqvD6NNPPUUTTZZXXaahehecfccfcgggggggigigkfgkffhfhffNlpstLNxZuGVEVTtYIUiQMGISHDnNjJzIRrYQc4+Hnw8fFj4tqh2LiG1KatUqXOYEBrVra173OSlSnua9zU3Km5RqRJLydSl69cOEpfPrWa1zmttZjCElFUoqoZtDNeKbqxtOUkCBKla2lSa0IbWtZrWtITCn4U/S16WsHUNOGZGMSpXDhjH79rWtc5zhjYxrYLzBeamtU1tGsK+kMhB+/cuYQ2bDnc5SoxKWc2tYTbCbJPRJ6ZXaaVCK9+HCHDtbt2c5SiEc5ziEOdj6MfQjZkbNHVNNvVGMUqbFhra9chGtc5SlKa1jERoiNEWEiwmfm8QBhpRKlgQGtfvyEKVjGta1jGMFiosVvQd6DCUETCqtrbNk+fa1QoOdrWtUpjBja0lnEs6dFTorVrKtrE61fPnDhzocNSmMa0AGta1zm0Q2iIk9EnilTEvQra18+fPmMhw8YtYY8Ya1CGtD//YAERFUiRCIzEREREREkkkAkAAkAAAAAAKqqoKqqr6qqOOMMWWUUYYZdYZdYddddffffffkgkgffggggggrJdZLhSnhSnzGYlmWUiQ0mnOWtGOEGtKVrSEtZrZprNNYGY4GY6nU25blAgcTi1pzoxa2EBja1znOa2RayLVq5tq5tYLBJkmFi0MhoQa0hGMOcIYQvecyEcjbkbZocZochkMZtm7lxut052Ma2EHOa172ta1jEuyl2WIIWIIVUql1XWBAbrdCFrSEa1rWta1rWta0FMApi9Je9JcOBxUlSQIK9XkpWuc0pWshFrSljClJdpLtqfaqfadrtRJErFhMJhKWthAY2ta1rXOIRrU4WnC3Y7nY7m02ljWPhwwuFtY54QtZSmtOe1oQtZtUtqk120121NpttW1hwxSKbWUohNac69znIStSEk2UmydXgdXgz2eWVZa9eKRSMWMYwhGMYxrWMYxjJGhI0KKRKKRGi0WYZitWajUzkhGMa1rVKpSEAhlKxr2NePJ+PJ+RyNC0LvXqtVtaIRrc5tYhMYrVzlKD//YAEM0QiRCIzIREREQAkkkkkkkAAAAAAAKqqqqqq+qWqo88stVVJJddhhtttt55551919559+B+B9995599XpXpD6IfR1OpE0TOHE4nLkKUISMWtYxrWtYxrXOF+F+sNlhsSaTcFwa1Z5vOw5jGtEJSkISlzq1Uq1htRtbTRaaFEoi5Ll+/eLxjwIRjGta292tKVjIxYxqVqVcdLjqIRBC0L8+a5XLmSEpRrWtYxzjnUpSmtayaySaKTRTicMQxIsVVKrBha85GOUjnYxrSlzlSrS7S8RTiKU0mlkWSjRjkcu3Odrc5hApXOtZrSEtaEmElW4K3BAoFU1Tx45DIbbaUtY50Ic6EGtYzOVKhbhbMu5l3bLZLsu37/LZbje1mtSm96UIQhLWUp70mUmbNNZpmw2FcVx+/cbjpWYxSoQe+EFKxilLWUoaoaqtHVo5WKxXFcfPqrVeljna1a6Ue9ra1IRSr3SGSGQ6iHUcjkVRVIEBVKqYlzrWGPWnOlJjHOa1jHk3k6KnRU4NBkMQyBAjsdr2hBrXOIRrYxa21mta3//YAERDMyMyIiMxERIhEkkkkAAAkAAAAAAKr6r1r1qvqqPPOOYTYTSSYYdZdZaZaZddgdgdececffggififffggffpCdITtwtwTJVjUaiBAXLsNh2spT9+52cnO1rWrWp11OulalbmZroZDKdOvXSaTe/GM2ZSmta2ELWISBr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type=\"video/mp4\" />\n",
              "                    Your browser does not support the audio element.\n",
              "                </audio>\n",
              "              "
            ],
            "text/plain": [
              "<IPython.lib.display.Audio object>"
            ]
          },
          "execution_count": 10,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "import IPython.display as ipd\n",
        "ipd.Audio('media/Audio_Fragments/AT_AUDIOCUT_5.m4v')  # Replace with the actual file path"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "dialog-slovenian-italian-border-*"
        ]
      },
      "source": [
        "| Termime |\n",
        "| ------- |\n",
        "| the Slovenian and Italian border is also quite <br> euhm torn apart because of the historical side <br> because Gorizia and Trieste where I live <br> which is the border of Italy <br> was euhm from forever part of the Austro-Hungarian Empire <br> so in reality euhm Gorizia and Trieste shouldn't be part of Italy <br> they just <br> have been there <br> and after, after the war it was taken by Italy <br> so there's also that aspect <br> so the historical aspect <br> which is <br> it\u2019s difficult |"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        }
      },
      "source": [
        "The historical knowledge Termime displays in her monologue is concise. Termime ironically mentioned that Trieste was \u2018forever\u2019 part of the Austro-Hungarian Empire, whereas in reality, it joined the House of Habsburg in 1382 as a free city. Her depiction of how Gorizia and Trieste became a part of Italian territory in the aftermath of the First World War seems to present a dichotomic view of eternal \u2018Austrianness\u2019 contrasted with an eternal Italian state which \u2018took\u2019 the territory. Termime did not adhere to the existing dominant narrative of memory in which Trieste is presented as a \u2018cosmopolitan port city\u2019 that is becoming \u2018a battleground for competing understandings of territoriality, identity, and belonging\u2019 (<cite data-cite=\"8820477/J2CVNUTW\"></cite>; see also <cite data-cite=\"8820477/A8PZJFEA\"></cite>, <cite data-cite=\"8820477/AUKIAN6I\"></cite>)."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        }
      },
      "source": [
        "Termime said that Trieste and Gorizia were \u2018taken over\u2019, after which she seems to bring in some reflection about that shift of sovereignty (\u2018they shouldn\u2019t be there\u2019). Did she want to say that Austrians resented the fact that Trieste and Gorizia were not a part of the interwar Austrian state (<cite data-cite=\"8820477/DQ3YL59B\"></cite>)? That there were voices within Italy that deplored the lack of homogeneity within the interwar Italian state (<cite data-cite=\"8820477/QA55V2AY\"></cite>, 107)? Or is she critical about the emergence of the idea of an ethno-national border, which arose in the late 19th century (<cite data-cite=\"8820477/G9Y5Z6B7\"></cite>)? Termime did not clarify what \u2018taken by Italy\u2019 meant, and it is worth bearing in mind that the Austro-Hungarian army included Italian-speaking soldiers: \u2018When between 350,000 and 400,000 Austro-Hungarian troops surrendered to Italy on 3 and 4 November 1918, only about a third consisted of ethnic Germans. (\u2026) The rest included 83,000 Czechs and Slovaks, 61,000 South Slavs, 70,000 Poles, 32,000 Ruthenians, 25,000 Romanians and even 7,000 Italians.\u2019 (<cite data-cite=\"8820477/TY8XC6F2\"></cite>, 234; see also <cite data-cite=\"8820477/SHCB9CC7\"></cite>). Termime\u2019s understanding seems more in line with an Italian narrative on war memory developed in the interwar years focusing on a nationally conscious Italian army including the volunteers who had deserted from the Austro-Hungarian army and joined the Italian army after the outbreak of the First World War (<cite data-cite=\"8820477/L5WUW7NP\"></cite>). It is striking that Termime contextualised the past so concisely. For example, she did not explain that after the Second World War, the Italian city Gorizia where she was born and grew up was divided by means of a border fence installed in the middle of the railway station square, leaving the old city centre on the Italian side and prompting the construction of a new city centre on the Slovenian side known as Nova Gorica (<cite data-cite=\"8820477/G9Y5Z6B7\"></cite>)."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "Immediately after the second fragment, Termime continued with a fragment that indicates how she visited the past in order to give meaning to the present:"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 11,
      "metadata": {
        "ExecuteTime": {
          "end_time": "2023-09-15T07:51:41.573541Z",
          "start_time": "2023-09-15T07:51:41.520379Z"
        },
        "execution": {
          "iopub.execute_input": "2025-03-13T09:47:16.862009Z",
          "iopub.status.busy": "2025-03-13T09:47:16.861808Z",
          "iopub.status.idle": "2025-03-13T09:47:16.878097Z",
          "shell.execute_reply": "2025-03-13T09:47:16.877636Z"
        },
        "tags": [
          "narrative",
          "hermeneutics",
          "sound-situation-today-*"
        ]
      },
      "outputs": [
        {
          "data": {
            "text/html": [
              "\n",
              "                <audio  controls=\"controls\" >\n",
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type=\"video/mp4\" />\n",
              "                    Your browser does not support the audio element.\n",
              "                </audio>\n",
              "              "
            ],
            "text/plain": [
              "<IPython.lib.display.Audio object>"
            ]
          },
          "execution_count": 11,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "import IPython.display as ipd\n",
        "ipd.Audio('media/Audio_Fragments/AT_AUDIOCUT_6.m4v')  # Replace with the actual file path"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "dialog-ppl-more-open-*"
        ]
      },
      "source": [
        "| Termime |\n",
        "| ------- |\n",
        "| so the situation today <br> I think that the people became much more open <br> and much more like keen to know the difference <br> so there\u2019s like a saying that says that <br> no there\u2019s not a saying <br> the pope said it that today borders should not be borders <br> so walls <br> but they should be bridges from a culture to another <br> so we shouldn\u2019t take the borders like <br> the difference <br> but a way to connect with someone that is different from you <br> so you can learn something <br> get the knowledge that you don\u2019t have <br> you can get to experience like food <br> and see things that are different <br> and euhm yes <br> the border <br> can became meeting point for people <br> it doesn\u2019t have to be difficult or something like that <br> but then euhm <br> so now the border where I live from Slovenia and Italy <br> it\u2019s it\u2019s very it\u2019s very peaceful it\u2019s nothing happening there <br> but I know that like between Slovenia and Croatia <br> the border is <br> it's a very conflicted area <br> there are walls and you can\u2019t really easily pass it <br> or like that <br> so I know that it\u2019s a very diverse topic <br> and it\u2019s not the same everywhere <br> like for example in America Trump wants to build a wall between Mexico and the US <br> so you can see that like he he as he says <br> he wants to take control of the situation <br> but maybe <br> the fact is that you are also kind of afraid of the difference <br> and you don\u2019t want it to come to your euhm to your nation |"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        }
      },
      "source": [
        "After stating that the past was \u2018difficult\u2019 in the second fragment, Termime continued explaining why today, it \u2018doesn\u2019t have to be difficult\u2019 any longer, as peace is guaranteed (\u2018it\u2019s very peaceful nothing is happening\u2019). Termime perceived the \u2018open\u2019 Italian-Slovenian border in 2018 as a bridge. This perception adheres to a narrative that gradually developed within the region. The Friuli-Venezia Giulia region saw the creation of the Alps-Adriatic Working Group in 1978, which included regions from both sides of the Iron Curtain and improved transport connections, for example, and it also became part of the larger Trans-European Network in the 1990s. Border crossings became easier after the collapse of communism, the independence of Slovenia and its membership of the European Union. These initiatives contributed to a new understanding of the border as a bridge towards another culture (<cite data-cite=\"8820477/NK838DI9\"></cite>, 40). Termime was not entirely sure at first where she had heard the analogy, but she then introduced the Pope as an authority figure to underline the importance of her statement. Less than a year before the citizen science experiment, Pope Francis had indeed said that \u2018society should not create \u201cwalls but bridges\u201d to encourage good relations among people\u2019 (<cite data-cite=\"8820477/SPKKPYX7\"></cite>). He did not explicitly refer to US President Donald Trump, who at that time was publicly pushing for the construction of a wall on the Mexican-American border, but it was generally understood that the insinuation was clear."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "Termime\u2019s narration here reached a higher degree of affection than in the earlier fragments. Her understanding of a border as a privileged place to \u2018connect with someone that is different from you\u2019 was first followed by four examples of ways in which people can meet across borders (through learning, acquiring knowledge, eating and observing), and then by an affirmative yes to an understanding of the border as a \u2018meeting point\u2019. She used contrast as a narrative technique, first with the past (it is now \u2018much more open\u2019, \u2018much more\u2019) and then with the Slovenian-Croatian and American-Mexican state border. Termime clearly prefers the open nature of today\u2019s Italian-Slovenian border, maybe even more so because she is aware of its constructed character. Slovenia\u2019s entry to the Schengen Area in 2007 turned the Slovenian-Croatian border into an external border of the European Union. When Croatia joined as the 28th Member State in 2013, the border between the two countries became an internal Schengen border. When the region became part of migrants\u2019 Balkan corridor to other countries in the European Union in 2015, about one third of the border was fenced off and surveillance increased. It is somewhat puzzling that Termime finalised her monologue with:"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 12,
      "metadata": {
        "ExecuteTime": {
          "end_time": "2023-09-15T07:51:41.597151Z",
          "start_time": "2023-09-15T07:51:41.576383Z"
        },
        "execution": {
          "iopub.execute_input": "2025-03-13T09:47:16.885606Z",
          "iopub.status.busy": "2025-03-13T09:47:16.885203Z",
          "iopub.status.idle": "2025-03-13T09:47:16.899921Z",
          "shell.execute_reply": "2025-03-13T09:47:16.899392Z"
        },
        "tags": [
          "narrative",
          "hermeneutics",
          "sound-Nova-Gorica-*"
        ]
      },
      "outputs": [
        {
          "data": {
            "text/html": [
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2tGlA1rWtaxjW5zEokdsdtu1u04ThORyJEiZMQjWqiDhB72trWtXOUSiZ0Z0eKeKNI0qlUhYvhwCG90IhEI1pCNbOZS6vVxhRhEEEEMaxqyWR48UKXuQmuzGtUprbWSmEGIxIa4awxAxEFQUplNMmw4SEQhQ9DWxi1q1ve1thsLrLrKxSxRgGA2WylSoEFKNaoMxzoQYxjGMYzOZxHZHZFdFeJYlUSiu3a9cxpzuua1rWve1rW3uUSizgzgymym1jWQOB379evOcIH1ZOcQoQa3ORC0mklVlVOZOZRNE9Xq2jR8+a3WkCoqUc6lQhjC1splWc2c3j3jvC8MSiSNHSpXvKSBr2tIQhFrSm1orFYmYmauqulsWxgMB8+iRHvjGA5trWslJCNa1rbbcQsQtu9u6FIUrFZcuUaNrNa9axSoQIRrWta0A//2ABDNEM0MiIiIRERERJJJAAJJAAAAAAADwqqqqWqoP8Ejkjjyzzyzzz001lmGGWXHH3X3YIHXYIIXoYXoYn4n5H5H4n44n45dJdKMVRikWEWEfzVeugQIECEZyQjW2sQkIZyxlHVHUznmc5qxqy6Jto0u3a9drSle9zgha2MVKxjJbJara1bVXdXdY2m5c16/DhazGQg1rWqVnOcwgoWoWvhV8KzwzwqULhwxgy7dACMYQa05whOc57Wblbl22e2zaHaHVuJ0KDVrjxzm5xSwgEL3whCDWsuMuNa1rWvyvytZDHLl8+QIMYSm1mt1pjAhhBaxpBpEqglUIlollxEciQkSJUs5oRKWcucpU55ytfHfHZqMNRjuzuyKVKDBhQkCAhJSSlSoQa1jIQa10R0Su613VmZmZHY1ZsunVGi1pCQg1rnQg1sIFLqRqRONJxoiqiqicTTp0qVKlUprRja21q1GMhCldqdqVICpAd0d0WSJrFkOHRo3uUs5ta1rnEI1q1wqQqVWqq1ZVZVVenlKly54cLWYxrWttac4QUpCA//2ABEQzM0QiIiERERERJJJIAAAJJAAAAAD6+qqqqlqqlVE5E489RBRBRRllppxx111156F6F6CCCCGGGJ+J+B6B7t69vW2q2pLdLdsmyiRCRJAFjGttZrWta1rVMYQg5pHNNutuq9C9C/L9ixOXKANrNa1rWsYELWsa1rdl3su3I3I3dXdQpCnp0fv5koQa05xjhDWq1u1oQlnks8mJmJ7171pel8OG7d2HVrrRSkItYQmNA52tetz1ug+g+h5h5bZtq9d069ZpQpXOYxjIxABYANay1mWsuSuS6O6PCkKQ4cKFAcc6lWtnLWtatdUpnNakLUhININ6J6JxXFcuY0ZAprSEta92tGNrR5zCHJn5M8lklkQsQq6rrw4Q4bpTW5zCAQwhCEINzlrYm7E3T7D7IZoZhqGqdOXLu15ztZrbWlKEFrUc7Wtk1smvRvRu9O9QPA9OnDhvGHOtbWta1rWkJdrbWXF64vdjdjeYeYbxvBgyFCGlKVrXOa1rWta0jWta6L3ReJoJpfTfSwrCw4aVK/bjDGFK1s5lKhClKSkA//2ABDMzM0MzIhERIhERJJJSJAAAAAAAAACgX6qqqqqlBTjj0zz0z0T0T1FVFV12mnHHHHHIIIIIYX34X4X4JHYJHYn4n5eJeGpWpeW+W2zTjTaaJEtaU0aK1ve52cudHjlKq6q60s0tUXUW2jUbDYTJiltZy5ITOWta1zuPHORiBiKCaCVlVlY9grSaT5895CP39KFK96ERikSLXFxFwUSUSsCsCaSalUq37znUrp0c5raUtZrT5+cyhihp1p1nh3h0djTkcipVCDWvn1ata1rWpSfPqVD3D3sDsCososs1TicTr12tnN8+vfOUIa05xw5zhjRjaN6N3V3V28TbUakWKxlrV67WtbCEIWs4cWscMcNdxdw6w6xArVhMJGDGtIQaNISEGttbGPnyEExUxenunkkEkJ3NykUjp051rFy9rFKlLWve+fOdTJTIssssqKqKiBSVKpr12tACDBxiUmMa1jHjxjImomjUjUmdmdmkpjebzBgQjnQ4drOcYxSqU+fQgqQqQ7U7UyKyLHkFpVKp04QOd8+GNzjGa1rXz61g//2ABDMzM0REIkMRESIRJAJJAIJAAAAAAACvr6qqpaqqQPPPRPRQQWTWTUUZZYYccddfdfdeeffgggghgkgjkgj1l1lh2h2ZVZVIEgXIchw4RttFKpTx41s5gApTAhSlSlVZVZU1U1SZJnEcR8+eBaVq5zx4pTWudjBRjmimiPFPFd4d4ex7HyfJAgS1xMY1rp0xilTmMdoxmGmG2Z2Zd7d7gSBArCty5hZOWsQitXa1rNbOcc5s3s3F0F0iUiUcVxXPc948RJpNa5zRpe7GCE1q2tmMmMyYyYhnhnYNg4DgOFCapKWsQiVK1rWtaITWtRIRIqqqqU0U0k+Tz4Ph8+A1kTmAD58pRCEI1rTniIiIeHeHdqdqWxbCFIWFCF1EsYQjhwxjGQhe5BjaVaVm5m5SpSpRxHHYdi7dChsNbCCZNaxCQhCA2MiWiWrGrGh4h4X1fYBgGLFXERkI1qZNe6lDGITs5ZpZp5252p4p4WxbFTVN06Yd1ta1r58pTGDGQjYQhnhnococZtZtSNIxEESzZmdPOc1vDgELWnOc9kIA//2ABDMzM0QzIjMiIRERJAJJJAJAAAAAAACq+qqqqqqqqjjkEEk0k001FGGGGHHHnn3333noIIIH3331x1x4bobpoJoG0bQuFynTs1mfPtdjnveEGMa1zoQSFSFLULURCRCft+0mk0iSKRRGj4WIRrYQc5zmtc7WbWZlplp6d6eVZVzOZPHtXq61Z+5jBCYx7yEYx74SoSj1D1JiZiW7btVqtIkiEQJEj4YQtZjGMOdzoQh4h4x3x3mbmbSNI0slj5+RyOvX32YzOTna2EGthAMkMmZeZd0R0Qex7qNRevSkUnTp6xKYQYyUmttZjC1C1IeIeGY2Y0vS+RyNMmMZjgwX7lKGNrVrYxzmtmgmgh3h3VmVmIYhjKZWjRlMpChcqa1KWMa1KVKa3kXkVbNbNWVWVb1vpdLfvyIRHTqilSmMvdzmte8Y9OtOsJcJRBBBGsax1Opy5iUS06WqlKnNrXvKVjLWdMdMZHZHWVWVgSBCqVVCgpFJUqiRpS1mta1rWMa1ZZZZlhlhH5H5G0bZDIfPlGo69dyprYQa2tTna1rQ//2ABDMzM0REMyIRIRERJJJJAAJAAAAAAAD6qq+qqqqq+kTkTlFE01VVVV2F2GGHXXnoIIIH34IIYY4I4IYakqkgoQoWaWaX/f94XhTCYTJghetUpCHOUprXvhCdSdSEaEZmRmSPY9apqoZDDZshGilKKVjGttZa61opopo2o2hVhVXRdB5HlKJR69YyipjAhc5rWtYxrZe5e8CsCjtztx0HScJwTKZTJmtaKWsY7Wa1zlKe9mZmY9Y9aXqXqAIAQBAEkknDhrUrc5GNrZzc5SmMfYfYxYxYlWlWWNY14XgolG9eISFC93Oc4hAAYwpUg0g3iXiX1X1SMIyDoOSaTQIGMlRa1jFKYxrSEKWqSqSHqHojUjUzDMRRFCmU27dStFGthBjCltYhLWpWpWd0d0kmkmX5fm8bxxuN8+Yxyq1oQYxrYQa1raWqWoNoNhIxI0qSpEkSYjEhw2tr2Slrc5YyECEIRKlKmTWTVkxkxr2vVhWFGo3LmEF0L3hBrc5e9rWtOoOoYKYKZ2Z2TVNYPg8pFJ8+IR6xSjnGO91KtZrQ//2ABDMzM0QyIiIRIhERJJIJJAJAAAAAAACqqqqqCqpaqo89NNNNVVddllpp552F52F59+CCCCKGKGKGGGGGFpJpJFNFMeQeRJkmkt2HD9+2tuXCEa0hHvPCDnWtLvLulMlMkyky4jiNlKqVcODWjBl7rWtcIZa0hM5qXqXsLsLZrZrIAgLCrrVnLmEEqUhFKUoAMkJObWokIkJapaysSsI4jihIJUtevCCdO5zGMYtcGta21uU+U9StSnhHhIIghuPoUJKlpRu3e8hK1GNzWta1tu9u62628bEbDZNlsmMWLQoNbmzRi1qlNam1kpYx6Z6ZTxTyHyHxUlSbSV8+u3WtRImttZrWtsxjWtatOtOyQyRaTaSsqyuS5XrjBjnYsQxtatd7qSlaxjdodoayayeGeGV5XpANVq61ac379zjGa0hEtapRzzATAVF1Ftktko2jeiWRIj59CHDgQjGPfWrbWYxratqtllVlVrFrG2baTca9dAgxh+/vdayEa21ataMbujunLXLSu6u7iuLm4Dly+fVrWrNa1qUsYS1mta0A//2ABEQzM0MzIhEiIhERJJJJAJAAAAAAAACqqq+lqqqqqkEEkk01VVlnGXGXXX3H3Hnn3334IIooYYYYouNnxs2lmltY9Yx6jEkkl69GK5cTJznOecxi1sIMY5LXJbjPjPKrKqQBZdrtSJGtpUr16ECEc5rQhtZrY9dHrmaGaGfGfDJTUZjPz5e/XrJkqVaz3kJa1alKprFNZatasz0z0ISoMZjx473jx69elFra2c2thC1pWbKzcZcZbrbrVcibebzx5a3z4ZM1qtYQzm1oQkJhycOTdbdbVPVOcRyqdTsWLWFi3Tpa4Qa0Y3ve9Smxi2MZepetZtZmjhjcbleuUsePHjtbCFrBC1rnEJWja0a8o8okMkMfeDTqdGDLWatYkRra1a1Smta1rTnuc95dpdjZjZkBhTUannyxly5ChNbazGQg97WsZh8MPhFRFRBzByilSkcjsWAhSJOHC1rWa1rWtEJrTWoa1JFZFWdWdYObrjcb59Wrp1duwgxhz2spTWtabLTZa2I2Jbrbq2JUDweVKiELFnTq1hjc5ziEtZrQ//2ABEQzMzNDMyIRIhERJJJJAIAAAAAAAACvqgqqqqpaqPPRTRTVVWWZVYZVYaaaaeeddhhgghhififiihhiTOyZ2liliB6B6MJhISQGs1unQQv36lSkxhCMYtbWUYyjJR5R5bJbFisR1DLpdLRoQj59GM51qc7nZypUEqglylyl8Z8ZpNJECkjEYmTKUrVwhawx1qpRzqtxtuNltlt5353ZjMLdJPN5vHjnPXsYta1qlNaQjVmis0YZYZdNtNoZDF2kbbbdixe548pVataMcIPfa76XfSJuJsHkHmORxEUkbDYrVzm/fwgxi1ta97WqQ96HvFWFWNyNyMRiW6txqNR473vn1rOdOdataxjZ5VPKkxUxcisiqZTGRmaVSrlzGNate7GDGpQQwgliYMTBaFaF7l7lrNZxFIkUi+fFLcuNbe4Qtac7WttN1pukbkbqkqkNJpF5gqxWb9851q05tatZCEIQinua9zSZiZphZhXE4gEYAyGTNm1qVK5ylZzWtrNbNcsLlgEkEmIyIxRqNxnGYTClSnOqVEJjBCNbazWq//2ABDMzMyJDIjMRIhERRJJJAAJAAAAAAACqqgoKqqqqoEUUklFF12FWGFWGWXFmXFmXHG23333334YYYYIJII5II6NaNY1o1sesemrVFc1EiORyQg5c2tOb5qlWtCFrRSxSuyOyU8U8NWoM0h8+YrFGN+/YzOUpIQa1jM5mFmFZXZXZ6Z6PnxEmD9+slktbhwELWvmtbCBCJTjrjqx6x68y8zUqDy2YUKt1trbFha2MTOe/OWtCFbtbt+t+vXrXrjxatqNWqcTi1zp1rNbSUQhCKU1qNiNhyByB1B1EGCathPHq1WnOPn2tGO5mMZza1a4R4R3e3e7l7l0CCyVdbtpBIJS4cXve5EjW2s1ohLuruu1u1zLTLRIiORpo0Uaja18+c5rYcK1a2EGtA5A5qnqnhphpfv1GIa9fUqlGKtXe7Wn2wgxkITnrNrMKsKtz3z3UqUmTkCBut0pUyatXOSMUqtWtGOSmSlaRaRJhJhu3Vpp167sdhCJEjWsYka1trNaxkvUvXS/S8U8U/LkrLLsWGEwrWevWta181rSEUprQ//2ABDMzMzMzIiIiIhERJJJRAJAAAAAAAACqqqqqqq+q/0UUUU01VV12mmmnHHXX34II4I4IIIYX4n4pYJYFfFfIS4SyVyV3i8YhEEqWLFfPhgxrYQISEFruNjF1p1pXtXtoRoRtttRqNo0Fi4cOzZa1rWttYpbjSEOWOWllllZUZUz2eKRSePBgxw42bDnta1nOvcYS1sSMSGimimd2d1ksk2m3z6/ffPvXpjK1nNa0pVuMbRPRNVdVeGOGOtVplstIkpUnLl8+UoIWthBSocGtx8x8W2W2h5h5qVScbjuXNWpGjevWtWuEIQGN61rVeVeYpopoeIeK5XHK5X79gwfv8eNrQAUrGGtQEa05c5fYTYR0d0dRqOxWJKlPn3r1IkWsAL3tZayaFKa5a5hGhGPIPIUajtlsUKK9dy5t22tYwhGtpStVrVO1O4R4R6XqXm63U2m4cM2bq1UqVrWtUq92tuQa2KmKlb5b6KiKiNxthMKHDpUqdNUqzlzrWMZzmKFKNINIp7p7KUKUrNZZbLp037+hQTJpSpSMYQtbZRrQ//2ABDMzM0QiESIiMxERJJJSJAAAAAAAAAD6qqqq+qqq+kU0U0UU01VWGHHHHHHG3m3n34YYYYYYIH4344Yai6i0d0d5CJCEuS5AghBIkgwVMplKc5Ss5hDDha1XFXEVMVNlxlxdV1SJJzDhwIGp1M5yEUqEIQs2VKq3q3fIfIeKeKV1XUiQhJMlw4bbba1a2tUqEIkRKZc5c9ltlkaEaCSJKDBzlGjcOGk0lKYxrb3hCvXa2lmlmKmKk4g4hGkaSpXOTp6dNut1rRjYy1q1bNmti4i4VFVFiYiYSNIz59jL158+ms1YzGGta1rThx74gogjOTOYd4d48jwWLKWrVdu41GlKKVrXvIRIkIS2m2mVKVKXaXZIkilSnvx47FgNhu1lKjEpSlbtwhSOSOOJOJV5V5Ns20CAhK1bdujkcKVzlKa294EAhIS4S4XoXolIlFrWsYMlJ06iRHa7WMnNzs5a1+/a02Y2YlElF3h3hEkSeva1u3TZvV6u91rUpKWtVKmtpcpcOFOFZsZsRxHFKm1lixSpcTia0IWtIRzuPFjA//2ABEREM0MzMyIhERERJAJJAAAJAAAAAAD6qvWqqqqqBNBNA89JJVVpdpdtptpxxxx11999+CCCCGGR+WR+Xg68HV8bPjZnZnZHG20GgUymRIqDBC5ylNbaznUpA7YHbNz5ue6s6s21UcLhsFgw4Zs5za1rVrMa1s5rC1YWMkxkmaGaGb+OEAgSyWP358bnNaEMIUo1pjYqXFSttNtpzUTUS+3a7XY5HGzau1a1KvdjKUtZrWug10K0xWmHmXmVQReazTicRcvqqMalKVCDWtba0ayjWWnu090W8W6tNOORyxWKtWfNtaELWa1jL3a0jOkZ0zVmatlZlZwhJm83DIZPnuWudjAALWpV7jHFL4pedJjpMaKaLArdqVSNhsdu7lmthBrXOWuUnOTmCcwhB0IOepeplVrNptYHA1qyg2clK1rWvfayEMk9kn2Y+zHzWTWU4Vi0WlIpEKFK0YyEhBrYQEJjITPCZ2w62Hax6x4ESjjcdarVatqqQk5tatda3ve8KzhWbLSZaTvzvyosNyOSSSSVKQla0xr3tZraUYwA//2ABDMzM1QiQzMiERERJJJIAJAAAAAAAACqr6CgqqqvqOONNPPWQWQXXbaVbaVXXcfacfabbeeeeeeeehehefeeXCXCNWNWututsCFh8+Dl0SyWb95CWslMY0o94QAeKeKuVuVy3y3dTMGhQkom2SyUaKlWsQjnEIlOGtaSaSxWxWZnZnxRCJy5L4pJtNpkzGOcxjW1qhFWtpYpYiKiKd2d2y1TCvXOnUtptOXLWqU1rWuc1p2tmomoVMVMd4d4eFRuvXbRuJNJnjxCNbCDWuc1sGtcIcIJnJnp3p3lWRNo0QhFJtNixbW5zCDWucxjVrxZxZa1a1iLiLlmWRw4GvEtls0qWcqU1qlNbnNmtslslaoaonKnKiCINQoR2NIpFTJjnPe1ucve5zVKikikSiSih2h2tnWZw4g1OJtN168IMYpTnQg1tmtl6l6tVtVd3d3l4b569gaONRqECDW1q1rWqUQjWtKzKzplplmnmngbepEiNFQhkMxYt7zmc6lVq5xcYxcxccKcKvYvYalSzr1UCZEkkv34Q5zay1qVCDWt//2ABEQzM0RDIjMRIiERJAJJAAJAAAAAAAClqvr6qqpfo44xExE45JJRZRZRRZlZlppllttxx11yFyF2B2B10dljstjhjg0Y0an6fTeV69bmc0YvnzlTW2s97WkJU+qn06w6w6y6y1DUOIZCJGRyNrXz581KbWa21mtFZ4rPCGCGQhQhWpakjUcKFJJI5zly6U5zGPeMbW5D3IeqzKzTLzLk4Th9UJcumczUpUqgOa1ayEtZShZELIlklklhFhEbRtNnUdO2WykJIkTJwhCDW601ui80XkMkMhpJpKxrHKrVs2c1mpzfPq7WtjGEHvc5VhKsJ1V1WWSWRm2bkom7NjqdTGPnyFUILW1pjNbosdFjSRSQZGZGti2N2nHjzabRKXz5yprWMhApWtd5jvMZZZZV3V3gaBnheipVGYy1r589ZazWyk1rWrfFb4qOKOM6M6JUlSQiOFCjMZa23brtUohFKABrURuiNzxTxWaWaW2bZJZE/fxyOEI+fP2ta1rGNaxj2qe1VVdVbM7M6No3A0dfPolEpzfPnzWta2ELWa0A//2ABDMzMzMzIiIiIhERJJSJJAAAAAAAAACqqqqqqqqq+jz0UTz1VVlmGG222223nnnn34IHnnn3n335mZmS2S2UW0W4bDU2myJGnTuXLFiEBjYxreHBrSlRnRn2b2bvWvWTiccTipUlKlAgfPmta052McOL3Sm1u1tcRcSqiqhVKplMpUqEidetKlEJrSEABw4a2EEkEkKiqit7t7q9Xkmk4UIQIiRBgxa3OnNra1ac4QumumSSSStotoVisabTbt4cOvXfv2tYy1iEr11ra2KCKDAjAh6565ZrNUKgYMatX7+JEa21mttatWUoY6XaXWUGUNltlk4nI5HIkQSJDBn7+92MGNKTRqtYQKIKIVcVcV3V3bbbiUSaNHLlAgcOGMjG97WfPmtYzDbDY1Y1atuttRqNptNIk37379+/pQIYQvevXa1zll1l3JXJaWKWHW602m4kR06sWFasxlra1rXLljGMqJqJKEKERXRXkcjTSarVnDh8+DBoQa1jFrcuWtIRWNWM4g4i7q7qKRSRyOHDNm2rUYMnNrWta2DBa1rQ//2ABDMzMzMzQyIRMhERJJJJJAAAAAAAAACqqq+qqqqqWjz0UTz1lmGF2l2m23HGmnXYIIIIYYIH3n3n38WMWFdldoVIVDCYY9HnNMiRIlKaSDG5wxudObWqVbtbsqOqOqOqO4XDEYjCykevYQechrWMGNzhjIRSoOoOok4k63a3Wm00gkAXiDhxe7crnOc7WqVnNrJSlwlwquqvDLDKymUXi8ZTaSJClscBrWtvdrWMlJzododj6z6yFSFU0mnY7FaZcOGYzRQLXaz3taELWqUN0N1rTrTOTOSWy3HI43acfv2MZblrWtzlzr3e9zliViVWlWpZ5ZzGY67XUo0T581qZSQgQjWucADWwg8M8NxVxUpIpJlcq3G4OmQjx85kSprXOe8IVKa052eGeDszs0ZkZpTKW221yMfv2hEiVBCUucwgITWqUtWtXUJUJUXUXGo0k0mXxZdOpzTlZjCEa052ta1rTlTlQJgJtqNqK5XHI5BdRFeu98csHOUoxuc97GJS0O0OisisqqqrG43JJIYUaUqXORblrWta1zmta1rQ//2ABDMzMzNDIiIiERERJJJJJAIAAAAAAACqqvqqqqqq+o888845ZZZlZlttppttxx119+CCGF99+F+F56B8B8BzpzplVlVUKhu03EiXLkOHe9rE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o1VGkekeXeXeGbJi8W0aN27GOc1tevYsMY1t7rupd1OLOLRNxNwNFYpFIcNKlWshJzr13r0hLWa1l5svMUYUZHZHYwWiYDBdu8OC1tbSipVDhuc1rnGc8znm7G7O8u8wc3a3W3z6JEOeEBjZs4kTOWtc7bibcQRMRPHXHV1jZG42MGcOE5uc1r9/SpQhWtrWma0zDSDSPEvEoCwmGw3LlMmMZKZzUKJMla2tSm7r3dddVdV4R4SDU6UChXrpEjWtbCFmzXr3u1rWlZsrNlDFDCzizq+E6bTcGDp0a1ShjjRgYNCGMxgA//2ABDMzMzMiMzMiERERSJIJAASAAAAAAACqqqqqqq/6vOOSSTTXXYYVVTTYYccddeeadadgcgceeebebeV6V6lIlIdDdDcbjfPo3G9JpHr1jHOYytWpRzW1qzOTOTU7U6LiLiWSxYtHY60Gg+fHO1pSvnxjQUpKlvCvCk7k7ZlZlqVSqVNLpSqVadPObWc7FixhSlSJErMrLQbQbxbxadTrhw43HbLY+fMY1rnPn0IEc58+oqoq07075151BQKKlUgkK1Wnr21mtzk4cMYBSqlUM8M7szszzbzek0jp0k0mAgE6dEJe9rPn0IQa1KlTlTlkpkpmmmmLxe37243G43CJFjLWYyvXtbClRIiu6u5ypyptBtERiI8eolFdrs+fRixjnHDjGRWu1aqGqGeaeallllbrddOm2241Gnr1KWtOdw4UqrWvHkFUFTNDNCFaFaKRTx5FosikU5c5y95zuXNrKUoiRmHmHS0S0dSdSjUafPpZLHY7EKFrTnSnFivdrWx46zKzMP0PyO6O8Oh2vW2m1HI4gQNbObGP36lNa25c//2ABEQzM0MzIkQRERERJJJJAJAAAAAAAACqqqqqqqqqqjjkklFF12mmGFVW23HHXX3333XX34IIID0kekhwxw9k9k0tcTabR06CwLOcYy1taEKlVrGLGTWma0zETENFNFLG000mnDhX1fe+czGOchGtWutUp41fGrLmLmq6q6euC16vL17et61rW0o5zWwhCClQhCVISpzPzOMUMUmhqSiUTJnadohL3ITGGtnMpYQKVUrKlZoRoTIfId/6qkkk+fLYtjW1re7W2sxkIMYxiGsQ1klMlNrFrBhNJIJAqVLkua1a2tVKxhrTnISEMtjlsYV4V7pbpW9bcMhj58sCwNbCDWta1rWtaQjWwc6DnQdwdpDJDVenkolK9dG0bUprXvtac7Wa17yEbGrY1Z2Z2W6W6IBQmo1Xbs0TQ1pztbCEINba2cwgx7mPcrwrwyMyM1kMbjcp012XZrYQtaEEpa17znjHR0aOgpMpOVSVRMhVk8mPHzRNEIa0c732taznTnCGoP1B70b0dM1MzbRRyOR8+SZJoQe9jK1jFjJzpRrQ//2ABDMzMkREM0MzERERJJJJAAAAAAAAAAD6qlr/r6qq89E9FJJVVddtltlllhththxhx116B6CCCCCCCCCCGCFZ1Z2FOFNodtpWldGUYUSirKLMZjUo51KYxjHva0FoFp3Z3ZptSrIshPE8yGQFMYcjkYxa2Ma0hLWc6oWoWmmmmnatLoukjyO1WqgxSDwea0hGthBrSEa2KSKSEaEZGBMI0jS2LYolEkbiZbLGNrTnAAQjnUqj2j1FdFepiRmIYi3LdW62z5MzebQg52ta0hIQc6hqhpnxnxXRNI4jiOI4pFIjJaUajhDWmtOchGtITEPENWVWV0VpNW1cIQhI5G1jTrtda21pzQhzmta2qWqU5Y5Y8g2LatqOI5HI439crlchCEGtUpzmta21y1yIaIZ1lqP6/r+P463Wk9ibbbGOtVrUoIVKc5AxAxWRWSoKMq+r5nme2225Nkk0mlKc73c5jFKa2k2k2lalaHVtNY1ixrG3G4skTCQStZ72ta1Slra1bBbDjvjsl0rWVZT6PoymUuIjgUCKWtTnhBzoQUoA//2ABEREMzMiMzMRIhERJJJAAJAAAAAAAABaqqr6+qqq8808089NNddpplldpdpxyByBx9+GGCCCCGGaGaFtmts1corlGpWpUolGHDjcbiEQSk+fUpKSEvcQlKu1V2qeyL2RaoaoabTGDIpFE2m2tgwWMvdrWMUprcIdhDkwYmDBNxN7HY379IpGJxMhCJFrXOa0pVrnNfJL5JUlqktzhzhtNoUKcbjaTShC9eIQhIQhCMcYS3KW5q2dWzQSQSqtVFi5XK3E4oQq1XOABrXOhBrWEiwkV3Mu5phJhG226tWOx1LJaEDx5SiESnWoQa3ElYkrRNaJp5N5Op1NUqUikiMRa1+/c7WghYw53OXSi6UNIhpEbIbIrVagwVYrE8nhjeva1pSEHOhBzlxguMMn3k+4eIeEGg0qWJRJxuNra9dSrWKWtWtYySYyTE+kn0lRhRhRqOZMVSqcLhrVUqIS973c5ziEnQU6CgOsB1pWpWwuFiRE4nCkUmto0WtUpra1zlSsOlh0k4anDXoHoE2m3DjFYo2m1rUKFjHOMYpbWnMA//2ABEQzM0MiIiIRIhERJJJJAAAJAAAAAACqqqqvqqoK8DTTzzz112WWWWWXHnHnHIIIYX34I4II4H343o3o4n44n0Umik7d7d1mFmKwb0eOXLvn0IUqRCVq5zGOcQjGRFaIrFDFDOzOzLiI3r2vXt2zniRGta1StaUpKTGhgkMEl6l6dFdFOM1Hz5s3evNa4cRixlrJSQlrBDN8JvhMnMndRdQS0pTp378+fGNAga172tveMYQYxNYprGFiFhXZXZG20+fQ4fXqUteuMbW3vObWtaMdhzsObzLzKvqvsqpWlS4cHr1revWc7WCFCCEOchHUO6h7SrSsdcdVdpb589evnylQ4bWhC1rnKU1qlWfWz6q0K0O6u6t63GrVy5VKr3Spb3c57yla1rRjNJxpOdtdtbNbNdU2b98+fXrwg4cTm1qlKVCAhRjUtqlseoepCNCMjbadOkyZ06c63ba2ECEhAY3Oc6E0Qmhphph2N2NdpG+fQoT16EN27OdrNapVrKU1tXvq95cBcD7T7UjQbTphQnz454kRznOc6tSEa2EA//2ABEREM0MzIiERERERJJJJAAAJAAAAAACqqqqqqqqqoDTTjkEFVWGGmmmnHHXX33noIH34IH335IH5ID3ge8PJh5MDVzV20akcjkuW/apSlKUENaqUlJCNbJUJKhGh40OwkwkkajcjkfPq9oQa1rbWzmc61IS1oQPCB8k3km71b1TrOLVarx41U1ucgA1sIRihDW2tKsJVgeTzyebubutjbLZbcucGWta1rWtvdrWta1rVwquFaKtRVlAlAljaaeT1KkHDKWcucpUpNbazWoQpjFMYapTVLsHsG21UbbbFi+NhjGNjLWYy1oxKW99MlpkpqhNUGmWmUiUbcbj16iFazWtaxmcucITWrWnBE4JGEIwg4K4KrcTZjMzZnDRjYy1iEhBrbWe+tZq7NXWre1b8c8c2/jbrdciQlJe8INa1oAWshAxmMeaTzS5k3Mm8484tjbbLZZs6dznYwhNahA573a1StDrodWUUyioFYFU+WWazSBAWPSlKNaQjGNbaylUorLFZZRVaKrbrbqjbaTKZVKq9oQtYpbWa1jGMtY5w//2ABEQzIjMzMzMRERERJJJJAAAJAAAAAACqqqqqqgqqUDTTz00112GGGGWXHHHHnoHYYHYYIHnoIH4344n44n44qnFU21G1K7XW02nG40slmm06UUpzmta0hDGGN73rg9cLLrLsBgBEIlIpEikW02oQzlrXOhBrWta2EI1TGqSwiwrJZG02nG43I5JVKnOWtrWtEJzrWa21ppxNOKSqSoXC3I5GKxS4XE2m4xa2c85nNrTGYzGCXWS63dndsjkTCYY1GojEVGo2tjFSmta21ila179mrs1XdndpbLU0molEnG45FImMOe1mta1jJza1rUTaibaPKPKlUi6XXW6xWK2o1FKUqUmtYy1mMUprapjVMSwyw43G06nVEooZDG83gha21nOMY52ta1SoxfGL7TLTG22xGI1KpVEoiqVQhtZra1ABrZz1qtWSayTSwSwa1WonExGI1IpEolBjjE53vKXWmte9jIK5BXNW9W3G42YzG224XC6hULWa053vEJrTnUqEFwSuCXlnlk0mm02mYzHS6Wk0nOnNrVra21qUvcpQ//2ABDMzMzMiIjMzIhERJJJSAAAAAAAAAACqWqqgWqCl9BBBBNhNhddhhllhhxpZxpZ1p1pxx12GB2GB1xyByByNuNuz6z6VmVmXmXmq1VMm16283orFRo1rWtrVjGtr1zxjxlelelmFmKZTEKF06YTCWKxAACEUrGGtOfVqg8g8W1W1llllVKpIkSxap1OJxN+/KU52thCcyxZ3V3Wjijh3131IJCxY374zGblcn78pYQc5rXvEiZqJqFs1s2hmhpZLFatChUikWSyOHFKa1zmMc569SNSNwdwdt4t4Oh0wYEyaNRpOp1Uqc5ra1Upra9dWRWQrUrW0e0euVx8+rVioVC0Wk6chIQMZrSEevdltlqWqWkaEaFGo3r1MmrdbxuN9+3OWshDGc6FCakakO0O06G6GbLZfv4cNRKJOJyFCIQpSEa1rRYuJiJikekfTzTxNpuTJePJHI243HTohHOUqc2tGjaQ6Q4Z4Z353565XEqVw4LJZgkEVq2tYyc5zlKbN6H6HhnhnNpNpdbrhw7FhptNNpsaNIRzjGhBKUCAA//2ABDMzIjNDIiIREREiSJJSAAJAAAAAAACqqvqqqg+q/zz0klVWGGG2G22112mm23nm3om3onYHYH33nnIXIYJIJFiViUd0d5bLUIhDMrNWqlSgAQjWuXL9/WrGPXtrPDvDururqNRwuFsyxCxbr1KXGBj4cAYOlBjq1TnhXhXh4h4LxeqdTYC14sT59CDW2tSpU6da2tbtkJT3T2uEuE1WqWi0rTL7dnr21q1UqjRdu2Ma27da0okomFWFVYrFSKRtYo/f3LhzsY5y5c9enO51iwQkNENEpMpKbTbpdKyRNWrkyYQhCEKNF69a1rdWo54iYiVplpqpVIpFG+jj59Rowg5zWo0aFClLWuXM5q1K1K4q4tptRqNQ3pVSp8+MZrWtpUnr1rWtfv3OPVPVwcwccbjkkkmCOyJCBA1rWtaJEjBjnNbDh5yr4r47070q1XGo1Ollr169chIQa3jxsWGMYxWrSlXhXhLZLZMJhxuOGbKLFv37W5zSl27Xrwg1s2bGLLLLMukukhkIMBi6uNAgfv3vc4Y925AgtZSn79rQ//2ABDMzMzMRIkMRERERSJAJJAJAAAAAAAD/r6oPpfr6D0TkTlUlUkUVk1k2GFVWVUWVUXWnWnHHm3m4HIHG233H3HXY4HY4HYXYXclclaXqXml2l47HWtfPpABsY2tnLnPny1sY1s5pxJxLFrFtJNJNBoNa+fAdCFKa2c61fPmtIScyEO9O9NRNRaHaHlcrc6xYpInFLe73sY/flK1oQvezyzy6q6q0M0NGo05z58ksijGEM5a18+a1rVKhCQiQimqmpNZNZSKRzrt1ByVOeczmc6pUpVrWsQlvNvLsrsqPaPbbbbGQ4bx3QY4xxhrXz5Smta1SkpkpoLoLnXHXFQqDnpUpfbpCMYQjW166lNa1rWnbHbJTpTyMyMpVK3u3bsXq6UjFrRjfvwhISEHvlWlWd5d51313USia169WFJsYxjWsY+fNa5zWtbcHcGnInItYtYw2G5xEjAjUnNCIxrVo0jFKVKOemmmmpSpQJsJuRyNzoEB5LmhDWmM1sePe7WsZCEHMHNPFPEG0G0ajRCV661tvOSEOchHz5zlra1rQ//2ABDMzMzMzIjMiESIRJJAJAAJJAAAAAACqqqqqqqqqr0EEkkEFFFVUkkUVlm22WWmmmm22mmmm3W3ZVpVrLbLTxjxns9sZjIUKEwly5xhMmc4Y6UYxjBCeaeaK0K0OKOKUSiTabfPg4HHr1ra9dzmta1rWta1j5j6GWGVXlXlstlut18+jkcSJLWfPiEa1rWta1rVeVeYlYlTyTyWazXk8okREIipUc527ELGHva1SghlKlKt1t1NqNqcbjrdbsWHI5Hz5rXz5rYxhBrXOa1OZOZ2p2pntnt2OxlMqHDbTa165zhQmthAhLWtZrStitng3gxnBnGGw0mk7NkFApSpnNo0tZSmMUpSghtjtjxaxaU5U5SaTTabfPrHY7FjOX79rWtSlrWtc7MDMBYRYRmxmxOJx4vGxYaLRLFpSSJLWISc2Ma21peZebh7hyWyW65XK7XbNlTKanTzl8+YxrYxa0hAAlKlKp2p2hZhZbbbcTifPo3G3z6EHz5rWta1rWta2SeSeVuVs5k5nOZxQqEYMlksVKilSpWtCEhGtYxzg//2ABDMzREMyMyIRERERJJJAJAJAAAAAAACqqqqqqq+v/zz000EFFF10kkkmmnHG23HG3G3HHG3m3nIHIG3W3YtotlwFwBQsKFkiMTLctNpmzalMY505pS5zGMYxiRiRlOtOr3ve96JxJRKm43Hz4hK1a1rbWWtrWta1mRmRYlYk+GHwxqComkjzebduc4AMYUoQsY1rWzncPcPqtqsqNVRqtabbleRyOVKa291Kc5jFKYxSnOfCfCkakabI7ZHVlpvOQ02nw4NapTWtbawQtbOZCPFPFLErEvux92Ja4pHELRaGjWMc5jGMUohFKc4pWOmOqO6O2Teyb3+pjbfNttuHDWta1rWta1rWta1tstsoxYxc2ImxDHHOVMG02q9ec0pc5Skpzm1mtUpcdccqgqjL2Zexvo3W4ETicWK96lXvSjnNbGIQuc7Q7REFEE+LXxa4rkTKVuNxy5a2EGta1rWtYxrWtR4R4pJpJoeNDxRtttRy63WfP0pCBCHOxjnMYc7W6TaTPLvL2g20GrJE009cbjhw2tCFzmta1zilzlrQ//2ABDMiIkQzM0QRESIRSJJJAAJAAAAAAAD6qv+qqqWq+kzkzlFFFF12XWXVW1W1VXHH33XYYXonon34III4I3nsyMyILBYrFTlOWIRBptOaZpMZjHTq9+3YpSEa1rQfQfRKJUcjm0bRiMRBIIKQphBSlKnGAYMhJzUpCJK5K6nU8lkjiOItltJpND0Pc693z5SnDhjGta1rbY7Y00mna7XseyCQRstmF4XnNradN70KGEDnCFrVuVuVotC4XGzbMtltxOJgWBMZznz7GKtWEHOjGtTiTiY1GmUylRVF1usmExZFkc45169rbFhrWtUprZVZVa5XFmsyMIyqVRvN4wDApSMaVKlEqVSs5a1rXp3p00mkcjk2TYxGIVitEkSYyEHz5rXr1rWtEJrXZ3Z1UqlCoVkWSi0WmUxbFsa2tXz699u1rWtYxrYSISInE1Go1oWgwmGKxVdV1YytadM50CCEHOQghNRNRDWa4pFGsayTSZttt0nSMZjIUIpY8eEIQc5raeKeITCVSqR4HjV6tstlEkShBra9dSrlyc3Oa1rQ//2ABDMzMzMzIjMRIhERJJAJAJJAAAAAAACqqgqqqqr6oDjk0112GGl2ml2mGFlnnnXYIIYYIIn4n4YYYY4I44I0ekeqh6h5VpVlGo5LJa9dut0Qn79761hAYylIRrWh2h5aZaVRlRk0mpJJHr2NxsIXDhzmt1prWtc6c3dndmRmRncnckcjkwmFSplMohEyZzmtGMhGta2c0uUuZXZXYFYFYnE2Ewrt0qFSc4cNjGtYyMVKa1a0XUXTlTlTOTOTCYXG41SqSSR761aEGtc5zmta1rVKFKLOLOEh0h3W65ZLKdONRpjIcMIQhzlKbWa21plZlXhnhtSNSE4nMrla1YFgtrUyaEHOa1jLWc5rYeYeYN4N2kmko7HXI5HTpyOQ50aNKYxWu1mta1rUeEeGe2e0zUzYHA7RaKVKSSSlFSohHOa1rWta21rc7c0hEhElklonE0EglCgpFIhHz5rbW1pzmta2UqhKhHdndqOKOFYrAWC8+dOp1jJEi1mta1rWta1a22W2USUSZuJuBWK0EglCiaTSlIsVraUUqEIQrWUg//2ABDMzM0MzM0QRIhERJJJIAAJAAAAAAACv+qWqWqqqqPPSTSTZWZWWWXXZXZXXXffdjdjffhhhhgghhihhRKRKPjPjWHWHcVSNptJpNGAYAx167WwgAFrTmytbBrBrNbNYEoEn/xsMhkcjiMIxSgsWxlaxi50IIYypepeZiZiY6Y4ilTIpFKJRGcZmNFi2sY2cta1uSEs5s5ZVZVbMbMbeqRCIVSqI4jilQoUIEIpTnBCtjFalaoeIeGZ2Z5TKzMZkVipfl+xipUc5SgA1qlPxiHOHM5M5PkfkdFw2mk03G5DEMHPXrta1qlNa1tmtvDvDmFmFTjTjLhoxuNxSKOO497vn1rNbaylWtMhBrRrZWJWIa4a2lpmVyqbTY8jyMeHCxlaucQilOtZldld5h5iUaUZu04qlUZDIsKwtbLlta94xta1t2ttWtW1M1MbGbGJ14xyOOZzIkiTW9epztbawQqUy1od4d3O3O5mJmIPjqDQaiUU4ziUsOG1pSucQhCQnOXmXlbpbozMzOEI6IBA4nEjqO1qbNwgQjGMZe7Gt//2ABERDM0MiESIRIhERJJJJAJAAAAAAAABQqqCqqqqqoDzTzVk0Fk0E01VWGGXGWXGWGHnnXYYYIIYYIIYYIJI4JI4IqTFScSpk0ququtAbsWGtuXFKSpXva1zmte971r3Ue6jBQoSStStSSOKHDMaLFc58+GOECEYxrSEa19rvtdqbslwhwhvXBLdspXz5rXbtrVKUqtYxhBzhsoNlEK0i7EzEykjiaNJzGDFKfPnva21ilYxrZzw5GHIdOLzCvavaWuJAgtZ69tavXYyEGMYxzmtGPDk4clkoLEQiQiEE4ZkylEqW1kqUhLWa1Smta21n1i+sRaMOHTnTm21UgwWMo0WtfPnOa21lKa1rbWexz2OmyEs8ckciwFOTJYyLFnOlSGNrWtOda85znST6SdTnq7jVjVps6kqVSt+85+vWEAhUqlNaYzOZVnKs5NtDWBWBWjSaPn7WiRLWrVnO1pziEWtziEHdg7sJiBXCjqjsLuR+/Ma7da00atYhIQzlrWtGPQNaBpdxLYuTuTuKpD5+MUqW97lxrdaOdCEpWtSg//2ABFVEM0QiIiIRIhERRJJAAAJAAAAAAAD6qqqlqqqqo4s4s45NNddllhhll9595119+CB55559999GxBGxCCqQVTGbGZK0r3blSpWrrUYMtZKXCq1a21slcclcVXKq5dYdYXXdeVKfPjx6Unr1rYxfta1rWtBk3Bk3ue9z33B3BNQ1OvVq1o0bWvXmtYxmpSrWEKdMedMc/An4FJVJWFYVuXHLm9eSmBAEIhHLWtKVranMKnMNHzo+W020zaNpUqbt6NFrZEhzq1eMIRrRjEvXEvXTFaYrWrWrXdd8OFKlvXmtSpWMCFA1rVra3MfDMfB0WOiw0k0lI0jjx4cNy5e9y5GPOQxFra2c0sUEsUJntM9gigigfB9+/fPho0Y4EBrWMTNSlrc5hfphfpPgp8FImImWxbFSqxYSpSEdOmtjF81rZzc51qR1qTI8ZHimqmoJwnp069dWrIRy5hCta9mtc61nJT3JT06UnStV9V1SVJ+/UqYUJrXz61kIfNa2EHOvhgvhgkh0kOu1u1RVFeHBMmrVlKIECEtZS1zmta0A//2ABEREM0QzMyIRIhERJJJJAAAAAAAAAACq+qqlqqqqo01BBJNJNhhttttxyGCGB12GGGGGGGGGGKI9WHqxrmNcxtdteRpGul0DQaSJHvr14QIQxkpIQY9EjokXse9j3l3l5MkyRSKNxt69GN+/IRrYxa0hFKbhzcOmqs1VZJZJNM06nU2225s1a37+1iEIRSmta1y6OXRV1KuqUaUZtm2KRScbjqVK1evXOa1rWtveEJnjM8cKdhTololiAIAlEqFwuzZUpcunNSr3KUhLWjNkZsa2DWwa5a5bRtG227HY2TJSlatrWta3OVKa2UUyiltottFklkldF0kUibbbhwwhSpZzzm92ta1raJxROJvRN6KeKeESRKJxNJpMUKIROnMZSr3a1jFKZJTJKgq8FXmFmFNQ1NHo4lEn7+EH7+93Oa1zmta2clzktHDI4Z9d9dJkmYbDdbr162thwyEtZjJzYw53o49HLKnZU1eVeW2bYslmJxNChYx8+a1Sq1hBrWtZJDJIY6DHQZZZZqapkmk1Uqnz5rYcOc2ta1znOa0A//2ABEMzM0QzIiIRERERJJJJAJAAAAAAAACqqlr6oKClWjTUEE01122W2W24XYXX3334ZIIZIIYZo4Jo4IIJIZIY4Y4YIMGfZO1K1LBpBo5rmxuN2LBgwtdrNbKUINa94xtbGUomZSpSmZmZliWJxuN06582trW1iEMaELWvdSk3clutKtK9I9IaZptttv37du50IEJCC1ta1qlNa0e2HbirilmFmCDINhMKFCZs851pSlre+1sYa0IX2O9HBzBzD1D02zbQyGL17ly1rWjGc4hQg1ucqVNdpWjwzw5W5W5YlhttunTdOoQhBaxjpRSlKGOEEygkxo5o5kTkTJkmFUqoECVK1pShChCU2tWt7tau51syoioodIdINg1tNpy5GDCla0IcYIQhEIa297JtSVRxRw1w1wHIcmMx1qwwZCDGTm1rGMY1ohQgjYT0GKGKDVjVkmSZNJpUqfPiEYwxpze+lIxc69+HnpycocoiyiyjaN4zGQICdPazGMYhClIQ1rWwg+LHhrTLTNg9g3GcZUql06fPmtWu91rtZjK1a1jA//2ABDMzM0REQyIRERERJJAJAIJAAAAAAAD6pV/6paqgPOQOQQQRRYVYVXVXVcWcWcYcYccddgegeffhhffgkhgkhgkgjfjfaUaUayayNmNmSlKW2baqIs8eOc1rnLXWsINaq1uOOOJOpOnrHrF0XQwTBDBQPXrWtbnNrMY1pCMhB6J6JHdHeWGWFO07ex7IAxipUQjWjGIUINac5DnqFqFazazR3R3Xte0kSRzTZQoKVay1uda0INawQsacaaCqCoiIiIfh9rGsWWp169asYc7WtaUoxhUpldlcZUZWUKUJqmqOM422qiVLaxCNaQjWtaQhWtiTiTZlZlJ3J3Oo6n9f1KjVEiKUQhCEI9+cnPmEMScSZSZSWeWeYDgOVpWffG0KD3tapUIYw5z3qWt2t2sLMLOryrw0jSWta0bbStW997tbWtKQgUqb3PRPRlWlWdndnMwzH8fw3XTEiFLOZzta1rW3u1rbPLPHS3S1VlVkWRYmSZkamoEF7tba1agBaylAa2EiEhOJOJmhmhfV9RxHCRNOHDWucqVOb3vfCGXO//2ABEREM0QzMyIiERERJJAJAAAJAAAAAACqqqWqqq+qo8845JJZZddVlVllltt559955+J+KCCGF99exL2Kit0VvJfJds2z0WiikUatX78IXOa1jCEGO1tPhp8G0k2kqm6m4MgyGw1RKKJEt20pSm1mM1prbWTJSZKXJK5JiWiWleV1SqabTatWtWtY57Wa1KSEYx+XPy6qa1TU1U1Vq2rp1OFQqrVrdu1lKlJjDntYpS7YXbB2UOylZVZUWRYVCqqVQmThQlKc6c3OhBrYQbRDaImyc2TloloR1HaJRHG461avXxiELWrW1oxtbCa4TVb2re28q8oeR5TqdcbjsWLdtziEISEIQa21jXaa7bQfaD5q5q0dR0xGJptOJEUqbWOdznvUpSkpumN0xmuE1whlhlRNE3C4W83kqWxYnOc2tc61nOa2ia0TVVWKqwxExEfB8arVVKpcuVy5rWMtbOaUa21mMwxmLixcWDNTNUeR5RqPG41Klq1WMtZa73hBrWMRViKsLdZbraIaIIQhIrFVCoYkR8+a172tOdrVKa0A//2ABDMzM0QzIiIiIiIRJJJJAIAAAAAAAAD/qvqqr6r6qSOSOPSPSSSVVYZYZbbbbccddififgghhkhkhgghhhlyly1Z1ZhphpRNE0mk3btMmiRPfsqVIS1iltYY3avavHznz5UZUI8jzabUaM4cPXqBAnTpTawQ0o1rQlAlJVpVqhKhEcRxtNqnT797Nm5cnTmtOcpWta2HJXJROxOzVbVaNo3BYKkSSJEOHcuNmylNapUIQgxoRoSQaQamamZXVdaTSdu2za/ffv3r294xhBCGtbbZbY66666K6KsaxxuNoUL58+fPHiVK1trYw1pCWC0C0k5k5ioioWxbFWq3r18+fPlSqHDa1rSESmcySmymnZnZoRIRU7TqUSj59UqRIhEj16ta1trEI1oS4S4TRjRkaEaG8byiUTjxmTHr169SpYQKWEGta2dOtOr2r2uYuYrWtaXi9cuRIk2bcuWLFata1s51rBqZqaXqXpBJBI0jSEolUKHz58+r13r1rYQa2EBjdJ3J3ItIscUcUuy7Mlkvnz9/EiKVNKkQgxqVaxjK//2ABEQzIjIzMxERERERJJJSAAAAAJAAAACv+qCqVfr68DjkzkzklElFVU01WllWlmGGmm4G4HYnYm3W3XnnH3H3HGX2X2YI2YIz6KfRTOTOdFoo9xUikbjca1rWta1rWta21nz5rekd0jh4x40ymYUchcLTabhC1mtOdrbWOeMQoW1ouvF18acaW43MZPVSqh0Oa2EHOQhrXvCEhKVJrWtg1sDxjxm02nFDUajMRiAAhAhhBSnvhAABo0IamrU1WZ2ZySSU5WTqdyORta1lKc5Smta1rd++MXSQ6SFd1d61WoU1TiclcrKU52tIRzmtlJKd+8hJVVKqndndlCoSpWazWUKhtYpYQzlSrWSlznbuMZrtNdpbZbYZDG0lVarQyGc5a4QSlzilOdrcOF74nrE9Xtnts5nDJWdTqOJxIQ5znjGECExhzrdtrVsutl6W6W63W45YikUikUa1rWMhBjGtc6MXLlKXUQ6iHtXtbBYHElicTaTSa1rWta1zpzrVrXLmMYvjF8YKoKkCgXG+ZjMcTia1SghKVrWtIRrThwIQ//2ABEQzMzMzIhERESERJAJJJAJAAAAAAAAKqq+vr6qg9TkTjkTkEE01llFF2V2XHHX3X333oHoH34IIYXon3on34n4n5H5HzO+Zzozo1qVqaHQ45HNu2EHvc6w292tKVznOa3JqZNSGWGVVFVFSKRSKSDBjGECldKc5SrWIRrWtXwS+CgbgbNJNJkcjabTVq5SUpa0Lila171Ktac5wnOEwcgcs6c6VCoQ2G3LlzghUpY6MSlEJSmMYxFZorOYuYuMaMZtNpptNYsc6MWthwc5znOc5zmtPYx7GmJmJenenikUUajhwyEtZraNWta21iEc5rbp9dPmu2u4totkolHW66dNrYxACRCtWtnMIbWtZjUsalmJmI2c2ctltOJyPHa0pWtcqa1jGMe9rWtdSDqQd4d4jcjcVSqiUScuWtWtrX7Wta0pWM1pKdiJsRJWpWrhLhGWy222+PFrZSCFyoY2tUohGttbFI4pE8M8NqZqbEYipVJatYxrVK12e9rbWc45whZV7KvhMhMVWVWej0bbb1arWWtrXrGMa1rWtc5KQ//2ABDMzMzNDMzMRERERJIJAJAJAAAAAAACg+qUP/6qr6NNRMPRMPUQUQVVTTYVYVbaWbaWeZeZgdgdgcgceeeeeeehdhdeeC6C6WRWRQpQpMZjWNphsNlotPeQjGQgxjYQc5rXSnSlPlPn6n6k4nHGckMhibTbGHOENrNa1rSEUp2J2JpRpS5654pFJKRWpVKtFotYhNbWrnMa0pVK1m1mjIjIisis0WiWNptVq1Op2tWpSqU1rbWIRrXiXiajqjlMVMYhEEkcReLzLZZCXu1rWkJbOSEtYacaeaeadAJALZbJK1EMhlpNI51rPfGLGWMZjGMaVaVZmZmIzIzUCgRxtRmMqRSNba1rNa1rTnYxrcQsQihChGuGuHU6ktdWGwzNZrWlKQmczmRSmtITVnVmSWSW4q4ptttvW422243HCDnWsxjWwc5rWtdMdMRwRwy8y8jcbNFQt1uppNNba1rEI1rWttZSjiTibObOcqsqslkmdwh0OikUhzwg5xzpTq92te9LRLR4V4W8u8tuNxGm0m03o9HazWtaxhSwtZrWt//2ABDMzIkMzIiIRERERJJJJAJJAAAAAAACqqqqqqgpa8POONNQQSSVVUUVVYYbbeedicdiceefdfdffheheeieeieegegTlTlhqhqs1mORVYnEvn1eu1sIUpa0INaxghNa5yTKTLSzSzjca2NvJ5Nw4SpTna1rVKYx74x1pKWto4o4d4d4lcrWxttptPnz581rWta1rWta1ucta1to9o76766kUj1wWpVIiR69ZzhAQmtOdSq1hBrYQaIaIuIuIKZTWxt0ymQICtWxhCUo97WsYtecsYpTNbNcxExEjkaNtpxOKvXfPmta1rYQa1rXOa1rSEdFdF1c1cNJpS11UymQoR8+teMBCEJztaxhCTm1tUdUawywwdDpAGFNpuHDhw2Mc5zpza2MXOe9rXOiZiZh5h5cbjWWpt5vKlUOG1rGNa1rWtaQjGNa1pQ5Q6SqSsRiKKRMxmN06PHmtIRrWtzl74Qa1Sq1tztzl3l3ms1bNKNRqPnz585zWjG1rWtaUrWta52QWQTyryrNZreJxUKinTGDGta1rTnc5ShjhAIXv//2ABDMzIkQiMyIRERERJJJJAAJJAAAAAACqqq+q/6CqqvPPRRRRRRXXTUTUVVZZdgdgieieeeeheeheeeeeffeedfdftOtO0m0mSiUaxrOPGFwtkypRSkpUpKRCYwpXvjFE5E5XRXTNZqBYFtWm43HLlrRjc5rWMa1rSla1rUZ0Z8DMDJBIEzTPPnj0eMmZzzkABCGM53OUqc61nCnCR4R4kcjW1bVChNpuHDMZzmtIRSmtIRSnOa2KiKhmhmgslkgiC5cm220qVrc5UpShja3OQha0hBihiglAlG63Wva+FClUqbtzGzl72txhrXOvdrUpl0l0e1e1VisXxfNetxOKxYc6tSEMZznOIRjGtc64K4Kpepcul2TZNXLm221SpjHvnNzmtIS1lKrVjGq2q8asag2G1zXOvXSaTZs2txgYyESljEpYx72tRrRriqiqhsNWRZEqVNpt8+a21mta1rWta1rWta1jtjummmkMhlJEkfPkwmJMk585Uq1rWtbOWtIQIXd3d3anamazVjWN8+abTZs3OnNrWMa1jGMhCELW//2ABDMzIjMiREQRIhERJJJJAAJAAAAAAACgqq/6qq+q/zjlUmFUmFFGGGmmHmHl212333XYIIYX4n4oYYYYJYJXo3o1qlqo5o5lCoUqlUaNj2PGUZTnevaUIQIa1IRrbWCHCHLFLFSiUTKZgwYoii1rWjGFCIQpcYc5KSEYy2S2SKSKRlstxOJ8+W1bUeR6lLFhrSEa21mtIRrYmYmWBWBYnE5LJT59tG0cdx2tp05zYxrWta1rWtQuQuVVVVhUKSaTkSBwHBdl2WuHDe9SrWa1rXvCGTeTeFmFnR6NiMR69Xte3FcUxq9dziEa1jCEYxzqgagRVBVCqVWYzEyZh2HPc92tiRJza2tc5c6c4QfKfKOEOEjUabrdfPjeN6cpyIRUqa1zkptYhNaUpVpVqHOHNuNwYjF8+RxHAUBRjEiS1nOtZrWtKVzmR2R3tHtHE4lEonLknSdZBkGtNm2ta1rXOa0IWtqIqIaaaaVisabTpUm2bY9T1KVw4a2EGMtatb3hBZVZXmrmpKJSNxtAgL8v4Yhhznz6ELWa1rbWUq1g//2ABEQzM0QyMyIiIhERJIJAJAAAAAAAAAClUF8Pqq+/zz00E0FEVEWV1GV1HWXWXV3V3GXHGXIXIXHXYYYIJIJIIZYZYZYJYFSiqUWZ2Z6hahYPg92XGWy3r2JEfv2Ma2MbUoMdzyueUTUTUukuhwnDEU0djqVLNmtGjWkIpSiEKV8GPgy02005c5dyHIojVqNR69UqUqVKbWYxTnPenMk5kdIdIK4K43bdsE2Xi9v3r1+HC97Wxi7OTnVNqpteIeIZXZXa1rU0kbjcfPnz6zZMZrWty5zWwYmDEwTwT2828pKktG0KFQvnz58+fOc1rW2tZrerj1cTYDYJBJBE+T4BsnG46NGRIt25SWtSmpS5zKPZR7vLvLsLsLiOJS3aKRQkS/fpkwQqUc4Gta1LsJdhaRaRFhFiDoOiAiMxkePSpX7+c2tWuFrNa+J3xPQ9Q9cTcTDkOaJPVKpz5vn1atObGWsWEGtlCEoQS0S0qXqXXJcqm6CgUQoaVKvXSlrWMUELW2TWyaxKxKvnPnGEYTwLUOhhw4wZIkEIMdrWEK1g//2ABEQzM0QzIhERESIAJJJJJJAAAAAAAACqqqqqoKr6Cjzzz0klFFlllmmnnnXYoHYoHX34II3434YY4I44I4IB+IPxGZGZImYmTFMVttt8+zm1mtBAmMSmMRjUqELI5ZHJaJaLd7d1dV1xOKrVa2EBjbNmtc6EHOSlrTVcarneXea666yBIGMxlKlUrWmtLl7WhBzoQtZrW0S2iUYUYWh2h0vS9uNy5cc6EGtPn1KvdrWMYwhJ3XO64OIOHmnmnFcVttuhQSkhCEIEGta0hIQa1rXPi58Swyw53p3lrWtvN7PntaUoQKlc5rUhLWIRrXri9ccN8N+qOqD7PtNptIkCG1q1cuWtc5zmta1jLPbZ7YZoZpd5d0cRxuNxYszlzrWfPmMa1rZza1rXyg+UHlXlZVpVl1XVwuF8+hBrWtr14QUprVKWshC5mXM6OqOry7y3McyRyNUqYxra1evYQIRrWtIRrVOsp1ldldpeZeUjSNtNrp0tZrXOSpWtYxzmtYxSoRHCI6ZaZYyIyJPk+QyGZMc5jIQ2bKUtYIYQnMYw//2ABDMzIjMzMyIRERERRJJJAJJAAAAAAACqqvr6qqqqqqPPPPSSVVWXWXVVcZcZddffffffeegghhhhggggyIyIdLdLAQCYbDrdbhcLVqxjOeECErtYzOcYe9rR5x5zdzdyUSo5HG02lotNmy1gha1rYUM5e+UqUUpzpzqIuItEIhOJyKxVNpuHDUqlCEISvZrWtIRrWtoqoqXFXFcjkgkEFYreTymTIQhAIXOjvSmUmMWuEIWYWelulpHI43G2222Wy5UpSoQhC1pMHOa1rSEEKHqHplVlUtFqNRpstmNRqtWa2MWtISu0pSEc4hGtKmKmd2d22WyisVkMhdTqu3c5c458Yfta1SlKa1jKS6S1SVSU0mmYzG02mo1KNFznvnMhHzWtUohCEa12V2WHeHdOp1ttuJxORSKVKa0Y2tvd82EHvrVjGtp4p4WGWG1msabTWCwhkMuXGttZSmtctUprWMhC1ltVtYVYVUolFUqm2202m3LljFKa1jHzWtWtrVKhB5Z5ZKVKVyOSNxtNJpNJp8+tZSnOIR81zmMYxjGt//2ABDMzIjMiIiIiMxERJJJJAAAAAJAAAACqr6r//////0kkUVFF1F1F1113U3U20m0nEnEo14142I2I24242I2ImYmY2Y2YmYmVvFvOWOWK5XDCYXTp+/vXnz5OJyMdaznGEpCGMVSVSXiXiXI5KLRYcOHDsWIcNRqMhDnOdazGtac3h3h0g0g47HTGY379+/r13z5wOClHva0pbWnM544o4odIdI3G22269dUq16yBByORrRjzlrWtWshLTLTGGWGXI5G228mQgQiRHz5tttrYQUprWta1rSqyqyoyozGY5RKH79atVKnz5uNxrWtnNrSEtZrZC5CzSTSc5nGo1HTp69nz6NFqtW1pzQgQrWa2c9KNKGpGpJVKjCYUqVQorVly6GQw53v1opSECEhGa2a5epeo7HYpFHz6HDfPokRjMaMUIEIpQAxhCIaoarprpm221UqnLnjxhQrFiPR6c7WMZ72tYy1oU4U3iXiW222m06lSxY0aF69KJRrYQSlrWta2lKtqtqaaaWk0nG4+HC5cjRlatuNxSmtYxzmta2MQ//2ABDMzIjMiIiIzERERJJJJAJJAAAAAAACq/6qvr6qqqqOOTTXUXUZRZRVVWWUUWZWZbbcfcfddeeeeffffeeffSaSaLkLkSSSJRKhw3Djt20ejvec2tQgpVrYxrSlc6c6Y2Y2er1Mxmhw3z5AgMplYwxlKzkhGtUopZzhlhlnFnFAoFFgsfPtu25cMZjEKc7WWuEGMIRzkpjHjHg2g2UymZjMpUlSp+/cTia1rbWa1jGMYxrWtOZOZlclc0OhbTaw4XbuHDcbje+1mta1rb3IRrWtC8C8N1N1bzejcbfv3z5KlUKhrUIWMa0hCEc5rWtcncn1d1dkkkbbbpUocN+/qlUc5rWta1zmta1rWtxhxhHTHTcbjgcDNm+PFo0KZTCE5611pjBCa2MYQq1q1pGpGiMRjcbpUocOFCUSia0hGtYxjCEa2EBjaLaLaEaEUSiarVSJEKGvXjUaa2lGtIRrWtIRrSEUqUqg1g1RaLyeTs2WbPlyYrFWtSoQxghHvhCEGt1S1SdVdVslkabTfPkqV48MRia292tUqEFKa1rWt//2ABEQiIlUiQyIiERERSJAJAJJAAAAAAACqqqqq+qqgpTTVVVFEEFFE0001lmXWXXHHHG23HHoXXoXXXYHIHJYZLDGm01Go4TYTeHBWWnIka9bWwgpUOG1rWnOEJ51POsVitcrkI8I758gxKDh1ChrWMrV06EIhDnQhqYtTGLRZptOUeUdKlWJpv37p01sINa+fNa1rWtbhZcLKo1HCIQt0t1JkjuWUSIqVUqlBjQoTnUprZSxlGMojkcUajRZRZcuUZLTdvPnkI1rWvnzW4wpTWnvU96hkMuRyMyMyceJBOGvXIEL3a0hEqVrWtIRrWio0VJBIGm05tZtU6dC4UGDU6da3va1y4tYx1qc+1J2pLMZhjMazCzFeujSaevVKlzmta2JEc5a2Me+HFQ4qRyOJxNUhUjDhVuFqlVOmUpjNb16qU95CEIO2x22oVCnk9ipio5coOSjRpSpa1zmMdOghIQ53OSuSVyzudjMZmGmGhw1aab58/fwg1rWvnzWtaxjWygeUDmEw1KpNdNdSZITJiJEVKpze9rXDghFKtZSg//2ABDMzIjMiIjMRABERJJJJJJJAAAAAAACv+qqqoK/6/6NNTWTWWYWYSSUUUUUUZZddeifeifeecgcgegegffegegehehddi3i3hYhYKpVRqNcuXr1iMRa2thCEHOa21lKUpzkbEbCgigkolG63RgytWbLZa1jIxa1rbWtZrWta1jljmBmBlBoOoVC3b7djIZDGYylAAUpSiEEKUnOxixiKWKWlEotVqfPn7/J5NzmtUpSnOc6EGtUprYqYqYGIGIzGXE4kqWHDcLha1rQhzlrSEa21mtIQ2022SuStWKwTCZ8+atSUSnvtYhIxIRSr3zmEHOc0c0WCWChsNbbbhw1KmJRJzmMlJrXOYwhGt1prcosopaJaE6nUslpEixYRiMa1jNajF71rUq1mthBqpqqsqsrBYKFQp8+gQHW64QMY52tWsY3Oa0AGtVoVolplpBoNjUaSpXz5uNy1mtvdrWtc5jGta1rbYLYFy1ywAALDYbdtAgjcba1jCljEIa1taEGttbKfKcEkElMplVqt8+cuS2W2tYxrXvYxSmtCFjGt//2ABDMzM0QzIjMiIhERSJJAAAJAAAAAAACqBaqlqqCqpBBVVlZllZlRlRlddllZZxtxtxx9956B2GB2GCCGF54LoLqZyZxNdNceB4czmFi00mnjxMmrVrRgxzr3a1RhRg+o+oWEWGMYxhcLECCQSDx506YxjIsVjGMUrnbnasesdDdDdqmqVKpQIJHI3TpKla1rdmy91Ka08k8mWuWtyJyJLEsqFQfv2k0ps3hwtZSkyaMVKa0ZkZlqhqi7u7tu27lUqOnUEgocNw4tZrWTJrSEe+zSzR6d6dGRGRZFkhkMr104nHLmxYxh73r2ECEa3NLNLkzkx4h4iaJocrlr12226VJ8+e8QlSoQlra0skslZhZjnnnlq2rZbLUqVKpUqV48tZSqVKMYQa1HdHd2R2SMiMgkiSNZrfv2224cN48Ma1sGBrTna3TTTSHmHm+m+k9T1hkM4cG02q9d06pRSs+ec1KtaXiXhopopZZZaAIANRqu3VWq3Dh69Wu1jp1jLWa1npnp8R8TZrZpJEkqdTTJnG4yJHFiMZrX7+92Ma0A//2ABDMzM0QiQyIiIhERJJJJIAAAAAAAAACgqqqgr6Wq/SSVYUVYUVVWWaaYYZZeYceYcbbheheffififffggkgkglglVlVe8e8mHmHXVdVauPGK+fXrylTCFrPe1pS4xpMlMlmZmaJaJY0jSgQB3LNeu9eqlTWqUlMY2sUuViFiIjojmh2h1lWWvXb+uOnQwZDhsYIVrWs9+MXiiiiHUHUNpNpXRdK9c5FVIkDhwwZazWjGQjWkIvJHJG1K1KWiWhc1zcOIFatGi+fOXLWsZaznEI1rYt4tyKiKopopkjSM+fXxV3br59duucpTWta1sINlLlLMVMVV2V2WxbBAipks1a4MCFCMc5qU1qlHORVlVlININ4t4up6ndOksVSVLWrYcK1lLe7W0o946mamVJlJpi5izsOynTgeKunQMHFitaxjWkI1uczcqcqW4W4QxQxWxbLlxLnFXr168SIYyUkIpTWlK15R5RxVxV7V7VE0TWrV3sYgQLFwIDW5y5z32sc7Z4p4m1W1Xdndn1fWdOQulK1bVrYsVq1rWkIlMIKA//2ABDMzMzMzIhEiESIRJJJJAJAAAAAAAACqpa+vCqqgoEEFFFFGFmFlVWlmlmmm2G2G3m23m22333nn344n44n3npI35I33tntrd7d4iIiBkMk0mkKG1gYOc4cPOQhWtrWtUpGhGicWcWmemd5PKmUxOnc4uXIRUqe8pWMUohGMqaqackckaUaUsViLRaxYmttWiEdOnOSmc8YjF70d0d8nMnIh4h4rFYnE4cM53z4IaVJawhjEIWte94V4UDIDJ1V1VarVuNytWYxy5lKFChAhL3nPOVrt2t2mOmOVUVUkUiNJpUKIQRIghkSGMKVrWMYwpYiYiaVqVododo7HYnE9evGIkQIVKlrWMpQhFKrWCmCmnynyiaiaRSKKxVathDBgABChEJjLWKVrRCqHqHppppbKbKjUaFIpsWGtcOAhcuVrhCELWa1rUl0lyZSZVoFoG226bTa1bOXLlra9etVKtac2ttZqVqXYXYWieieGQwxmMgQrV8+a0qVUprTnYyc4Q1G1GlalamkmkVCohUKfvwh9erWdu2ta1KXOa2EA//2ABDMzM0QiIiIiIiIRJJJSAAIAAAAAAACqqqqvqqr68QQTTUUWWZZaabbababccddffggfhfhggehehhmjhqhqmYmYOkOkmKYm7dIkr16tWxYnTmtUpjKUfPmyKyKtRtR4040nGcd26DBkCFKkSJXLjWhDrQQ2bNtwdwdaNaLW7W1lWWRInz+nQIEQIK9drWta0Y3r1su8u7RLROOmOkDQNYsKVNKkiRPnwsWtbnFLKUOGyVWVV3V3WpGpGDoOhQp05+/sWIcN06UprWthCvXDsjsi6I6JVLVKaJovn1u3Bg2rSBBXrwhaxStbv3ye3e3qJqJGbGbWxbLFi1apUkCB8+jRmMa2MVrkSKththnUHUNbNbEmSbp1DhoECtW/fvnzWtaQjWv38Xl3l2sGsHNXNX3ffbtJk3LlQodu7FhzmtUqEESIbWzW2K+K/VHVDRtHRo2bMSI+fN27165wAGMUtiwg9c9djpjpTZTZalqevaVKlSTJoUJMmtYYyEUqlSs2C2CzCzDGXGWmybL16RIqVV679+pUta1sIJTYsOAA//2ABEREMzMzIjMRERERJJJJAIAAAAAAAACqCqqqqqqqpPPRRXSWXSWWWYYYYYYcceeggffhhhhgghhjhZWzK2lKEpQqCqCaTSaTSu3U4nGtYyc2ta0Y3Oa2aj8UfjpJdJMkskscjkbjdevE4m1qU1qpTnMY1rW2gesD1g6UHSUSUSUiklUqtWkolGMEIQq1GNSr3c5MzRmaMWni07pDpEDgcLhaBBWayxkpOdaylEIQkIVu112uq+dXzZoZobjcrdbhw0qlVra054Qa1a2ttZ0nQk6EDTgaaiiikQiDweCpU9HpCClMY5z35yc7WuZZDLIfRr6NiEiEul0iUS4cGUyq1e+EGMITWmMtY+TXya64FXArQzQxaLUbjdixK5WtalLW1rnEI1rW2hJUJKsOlh0OUOUcbjabTVKlGo2thBrbWIQ5ylYxrcpblJ6LPRYxwx1SqUikT9+kklGNrFLaxSkIxhCNVeSryg+0H2lylyLRabbbePNVqoQvfOWthBSlKIRTZNbJr3ue90RERFcribTaVK02m1utHPazWsYxjWtA//2ABDMzIjMzIjMiMxERSJJAAAJAAAAAAACqqgpaD6/wpBBNNZZZZtpdtpdhhphphpp95p95qF6F6GF+B+CGKGKCSGCSGGGEyEyYyYzabRSqVZrOHDkcjhww2G3Oa18+CEIWtV2V2SUSUTabiMRQaDrVicTnz43G5jCE4cFKa296aaabNbNUikUolHG44EDU6l8+cbjISEK9e93Oa2JOJNixixstltNpqtVSpbjcfPmczqUa2HDvdrWtininWQWQTabtNpazWVKnI5HLloNBrSEp0yErVrUrErEGEGFotAYDA6HUCAqFRSpMZjnNrXz6UilvcokomUuUvSaRxuOKRSHDkUiVKlarWtSmxYUpjGtWbWbhHhHVarbrdVarfv45HHz5SqVzmMgQAhzlrRmBmG5W5S4XCUSm2269dqNR69kUiYxKXz451ra3TPTOrerdptN3O5vN6JEbbbIEI5HL3e/XrtZSrWt5t5iKiKajUSaTSaTw4W225kzN5uEDncOL3vdCKCKCEZEZG02o3G202pUqPR48eIRCa2EJMm92tzkA//2ABDMiIhFDMxERIhERSJJJAJIAAAAAAABar/CgDwAKpRFVFVRRZZtdtdlRlRdNBdNBRRhdRhdRpZNpZN1h1hxpZxpZ1pd1pd1td1tdpphh5p5qB9vTjTiOx1KJRKana0ejzWrWCBTnCGXKQjWtapTMUcUYnE5XK3OMgtTWajGc6pUQilEiUIQg1qlF2i2iajUbTae+qItK5W1s5rVsIKUWLVq5xSpSOJqJptts5nNjALJGUyjWsZz5nPnM6cpTWtbWq1a1a4ZDKXS2MceRxOJrWQkOG1ox06bWqU1rnEWaWaSyWTicc40lCy2WxhzqlU5ta6dEI1rWhDc8M8NttuFQohEtdTabVrKVDh2stbZs1rWtbawp0503G40mkznQlpa3WkIxgsW1ox168IEIpV7kiGiGZbLTabtZvo44nEMbWhgznNapUyklLWveyDuDtqtVptN7x5bKaTRztbIkOc1siQ5ylFKQiececWm041GmtCqsV6vXuQkOHWqlV68YnO50IExQxQSSSTKZEKvdMKRS51KIEBCNbmzEJKSlWsAA//2ABDMyIjNDIiIiESIRJJIJAAJJAAAAAACvql//pfqqqpFFhVhVZZVVBVBVFJFJRdRdRdRdZZdtdtdldlllllttttttu3e3eNN4slkuRyG0YThy5cuXCE167WrW1iBCEMIUUUUIgJBSKRFIpE4lNmmjVeuY0GC1sYqVe93OYykqkqouS1SqWy2N63Hr2JESJGtIEIQa21rEIQjWudud1FV1NpttNo6zipUs2YsXOb59OcYqUJrYQYyXqXrJax1yuIRCNvVLt23bBApzgQGtCG92lLazWpMJMUzxMsFhNps5XS/fw4bNnCD58tZjEIBCHvQgnknln5PJpNIpFLLU1avlyePLWfPlra2ECEI1qla565uytKKRQxGJa22gQSZL59az9/CDGMY1rWthB7d7eHxuuRyONxuoLJ06pUmzc5TJlKhBrWucELWrbrbtSqJxuOKRQilStW1qyRJa2zZCFra0y1rWc44o4qlqKNVqux2N63LFh+/fPmtePCEa1rYNa1rWw5w5rSqJSKSCQRm6I9evn0KE1rlyUrWtaq1mta0A//2ABEQiMzMzMjMiIhERJJJJAAAAAAAAAABaoFr/qvoK9NBNBZZRRVhRVhRVtVthhh5h5ltltlltt6B6B55x+Vx+V55+F+He0b2hNJpLFLGx2NxuNmzZpNIcOvXGNrSEYwhGtmik0UrdbaRaRRKJGIxFJTOZyzZfv2tjGUmta0pbitcVstlsd8d1KpbjcYk6aTSevX78hAAe9rXvtadYzrEymXAvAvRaJSKRluQ0Gho1o0a1zlra0IVKaizUWRaLdZdZIRCLZbESiUyl8+MmXvOeELWWtStJRpKGk0ndXdVcrmk0m2+ikUr14kRrWtYwQmttblGcoxQqE2k2lWKxtttuV5HI4kR8+c4hLWa1rTno09GniMRWWWWZjMcbjbb4ymVKlhw3vhBrWMa1jGXyy+Wo1GV2V1Go5HI22+wOBfv3LlrWta2MXOzmRxyONtttj5j5qNTJZJtvi0Wjx5Ika2MWtMZrb3x4+PHTqdtktkjUasdjbT5wOCvXfPmtc6EL3a21jV8avna7YcocotFiQSGpSy2Wfv7t1rb3a292tpQA//2ABEQzM0QiIiIRERERJJJSAAAJAAAAAACqqqWqqq+q9TjlVU01FGGGmWmWmnHHnn34IH4X4YIIYXoXoY4I4EGyg2YhYhcssskAQB+/ePFSq1gha1rXOUq937+MbqZdTIm4mzdjdleV58+evXz5rcYKVrWMa1znz5rY2LGxYt4t4CYCV9X3VqUKOvW1mMpRzmtc5ayRIY1eor1HeHeJU5U5clx8+fv1atrb3a2tSEta1ocNrTNmZs6WqWka0a2ybKvXcuXz5rb3hBjClYxKYcOMcILhBWY2Y3J3J2aZrLlsWDRq1q1a0Y2ta1jDx4Y77LfZVJFJHdXdQiCJ8+VKlSqEL3hBSoQUprdeu1m3k28kkEkGfWfTUNSvXpUkiSlDG1pzmtnNKX79jFmss1pM5M4VoVk3TefPpUu/drVKhBjEprVrUKGEOHTw6cScSXdHdGNY2HDUqW7drYQOd72te+MbVpjKwnWE4m4m2GWGTSNJWrdOq9eEEprVrb3IRKbt1SjO4Z3KuqundXdYgiCHDXLu/drYxa2EEpa173LlrQAA//2ABEQzMjMiMyIRETMRJJJJAAJAAAAAAACqqq+qqqqqrzjlVVll12GGl2l2mm23HHHH3334IIYYYY4I4Hnc87oh4h1m1KJBI+fVyuPXsIMY5HIpTW0olLWudSyKWRMzMzwrgnm882Y0Gjr1UprU2m2tOdSiErVSiayTWalqloA2CFgtBgqtVpUrGBC2m01trWs98IQgZmDMwwOwOa0VGm03z6JxN8+UpKW222tc6tWta175qJNRCISIcaqojkdOnGEwq1cIEI2m1aylEI51rNbbCLYQDUDVd1bKFQnTpptNw4UprW02mMa1jFrIRznTk6cm1W1amZJJJIlStxuOXLWtbEYipTWkJaylEJAUoClV3V3b1XKjUUSJYrE8ea1KXC4Sl1prZSa05+LRxaOvuvsd62s1m/fxSKLFjGNbFIpGKlVqMa1sZGtY1rMXMWiqkmi0VSpOp2lSa1rUolBja2EIQc5rTI2ZG9i9i1Z0mdDo/fmo1QIFKWss1mQjWtaxilNbI0JGgZgZgys0mUyocOORxGja1jI3G2tjFa4QhCEA//2ABEQzIkMiIhERERERJJJJJJIAAAAAAACqqqqqqqqqD6jTUklVVlmWVlmWXHHXYIHnoYX34III4II4H4n4oIIKyLWRXpnpmCwYObqtW+fEIYylFKxhz2ta0IKUQkV7cvboNYNUkkh8zLZs/f2tawxtbCGc0oxjGNa1slToqdGSmSjYbF1caRJXruc1spDGQhCWs1rWtaxjYJNBJpNpNgmE5pkqxZChKUUtrGNe4ATmtalNa5yt1NuphaBaHC4V0UalTChPe97Wve1trLWpUY1q5zXWm601eVeYlElqTb58lS2s1utWs1sINa51rMY1rTH8Y/kYUYW63TLjNevOnEI5zW2sQkIEJOaU60pVpHfI74eIeC4XF1calS9esYQgQjGQjnNaxkINa1rZVVKqohYhYZDHRkkKE+fWs1pjPe1rWwg1qlNa1qj5qfNVOVOZHI1OJapUoURi98ILXCDGNa5zW3u1rCwuWF4momm83mPWYcO+fNa1pCWs1trWtCBCNa1rYFbArVVlVi8XkWySVK+fZy1spMY1qlMY5ylJS5zQ//2ABDMzM0MzIjMRERERSJJAAJJAAAAAAACqqqr6qqCqrzTUkk01ll11112V2XHHHHnn33pIHpIIIIIH34I4I7lblTrDrDSTSWwCjbbdOnEok1trNbCD58MbWta1rTTTTuzu0NUNURWxlMqlSTSaYxznva1+/Oec5zKUi4i4ZYZaSuSs2lTTabv32azGNa17mNQoDGABSxjQzQzWPWPLRLRBFUFQqgwWWy9aWtzs5fPhjGNrVKpjpjhwhw5n5nW2NtZrV67Waz35y1rWs2alGMQhCNFtF27270sUsNEy1Wq1Km2WxzlrtZ71SqtQhtZrXVnVpaJaNh9h3HklTqbp0Wy2tbGNbCAEDaz3taQlqNqMNENEZEZCossVCqxYSiUnOEK1a0YMvdrWtKXcLcK8i8irirhzBI3W6/f2u1taQilNa+fMZaznOctStTcrcq0U0VEMldLpfv202mtCFrWtcuWtIRrbWNqNqh4h4totoWxtxWKr14ZDLWyk1tKLFjWrW1rWyryrw6w6u7O7ORXFEoocOxWKEGta1rX7+1mta2EA//2ABEQzMzMzMzMiIRERJJJJAAAAAAAAAACvqqqq+lqq801VJVJVVllpphhllxx595+CCGCGCCB9+KKGOGOFWQqzJfJfafaeJRJIpFpNJxOLjxDha2cznIQ53OLHZY76M6MbHbHkcjjUaodDJZLVKjShjWtrWtc692pk1MrebeU6U6XI5EkknG43E4oECnc54xa1rbWYzCx4WNoxoxplpklEpBoNJpNyOTp0Loa1KWthBjMYjx8ePeXeXupuptlsbLZMRihcL48UbCle9jGtSlSjyseVop4p4ZoZkgkEUikolE2m48evZzoQa1a8YKVZprNPYXYW9i9hRqOJRKPR5uNw+fQKITOWtISlGM2xO2J1M1MZrZrAQCabTSaTsVihQq9iEnNa4QYxzn1k+speZeZd5d2222m04lEm63UqVOVra1IRrbWa0yvGV6n2n2IaIYgECORyFQpMJh+/mzCGMVKUq1hjkdEjojXjXq3q3LZbkcjbLZkkkVKuuWtc5rWtYwpa4XXC9adaUikikEgtns3G40Uin78mghGtSlrTnUoA//2ABEQzMkQzIjMRIhERSJJAAIJAAAAAAACqqqqqWq+qqNNRRWWXXaaaaZZddgcgcggggehehgghhiiiLepb1mImImXkbjuPbLZFimQyNaQIFK97RoEOMOxhiqsVXWzWwlUpIgiDbbdeu1GpCAIExjWw4ZSsYVSrJHZI1h1h7s7S5DkSSSPnz1epjcOClOclSqUpVWtvll8st8t8R8TqMozJJJDh5PJuc5cta1r581rWtc487nndpdpeKhxrquskkiVKo1HCFCg1rGOXKlNa5rYAjAEbWrWlaEm5znONxuXMtlsYyJC1tbTp5yxjc53Qm6ElolohhjENQ0Wy3EiROJzmGDVqEL59e5CWhB8KPhS3q3p0NouM4zYbD58lEoQmvWQhS4sTWtbeEFugt0Fl1l7Z6m9z3QaDefMdjucuXJSsYiRNatbXvsttlteIeIUXQcQxCkkkrVxuNsZYsEJWqZMpWMRIRmUsymYiYhXhOMKwrDYdu20mk5xEje9ax473nPdrUz4mfIOoOkaEnJ8nsplduycTk5vHkIWtx4rWpUiE//2ABEQzM0MiMyIiIhERJJJJAIAAAAAAAACqoK+qqqqqrNNSSVVZcZZcZbbdadaccaaccffffffhhgghhliOdxzuZ7Z7RnRnXNNtGkKhUSI4cDBkpVq1pSta1quxN2JjpDpFRVRa8ryBAUSjWrXbtmypT3sY50IOchGYozF3d3dXdXc2jUfPhkMoECZMDBta1utOc1rW6cyLmRiJiJg2g2b+OUaNarXDg6dUqTWta1tatapS4sTFiXinimo2o2ImaVLG426dJEh8+QjW2spTnVq3FIYpAaIaKoiogc6iHDxyOW7fDgkSFK1trOc5zWuLGJYxxZxZZhZhlrKjRocDm/fcuWbJzgApSlVq1rJJdJLnh3h1WlWkHJb58222hQpEj9+c4xkIpTWtba0FWgqjyjxmRmRYknSpORyWrXXqgQIQ50IOctbWujKEZQLULUVnVnG9IqVMcjjRomTceJS2tCCENbazVPap7bWbWVmFmAxcEWK4XC+fJEixYIRCNa1pCSlG0W2i1YRYSXWXVUoW6dFUq3LnDg5cyk1rWve5zWnA//2ABEQzM0MiIjMiESIRJJJJAAAAAAAAAADwCl//qqqqpI9I9E5FE5FZNdZNdddtltlxhxhhphpptptxxxx9+CB9+CCCA0smlmkykw6k6lGk1EiR49RqN6850OGtYhNa97WhfUL6nCHCELkLmW2uPHDhMhkfPkISpTnYy1rW1qb1TeqLiLg0Y0ZGS1hwpUuczihQEKBBe7W2s5wx1fWr6ihChOyOyQfHe3aHDbbbuXGMfPqUrW1iEYxEJIhK3i3gmgmglHT06V68ejz16pT58Mc5nO5zGVcarjLNLNIhoht63GbNSpbbbhQmMSpbWhC91Ka13Fu4uESEQVcVczxC+fPXrMZkKFCEOGxjWtaMetTNOZpiLCLNLtLwIlK9edOZTKp07W1amMUoY1KWuFzwucdIdLLnLlbY2oUP39brbZsxiFCQkpMYpTGTmaczEyEyFlFlLUm0ybduSCQMmc5evWta2EJzUp1putNthtiO6O5+0rq1PXsrlbly1r59CDGNac7Ws2FmwvbPbaU6Ur8461Z+/abTfvwhSpa1EJrTna0A//2ABDMzQ0MzMyIiIhERJJJIJAAAAAAAAACvqqCqqqqqqPPORORRRXXYYZcYZcYbbbbbbeeeeggffffhffPnPn2I2Ie5jszWQx1uuRyNIkSpd26EIQvdzhjxayVSVTMTMS2pVkRttxyOFQqWLCZNEiNbWr3nOpVoQHFHFlYlYOtxqy5mNOJw5HJmz5cuHBa2tc5znOapTRbRamqmrHMZ2SaNSORxKJQIB8+/ftaQlrNatakpO0O0MEMEbXLVjjxyNRq4XB8+XryRJSrWa21r3AQkNkNkFEFEZTiZXRxxyOUymJkyRI9ezmc9rWspV2tJpJpB3B3lrMZiHlKSSRxuNAgqVIkRzlrzlrXOBa1tVtUJMJMacidbRuLFYgwGXLkOG+fWs1trBCc485UqUql8l81O2TbnuSJxOCQSlSFCkCCUmtIRrWtG1tFdFZ454+LausSWRROJqNR169y5durWQjWkI1rVKmymyt+t+lTMzhjBktFqFQpSpQIJEi92thAhGtI1sLULU3U3W7X27g1OONx1msv38OG+fXvCDWkIxjXO//2ABDMzM0RDMxERIhERSAJJJJAAAAAAAACqqqqqqqWvqkEEkkUVVVll13HHXXHHnn34XoXn334X4YIIIDxDxE7E7KnKnHIcgwWjW62talRIlakJx4wgQhCGNcLcLl7l7cbcarattWzC6XXOhBGjnO9ypVrbWnMhGd2d82M2O2O2C9L1ITE4XDSkIHz8IXu/f3uxjGEIuyuyF2F3NdNcui6NrFIbDYQzmvXa1rfPlrVKYxSjozo8p8p9iNiIZhlvo41mtCCUqVLGEJmzRi1utOdC7C7sTsTUNUM57nkkcUmkyEjHHjIRrUqWEL3a1aynCnDhDhGVWVS3LdrIpFIohDGXLhCJS4cNa5zWta52520M0NMJMIZJkto3FAoFrQiHDa0xq1ZrYxa1rRtxt8jcjXUnUm0bQm1jVarazWpUrWkJYsZypTnNbaXaXEBEAjqjrEMQtbDBYLGtnN69c4hIsWlGtvfWpCZCTFTFZiZiUbRuCy4mk05xz06ZCNa+fNbazWudCzCyYgYg7q7q47jkSqXI5GtYxy5ITOUqUY4Qa1jA//2ABDMzMzMzMzMiERERJAJJAAJAAAAAAAAKqlr1r/D19FA1FA1FFFFZZZRZRVVxdxdtltl11+F+F+F+GOJ6OJ6CKCJ+R+SR+R+dSdRnRnR3N3NpNKq1VtttmMxKlIQhIQnNjFKWtZFZGXiXhSdSc1Go0GhuNyazWlSc4hLWOdjGtpSsKsJoZoZQRQRptNqNQxmNMJiDBYxa5za294xvececeVmVl4J4IpFJRqOGQwyGRCha0Y1KnO92tIRdFdE2U2VGZGZttuRyMxmNttt8+CFzr3c572ta1ZxZykikhXtXtJpMxGKKRRttt8+UoY5zYyUmttZ7N7OHaHaVSVRKJSqVRRKJptNy5YxjFKWu9yla13p3qhuht41415PJksltNpyuXhwITOSEKWEGta1XxXxn5n7MnMmWSzF4thMJoNAsWWspRjhCc61WuBmBk6c6ermrmJRJuNxtttuNx+/c4hGta21nva2YWYWoeoeYiYhqNRNptNptttt8+a1zmta1rWta2WmWm4i4hnVnVwuFtttxuNttuvXa05ylhBrYxa0A//2ABDMzMzNEIhERERERJAJJAIJJAAAAAACqr6+qBa///o4488wxVBVA89NBNBJJZZxpdxpdxpxphh5p5p9p9qJqJp1p5p5ppp0h0iWiWh3d3dJJJvW9fPmta1rWta1rWthBrWtbpRpQJ4J5FJFJcrkchybdqlMYhFawgUucnPkpVKaWaWDiDih4h4cTibxvHbtjGtGNrWtYyUnvfnMISsysxKRKM7M7KFQrYtj581rW2s1rWtba2cta1rWbGbJdpdniHiG43FsWx8+a1rYQa1rWta1rWta1si0i0LMLLu7u7bba2LY+fNa1rWta1rWta1rWta3IPINNZNZXtXtms0eh6VKlKe+EIxUpKSlCGBCKU+O+PdJdIbubum02ty3QIEIQgxjnNbGLWwgyEGtd1d1pJpJhnhnajUWxbHz5rWta1rWta1rWta1rWyyyyszsztDNDNttrYtj581rWta1rWta1rWta1rco8o3THTJVZVVksg7DtUqYylEpUpSkpYxCMoRWrxLxJaZaes2szcbi2rbFixixjWta1sYta1r3va0//2ABDNDRDNDEREREQARJJJJAJIJAAAAAABaqqqqr6pa+9A5A488wxBBBBFFFFddddththpplltptppphxhxt1p1pWtWuy40sNk1smmMxo022ta1rWta1rWtc5rWta1uIOIK7BWgexD2IkEgGiIkIQilEIc6lZypWc2tac1rlrslrhV07undWq0s+TEJSmthBKYQe9jGta1WtMkMkMe5XaDnwc9xOJG221rWta1rWta1rWta1rWtaxaxk9cOsXJi5MZjI4xlrSEtZSpzhAhFKhDOWkJklklQt6K9mls0pDIW3qYQqUxhSuclLnNa1q1yjGnSnQ9WHTOfFz4xqNLY22ta1rWta1rWtc5rWta1t0d0cWQhYhQsKFgkEc9x2taxztba2cqUc7Wta1rXjHjJRfEPdsLthKJQkjjxiEFrYxSlra1rXOhBjnMisiye2HZ7ovdGmUxbY25zWta1rWta1rWta1rWt1y1yc9LujYpbFLQaC/utSrWa1rSEa2ELWnMISNbMPMPRmJW6qlVUrDYW9biUwgYzWsZnMINa1rWwa0A//2ABDMzIkQiIiIhERERJJJJAAJJAAAAAACqpar6/1+qr1NNRRSSOVOVUUTTTWTWXXbcbcbfbfcgcgcfcfddddcccicididielelZlZlFAoWxbHr0YMu3ad3OIS1nOIRzlKhAhIk4k4V4V4XCwxDFOnQoVSrZOMVrQhSs5CHObWnOGiGhZhZiGQxdV1fPjZs2bgvtZSiljF73Oa1jDnmDmDo4o4VSqSNI3z58+cuX7Wta1rSEa1Smta21mxGxGxmxmq1ZgmCZMevfXrXY51Kvc5yEnNrb3IRZlZmUaUYNBpu27fPnr2VKKGtYxmthCECEa0pWMdIdIdCdCTabb1vUqV8+r137mtzlrVKa21iEOdreJOJAdgdtJpEsSyDBfv3TqvbGClGOMWtEJSmMa2KeKfpvptyOSZpmfv3z5GjhQc5jJza0pWta1jAha2a2nInIbLZNg2K9d8+hw3TWtzlrWta1zmMGOc2V2V2cWcSkUnOc5YssWOHCEy1ghhBrYQa1rZSUqomom1i1hNJqlqWVKokROncqc5rTne9rRCa2MYQ//2ABEQzIjMzIiIRIiERJJJAJAAAAIAAAACqr6oFUAoKCOORRTTSUSURRWWZVZZVZaeaeYeYefagfagebgebgccgdjgdjffhdhhdhbUi6kXARARUikUajjcbcuffs54UKfQhGtIQpUIsuTFyY6s6s7HYHQ6YjEUKQ4b3pEiqD3sYxgxsY2tB1oNX5X6uVxRqNttt+/hQilGDBY2ta1a85xiE7LnZc7E7FarSoVDbbcKFChNafP4sve1pzhDWrXJ65PZnZnZVKo3G2220aNKla2tWfNa1znOe9rWwHSA6U8U8QGArJZNhsAQOHC1seOfDaxCQgQhCEo0dGjh5h5cDgdrtRaLp0xQoY3Llsta2tUpKYxZnZs7MTMTMlEo5nNJJI4cPnzGPXsNrWta1q1kI1UpqlN4N4ORyN4vGORydOfv5zp03jGMa054Qa1qGeQz1JdJet1rTacjkb58NGylatM1Oc1qlNbWrWuW1y3eHeGk0kslm227FiHDYyTJ731praUWtSmxkaMjTKzKtFoiQSNttvn0KFWrFitM1rW601ohN//2ABEQzMkMiMyIRIhERJJJJJAAAAAAAAACqr1CqWqqqqjz0kkklFlFm2W2XGG3GG223HHIHIHnoIIYYIH34YYIL1hesIRoRlR0mskTcODUarFiEHDhSnOc5jCEUqEFqstVnOXOb2bpA0VGDFisRQpa06dSiEa1jGtc5rWmw02Dmzm7ea4npybt7lcvnwY799rQhSljCEGNSrnbc7YeIeOQcg4zktWmazX78hE6eMQhYzGHvhBzozPGZ3NHNBcQwh5SlSlCoXDiMYEBzrWa0xlKYxjGbkzckiUiVZ02kRiSpcXi+HCELlxrZSYxrWtc5rS0gWkHlHlEbE6PmYfPonE3LkhH7977WABa2thBrZHfI79edeWp3W4Fcr12222rVra1aEGthBzmtUprcLdhboRoRneG2FDYfv3G469djAgQhCltaEGtUqELwbeDVZlZrg6yQtgSJKpVHz4hFq1rbWOdrbWtacwZmDM4Z4Z0ek4t+bUqTkckqUYx49rWtUohCEYxznKw5WHdndnZ22bSp165LJYkRra1ZrWtGNrc5a1rQ//2ABEQzM0QzMyIiIhERJJJJAAAAAAAAAACqql+qqqpVo89JJJJRRlhlhxlxlttxxtt56CCGGF6F6J+J+GGa1zWt1x1wqcqdbFsNZrMhkSpXr2nTa1rXOYwIXvXdq7tOVOVUWUWWxbE4nAiEXjyHDfPnOOdrVKrWMVyyuWZV5V7ELEFbVsxmNVKqHDrVnjxzlKYxrc5QhRqKNR0t0uWiWiB4HZDISyWSpcGB+/IRrYQYwhDnwZWDKO4O4jljlOI4m02otFnr1SpTJmthBrWtYxKdRZqLLeLeByxy1kWSpVJqNQ2bu3a9cYylSlSkpUpNIppFalalKxKxdF0RaLkcjcua9d+/a1Snva2tWMg2UGyeqeqc5c5atq45HE4nEqVKliRLWWuc4QUrOWpw1OFclcuSuSn0fSVys2GyFCgwXjxSpzSlznOjF8aPjSTiTi4W4VJEkdbrkUicua1Z8+a2tWMa053OErIlZJxJxbmbmo6jmi0U2m3LmjRiRCEa1zmta0paMzRmZNpNotItEiSIrFZFIo+fu3Xr1rSEWuECElIA//2ABEQzM0RCIiIiIhERJJJIAJAAAAAAAABaqqqq+qoKqONONUURRTTXXZZZZbbdadaeeffffeieeieffhggYKrBVJiJiaGaGRxHJm6Hz9eu6dP37W2s1rWsZBrcRJiJKTaTWbGbGlaUy0qZNEiQ4devObW2s50IWc6lDUoZkVkU3g3hI0jiC5FiqlUaM1aveIT3udax3vjhccLNXNXR2R2RNE19hPnzlzChN25zta1trQg1jKndU7ksUsWFWFUkSQ0VLp1Vq1qz585whEIADWqc6kG0g3FjFhzZzZHEcRl7EiPn2rUkSHOc5CSkQhIQhVsKtMzMzJyJyTVNVhcevQ0bp0vXqlZzObGKVcY1QmqEzdDdMVcVUtS0rzYwY+fNGlmznLWwhCDnLa2D6QfRpFpE1c1eX5fjXEgQJUvLk+fNaQlrCE1qlKaHTQ6iCiCGFGFJAkG+runSBA9enj0YkIELWkJYpbqVdSqa6a3dndm9b1EXCZMZMuHDRo1r3kI1rW5a19mvs2R6R50Z0aPI8T2Pdu4sR489eqVOeczmpSVK//2ABEQzM0QzIiIRERERJJJJJAAAAAAAAACqqlpfoKqqqjjk0001FGFmFmWXGXGXm3m3HIHYIHYHXYIIIIIH333z7gfcBdBdCYiYmDYMoFBWr8eEICG1mMYylGthBrVNaprZV5V6R6R5Ok4uFxKlevQha0Y4Qa1KYxa21rRZaLGdGdARQRZFkWORxw4ZMiEtaEGtUq91Ka1zpSVKSnaHaEdkdnMc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OvXfPkrapVEpWsIQhhC6gXUBkhkiZeZd1OqUykWCxAgVq6NW43AhnNrWthCdoTtBMVMW9m9mNxtptOHQ6HDcOEzk0mmthCMWta3DRYaKHaHaoqopRKJQqFptNEiQIH7Y3GyEa2tXOa12HOw5MNMM4Y4aOx1qNRxOKJEevW6Wy2XOjGEGMGOcjzkezezczczcNhttttptOtWw4YcMplM5WtSpSe9GJoxOIuIt3p3ptttuNxttt06fv2q2222ta0hGta2EGQgx3l3lapapJpNlMpstl27cubkG43M5YxrSEa1caLjSq2q2KaKZlstttuRyNy5ixbtlEolKa0pbWOcA//2ABDMzM0QiMyIRMxERSJJSAAAAAAAAAACqBaqqqqWvVBBRRFZpFZpZtZtppllxx55tuCCCCCSCSGGWCWB+R+ReFeE2Q2SIiIhEURcOFUqnz5rYpFL3UpMmYx74cOFiFh3Z3Z3V3VrWtSpUmk4kRrXG47Wa18+hBrXz6papZ0l0l2h2gMQx584pFGjQhI7HVKa2RIYxa69dWhWirursNUNWGoaVKgmE6VIhCmU4QlLVqUqc2jSNONNGRGQ5U5U2ja5cjMZpcuEHG42MhDjxhBjHz5ntntXFXG3u3tNU1BgymUypVa3W64QtY0aSlzoMFmlmkjojq9q9qBoGVKnC4Xr1SnA4HOUqFChBrUyZIlIlnNnNHNHNalqTJjUanr1Sm43DGa18+Uq1nz5qZqZLhLhhVhVc1zevWk0nTprW43L3hAYMUprblx2t2tkNkNXBXBdl2hw202kqVjInEyEa1Aga17714sUsWkukshEhEDgOevZFIlasIXI5CEhCjRIQYxw57R7QWgWji3i0wzDSpWWy69dzmm02ttaRIjGc7dsA//2ABDMzM0MzIjMRIiIRSJJJAAAAAAAAAAClqvqqqqD/889NdNdJJhhxlxltttt555556CCOCOOCOWGWGaKaKGSGRqVqVmxmyNyNxbo3gsE+fORyKU+fLl1as2bnSktcPsPoy4y8Q0QyWurTabfvcbja3BgfvyETJs5CFziaSaXWXWXaHaESaQcDkOG63WlN27XrkIkSHPWrWrFLFDSDSNVtVnc8anU0CBRKI56tV8+jHz5IQIWthGhGpmpmeHeHXaRy2Wo0ZDIalPn1as1r9+c7WtbcxcxMTMScKcKjSamk0p0yiUTnVq7VpSnLnOa1UonknmYmYmIyIwy40mk1btpJJSlTp0qTWw4cINaQkrcraYyY0s0s0CtVnM569aTSnNMmcuSEnTkpEJzjeDeBZxZzVDVDrOTabR8+XC4pSBA+fEI7d5zay1xLRLVr1rstMtSxVYhENmxOp1KYUK5cnMcOa2tWtaFaFnJnJZSZSc0xtptXrzbbbWoUKVK1sKFCAQlLa3a3JtJszOzOjSaKJR48Wg0GMu3Xr1rcuVrRjzkA//2ABDMzM0RERCIhERERJJJJAIAAAAAAAACqqgCqqv+qqQQUUVVXXZWaZWaZWaZWaccffgghhjgjgmhmhiiiiiijVKVKVIVIp4p4RpGpnmdK0rRo2iqUUpznOa0hDnc0w0wTSTTovoukaR1ZVinqfcuJyxjWqU4xnK1sY12N2MuIuKHmHlvG8fN81zXOpUfuhC1mtQhzmtIRuTeTcs8s7vbvZoGgjiOVjWLp12sxmc1qQk5wg1qmNWNWk2k2lWlVbVtH0fNM03jyRApWtSl72Ma1rdVLVLUlUlTLzLrYti1rWty3V66soxkI1t7ta1rWkmzmzK1K12Z2ZgWBXEcQNw3DBkxYQtalIxWsIWMyO4O5KVKVyPyOuS5QbBraNpWrQHa097WsY1trNapIZIZLdLdmhmgkyTZZll5XkUKStEK1oxYxznOhBjs7s8KsKsRURRmGYsyzN83z17Rk97GNaxlrNa1rdVdVZpppldldmva85znQpCmDDDkxmtUqEGtnNrWj2D2S1S1PNPNQLAr9v22TZOXMWOtTmQjWtaUrW2AA//2ABDMzIkREIiIhIiIRJJJJAAJAAAAAAACqqqqvpaWv+kEE01VVllVWGG23oHoHnoXoXoIIJIJIYYpIpIpIpIYXgHgMeMeK3W1+X5smydOnDiE9Ont23vhC1pza1rU5053dndqXS5WlZGkauXMWIMN8+uXIQjGtWta1znw3w3mHmC4XDbNttG069UqWap06rVmtnMhL3Sm1mhmhnmHmNJpDKMpvW9ZMnDh618+YMHOlJrWta1zopIpLa7a5BIESRJa1rnTlauRBMmiRDntZrc5ISEJd5dywCwGm04FgVJEkPn+vX1mJE1685xhKSEtYAMQsQrh7h3k8jhOFbFs0aHDh6xKlpUjntZziESm1rprpqaaaY3GzTNM0zTdOrlysw0aevWttZrSEa1jGqGqIa4azUakTRNtW1cuXr2TFUqIEGta1rcYWtrUpkpjxTxW2230fRG0bata1YQK7dfv73xhSjntYIbKLKJZpZjSaWrauBoGOHHz54xixQIK1hApRjGNreaOaHaHaGWy4FgUzzPpUkybphIkpUpztZ73vlJrQ//2ABERDMzNEMxEiERERJRAAAJJAAAAAAAAKqqqqpapQVRI9RI9FFRRddVVddxxxx56J+J956CCF6F6eN+eN+SGSEw+mH1V0raE7k7isVrKssajSlPXtKQg1rWpSTmYzL1Zetzys5Q3Q3TicSxLKlUlKfPmta1Ss512QgQuMJxhHQe7u0u0uaTSlyXNxuKVYsNa97WkI+bKRS0hekLxhOHmTeTfOZyBoGLRaIRAgUoxmttbjaUjnlA0oGXBKujw7w8Mhi6LpFos979/CBz2s1qBtrCFNvpt9VeKXIdIdFkshxHEyGS1nr1SiEa0hOuWMzls4NnBfDLplRFRVKpP+/6lUt73LmtOdSjWx4Tm96FRQqOiywpimimbjcWtazGY4Qjx2tAC1mtWOc5raXNS5nOi7Q2U2Um02/z/JRKLWKFOc1trTmiXKQhUHig8RjSIll1l1VKpO07SiU1pw4Yy1pzhB82MSEvQN6BS46MZvJvLicSuq7DIYIVevnNazmtdCVaudB8YPjVU6WWeWeWk0kbRtqNRSrt3WnOa0hITGta0A//2ABDMzIjNEMyIiIhERJJJJJAAAAAAAAACvqvqqWqqqoEEFUlUlVVVV1F1FlmGGWW2m2nXXnnXXHHXXXYnYonYqtKtG2G2KbTadTqUpRmMy9ehw7lxzlKa1rWta2McQMQGQ2Q2o1Gq1TkORVKpw4VKn7972tEJznOa1zo1414jYjZJJDGY4+j5OJxw4pUgIFa7Wa052tIS1pOZObVbVW02nE4iSJIxGKRIVKmbNrWtSmEGta2EFelemVWVc3m3Q6FtW1YLAgQdOnr1jLWrUhL3a0hMJsJna3a6ZTKzWW2baqVRw4u3YcNzmta1rVKYyEFyVyVS1S6bTapVEaRpRqNChevbduEGtc5ziEa1rbIrIjsDsJHI1Go2va9uNxevSpUya91KhApWMa1zorIrMXsXpFIopFCJIkymVmzRo7lyEAhnNCGta21pY5Y3ZnZna7VUqmkaRQqGtWUqXz4Y0IKW1oQa1KXSHSHe3e8nk4ZDCIIiJxNKlhw6tUpUIrVjDGc5jOZeZTxjxg4HDGY31fVstlChTJjZshClnNayEa1KQ//2ABDMzMzMzMyIiESERJJJJAAJAAAAAAAD/qqqlqqqqqkjkjk1k1lFFVVVVlmGGmGmG2223XXHG2223XXnmSmSuauaraLaI5HDCYcdjnz69e1p+052tc6EGtSm2m2ltVtUtEtFKpVwuFVKqLFTp4xUnzlzoxIQhL3dEdEtJtJpHpHVKpxuNicTevZcsIV0HvOc52tvdjK6660dUdWuGuFAoDkcq3W2rWtWSmI6lHOtZzmta2ASATOrOpE1E2pVJiMRyOTZsVKhCfNUqtc5a1SghvXvXhLhLkjkjqVScbjdjshw3z694rmta21oQa1rTKzK4gYgdCdCYpFI5HDUardvFiGN0ulCEvdrXOIS2a2arurvVbVZptOKxWNxuvXOnQAuWa1rSlSlrWtWHWHfSfSXGXGTqdjkcTSaYsbFghEAWtYyEDGhBSlq1q5oJoEo0o243G43IrFUqVOnta4292tYxrWtYyFKFLkXkV6R6RtttNpsxGKvXPnznQknM55za0hFKTMTMcYcYnUnUcTiabTabTECIcPOXSyEWtrYQUohA//2ABEQzM0MiIhEiIhERSJJJAAJAAAAAAACqqqCqqqqqqjjlFE01lmGGl22l22mmGGmnXXHHHHHHXYIH33va97TtDtJZJZGrZkGDXrudXr3LlKNa+fOcxhzqUtOFpxjTjTNPNOPLZqVIUJjD5+vXa0IYcO1oQSlrYSbCTWd2d2TmTlkicOGPH0ohQoUNKXuSJNbWtakI1PGp4tOtOeKeK2jUKla9djD5948GMhHDhjBjOchJQFKAoaIaHpHpFsbbhxTplK9e0qVKWtOnOc5zWqU6EXQilIlJGNGNBidKlXDiEHDivXGOENetSmta0hL3be7dfdfZYpYlzUb588eJTSpIEC12tSpKVWpCXuRjSMbD1D00S0SZtagwYUJzr1506a1rUqWEGMjFrdWPqx0tEtGZWZUQTb16iRQgkSDBk5sZXrta1qlNbGKIxQlGlGwuwu30csWIEBrXz4YMtYY3Dhrc5xhrZZTLKaVqVpmpmkaTT59p02s5cpEjGLWhQtaxhCOcxj2MeQyQyxsxs9tFfvxYuEFy716a1jFKlSmtOdrQ//2ABDNEM0MiETMiERERSJJJAAAJAAAAAAClqqr6qqqqqjTU0E0E01ll12WWl2l2GGmnHHnnHHHHnnnn38dMdGUcyjnqnqiJMKVKteKxUWK1takIbNudWsIEJMpMovjV8bBPBO2+UTJnvrVahw85YzGFSpzrWGMY5h5h4RRCKFjFjDRMVKlCDeb1asxjW2tnzkJaxCWtLLLLIm5E3UJUI3rcFiyEqdTiRJza1zoMGEFKa21tRdRV2Wuywhwh0KaSZNGKIRDRotbWnO6dNapSlZzDzDzWM6xnePeOabaOHHvabTSJGtYxSnTprXvtZrZaJaHSM6RlFlFoAyo0a1rbbb58QhzvefPrW5xCKU6Q6RmUsylLPLOrKLfPnOMRiQIGtWta0iRzq1a2EGqWqVuqt1aR6R14rZUrObZbL58pTGDGlSta1rWtaj0j0uUFygtStSiKar15zicTp0yla1zqdNrXOa2MViViZk9MnndHdIMTihQQjTab16xhzwgrVsZazWtaVwVxF5ovMYYYYHtgfPoxTicr11rUpSjhwhMYUprQ//2ABFREIjMiIhERERERJJJJAJAIAAAAAAClpaqqVVqqr8ss4w4xJJVNVNddhhllhhplplt9t91x1x11xx5556F2F2F6VeSS5Nm5s3SuVxyOa9cKFaxCYwxjWjG5zGOcc4zbVTWU9bXrbEolGIw+fECBzsY97nHPaxCVrWqlJmrmlWTMQZiDUaisVj59IkHPa1asYpQQ2te9rTnFJpVLVUFOgptttuRyQoTt25zWzmtb31raxCKUENosWI4YfTT6bHI4VCofP1qyU0pOd72taz3iExkINrVgqqERriNeEwijUb58pUiEc7nEIYwQwhCDWqUxLc9OzyxiWMZrNSCQadKVK5zWzm1sINaEMIMY97ri7LFqt6FvRKJQHQ7Ro3LjWve1rW5yIUIOc1rnKWrgXWGY0zGjYbFbraZNMmXvaznMYQi1udOalNbaZdCa0FgUsCptNl0uiBFas1rWjGENrJSEIx5yQlqFvZr9cdLjoXC5U6mSJOXLGDGhCEEIhGtLW1q1mPlWPJYbPDZ70egcDj58/fgA50pIQ1pCNatbWkI0//2ABDNDMyIRIRERIhERJJJJJJAAAAAAAAD6CqqqClqgBQMPMPMMUSPUSPUUWWXXWWZZaeYaeYcccgcgddddgfcgfcehdehdgdgdejfejfoeoevVt0yI6I9ixSj5t7wgxYwglKEVqMalVqQjMzM1zws3NQNQTJlrp3lJrbdtrYxa0pYQYw55zeKeKEwosSI6I9Wrayh97qUlStaQk5sYc7WqUxiriri3PVndqdqmzVKgOa1zqVIhGtnO961a1rWtIdIdsyVNLtbtcmTGK+FakIvXsZGLnWslK1pSEOLGLCHLR1lBlBmTK1dOa2lOvVrRCa1rVrGNrVrNONOVJSwiGyGzlyxis4ANa8eOc1pCOc50Y3uISy6y+F1taVjVjkyWt1zjFraNFrYxQhrXOOdjGMk8k8S1iM0qcqbhxa0FgQta+fWstcYqUQjWqU1rnrnq5vWXZ4Z4CBK1Xna0hIUJjFra1zmtYxrXOKUKUzSWTKIqIt261tdpStalSwhOalWsQjnEI1uL2L0GPhnhRhRBAmt42a1rdet7zGc6tSEOdSr3//2ABEQzM0QiMzIRERERJJJJAAAJAAAAAACqqvqqWqr6qjTTjjjkkmVmVl1112GHGnGnHHHHnnX3X3XXXXnljosdChChEeEeAsCxGjFYrauu1lrIQhClrVrWtta0kWkjavat2Z2ZfF89em220gGa1a1ra1a1Ka1rWtm182vyMyMczczMMww4duNySXWtGNrWta0hDna1rbHrY9TlDlHdndiNI1QoLpdcldjFra1jGtIRrYQc5zFOYq+m+mnWnVs2zgwXE4iykhBrVre8Y85YxSox4efDz1u1uYzYzHoekiRyuWNJlKtY52tvdrSEta1rFdYrmpmpnuHuEVRUsWMRiate1kIEKEFKUqEGMa11Xuq+sysyYqYphWFUqaXSyUfGOMVKYyEJzOchLWk5snN6O6OgkgkHsew4dyOSQjb3GNSrWISEIQOcY2tu1t1pFpMyMyDOM5KlVarUb1rXOta1mtnOtWMIRc1rmuqiqiNyNxZFkNm6pVESfc5KWMUq9xjhCtc5ZODJwx8x8VHVHRNEyJFLJbKVGta2lGta1zrWUpzg//2ABEMzM0QzMzIRERERJJJAAJJAAAAAAACqqq+qr6qqqjjjjjz001FFWFWF12WW23XnXnnnnnHHnnnnnppjKQkikjW1W0GgaYzGCoVSS4xjWnOlJSwg52ctabMTyJiJiLp7p0vS9JpOJxMNPFKhCEFKYxSnvOd74xXELTZTYhwhwjiONFotxuVN1e7nNaAEINbWrWta1PWTjkjkq2q2kVRWt1sxGKNv4Qa0hHOhBrWta3ORdWPLDxDw7M7MhaFtRqZXKtNy1pCXuUtataQjnOc57nd6fKfESESEMQxJpNttuKWFKUpKYQa1rZSa1rYOtDUcicjkrkqsqy4XCyWSpJLKTWwhWtrTmUtrTmeaTlIaYaYQ4Q0lSVOJxKJSq2MYOeUgha0pYQhAhMudjvL1L0iSiSsyzJxORSKNFBWucsY97nNa1pCNax8VeEkkkodIdGHYeGQxpNJKOTGtZa4xa1rXOa1rXVS9JCxCwququsqyxSKJxOKOEUrnNbCDWkIxhCNbk08Kaeqejgzg21bVstnEYhNPnOUqtWtUprWMUprQ//2ABDMzMkRDIiIiERARJJJJJJAAAAAAAACqqvr6q+qqqo45FE89RRVhVhddththhhtt9x9x9555511555599pVpVIRIQ0clo0jR43K5cSpVKlKbNapTnGM97WqU3C3CqGqGDqGqVpWZ1K1aqVKpUc9Wta1Smtc6c4QtbtbhrhrhljRtG03ichw6tV06SkzWvfGK1ta5ylDFDFNatavJuGUJQfNitmxs3XrrWRzmtc6EGta3GFpFpJc5c2h02P4/pqqokSLFSJLWZCDGNa1rWta50tUtVBNBKgqCfV9VrTbt3Xrs2bnWnMhK1c7GHOe83g3gpgph7N0r4vkOCxChp03DiEIHOQi1qU1sIQg+C+C9S9S7M2jCMJY2n16vHj9+1rWta1rXOa1rWtt1t1yayaIWIbaNozCEevXz6PHYyKlRi52cqUQjGLULUM7s70zRtdF0mCO7NkSJXrjHCEIQIRrWta1jF0l0qnKnGR0mliWPyDKtXhwevWtdWtrNapRCNbazWrWuzmziHiNU9T01VStXXrvXsIIlJSiEhCc5zjEA//2ABDMzMzMzIiIiERERJJJJJAAIAAAAAACq+qqqqqr6+pFFBBBNBNddddhhppppxx999999+N+N996F6GCCArorpaRaSnOnNNJqs1nXrTJoMFzkpGOUlKUprWMaqcqc0w0xEbEbZLJSqUSJZ84sWQk51qxlata1oQvSJSJ5+5+CMCMqlUbDYdOoULjxhAhIQe+EIQc5KVE7k7tbNbVDVDEkkstlqVL59du3u5zWta1rWtapTdStSmeGeHZ3Z3C4azWadOHDLlxjUprWtEIhGttZsHMHNvdvZzhzjzedUqj9+gQOnSELW1ucznCAQnPYpspt7h7gKsKuJRJNJq3br16dMY3OYyEHOc5rXObQ3Q28E8ErOrO2WylEo8eP39eu1rWjG52MNa1rWkctctdGdGyjyjUajZrNpUnTpw4zlSlKYxjFKnNKVOlulrDrDzEzExuNqpVVar165ctaAFrNbCDWta1rULULah6h8h8h8nk5VKrdvXrpUmMYxrWtEJrWta1uqWqTozozwbwbcbjqdVeu/f27bGQg1sINba1rNa0A//2ABDMzMzMiMyIiIhERJJJAAJJAAAAAAACqqqqq+q/6/zz0kkUV12GGWW2223H3H4IIIH4n4noXoYIHonooJIJGlGlAZgZninii2W7duGQyrVmTECBSqUa1rWta1rcc8c0hEhJlplnU6j59VKp69SpW7drSlrVzsYa1reFeFdpdpTBjBpTKadOZzOfPt2+HCc5Szmc61tatZlZlVV1V0RURWm02bNtNp48pUkyZzmMa1rbWa1rXtntnVnVlVVVY7HYcPU6kSJfPiZO1lrYwQmtUq1i5i5tXNXGXGXGk0kKGt1ty5VKqVJjGta0pWMpStTtzt4qYqaVKVKVSly5xOKlS4cJMkxhCa1jFKCFzlPVPYi4i2d2d5BIK9dxOKFCSJHTqUnOe+MbWa2EJdZdZmJmLiLiM1mlSqGQyxYevUKF73OlJa2tUpSoZ4Z3mXmXiXiYZDKVJtNqHDr13TprSEhBrWMrUIZaZaZeJeMy8y02m0qVxuN+/nTn79rSEc6tWtYxrXdXdTlDlLmbmY3G3z5stmJEevXLlrWMe8xmtIS1g//2ABDMzM0MRMyIiIhERJJJJIJAAAAAAAAClqqqqqqqqq889JFJFNNhhxxllttttxyCCCCGGCCGGKKGGOGOIuIugWgVt1t1fDGhEplPDhDhvnylLWxlrPe1rRjGbGbVDVD6G6GO55TnG43YsU6d27e7nOc5xSznFzka0a0QkQjgzg4XbkIROJwoQ0a+fUohDWxiQjWka1YZYZhxhx5h5hbG251ZrLp0gQJEj3wg5xz2s1rRjk4k4WDWDlklkRSJYxk8mqVPXuHDazGMYQhCNba1tKdKUc0cxIRIUTiTWySSOXLx5WrNatbWuc5wxohBololjhjhlZlZFKlazcbkSI5cuHClNa1rWucQjmtZ3Z3SFSFdkdkfampSm027dvXsSI1rWta97Wxi8pWa2a+iOiDVTVV0UcIJtN4MFmyhQve1rnZzWqlNMZKNKN2l2loVoVbo2Qmj0das+fIUNrNaELWsYELSExXxXWWWWR2R2WNtqVLZbx4vn1Wqxl7oQtdrOc1CGeGeISISMqsqlvraUyuVv36FCJEta5ylNbjE52hAA//2ABEQzMzMzQyIRIhERJJJJIAAAAAAAAAD6qqX6qqqqpORORTTSSWWZZZXZXeaeabbbbeeggffgggghhihqtlVsmUmUh2h2TabZTKg1OAgTWzZpzta1qlNaELaufVz5PJPGeWeY3G2azZWaqZM1qtWpUINalMIAAeD2we07U7XJLJJKJRyORmEI1ajHz50oMalWspVaua7rXdc2c2WFWFrVakkkYq1375CUaL3ucxilNbGLTKWZS7Z7Z0mUmU4nHE4pgbteupSdOxlrQg5zGWs6C7wXdIZIZ3B3Atlt1us03DgwNbXrtaAClFKxmc2RpiNMl9l9WMWMsViikUnBXXbpCDRrGZyxjWtaEMJLVJaihihiRSRWk0opFHNMnLle8OGYzWudnLnJSuTPSZ6XqXpIpIrN5vSaRqko9e5ypUkJa1rJTe5zvG6I3Rd0d0c9c9UikjUaVpp8ODWypRSsYQjWqUELKttVtnmHmKE6E81mozGUjUUqVa1u21rnMYQk5ta05enL15t5tIlIml0uOx2MFq+fOdEiNac9KEI1pCKA//2ABDMzM1UiIhEiIhERSJJSAAAAAAAAAACqqqqv/wD6889NNJJRRppddllxlxl1h1iBqBqJ9yJ9yB5uB5uFyFx12FuFsswsyVqVqkWkVodoeRIZMnOr1xYt79a06Wta1gwKmKmiEiEththhUhUPn4kRrbNlIkhCc6dO1mthw0bEbJyZyVqlqtedebFho0hB27o0SlWt8+Odznr1ltluDqDpnpnpldlcePhw3ORIuXKlCE4cGta1+/dTdTNXNXc2c2qDqD2bEiRzocNCha291atrVKhw8SMSJtJtCaiaqd6dyJFEiUoaNfPmtGORIc5rXz6XWXWUSUR5Z5Z4Z4adOr1whevQoVSlKZs5za0aNXWXWOaOac0c0ejejpUn79SokT16hCUkiQhHvuXEm0m4bIbLhrhniXiVCgiRa1IkmTGMOdIka2c69cKsKucece3m3lndnds2WLFKs2ZUpjDnoUKUnO7dSCSCaBaBNXNXqHqHIED59rSxZ06c4xseOEDGt2+ZeZVTlTq5650qUqcOG5cUqDBUqTnzl06IScwIEAAA//2ABEQzMzMiMjMRIhERJJSJAAAAAIAAAACqqqqqCq+qqPPSSSSWWYYXXVVWWYUXYUXZZZZdadaZZYYZZZPh58Pl6l6wowoiUSp00W0bbbhCbNtYpUpa1w4UomWuy1yWKWMNkNitVrNm44babTW9et7sYpTWpUsY2KrZVb1M1MuWuWKRScOC28iUStZ27KVSs5hCbNYyK9KXpSxKxLMzM2Tybly9MLhcLGSZL3nPKTnPnylNVGaozeBeBiqiqTicq1S48isVc5w4YxKWMWtWrzmzpKdJUE0E0rMrNLpdKk1KTicSlUKAQucABCOXMIMZpTNKbqbqNqNqbTaevY2/kkkQiBAa29yEUpy5zlGFKwpUKUKUX0XzicRYszHKbTbW06YQtaxk5v36lVnY87HororQ1Q1kcjuXI5YarVa1Cha294QMZ8+EItYmrEzUzUyTKTKcTi9e03IrFZjYsSUjGIVKKlS1g61nWsiIiInGnGVCoRImpScTinMcOpQhK1e+JECFqLuRdzmzmxEhEkbjb59GU0UimMePFrNa1uMPnznO//2ABDMzIkQiIiIRIhERJJJJAAJJAAAAAACqqqWqpaoKpaOORRSSTTYYaYaYWWWWUUWVWVXXYYYbYYbYWWYYbabaaam0m0KHKHVisXRdHTpMmhw7WTJiEc5rbWUpSmta12l2mKaKaIxFG0brVu/d+/vdKla2EGMtYhGta21lxFxLW7WwyGW+b58+OHHLkhIkR72Mc4xnOa1SmMe1e1OjOjslkXte+vWHDqVEpECM5IQhHOhCEFKa2SqSq3a3ZBIKqKohQlSpQoUp8+IQpbWSlrYQa1rXonoqbKbG43EZRl8+t23TpSq1YpWtOdzilzlrUp1k1kKCKCqNRb1vXz7VqfPs5Xr85YxrTGWtrYQYy3q3qlulshkNYliSpT59Spc6HDa2Mb3SljIQtZrTpTpararanU21bWFC4cNGi1nz4hLWa1rQhhBrWtksksSRSRbDYatq61Z06hQrWw4bW1q1ghpSEGta2UmUmzyzwKhVFEUSpaNG3ba1Onzk5ylOdjGtKVrYcIcCySya3W0URRSpfPq9drWbOtUpYy1ghzlrc5AA//2ABDMzIhEiESIiIhERJJJJAJAJAIAAAACqqvqg/6pfWlTjkUUUWGGVmVl1001lEVlEVUFUFF1F1FGGGVmVmVWVV1l1mWWmWmWVtXNXJo5o2UyhCTp2MfPjhwYMQhzhCYylHOc5jIKzKzWmWmFwuEIcONalS1q0KFCDW2tSlKNa1sIPakakPVPVzWaKVeva1+/cua9drQhCGc9aIRrSEbqxqxjRjQ0WiUrBghD59x4oUNrQg97GXuQhCOdZYRYSjmjlWq1SkCBSoUJw4fPoQYxzrWOeELWKVVuluh1B1Fbra1r17W164gQHD1q1rGOc5zWuc1t9SNSKt6t3W60IVq2tdOocOHDvdrbWc5zrWa1rVyyyy08U8JZLHO0aQhChHDleuMdrNaQjnDG1trUTVTVe5e5kcjtZIkxh8+mTHLlCGtUprWtUpjIQdUVUU8I8I223CD9+5z59Hjhw8pYxCBjNa1qUsYIlslulmlkiERrXLlKc+e5cGDNaUohLWtZrbWe8rQrQsXEXEUik5xYohFSq9fWrSk50pPeMalRilLQA//2ABEMiIiIiIiIiESIRJJJJAAAAJAIAAABaCq/6VaDwVQ8w8xNNE5JE5JRRNNFdFdJZJZBBFdFdJpJphhht9ht9dpdpVhxVhxhxhxh9h9Vp3xl8ayuVtls0qTly+fU6bt21qBAACELW1rGNa3S3YrZXKkEgunSVLXrx4/DhKXXqxjWkIMYhKU1HCpxCIRRKJOnViw+fUaOXLrTlzWqlUoQilRjm6s2mOl0xKJSJAsXw4JUqpU5z59KTGDGc8YucxbpK0VWqhoNN24gQ6dQoU6cQlu21qEYxOcIRjNd0LaPR6Nttv39evDh796lSxj58xkYwgMbGNaejmy7KlUtptPnyBAfPpEjly1r58EJCGMQjWta2sm1DROJtptV68GDUqPnz581r581qlMY1rWta10WNCxyOB0Ou3b59hwvnypVCGfO1sYucYxzjHp9HPTJNJul0167169evnzlylOfO1trCE5zWqU+a0yqFgsNJpQ4dKk5ckCD58Qj581rWuc1rWudCHUPyUullwuUqVy4lSwID581qtW1rWta1rWpSoAAA//2ABFREMzNEMzMRERERAASJAAAJAAAAAAClqq+lqq8PKKQMQMOORRPPZUZUVVbYbYbbbbcceYeYdgbdgbhchcTpgTSC2tW1ru7u6bTa2LY0Gg223e7Wtaxj161rnPUrvotY0rGmIKIJptNbFsYbDbbbIQIWta106hBrT72T3Y1cmrkbwbw4nEta1nE4xyOOc1pCNbatOc1sXA8NjQI6BHmlmlYjEmiaGYzG83rWa2EGtChTnYxmOJkYCggUECrCrOJxLGscikSkUjGDGxilOnUINbDoFDIbIZZDHgXgWi0TKMpptNstm90pzlKa9fGDnklgjKB1lOspvBvDkcixLEYzHGo1GJCNa50KExjnQzFQkWLSxaWXCXCUykcBwcbjZTKhCc2MtZy51pSpZpJSi9LXpajQjQ43Gtq2s1mxOJqU1trXu/ftapSuRasFWd6zvjNjNarVrCsFms0WiyEIQAM5GDIQzmSCWT5KkxUmPDPDNptI2jdLpcLhdrNahDGP37WsYvY6urqs5VnHYXYWk0pWlZwuFwuG1lKIS1kqW1mt//2ABEQzM0NEESIRESERAASAJIJJAAAAAACqqvr6Cl+qgLLNNQQSSRURUUUZWZWZZdZcdZcZZbfbfYcYcbbcccfcffcfLlZcrW1W1hohoOnUrCsKlRowxrWnclL16pTHvWuidUTpVFVGWuWsyCyjaN2sMGXuc75rW165CWa0Yw2eGz2W2W+eeeWL1bXtec7BgxmMVWEI8eMY290Ii6MXRfWfWeYeYNAwo0jTW69c52s+aUr581oWMISZMTJi0a0YlYlZk7meB4MY7dpSlKcr3kSN7vYxzmUQyiDNjNkZ0Z1pLb+v7SiVLazW12wglSta1rWtwaWDSSYSYfafah9Wuu67nQ4bGKVpqIRo0xhIxa2a3zW+5u5uoaoZtGmsCwMY+fNa1r9t7wIDGNa1rZUJKhGomokJUJYfUk8TwpStWEKlQ4WtSpKUchBCs2NmxVTVTZ5Z5WSJrmub3v37nEI+a5zly1rWta1tjtseUiUi9m9lWmXOM42tw4QgpUOAAKlRCEUoxoUZCjJmJmHhXhTUcSRJFCEKExjGOWwg6dNaprSl//2ABEQzIkQzMxERMyIRJAJJAAJAAAAAAACqr6Cq//qgAww89RRNZNZRRhVhhVhll11t1t1x9x+B2B199xyF6GF6GF6KF6J9Hvo+EuEtAoEcBwrtdlksISlEslhgwY5ztYpSENeBrwRGRG0ulS1LTEYmg0FrtZaLRu3lLOVrc5SnRq6NUlElDGY0SRJqNSp1NrSEjkcTJq1a1rVKa0k6EnQ2U2U2m1uW5DYbQiEe+EE0mlKnOWtpSUoQYy7GXrBrBmMxheF2m02y2WtjGJRJ+/a0IWta1rWLoxdON+N0ymS1LUJhOLRZazGMplyZGtjFzgAc5zpudNTlTlrNZvm+aTSUaja1a2k0kqVznOa1rWtmG0w2VYVYq1WV1XSoVI5HHvlKtVqXLKWEFKtZjJtZNrGa2axEIoZhlQqEUChjIQcTifv2tc5rYxe+y02WkdUdUOh1HkegkEaLRQiEI5HHDhrWta2tWtu9l3shkhkcLhiCIGy2clklKEKp1OvXIRrWta21oXFC4oYYYUQiFBUGBwOUymc4QDgc6dLWa1ziE1oA//2ABEQzIkMzMyIiIhERJJJJAAIAAAAAAACqr/Wqr6+qrMMPPVVVXVXXUXUYXYXZZcceejfjfffjfjfggeehhkhpRtKNeWeWbrdVuJxuN02muHEKE5cucxkpMYxjWhdRjqMwdwdolEh9SphMNlsrlzRo6dABa1rWsc6lLTlScqVmVmQaDWtNyKRORySJClS/fudaz3wg1trMhCkIUWGWGLRarGPKBQCwWDBjVqpUpSQjnKU1spEFSwqWR6R6MRiaNmKRSSKRP348e+fNaxkIUo1rnQVCSoSWRWRLZbhZyNxuWGw2LD584cNaxjWta1rnNefTz65n5nicTWWphsN1Op06Z8+/fuc97nAAUtauWyS2SdrdrRKJRyNNttlUq06cmS5csY1rnZypWcpuR9yPNmNmplMayKMxmNRqUqVKlYsFKpQQylOcIKwmGEwdZdZjsdYZVqJRHE4vXqpU+fNbe7WpS1rnOnEU4ibVbVKJRVXFwqFORyW7ffuPHiEELGRiUrGTtJlpMiViVMxmb6OKNRtptPHilSaNMYpTW3u1rWnA//2ABEQzIjMzMxEiESIRJJAJJJAAAAAAAACq+qqvqqpQqjTUEF010111ll13HG3m3n33HH3334H4H44n44n4IIIJ3LO5aFqFrVakEgnW64LBdazZhjo0bWtalIQhBSl6YvTKWaWUWi202mm01EojGUqa1fv2ta3GGtIRCHUg6kFvVvaXS0ikXK5VUqrWfPmtfPoQa0QtarUhB2uO1zdzd7tdnS6aZTE4nHvcuWtsWLWpQ5znSlrS0qWlWomokYjFUqk0mk4nDnevXvhQmta1zoQa1rVIupF7hrhnK5c7nXk8lQqMYz52tp00pjFrWtta1qlnUs8acaWo1K9Xo3G4nE0phw5zhwxjSmEGtc5rcEZgjFWFWKpVInE0UiopFJzdu5zsWHva1rSlYxztuRtyEt0t5XK2m0222zQaGtr1yEevTna0hGta2EMQJiBItotpHI4lElIpG221rIEMYo0SEa2c4QEIhK2TWyZKJKAmE4jES0WjWa5znz6UePCEYyc2tISEF8UviobYbVIpIrFanU0kkjndOgAsWFKvcIWtUp7w//2ABFUzMzMzMyIRMxEAJJJJAJAAAAAAAACqqqqqqqqqowxFFRRddddhhxx55tt5599999+GGCBWa5Wa6IuIt5151tttyORvN5KljFBoOECEzkIWtIQyXIyXI7A7BRZRaoVCrVYUCjjxc5NpsxghMZ73OrUh+sh+uMSMQnQnRVKolEppNLhwxiJRJrWMMZrYxISBaiBajYnYkzczdoNBNJqNRq7dCGSSQY3OQic3OhCUmuUmuiyixEREQ2GyRyORSKvXCFqNS1jnnNCGtISaBKaBJUtUsToTqRyNNpuORyLFABoNA52tc61s5vfCAbCAZ6Z6a2i2gVCplMpxuMWLSkpFJrWtnNrWtrW+4m+4k7I7ISUSVWKyNxtwuGtWrVNptSmtYwhGtc6i06i06ieic2c2dptNyORxOJUqa1RKK92te9rWtzlq91q91HlHlJdJdvN5tNqNxt8+Uqt1trSEISc61a1WmZWmZbBbCHuHsPB6NxtxuOlSIRJpNra1hBrWMUpFy9Fy+nqnpSRSQplOJxNRqN8+vdtNqMWtc5SmMYwA//2ABFREM0QiIhEiIhERJJJAAAJAAAAAAACvr6CqqqpaUwxBJBJJJlVlVllp1pp1p11xxxyCCCCCCB+B+CCGCGBtihrJxbOLZxKxKta1r16tWtbXrqlVKWtCC1sZCExU0yzkq8lXEVEVnCcFSp69a25cfv2MUpCBjMaELV27Lap0lOlMtMs9T1NGkOHe/HiHDmNObWznazW1OJ1clfFL4p3Z3Y1zXcuUqWtXz5ChWtSmMa1jGtrkarFs7nnc6HCHCRpHv3q1Yx166RJCD3hDCDnKU1eq26skrkldlNlJNk2FCLl1KevXLlSqUQhrSEc5a2NdoyZOTJtMtMhgGFSonTjHx4oUIxuc97WwgMaj+Kn4bKbZTqoqoWRZFy716Oe7dVq1KlJ72MYy1i4rixs7NXZq7s7s4ri9epUqlLhxRotbCDWwg1rWqN1JbSuLVxZrlrlzHMRoyJEIXr1KllJzrWtaEGtpDsoGu7N3ZpopoqVpWCBVKjWhgx8+hFrPe1oQjHQw/Nj+lz0uWV2V0bRtAgpUnOPHnz5zoQSlSnOa0AAA//2ABFVDIkQzIiIiMxERJJJJAAAAAAAAAACqqqqqqqqlo01BBVVZZllpp1155xyGGCCGGCCJ+J+GGt0ut0tU2JLJtNmOY7cbi5cqVGzZkMjWudCDnEIxmUpuUpronaDRaLIIgikUnLmlSr15LJYQc5rSEYyEKqlKqlIgvAXGo1B8Hlstz5/bsnTx6PPfe6ELWxhCI8No8NpdRGpuNxaFoDYbpUnLl06ikUOdzmttZrXOTnoTnoXRq0ySSUryu223cuK1aVLI5G5znLW1rnNaqtyqty/DHtkWi20bR1usoUiRGTKUyla1KhAY0pCFdWRdWSrq09KtVt83zicVeujRpUpcLj3taQjWlKENDS9DS66OWWCQSXVdY1GqNF69q1U4nJzIRzmtnNzrHkrHkmRS0JC4WQhCUSiOXKpUgQEolEIteMPepRjVTu1TuwTKElwuE3TdUikfPoUKvXjUac4IWte8hEpVnlVnlY2itLEYiFIU43G+fWLD9+0WipTWta96lXujU0jU01c2WYFAlkWRtttWro0cOEtltrWtjFSmMc4A//2ABEQzMjMyMyIiIiIiJJJJAAAAAAAAAACqqq9aqlqqo89JJVVZZllthth9191551156F+F+KKGGGGKLZ0bOg4U4V9l6NVquuHAoFJk9uwwYlShw85tapRz3mq81FLlL40VNFotKUW63YUJKlwYLFiTJa1SkpUqF3Qu5ixiwtg6ONxqKFWq1s2RIjlzChW7etRiQjGDtcdrhEBEQxxFxuMpuKdTrNmpUiRLFh+/SkhHvGNKrpVeHqHpWFMQqFNx8KRTFimzb17SpESNasY1s5xbCLYLyryrkqzJ5OVK4pFK9d8+t23z6nTa2lLWEJk3sm+UmUljZltNp1yw02mkSPXtGilSvXrnPe1oAOlF0oxSxSoilJlstuV1KpYkRKlgQHTpy5a1zoQOdNHJo6nanZSlGSuVjEoq1XatJUr59IkSJBS5zCD3urB1YMUMUS5xlVqtpuU2mzx6HDevUqV8+c5raUa1D6IfSGeGeIiR1yuRyuolE/fuXJky+fPn1awgxjWtnJs5QtwtqrJMyGRO1k2m69eHDSJHz58+tbGGMa0A//2ABDMzMzMzMyIRIhERJJJJAAJAAAAAAACqCqqqr6qqVUUU01lUllUl12GGWXHHnnXZYpYoYYYYYX344I4JYpYkKkKqbabUtktioVEmkzUamzaEAwY51rIRrWtc5ztR9R3t3t5h5h3I5C4XGy2aVJzlKmlHOCFayEADOYg4g3lnlglQlWq1Wm01Uqn79znz7GBja0pWtnMY44Y4Zm5m1c1c47HW222m00KFSlatCFKUprXOUopcdcdVWFWFVVVY5HFEom227t3Wu3bOSEtZSmttZrV2V2XeHeDlzl2k0o3G6pVJEh769d72tYwhHOzljBtxt1PVPdx9x0ymVCoW223z6EHTpjLWtbOa1ta94PIPBghgtddda1Wmm01Go3z6MYcOtXOa1Sq1ta1mbmbsasao1418plG43HC4UqXOYkS9zGUoY3vUpSmYGYDiTiWrGrI5HDGY7FYq9da0iRjCEa1zmta1rdyNyHc3c3GHGFYrMdji6XXLlSnz7OVrhDOSEtac0lklrW7W+p+p3W63W6xUKoUJKblxa2trVa2ta1rQ//2ABEQzMzNDIiIRIhERJJJJAJAAAAAAAACqqvqqqqqqrzz1VUUV112122mnnnnnXYYYYYIIYX34YZIZIW1k2sgRwR2iWiZHI5eTsOGrVxj793u1pCKU1rWrWtW1q3YzYy8Y8Y0mkuZjpUtOmEIkQ54xa1Smta0QkzcmboZoZoJYJUYjHHjg8eqVNaHD4w1qlVrObW5yyzGWYmEmE0I0JKpUGLgnz7FhjAQJrSEhDGGtnOlIpxFOLCrCnxnxqXS6ixy5dZsrWzZlKtbGPfaylHO2EGwgMkMkLyLygEAkair16VJznLkpYxa21mMYxKYrbFbSwSwVeFeEmk5eTsKEmTNa5c2tCEIWs1rWtblUsqlILILSHSG4nFVeWrVuHBzq1ZrYQUo52Ma0hG0c2jpSpSodIdLXaxIGEKEMGNaNGvexjWtba0Yta2TmyclqlrLrLqymVOml48blxzhgwYxjYy1mtWshJMvJl5ZJZISISFEoktdVq0DBuclSta1rWwg1rnNaStSVriXiXKPKOrFYuGbpUoULOYcNSmMa1rWta1rQ//2ABEQzM0QiMzMiMhERJJJJAAAAAAAAAAD6qqqvqqqqo5A5BNNVVddpptttt595956GGKKOOKKKKKJkIMhCJiJjHjHhUlSdOi2W202rFhKUWMa1jHOpRrWwk2EmiWiSqyq1KUp+/UKhUikOHJVEQh7xjc5rVKfI75HqLqLWcWcWlaY0aBQKQSBYsTSTOWta21ghYzFB4oNaZaZcdcd0XRNm4lEmm02TLJu3ve+MXOc6UrVXaq4hYhVt1t3GcZQoZrNaLRpUok6c5KVKhA51KjokdE1K1KukukbZtgQJwuFxuOJESIdrSEe8hGtUp9avrVqtquKSKRf1/6dM5nKnU7lxJJYxAAIWMMZjDOqZ1Vd1d7ZrZjiOIWLGAwcjks2aUcvdSlKGNjGMTuCdwhnhnqIqIk6Tq9emUxttsQILbxzoQUpjCEa1qJtRNHlHlFdFdqmqDBm43I5HFauJIWtc61mtc5rYyfGT2J2J8BsBlPU9+/DQabjcHDkGzCFSpzxhzmMLyBeQWFWFhAhAEEQXr2RyNqNTjxb3C1nOa1zmtIQA//2ABEQzM0RDIiIiMhERJJJJAAAAAAAAAACqqvqq+qr/VFFRRVVhhptptttxx11191+GGKKKKKOKOSGSGOGOF8EvglLRLR5555BEETeV7dteumTRR/WsINa5y1sYjdEbpYVYUrororiuVTVpkyjRSJI2/tZrYQtZznvTGqY1ZnZnk3k3W1bWHdc2bXruXKRQPfa1rNaUrWtY9rHxLxLvyPyQNA066UsWfPrlwiM1rYxSjnhA504onFIZ4Z1QlQjjONHI06dRIipVCkLGVre8IEI1tGoo1ENUNUVEVCNo3A8VkSEyZ69VcdrWta3OSEa1GMoxk4c4d3p3o0jSgxOQ4b16+fRJMxlanO1rnWsmb0zfLxLw6a6a1bVjg0UiSlSfPgwKe9Smte9jGMRSiKUeDeDiRiRbRtHrgtixdunjzaSucpT31qlMINa9rXyjSjSjyjr6vpcNGFCpUh48q6lrUprYQIRzp3LO5XOnOlOlOnFcVdFHEiZMmvXDtjWsZGKUucxkbujdzQjQiuyuyaJo3jcHj0iTp0rllzrWc4pRja0A//2ABEQzM0QiMzMiESIRJJJJAAAAAAAAAACqqqX6qqWq9FFddZZllxxplpl5t5ttt999+KKOGOGKKKKGKGJcYLjBYhYhXVXVbFsUKMbjQmE379znLljEIKVrWtTe6b3kdkdVjVjSRJKlRKJRNpuHDhBy5rVrVrtZrWOaxzSxSxbe7ezHMevXcbjUSicOHOt22ta1rRjc6M3Rm5ZZZY5w5wxTFQoa5XI1GqNEhHz5ziEYwhLWXGq41OBOBtntnc1zYUKGQxNpuHDIR69zmlGtOdrXwg+EMN8N6qKqFVVWLFNZrrdbPn3ORo3vtZjHOhBmXMy46k6kmQmR2HYhQkolHI5Hz5rYcO9ylIRSmtPVp6thrhrM3M3gyDIcOORyEQjjxYxw4ITWhjSmELOVZysyMyC5y52ta0WLTSacjkfvyEmzYxa05yla2NoRtBZVZVXtXtjWNSpUymU4nDRoIUiRSiEOdzmtZFrItwHwHZIZIrCsDZttNpNJp8+nN+/UpjCEe9jF8yvmRjRjRMhMm9b1evxmMTKZ1ahjhw0IhBraUGMA//2ABDMzMzMiIjMRIhERJJJJAJAAAAAAAACq8P/6qqqv9Tz1ll1F1GmVmmVml2l3mXmXGXGXXXHHnn34IIIInonpYJYJYZYQigilmVmYqIqI5HKVKRIbzec569c5rXOWshJStaWWWV5t5sw4w5vN4sWHj22273r12MhBzpzUqEClh4h4eDeDnnnnjUadOqdNttu1qdNSmMc6EDnEJjJdpdlc1cwiwi2m0xIlOnBQKUp69a0IYQc5Spzc5KhKjH3H1xpxoXC737SpWw2BjsWIxCFrbWOchIxWmWmOIOIcVcVplMiRFq2Nxtrblxa2tYxrWte+lExUxbmLmIdodhWK7duxYiUSISlSe9rVKjFrWtnNpZpZIVIWFeFd1uuvXs2W223OdOmta21oQa1jBCh5h5l4l4eWeWicTfPmjRttsxnz5rWtYwhGta2EHSXSWZGZDRzR2220qVw4jcba148hBrWta1rWta2VeVd1x1xJdJeJxN8+3743G1KSpWtYxzlKa1rWtmhmhCiCiYRYRDgckyUqWYTBznDhrQhhBSiElK9w//2ABDMzM0QiIjIiERERJJJJJAAAAAAAAACqAKoKqqWvpUUVFFEVlEVmVWWVWWWWmnGXXGXWmnXX34YY4I4IIIn4n4YYJIJJ4Z4Vhlhut+t1HUfXrVKnHDSpSEUqtTnc5SmtWtshsiLeLd4l4lq2rr13z5Zx3TpjGtjEISEMYIWtththV7V7fZfZWJYoUK5ccvXr1zkIc5lKMdaa1SqlqlocIcKjajURRF69QIA7Vp085a1rXvc4xhjc5sZsaFmFmXeXda1rz51ixyV3DhSiEYxayEtZrWtSKSKiMiMaHaHRtG9++vXjI2JEvdzmtQhzmta1rZRpRnl3l61K1FfV92748XnIfPtanMhDna1Sr3taKaKaGWGVFpFpG0bpUq9eNv0aO94QjFzpzjFrVKbCbCS4S4mBmBbNs69cqVtKt8+hBjGta21mMa1zmumundXdXUXUUrSty5t2zQQrVoQhC1mta1rVrc5G1G11x1wjkjlr2vr1yBAXeHz572Ma0pWtUprYxsEsEeWeWSBSBjuO3z5y5svaHDUpSoxWt72tc4Yw//2ABEQzM0MiMyIzIRERJJJJAAAAAAAAAACvCqWvqqqvVFFVZVZNdRNdRllppxpxp11t5t556GF9+KKCCGKGKOKOLjr8dd6l6lppppbo3Fi1Go589Tqb1qlOc5zWuctZ04OnGO+O6gigjeNxMmabTePG43BpIQa0hDnSla7tddrnSnSohYhVyLaZMUynXrpJJJy4xa0INa1rWtkdsj3t3tqyKyGZWUqXNZp8+mk0r2ISEBja0pZzlpctLd3d3FdFdM8RYsVcrkmTpdK6de97xitdrNbJMpJlNLNLePeOt1bmTFIpLlyvV5w177WUq961a2UYyjFDhDglwlxKREpU1utwIDTaao9KMYlLWkJnKFcQrl3N3OAmAiKVJ+/LpdZMkUiruRja1zmta1rXQe6D0A0A2N2N3DMapU2Wzz5mo1AxOdCBzqU1rWrrBdYANgNy6y6o7GrFjB4NevoVCIkYwhHva3OVKS+aXzbhbhhYhYWxtjBjpdL58KhVQSpUINbCE5hDos9FnUNUMEsEssKTqVJHI0KF6PQSK1mtc577WUoA//2ABEQzIkRDIhEzMxERJIJJAAJAAAAAAACqpaqlqgqqqQQWWVVYWYWZZbbdddbdbccgghkhhkhiijiiiiiie5r3NkJkJKhUYdhySVL9/e6DQcjkbW5yUra1tZjJ5RPKCzCzIXC0bRtHI0tWqVXa6UynObnOcytWta1T5qfOwawYqFRXlecMyJEjWlwuJJJKU1qlHYxzmtlF8ovaZaZLJZf5/m0alOnjExmITCd7yk1rnv1qEE1qmtYi4iwmE2gaBGk1JkylnM4CwXWuMBCpSoQUpxlOMq8281lst0XRWtNpk0Yx2OxuNvfObWrYxrWtxNmJsg4g4jcbOU5WshkCBaypVMjkbWkJnLb3rVrZPfJ7z2T2S6XWta0HkhChEIm03G43CC1kI1KYQa3I05GnLXLUtFpvm+liKqVL3sJhQuF3u1tKKa1rWtu3F24totoYTCJIkl1beHC5yUShUKkIRixkbWtZSmye2T5KZKabTW4biFnK3b5ym02kkkQgQsZC1r3a1CboTdLxLxVqttW1WJN0qSlNJpNNpwg1t7sUprbW//2ABEQzM1VEMyIRIhERJJJJAAAAAAAAAACqoKqqqqqqo89RRVVd5td5tppttxx1112GGOOKKKKGGKKki0kWkikh2x2wWcWddV1LhcbNlrrVoQjFrYQYxrX9U/qjpTpdSdSVk1k0bRuORxUqUqxYKV72MCG92tWp61PlZlZiYiY5p5pXVdW02lKkhHTpaxjhAhCEvfk18muHeHcqUqWVaVZWlazWahw3vfv3vc5rWtc5jEP2h+2h2h2dGdLhLhHDcOCQSrVnOHDKUhIQrUxlKWiS0Sl7l7ZNZNRmRmWRZHU6nz6Uly61iEe974QEKtk1sma2a2YWYV1R1RdV1jUa6dIQq1QAhBznva1rYWFCwmuGuIdodk5E5H9f11Opy5ACHDc5a4QCE5ylddzrumamaWXWX5E5EX5fm223z6ta9c52tUohIQa2dEToiKuKt5R5RbJbKIIgi0WxYmtr16U1ohDGa1zoUjCkZt5t3ZXZaRqRkfR9OJynTIR+/Yy1rWKVjHOMfpj9dYdYJmJms+s+Msy4zGa1YQkyZjIQa174Qc4A//2ABDMzMzMzIjMzIhEiJJJJAAAAAAAAAACqqqqlr6qqBFFddZZhhppxxpp1l1lxyJ+J99+GF9+GGSGSSGTkTkRZZZZJFJFRKKuVwOHbTaEolTp61hwwhhC1iEd5d5eEeEhEhEikUrVadOlWq67XXz451KlrYQGNKbQbQVVFVGTGTGazUYjBAhxuNksmJEe98+SmEIQzmdadY1I1KIWIVNJpttu3bbjchsNr1xjSpb3hCc1rplplllllpKpKdDocTifPjYbHm80yYY4kSECEMbOXl3l5XZXYW4W263WUyho1qNSs1mHDtZMmIRrSEa2HmHk6k6mcecdNptNptKljcbWCwbt2tp02MhAY2tk6k6yOyOdqdqTabbbb69SmU8LhevVra1ZznOOchHeXeYuIuGm2m6XS4lEqlQyGRyuXZsYy5ctZSoxCHHLHK7e7dKRKRttsWi2nTajUqdTu3SldOiEa1jGtiIiImbmbZlZlMRiTabVq9Fomk0iJFzkKFSmtSm1rkbkVWFWIVoVmm04jEZEglktBoPduOeTJe97znKUA//2ABEQzM0QiESIiIhERJJJJAJAAAAAAAAAKX6qqr6qqqj00D00FVV1V1V2l2m2222GF12mon4n4IIYYIH34YYYYcfDjykiklRFRGratmzYyHDuXECBCCEKWUiEa2EDtidsZJ5J1rFrA4Dhy5hB8+fv0qUIVKa1jBja1rXzm+czdTdeWOWIFgVgwa0WLSpXz4hGMSmtXOa21pnfM73lHlLiLiEjSPVqe9KlatYkTOYxtZ7znlIhOxJ2JOfefaOKODfN+PHWtKlfv0iQhJzGOtVrIQpXxs+Npnpnpg5g5omilSCHXrdOrlxzoxa1jGthCEMUXii5q5q2hmhkaRp+/pQYM4cFKlzpza2MTnc4IYJxBOHiXiUMUMX0fR+/rXFio0WTKlHOABzr3KVjHVg6sHJ3J0RkRgoCg+fIQ+fnz0CBjIQrW92tjFjHrY9bDwTwXR3R0uS5KlYx06dOnr2MWtYxjIQc5zuxT2KWBGBJqJqGybJIkYy5cmzbt0hGta1rWtCEIXQk6EmWGWNmtmlRVHt2EJ69dOrFgIZzOdrTna1rQ//2ABEQzMyIyM0MiIhERJJJAAJAAAAAAAABaqqoACqqqpJBJBRRZZttttppthtthththhthp5tp5t9+CCCB9+GGKKdJzpM5Y5bOjOho0Tj5KJRd5HEiOnV7tbShCCEpSrKVZUusutzVzTly2kqbTcdIVMmSpa1Up74QIRjCdoTtHiXiZVZVWDBBs263UaTSVKMGKVSlrOcQjWz0WeixCRCNCNCOXMcr1WqzOpiRJ48Sla2ta1CIQRZKLJlplpVJVJNm1bhMRiMBJK1bdva2csZe6lMZbbbbabObPBzBzUqSJXHI4nyyePEKF72te9rZzUp7ovdGlmllXVXWBAjSZ5vMpWFixGzalHO1s5sZCFllsssu8u7qzqz17CkEdjsQOUCBWrXvUoY5zc6tYwtGFoeoeqRaRUaNEAmm0z4gV26aNZytbnEI51rRfOL5s7s7ykSkIkURQsViuTZBYsECtYYyEc6EGtkJ0hOWJWJSFSFXr1UuajUk1rESKpUQjGNac7WhDR2aOy4m4nNNNMIEEyY2m0lRqLFnjxrSEa1SrWlIA//2ABDMzM0QzIiIRIRERJJJJAJAIAAAAAACqVaqqqqqq+lJJNNpZpZxlxlllppllllpp559+CB559+OCOCCCOCCuCt5h5hoxoxYFgSKR6dBw4561YxKVjCEGNKdag5454jMjNG5G4ua5wuF6tS9eYz9ylQg1q1ucta14dIdIyoyoglglWlaU0mqVKvXGNASc2MnMxmMtZKX5U5UmsGsOVuVxJEjUahEi+fNa8ZWsIYw1rWlKQjRaxa2dGdJOJOIQhAuFzp0Pn4Qrtta1oQrVrWtc4sTMTJMpMsvEvE+T5IpFVqqFD32HKUQjGNaQjGEI1FlFmnSnQ2s2tbVtisVOnalRayaGMWuc2tpS1mtc8w8w9y9yW0W0L4visVjRunStaRt7zna0IDHWrnKbFbFp1p1VHVHcZxm227lxMmIRUc51KEK1pzzlrVO5u53FXFMSMSGmaccjlOnHjuc9Y52cve51rLWpQ45455NpNpkZkUHQeNxt06y5TGcJhBStaIQxmtUqBbBbDDLDKTSTT0vS2m0bNvn2cqiNaADGEJObWqU0//2ABDMzIjMiIiIiEREiJJJJJAJAAAAAAACqqvqqqqqvqgRRTTXXZZebebaaYYXXbbeeddggggfgfghhhhkhkkhkSMSMNXNXikUikUTJk6eBAePM5a25cUprcYOeMXOJbJbWIWIVKpbjc1ak6eFCfPrWpSvXIRzlKa1jLW4141iZiZVarNhso0VatIkSJHOIRIkvc53va1jHOhqhqi2i2JhMWi0IkVSoaNr14xpR8+a1rWtIS973iEiEVCVCSaTr1ehw7t2HD162thCPHa1a3OIRrWteHeHmUmUkcjbLZixYcNGjpUnvUqvXGMxiEhC1mt1k1kY2Y2Tabjcby5YsVChVKmtIRKlEJzmtKWENaa5a5ssssRiMajUjRlKlChQoVKpR8+vdrYQIRSmtV4V4etetzebcbju3d++vXSpa1a169a055zUprWtaYaYmlmlLhcJZLIkd+9mziRAha1y5c572ta21nvdpdpIxIxaTSKRSevUCCHDhw2tUqvXYxrSEc5rUphqhqVlVls1mbbbSpdGg+fuXLWtZ8+tZSqUa3OaU//2ABDMzM0MiMyIiIRERJJIJAJJAAAAAAACqqqqqqqqqqpFFJJddppppllppppxx9+CCCCCCOGGGGKI2k2mFiFi6i6hGk0gQM1m69cGDEic5CNbCB4xOdrYiYiYmImEdUdZpksuXFYqyZa9a8+MMZCDGEa2MYQdZdZeIeIrBrBWxtwoSTSdq0jRhhsZSjGTnLGGtYzTTTTNbNYwEwGF3JDhuNxnDj16/aYzW3ulJrWhC93p3p0E0E3g3g4fdjt22m1EiKVLxl7kI1rWunNSrWyCyCVVVVdodoRlNvXrUajp1AgVqkIMbWwhBrWta14141HlHl1h1h3NY5cyqVUKC9e5atbnKU1tyla3GCkSkcd8d7ibiZpkqRI8XjWrVKh4BS0o1trQa21mtununaZaZhVhVizavn0qlS1aWLXbkIxilMYqUmtUqB6B6nendWVWVG22+fVut8OF27SaQjWjG5ynOa1jFiFiHV3V0iUiVHQaFDI5GDBw4cNrWta1pCXIQhCEWZWZODODfJfJSs1Pnzbbdeu4cV2tbazWwhW1nOa0A//2ABDMzMyIiMzMiESERJJJJJAAAAAAAAACqCqr6qqoPpUEFVVmVlmVm23HGmmm2m3HHnoIIoo45I4JI4Io4o4YY4o4ngngrybyas6s0KHfvicTcDgmzXOQBSkQs5lJSilyHyHxWxWWFWFSpUqV1OpNpuxYCGnNjGMtZa2MxiUeUeMyMxXRXRGjp03G465XJ89jEg1KtaMXOa293mnmpCZCXcXcR4+JESiUSiUSJFKdOa0IYQzlra1RmRmR0R0YxYxUqZkyqVR1OpIka0gZrVrjG1oQYy7W7VZZZY0k0nx4Pn0olEmk6dPObDYQUpzjGa21khkhpXJXOx+x0CB48LZbicTUqWtfNIRzghUprYQqYqYCmCmmlml161SqNxtMpnjxCFU2EHOjFjGthB0h0jHrHqTiTiPH27SwWIhEHr1rU7oQtaMTna21ntXtVdFdLWbWS5eJErFYcTifv2tcta0xiEhBrXObmbmaQaQhlhlSpWjSxWKCQSlStZINziEpR72tUpUlUmHmHlY5Y5AgmzVEonG4zZtznzbWSljEItZSg//2ABDMzIjMiMzMzIiIhJJJJIAAAAAAAAACqqqqqoKqqWQQTTYYbbddccccbbeefkhfkhhhiihhiihlhli5m5mRlRlLRaWq1GDFms45HG83goWfP23hC1gAUpZPhPjurupSKTtdvbso1HG42pFI/fvn0NrnMZGLWxmYmY5Y5YMhkiUSuXE2m43G02m7FiHDcKrU52ta2CK6K7TDTAQCEWixcu02nWq1EokaNPnz5rGEIQjGKumumMZMZSSSSCQEiVGo43G1KpXTpixqsKUhGMa2xPRPSxCxGz2bhcIcOnE45HI2m06dESL5rGGM1qlQlplpW3W31WqcTihwyoVFUqm43Lt1OnpTGNrYQa0rRLRNw1wxJJLicVevHY64nEqlVAgHTqUhCOdObGXR4R4nInIyORLZbfv0kkkqlXG41Kl8+SknNSghnMtStSoswszSaSZTL58mk0lEokUjDh4cMODGNa51rNZZZZVkVkWy2isVAgSIRG224nE0qUWLuQjFjHOc63M3M3PfPcjkYsFkKFYbC2Gwm02fPvnyl9rEJSlat//2ABEQzMzMiMyIiERERJJJJAAAJAAAAAAD6qqqqqvr6qkEkEk02GHHHXW23XXHH34YY3434YZIJIIYYooolHuo95hphshMhHI5IcOMxlevfv3vISUlKOdrUpa3Vh6sOGiGhDZDZhsN27uFwFi5EgIWtEIhAArV75zPxp+NFkFkV5V5TKZfv3G42TJ06IRSlrIRzpza1rcQPiByZiZoaYaaDQePFNpsaNVKoQWt7yEUpSmtUpzrudeTuTuLOLOy2V69DIZ16yBBrVrtZzmta1SlKvKN5R6X6XoxoxqFQfv1IpIcOJEvfGGMYyEDGUpzjxoeNDtjtlQ1Q3U6uHBuNyPHevRCrUhHvSmtVKa191Pup4R4RHlHlQqFw4z2eJEkqWcxje8hHOc4hFKs9Nnpd4d4eWeWaTSkyVIpH79o0OdrWtIQhIQzlrax1WOmeGeDmjmpHI1atyuWxYfPmtOdjJza1a1Ka2ZnTM6WiWjXbXaMxlAgabTnTnbsIa1a173Oa3OWtRXyK+xoxoe8e8qlUgwSoVOHCxYYxayEUq1pzvchA//2ABDMzMzMRIkMyMxERJJJJAJAAAAAAAACqqqqvqqqqr0kk02GGmnXW2223HXHXHIIIIIYX3334IJYZYWo2o0lklmCmCkolBjpUmPWYaR2WytapRzta1qlEItwtwr2r2iSiTHI4pUyYkjiwk9IpE57Wc5jIQa21odIdFmFmER0R0ymXOZMl2kbaSpxOKVe5CNac7GBC8484sgshbRbQymU51asjsabb5NpuECEa1rSEhC1rGLGHN3N3d3d8lkrWECDDqKUrymUkI5yUsY5zWuce8e9DLDLLPLPS6WQjt2k1iUcISiW1iEtZa2ta1rSSCSGi2i3enepDIYQEiVYJdkiOFwhDOa1nPCGMKVLzLyqWqXNzNym03KTp04qcLlYtFqEGthCEFKa1zpdpdohIhEVUVXC4YQVq0PKTKQJtNlK95StbazWqVaRaQ7q7qg0g03m9rTdukRirtmsVhrWthBrWte9rVyFyHeXeYZ4Z83m0IjRmpJjkuROJmMUqUjHSjnWssGsG0w0w3Q3QnE4Qlq0/1NzcCNxu1iESlSmtYxzg//2ABEQzIiIiQyIzIhERJJJJJAAAAAAAAACqqqr/qqqqCkEFFGWW23HGGH3H3G3233XYIIIIIIIIIJIZZIZYYZanLU5a5a5HI8GBAgiB2KlTabWLE1trQgpTGNbayENQhrQjQhZLNas+fOPJJ06TSbhwrU54QIRjDGa2maUzRoVoVms127hwyCcJIkm03VqzmxlKLWELW2so01GnCvCurVbYsBw6SyK9ekkkevVKUoY1Ka1KWtbW7a3iMiMTKZ2bHDhxnG+fOZzUaK1qU5xCQgQjWvaJ7RLELEBMJuXMSJMDds2VarZ89rXOrVrWMhBra1jWsWcGcEymUKFKlXs1vn0mk0OG1sIOc1takIQkJKhJTu7u8bjc+fcuGQmXz7S6UMGa1CCEe85yEUp8pPlKDuDtNJqbNwYG/rnDgazWrVtaUrnEJOZzsYyEmQlMTMTmczEiPXsCtR69cLhkSFKc5zkIa1SmtU+KnxLhLhMZjhw3z5tGmhQtttuHFrOcxjWnO5zW0dKjpTKTKPJ5UaNeupUDECJBIIUJrVKc5rWta1rQ//2ABEQzMjMiMyIiIhERJJJJJAAAAAAAAACqqqqqqvqqr0UVFGGGmm22mm23HG2334IYIYYYYYYYYYZIZHPa57aLaLba66mUyKFZTKPnz589etapTWxiQilWs9uHtxM3M3dxbHG43z5BoN8+sWH78hCEc7GGMIRrVPup9zhzh5eo4pVLDhuFw0KD9/16nO1o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n4n3nrOTZyWpGpHhnhkZRlai2PM1tKk1pSkILFta1rnNavT16fa3a2rsrsZhmP4zHbghpUmttZCJky9xja1rUxemLzkjkgZgZm+b51BZOoAFixazWwhIkDG5znRjVUKqg5y5zLNLMua5o221JiEfPkpc5rbNlrXvc5rYXDC4UcUcWo2o6dp1xm49a1rNnCFrWsgQQgtdrQhTC6YWyIyIawawtS1JkKyByEevXvYyEG7da4QtZjIMjBkWgmgqdqdlbVtz3JTmQj17GLWta+fFKpRCKVI85Hm4S4TVHVGQhCL649lIQSJIQEK961Z71KUqEJTVKakhUhWWGWIQhBIjHba1tGjCFrNa+fMY1rWta5/HP4zmzmzuzu6rqo22lR3Obt3Oa2EJEiMWta1rSsoVlGZmZtiNiDaNp1jXTtrSRJCDGOc/fsY1sIOc6UHSg7M7M8Q8Q+j6LWm0pGtUqbWa1jEqVrWta1rQ//2ABEREM0QzIiIiERERJJJRAAAAAAAAAABaqvqqqqWq9A5A5FFBBVVhphpppttppxx999+F+F+GF9+J6J52BOwJbJLZKnynwiiKUKhfPsuVAgYyc2tQilHOSkhDkIcpCtIVp4p4kiSFisYcOvXfv2thCMaUc5jDSjRaaLWPsx9mh2hyaJqJxN8+fPokS1rWa2MZzUrzi6z3Wd3IO5B0t0s0jSdbrnz3z6TJKVrVKIRSiE4WvCN4Rq9tXtmlmlgeBxYLLdt+/hQoQtZzmtOdznzannU83wi+EXaHaIDgNKJTXrSpXjyEDna054QISHCZZTLLKpZVJRlRmFYVMxmfPm7e5czmUrWABzmtwwhiUMSXNS5qi1i1NI0nU6hYutWiRGtOdKYQhCMUjEt4lvIsZFjIiYiaXpeQyHTprVkyZ7yEnMIYQMZ+4dJjpMrkFciBaBZW1bzebhQuHAyZSla3OUohGMfNY6THSmqE1QKmKmIoijUaoEBUqfvwhMZSrWc5rWil8Gvg3Mc5joTITDFMWQSDjxPnxo1aylc4Y2tnNCQA//2ABDMzM0QzMzMRQxERJJJJAAAAAAAAAACq+qBa+qqqo45FFBNBNRRlll5ll5ltltlttl5l59+CCCCCCCB99nxnw3c3fnnnmRpGTSaTabjUac5DgkYzWhC5znOc7i7jTzTysKsKcRxVKpNNpxyOEItbbc5CLWKWlGtyUyUa4a4g4g4Hoem83mUymCwa1bNKBDaznOdObWthNhTETEU0001DUKbTYZDLud1KNo03OhC1iEWu95fZfWlGlGqGqA/D+NxvS6VKJQY38arWykxlrNaxhhZheJeJaBKBMkSRYrEXC5I5HSjbVR7yEtZzmtjHHbHYYQYQ9U9U2zbgsFcbjsViGNOJW1rnWs1rnKU0K0LCTCTFvFvA0DFIpRGIoxGRi2jUIRrVrYwALWpopoTTTTOqOqIoinI5KpVIhEGtciyOdCClEJObGO6O6UF0FycycrsuzabTVaqdTrWt2nFKjFrWta21rg7g0xExDWzW1jWPF4sNhuORxrXalhSpTOalPfCEU8U8ncncw0wy1LVJJI0WjY7HCCjENayEzm1nOc4A//2ABEQzMzMiMzMiMxERJJJAAAJAAAAAAACqqqqqqqqqA89JJJJhhttllllxxxyCCGGCCCCCCSGSSGRLuJdxaFaGDeDd4vGbNjkcaLRsWG02hjUp72Mc5rTosdFofIfNptpjUalKlJpNuNylScTitZzmtSlrWMq51XOaDaDZ4Z4sNhhw02m02m7t1stk5yEc4IWMMZ8Hvg+2y2zMjMhttuJEjMZkcjkyUSiVrnPGCEIQhHvo99DdTdTizi9For14hEIhEKBAiUSe9jKUUpzr3meUzyp5p5d7d7DQay5Wq1Y5HHLlxuNSiEc5zmtUrB14Os6M6O3a3bO51SpcbjbLZDh2EwmMvdjGMOdrcuhl0KOKOJZpZkikcWKSSR2u169abThBCFKGNzmMRtaNrZ4Z4mDmDymUmTG225FIlKltttrZSUprVrYyDlwcubWbV2d2dMply5jcbTabevXW6zGIRKbWa1CH0w+mGdWdXl3l5JJKVJlsux2N+/SaTzlzlKa171KWm603pJpJZpZprVabt0kkiIREiRqNRrc5a1jL3GMA//2ABEQzM0MiIiIiMxERSJSAJAAAAAAAAACqqqqqqqqqU89RRRRddtttttttttuGGGGCCGF9+SGSEl5EvIWkWkZcZdezWkSK1cmSlSpNJ2slL16pUOHSk0UmiiQiQkoUoSzVOjR3706dMmTicKUhFKmEEiRSoNVBqqi6i5mpmiRNL589e6tVKkm02talV69rJkzWznKc5Qqwquiuis7hJMlQoJk3DhNpu1r3mTHOp085fUb6jRuRuirirOEVU6b59WrV65SKVKEI5cqVNmucyNmRsDADBStSs4zkTJokQaNhw0WizGhB69vd69veqZ1TOWiWh4F4Ewoi+fPHkOHDhxmMrWxly5CEKEc7jxceKxKxKxCxC6KM+fu3enR69cLhOdrYkQhHz6c7QbaDXt3t3YnYnAzhw58+QoT58kklazWyJDWw4alPk58nFDFDPDPDLEk9++vXr1zZtxuN72thwyEhw2tPjB8Yt2t2eHeHddaPnz58lS169jsdrZygQKU5cpSd0DugMQMQz2z2gDLfv06dIksWAWC3vYwOHhBq1hAA//2ABEQzMzMzIiIRIiIRJAJJAJIAAAAAAACqWqqqVaqq/QQTTWcWcZZaaccccccebebgdgdggggiihhhkhkilfCj4UtXtXIVIVNxulksevXDh72LHPna1zq1YyEGNklskutut3U3UwSCQmEhg0KE5xw4kSHPOb3wg1pLxReKGd2d8acaTIZInEzhx8+Uq7d162Ma0xmta1sovlF82k2k7U7UUihSKSFC+fDGnTvHlKZzObnNaHYYbDCXeXeEuEsRiMoFB8+iRLWDBkqUY2MYycylUu+V3zyPyPLlLk7XajEZ1606cYs2datSj3wg1qEQPCB4QR0R0ipipRSKcTiSJIULOZkx8+a1rZza2EGrflb8yTSTM7s72azONxpk0OHCEiQ6dNaxlrOcMdoqXFS2xmxsrcraDQaZTO/eJEYwyZfPmtveEGt1q0KPhR8pEpBOJOKkUkSiRo1XrtbcuKVKEKVGLWta2VAyoFWdWctctet1sKBQWLChSESpXbtzlKWt72tDh8sPksKsL3Z3YSyWkkk+fPXs5vXqRJaylNaxhCPA//2ABEQzIkRDMyIiIhEiJJJAAJAAAAAAAAAKqqoKqlqqpFVBFVBNNddhhllttx9xx9x1112CCJ+J+KKKKGGKJ7pPdJlplqSyVdl2HGIMtlv37x4SJTmpU1q5zGOcP0R+jExEwkUi2jaN4nC2W0qV27q1WMXLhjYzGGtQ7CHYh2h2sVinKcpXiqZTOLE/fpk1rPnxCYwQhCQmmE0susuuJxAyDMQyVpNJ8+iRHDhrZ88hLWGNrYqrFVRkxk2m04EgSGJJarUnT0aI0aEKhQQilOc9+2U2ymvWvQWCy2LYssTymUmzXDhw4jG7dEK1mMc5NpptNphpio1FsmyPdhVSqV69ixDhpSpU2s1rWtbsSdiS7S7SGw2mybKcS65XEqWHDevWtQoWtc5rWtjakbUOFOFhsNQFAS+KLkchAhDhxIk5vnzGHPaxCCXoS9MtstpNJzpOjetyWSxChRIkCBKUCC973a1zpWVKymlWlXE4jCMKD46m028eN28CBa1GiQlrNaQjC8YXlRNRJSKUDQNEMtYTCcOKdOHDa1evYwhDGCEA//2ABEQzIjMzMzMiMxERJJJJAAAAAAAAAACq+q+lqqqq889VVpdpdllxxt5t5xx1x1xtt9+KKGGGGKKSGSGUWSiyRWRVUqmuVx6PRIpFNptMmLZbtZrYxa1a2MTKiZUWyWyp1ORSKlMpCYTKRSbt202mtIQpXvc6tZsRNiJPJPJNJm43AQCITCWo1F692OxrXOa1rZS1p3Eu4lrVrVttvE4lEIhRKKSyWzZzebpSEClWuEHOmxM2JnInILRabrdlcrQaDcrlevWWy2tOdrWtc5jKVfSr6Z6ZyYTM1morFWk0pLJbt1FIqlGtpRjFKUqBKQJRLRLQJBJkMhut0qFR7PZUqbTac5jJzQiEGtpOVJy0F0Fkslj0ekMhhcLkkkuXEWixjUpjLWMYITrudd7ibiTmc202pJJAqFVYrEqVyORrbWWtrbWa2E3wm+jqjql0uNxtqtXFYqORx+/bjcpQYxjYxrWtLKRZSV2V2Oh0kMhdLpYzGkcjSJI3GyEKVrVKEJSqTTSaYpYpalUmg0I1GnI5LdbrNmJRK1ilOdSmtYwA//2ABEQzMzMyIiIiMxERJJJJIAAAAAAAAACqqqqq+qqvoPPWWWWYYbbccddeeididhhiihhhhhihiiimliVZirMUbUbaDaDikUZbSJEkSCJF5PJSmtc5Smta0+WHyw6a6a7Q7Q6hULjfXr0WLFiqVS2tWrWqVOdrDlKkpU1111mXmXjkccSp27r1379otFjGtUopTnWuMUQiiES0S0OUOTicTjhv34cO/f0ymXupTWtbCDWlfDL4Z1a1aVZVZjUaaAckS164kSJRK1ghhDWpztaBnUM6j0r0uPGPDbbbRDuHAcPYsJxOLWxjGVq1qlNhJ8JPo5o5lElETKZcKqFCmzYcNNpshHOta93Oa1p62PWzpbpcnMnNstiUooUL17s2MJhKU1rWta1rnLdEToiWVWVjijiqdTijqJEataVJ1us52thC1gAKU1cOrh0RERDPbPbZbJktvXrx5DhxSKTnWrWtaxjWtqpNVJalalS9S9YrFbvA4ccuWjR1utSnvtZSiEhBsrVlauhehbOTORqNTZSp0+DA9etJpTnazWucUrWw//2ABEQzMzMiIkMRIhERSJJAAAJAAAAAAACqqq8KpaCvAwxVVRRhhtt9p9ptpdtpd11116J6KGGSJ6SJ59+R+R+OJ6OJ5yYOTBNZNZypyqSyV27SpYESmcmTL3znDhqVKVrXZO7JyyyyvSvSxSKQoU+ejtahC7da1SnbtrWtUpTYqbGYyYyJKJI5HJ8+r13PcjnV69rEJZstahDGQpCFIUi0ivOPOVqtP39Cgi2aa2vXa0hCRKEIQc4dojtGj6j5nVnWNxvp0SpUscZCJUrWtbBgxipTGOsh1kJJpJrMrMxSKXbqVK5Eca18+a2c4EBrWta104OnBHZHbWPWMxmOBApUhUQLGJUrGKVYsNa1rWxY6LHM7s7zjTjWOxvnzRpOCtUpkya1ax49rVKa18Lvhd4Z4ZIdIdqNR8+UqW+becgQIxqVXrsY1rWwK2BWykSkdbdbN1urlyVLGl1tZy5ABzpMkIZSnO7IXZAlQlQVkVmqVR+/NGhnZIQvnzWhCaNJTe6lURGiI4040s7s7ms1tWtiwtjbe9SpIRrXz5jGta0A//2ABDMzMyIzEREzIiIRJJjRAAAAAAAAAACqqqqgBapVA45JJNNhhddllhhxtVxtV5td5td9p9p119+B6B59l9mR9yR9ymmmlZVZWouotMmSyWve1orFWrWJEa1zmMMFpPGFcFcUj0jsMsM168SiQxiEoVDevYcNra0EJDZlGM9M9OIqIqnend+/bjcrV78nkyJHZsa3GLWMFpLjPpvpuzOzO0O0Hj0ajQhWtKJRBgxIilNbCCxJudN3l3lINIO3G3HfvbbbUpCGm00KG7dWt72tT95JCO0u0xNRNRKxKw4bUailSlI5HUqdOjWtapUHNxKRWpWqJWJWImIlq1SaTa1jBUKggSvXa1SmtTeVwXybSbWc2cxZRZUqVcrmcxjlcrDh378IRi96SyIMOningXQXQ3g3hgwicTUpKUmk3z6tWtaEHOROJcLScScW8W8Q9w9kSKBQNrFLotE/fvHkIKUpS3Vt82JWJWJaJZ5x5yHDcbja1rSmUzhzBgKVjEIbRqOFLTrTs7M7Qjwj3brRaLnFK3W6nTuXMpTnaxSoK9cA//2ABDMzM0QzIiIiIhERAISSAAAAJAAAAACg8ACq/6qrzz1WFVWFVF1F2F1GF1GFWGFWHW13W11llVVk1k3VnVmGGl1113WXWV5V5cTMTKV6V14XgZjN+/u3Xr1YsEIhGP3759CBWxWzLTLTvDvCuK5I5HMmWLFasgQRi1rXTp8+a2GiGgLMLPaPaM7jukUiZs6VIuXSpdaa0KVK+fNbQVQVUTUS+s+sF4XtRqTJk6cgQLFj3ucvfviREIs7s7exexPMPMWxbIZDECBQor15s2cylZAgPn2cyLSLQWwW1CVCIyjIUCgcOlS1qzt2xmctRo7lyMY1o1rvbvbd7d0QRBNpt8+nTtWqtWOe1lPn0iRCD0b0boLoKSiSgUBRK5W6dXLjly5cucxhpEiHDc6JeJcbIbJJlJlHEcVKpfPmDDNmhQr3a1qBBChKUcacbr3r3ZZZYGAYS2WunTt2hQpUpjNbpSpfv3OKoKodbdbVxVxSlKQCAW7dAgePFSpzkpNJk2LDGM0M0HKnKyXSXG6brMZly4fPuHFiw5zWmzZt25zg//2ABEQzM0MzIiIRMxERRAJJAAAAAJAAAACvD/qq+qWqo89hRhRVlVVlVZNZNdRdRddZZVVRFRFZZhhththRRVVZaiGUQwAwAw4g4iEI6aTSkSU6bW4LBOdOZtTWsY1u2K2xVU1UyrqrqpwtuNxw4eva1lcrvdzkQrWa1rdPXp65ypyghQhQXhFFopw5HjwgWy2QkYm1MY1rWqitUV1F1FtENEUhhoZDKNGxYEJIJBSgAXGc5jIxxVOKpG2G2SrSrDp0IJBQoSRJCEUijWwgvPCBStbIs5FnNNNNcPcO21UiUSevdetSm02qUSmtZrWtIS7qXdSZKZIioiqF3Ii0WhQ6tTWqVSmMxmWb35y1px8OPjm7m4lAlDCGtttupUuXFrDodvdSkpGMWuELRfaL4eoepDpDjITLicThw/fsYlks1rnPWuda0IFdQrqStStFLFLGm4Wi0alSBAYxGIxSrWfNtYhJSu5l3MGHGHuiuiMptSWSqlTp1nLTabWpS4Ve7Wta1N2pvMPMPK3K20tLSqVePEiQAG02lKKWrUQghUoA//2ABDMyMzMRIiIRIiIRAJSAAAJAAJJAAACqWq/6D6Bf9UEFFFUVUUkllmVmVlUlUkEElUUlUVFlFl12XGWXGVUlUnmXmVVlVmFGFIpIpHSmqrmrmolFnKFC+fNa7dvXrWsY8eUo5znOqOqJrrPHTHSq1XGIECHDa1ChIkWtpRAgWuEGtvjvjhda0hshoqFRz0qXDha1y47dwhSggQMbWoQkQkQsOm1R1R02myELl7dtrXr1UqtatcWKtWtISbObPC2nHMnMp1O5yzZrl1rRIliw1rGM2bWudOZVJVKJCUCJCJNZra2tWfvyEv3+HCEGMhw2tISMalalVaU5DlDkolFa1evcuOcPH0aKlHO4cOdCD3nGHGIUkyoeodtNpa1Sp8+a2vXfPnOQhw4CFrSEhFhFZIRZ0p0sjkYQvnypU1r59Jk1q1tKk1r3kJMrMqiSjKV6V4pFEpr16dMhEqWvXWu9xw5zmMWvVDVB1dp2N2NqNRpS4cKlU54cO/fWr3vnzWta52ueubIjKOEOEptNtadOfvznSpSpUhHvrVrWGNaw//2ABDMzIkQiEUMiERERJJJJAJAAJAAAAACqr6qvqqWl+qPPTTSSWTWTWWXXPPSOSOSSUUWWZdZdZZTZTZWYWYZZXXmFmFtntnhcLSpKl6+1kbbTt21tKQgc5zlK5znNbkDkDDJDIq1XS9L584xo22yBBrWtjFSrWUqcyEhC3S3R3Z3YuFwdh2bt5zgaKQoVrNbjClPe5zWwg1sNUNUqsqqGQ0aRo+fEIbRpdOlKtZrc5nMpSlzm94W4W4VYVWm01gWCtWCFvW4/ftbaznNa97GNapWtKGqGsosowmEmoal26EK1tt8+Yx72ttZrVKhAhGtaLaLuauaTabVtW1SqUpEZp07OZSpTa2cucxkIPeMwMwzuzvK5W9j2RIkIHUMbFha3Oc5rZzhC9ylc6ZSZSOOOOCwVqWpduwhW2NzZrWta1qEXve6UqU5xzRzTxDxGTyb6vqhQpS4zkfPoQa1SrWIScyEa1rZdZdaWaWZXK5VlWvXa02lDbtudCDnRiYznMY1rWrMrMrcLcNlskgSAcOxiyRN8+a1rWtnMpYQYxrWt//2ABDMzM0MRMxEyEQARJJSJAAJAJAAAAACqqq+gVaUK/zz0UUEFFF11F1F000VF0VF1nFnHIHIG22nmnl3H13H223H3H2n2n3LXLcSsSkbkbqgizWtNpkIooSU3va1rChU52te43o3qyayaPKPKRqIIU4nFKTb0hBCSk55Eha4xc43Y3ZzlzmlqlpzlJWs1mrWrEqlMpQhSipVCEINatYtYrsrsyGyGwprISyWRrYm5YxzlKa169UrOWtF4F4WFWFuVuVbauFLrNZrWritaxjW2sjR1rWpCVSVSWt2ty0S0I7WmtarVOc1KWMOeMZSevWtSlzlbFbE1E1HxHxEUiRjGIxTnJLjWkJazW798IOdWsm8m9TFTCvKvJbpFrW02mtajlrWta1rYcNrRjISIqIqpmplGdGeGZLSjRaIQ4x25yUkIpWfO1pSsY5Q5Qdmdm0404uaba2EQhrW0lQjWmtUrz5a1rQhl6l6g3g3c8c8iK2LWjEYpUEnMYpTWzn69Na1rWububqrKrMzMzIXCjGcbje9xw73SlrQAo0Wte9jA//2ABEQzIjMiIiIRERERJJJSJJAAAAAAAACqqqqqqvqq+qOOPPPPSSXXXXWWZZbbdddgdgeeddddaeaeddffjeMbxeGeGYjEWSyevVatCha0ITnc5rWtIQYMIS9zl0cusWcWalUmWy3z506rVrWa1rXvSl72tcuXOUqjr0dc3I3KNxtuNyHDfPlatrWtYwpSEa2c3z4hGtEmQkygogoeTyarVXLiBAECIQhGMSm1r3Up8+UpCMsrllUdUdU4nHE4nz5+/bt1Kta9whtZjGtfPmtGOBFwIthZhZuNxFIqbNr17FjOXOhBrWta1rT59rVKxdWLqBGBGbTalcrfPrduvXa1rWtc6ELWUqRIa1rUbOjZ3GXGVKpW220CBUqVq2ta0Y85ta1oxdOiEhBmJsxOb2b2Wy1qtV+/z5z5971KUq9yEIRjN25rSETNKZpuMuMslkbjcfPnz5+/YxrWtSlrbWa169a2c7njc8XUXUUkkonE3r3btiRJzIRjKUa1zrWcOCErXBpYNISESFxuORSJ8+pUkqVjGtEJrWta177lxSgA//2ABDNEM0QzMyIiIhEAJJJAAJJAAAAAAACqqqqq+q+v8ww01FFNNZZZZhhll5p5pxx56BqBptuB2B2N6N5plpmD9wftiRiQwjCcjkUajSpbt25ca0hDnpQAAhGYGYrOVZydFdFXBcA0GlSqXLlIkatbWa1CGta21odYdWMaxjUNENF7XuJxORyN8+pUrdtSiEWtrWtjHFXFUboDdCsqspL0vVSqjkcPn1Ch06QghGMa170Ilqlqti1sWqGqGmaZorFYrFYMG5cSpVra1rYQa1jIWoWqRRSKHjXjR4HiOx1Npt06fv0CCEL3a0Y2ta0asasxWGKxqdqeb5vLRaUKhXLnDh69CFSjGc7WlKV1V1hi0MWyIyIWJYm2241Gq9dWrRImta1rWthCEJoJoK4XXC1JVJXfd9SKRms1WrsWJs2c6UnOEM5c6MaMYpElIlXdXdWlaMZjEYjp03r1q1UqEDGYxzmtlIlIfOL5xh1h1SRJI7HXG43z7Vqr1yEIRayESlrZOpOvUh6kGR2R1qWppNKORxKlcuSRJrRCa1zmtvcA//2ABEQzM0QiMxERIiERJJSAJIAAAAAAAACqr6r6qqrwqMMPPTTYVYVaaXXbcbcbbaac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WK1Uoxmtc5jA//2ABDMzM0MzIjMRERERJJSJAJAAAAAAAACqqqpaWqX6qkkk00UVFF12GGV2V1122W2W23XYX4X3HnHm23nnnp0504XIXMhchU9WSiUVasYDAtecsYc7GEI+fVqUrBjBiDCDCzizjk6RMpkaNebznM5yEGO1pzfv2ttabSbS7e7e3S3Rbo22m1IkMNhveQhz2tWrWv36lOc7s7s0q0qzuzusTTaLRpUnm8znISEEI1prXz572Me6e6sisiRGRGSNNMplO3ZJJK1jHazGOc1sOG1rWoVIVRVRVRKxKmAkkmk0qWu11Kb3tZCBjIS3btaEItYtRZxZyWiWoPjpKJVu3EolnOMMYQhSwhXruc1sy8y8SUSWumug8JhhMKrVLhcjFjGMYwY1KQoWMhBHpHp7l7kHsHsZkilEoDBzKZLXKTnQgUpCPXrWhDJxJxBRBRMRMQgxLSqVGjSoVGMnNSnOvd73r1rSliwiwjojoWaWaYZVqRSW7brdcYlLSk5uc98GCtbW7DbDPivi1EVEQzZGm01y6JRJa4xYx72tQh8+hBSg//2ABEQzM0QiIiIiIhERJJJJAAJAAAAAAACqpaqqqqqqqjz1FEUVUlUl12GFVVlmGHHHHH3223XXXXnmvc17ododjhzh2va9489+0ybhwwYGta1rWta1rWtjOUZyiZiZhlhlNk2T5+7dhw0qVq1IRzmtISEGttY0sGlhYdYdUtUtrGscOHTqnTcOE6e1mtYx72tUpSjtudt0pEpHd3dw4DijRnz48e9eVq1KYy1mtjFrWtoKFBQlGlGJ2J2RBEIcOlSpUkCB69a0YwAtZrWtITTUaaiKWKWnanaEYRSpYkSRIjx0CAhGtKVjEpa1raybWTXmnmlVlVlkWRKlVq4cMkSTJhCnNrWtYxjGtfN75vUrUru5u5JwnBw6BAcOJs1MmOdrWtrWUnOUpk5MnJpRpR2h2hW1bWLIcNAg7docM54QUprVKrVrVMspllaVabuLuIPg86drVq1aJETJoQa2EGta1SoQoddDrVSVSIZIZXVdRAifPBAhYt69rVrZzc5rVrUrrD9YfnfndpJpKEoSNm4sV+/QILdtjM5WuEJzYy9w//2ABEQiM0QzETNDIiIiJJJJAAAAAAAAAACqqqqqqqqvo89RRJJRRZZhhZZRRllxxxx55tt9x9x12lV0qtHI4iwixB0HRSKzlEola23cuLlyRJe7Wzm1qYdTDobDdutuqtK0XC5OalUsMOSBAhw+vW1iExiEInTE6VUqiqiqnDcMRCI52QyGIdcSJYsIEGcwgQilYZDDIRqNU6U6DyPIhENrNxuI5GkCA2buXHOa2EGtq5NXJRaLV7V7VFUTkckpZLJbWKHz79+mTRi99rNa2sm1kzGYqmqmtS1KxWOc3G4tabp02DCHDCGEK1hBr5NfIplNKdKdCkKcjke+1WoyEzr127aFDazWta1qK3RW4VCqoqoqNI05XLaydTqosvhwmTKNHOWtIS1nIa5DS0WpdJdG+b5yuWMc5nGySkeOTJq1bWta5zW1dCroNJpNnNnWHYcbjZzlstpWo5EjBgfPs5a1rYQdCzoWbbbdydyW5bm222tsdjHlsr14sW/ftbObWqUtU1qnUajNVNUP4/pRKRjWq0zUEfvyRJIka21mta0A//2ABDMzIjMzESIyERERJJJJAJAJAAAAAACqqv9aqqqv+vPPRRTTTTXUXUYZYZXWXWUUXXaaccccbbbdbddedecccgcgeHeHhnhnQiEabTkslrV8+RlK9yla1rXva3OWMa2HSHR4h4i4XBxuPPZ4pbt0uVmtc4585c5jFKtaEKeqenkXkQaDWm09rta1PHjktIQACla2lGMUoIbWc4c4SJSJaDQazW2m0EKxYeK9StahCUiEWspbWtaIiIioaoZVKo1mvO53OUiSxREpYytWtUpjGtjGtWVWVVhlhgYDFEoo5HFKsWK0mc6EBjtZa3OhBjIxi5i5RLRLyWSjUajcba1Uqibq1mtc5jGttZrWtIQ0407bjbguFxqNRRKK1ocOJvmMUprWMSlSnOa0IWV2V0ZEZHG42222i0QApUm5XSmtSla2tYxYxrXvdqdqckckcjkicTaTSvdy5lK/GEIIRzoQhBrYxUqiSiRtptqtVpuNxlMoIRo2pv9aUqELWIRa4QtYhNVdVch8hw2G45HI5HLWkyWkgOdjGMhBrXvSlrTG//2ABDMzMzMzIiIiIjMRJJJJAIAAAAAAAACqqq+qr6qqrQQSSQQVVUUYZYZVVVVVVcWcWbbddaabbaagcnXnXl3l3iGiGl0ujkcTJqtVIkaNIrFWtrWMWttZZO5O4qgqkMcMcikTkch49RolixAhHI5WrGNatdrAililyKyKGbGbicTbTa9ehImJEdOhGI2MYxzq1c5jPjPhUJUNK9K8bjaRSIECnT16716iUS98IAAELGEVGVGc0c0q1q1kslabTsWJEh48sWIrFXva292tta80s0qwiwgrIrMkkjjcb59WrUaIcOqVS1rGMYpUINS6S62p2pmImIcbjtlsUqUCCZMcOKLRWMQhrTna1jSTSRk5k8sMsLZbNrtdixXr0qXv2aTSxlrWspRS5WuWuuKuKOeOeDAYSCQxYqNFGjGDKpVGtSlrYxa1sE8E5xJxNS1SySSRAIFWrTpr1/DglEo1trNbGKlWaXaXululQ4Q4eTyKRSQoXr18+TJjCYVKhBraUa1tw1wxQhQmU+U8kkklksiRWrUqVChGo01rWtbazGNA//2ABDMzMyIzETMzIiIRJJJSAIAAAAAAAACqqqpfqqqq+RRSSSSVVVVYYWTWTZTZTWWZZbbddaaccacacdk5k5iDiDFrFrVq9brbWLxeYDAHDnLlrWtIS91asmlWlVnFnEC0C0SJHI4UqcThrNdq1SpBC1pCNa0aWc7c7eGeGlXlXLForFQhEYjQiEpUoMFSiEc4hLlxVq1q0FcFcmkmgwY43GABjMeg0DBhs2VrWpCEJ16thbhbfOfOiJiJSpYZDGMjsdajUr16VLWlKIQ561YjUrUrOjOmmGmClS7HY1tGo0ajVu3TpgAELnWs+fMbGbGx5x5UzUzUKI1Gs5j0eZjMfv505jAhUopYUJpNhNjuLuMtEtCNGkkk1o1GsbjatWgQQgpU5tbYsE5E5Ew6w6aHaHePLXa85cLhTSaVKnLlSpzUpaz59kO0OzVDVFLNLNWrEIhSmTybrdaRIvX4wY0IDHIkGxExEVFVFeTeT3702m4QisViUSr1379SlKtZrU6dvSfSeVGVEw8w7hxYrE1pxOKWSz59WrNaAD3ximTM//2ABDMzM0QzMjMiERERJJJJAJAAAAAAAACqqlqqqqqqqkUUkk01FFUVUVlk0002GGmm2222WXHHHHHEuEuEZUZQpwp0RRFxuNluY3G0qW1mtEIIWtWuMWMhJhJhnhnZ5Z5IoitbrXUqqtVaNFKc7OWtITGCEa2IWIW7a7aIaIZznOTqdSbhQqHjxUqEClc4IQha1SniniiOiOoeoeoMgxRKIwkMZjEqWUmMhC92MUohFKeEeErTrTaGaGbtuzKZW0+arVaNGtSm92ttaEIxtZrZrZydydFpFowDA1OphtMUCi5cc5a3Oa21nOIQIWi2i2tmtpJpJlkWQCgUxwqLRUya1r3xhjGMAB73ORZRZiXiXuTuTeF4ZlMo2/TabQIFKYxa85Uqc2tQheZeZ0Z0ZCZCaKIobrdab5ttuFClJSs5a1zjGta90h0h57J7GRGRIDgOMxltJW227lx72ttZrYxa1Smth5h5g2g23G3GbVtQoFGbNcbjhw85zkQmMUqEIQCFdRdQ7w7wiQiQyzLtdrESiq1Vy5znGIQhAY85IRrQ//2ABDMzM0REMzMiIhERJJJJAAAAAAAAAACqpaqqqq+gpBBFFNNZNZNJJVVNNNNZZppttt5t5llp1pp1pppndndpNpO7G7FT1PbJsmm0zSaXz569IRrYQa0xilebebhnhnGbGbgOA0dR0QCCKRRUqfPlra1rYQnNSjdzd2PWPUOUOaUpRc1zhkMbjcnTqNGc3vtaEGta2YOYNnVnVm1m0DgOXBcGm0xQKN+9+/IQpRjYxCGtdsdsRaRaxDxDNc14MgxRKKiUSHDfv4Qa2lJza21rRLRLiLiJeZeV/X9MEwicTMRimzXr1jFKIQIRja2XuXtHRHRyNyObZtahqHY7JHI3r3Bgc5zmtWuEIQRKRKlplpyTyTbpujVNVotFvN6xYiRIQhAISla1rcYsYre7ezVTVTCMJqWpicTTabiRAoUhLWa1Smtc5a1a0lIlKImIlb1vGgaE6nYpFH78iRUq90IvcY4QhDhDm6m6uTuTjKMplmUtFpRqM+fVKmMc4pSla1rZyJyIA4AxfRfYFgUwzDyWSbbbSJLNlrWta1jLWc4A//2ABDMzMzMiIhEiERERJJJJAAJJAAAAAACqWqqvqq+v+vQQQQTRTRTTUUWWUUXUXUWWZZbbceceaacdcdfcfcddcfcfRrRrKqKqfMfMbLZ6dI8elOHClFKOdrXOYwAEpISFqFrXXXWEWEW02k+fnTmM7doxc5KRCUoAHvnNSqQqQiJiJtxNxDIZESLfva316Oe1mMa0hHOUqELWi4i4eqeqCbCbhkM3brdu1r14hM5UpjFKKXWiEISGeGenWnWkWkWw2FOniRIQhw2tKVSlKUprWtc6EKeKeCKSKWzGzHI5JEhKlc7ZsGNziEzlzmMa2EHOJrJrvavahWhWLhcQoYMExkiQYznhBa1rhBa2tznIfIdDFDGFWFWpVIOHSpWtpUmMIQ52Mzm1mMa2lFWVWVXVXbhbhZVKq1YiRtZKlc5rYQSkYznnNznO1R1Ri2i2N5N5TqdBAnLkY0qVrWMrVrWtQi1nOWtululDZDaDGDFhsO5cfv5zfPnvUq1mta293Oa1znZnZnq3q4p4p6zWXLmJEhCHDa1rWtc695ze9rWt//2ABDMzMzMzIjMREREQAJJJAJJJAAAAAACq+qr6qr6qqpBBJJRFRFRRNNhhZNZNRRddtt19p9p1111111112FiFjcjcg0o0p2u2t1uvXyuVvda3vUpU5pS1rWwhapaoYqYrhrhqXC4nE44cKFQwgtalFYwYznjGEHvzDzDjdjd6g6ghEIrdbp004nHOSkpYOc5zWtaQjWq9K9VLVLBchctttuJxOHEjkYAMYlLKUUoIWta1rXtXtRRRRXdndhKJU4nHDiVSpKWttZ2cve1rWta1qNaNdZdZcQkQiKRUikR49I5Ha0IVq1rWta1rXOa2TiTh2N2OeWeWtVomEwWLbbbQhraUIpTnKVaznWtMrMqM0M0c2c3HI5YrEbNxaLKU1q13KVjFrWtzoxeiei2424p1p1LZbLpd48TSaYQKVzsNaMZCFK1s5vOvOmCGCHrnr12u1msmzcVirWznjEzna3WoQta1jlTlUvEvCtStWm03a7d+9xuNjHOnOKU0o1rWtaxixSxW020yQqQsYjDIZDly2221rWqVaEDnIRSmta0A//2ABEQzM0MyMyIzIhERAJJJAAJAAAAAAACqr6qqqqqvVBBNNFFdRdRVVddddVVhh11xxttxx2B2B+N+OgoUFCjWjVwhwg+YFNfaiUTRomk1XrkI1pCOcQjGYuPFxokokxExEuYbEUfNRqUKG43L15rWtta1mtc5vGN4ytitiHqHpmEI4lTbbe3a63W4cQg1qlNa1qlMddjr0bUbckckNW1FJbzmcWrZVKn78QlrnNrbWYw9pHtJYhYiHeHdJo003LcbmzZG42/fxipVrNa51rNbBrYSayao0o0uM43r6qdT2bDAYBgxrSEtY56UhCUIyhEZkZkkgkhZYmQ2TKZS5dTabChLW97GNbCBCSZCTIds9s3NXNKXQ5ZdhkMsWFUqkyZjGtzla2Ma10nuk+FeFeWeWdx5JEkCcTipVFIolSta1oxtaQj3xw6OHIqoqyxyxwqpYkhSaTevVGo3LkhEp1prSljE75nfMVUVViJiJvG5C3Lcbg8e63W5cwg1qlNaIUIQdSDqO8O8TBzBjg0UNlRiMsWIpFEqVrVrhAhIQSkA//2ABDMzMzMzIiIiEREAJJSJJJAAAAAAAACqqqqqqqoFCjz0kkUVVVFGGF11lm23HH33HG3m23m33X3Xon3on3noZYZWdWdVh1h9DodZrK1axYevRja21kphQrWe9rZqJqFiFiIgoglIpESia1YqVpUmtMYxoQsWHOUohESESKuKuD1T1Q6HVGo1y5q1UqVrWutZS2bEpGOMZuJuFE1E2yWyanU243FSp8+TJiEhBzlKevWta2EEWEWEmUmZuputDoYzGVy5y5dOnva21jntWmMa1rYs4s4QoQoq4q5HI1KpUyZ8+VKila1jHvUqYQc6EFjFjCZSZVa1a202qTSXz5y5p0ylhBjGtAgVKrW1rE7E5VpVpaZaVWq1KpXz58+KFIQhC1oQkyRjKW1p5Z5WJGJFKFKE2m2SySpV8+5coQjF7xjt2znxhzneXeSZiZqdqdmGw3G43bty5KlYQzlrcYevYQKVzldldoUoUlqVqajUU2m9mx69dOiEISc1rfPlKa0IalKlESESJqJqHm84XC61Z+/hQnOjFznOjx2tKVrQ//2ABDMzM0NEIiIiIhERJJJJAAJAAAAAAACqqqr6qqqq+kUVFFFFllVWmml2l2GG23nn34IHXXXX4X4YIGq2q7orokCECJmUpzHM5clSqRJFitaMZCVqlLGNaxsxsqwqxQxQwrKLURRHz6dOr1xgwIQhYyEBjnN79kNkLurunSHSEerTEsT16oEC5dDhve1rnXu5zWudOTOSbGbHEXEWnyyVhWKdP37sWFatKZSa2UjGYwhDYzY3OXObaraogcqOo748VqypU3blLOa1hDaznNbWRWQ9a9bCtCs3RccRxMGBIkSpXr2EBjSljHOhBrVhlhrtbtacqckTiSxLEqVbNleulS5yxkpTmEIQqVDvDujSjTLrLqR1hiuK4kRcuUqa1ZzghhCUq1IQIWp2p5qZqYRoRkrMS3LdJk2bNSo9eqU1rWude9rPfTrTq7071TDTC2JUXZdkyaFCIEEyatWtUrOVKSlrZZ5Z72r2mqmqkSabet6/fw4dSokSNa1qlPe1ohKVD1D1LvLutWtWksiRxHF6+7dUqXz4Qhjvd7ylWtzg//2ABEMzMzIzIiIRIhERJJJJAAJAAAAAAABaqv8Kqlr6r0j0j1FE02GFl1l2W2W2XWWXWWmmmn34nonn33YHYHXX34I4I4lrBUsUsUs2s3I4abTYYNTptbs2HOISlDHKTnOdpANQKlqlpiJiHHDkkkp02bMhKlQQtaa2MWM1prZ8rO0pOpOzyzzY4EbjdeulS3vChBCxjWwg1rWtaWsiqKrqrjJTJWpSk0mGDOPFSo8c5xjIStXvxhrWMezPEvEvCLCLLJNRqKFDMmNa/fveQilYwlJCMZBPoTpe5e4qYqVEpTabTJkaOEFSoxila1SmttYY7lpZUrGrHL3L23a7SaUSI5cudXrrXaznLWQkIQhMBZAmSWSdZdZY0maLRVq/XoxkiS1mtCHGMYjGtY8hGursrtUPUOtMDSaTZtYsLWWLVq1rW4whBCVq5TGRmV2V4h4h07WUqlUqYkQhEyZrWMa2tWtUqtaUJUk+S+TMJMITG8JhL9+1auc7diEtbWqU1qlNarOFzFZ1Z1lllpZEer1aNIkRrYcOc2ta1awhCFrQ//2ABDMzM0MiMzMRERERJAJJAAJAAAAAAAClAA+vUPCgA89A5A45Q45Q5JhJJhJNdRNdRFVFVJJdldlththqBxqBx1515qBtqBtttuJ5uJ5uJ1uJ10J0KHiHh3d3dxXICBNtttttnOUrWta1pCNa1upOpIWgWkcUcRMamXLbzegEAQgQs5MYpZSjEIU1E1Hk3k2mmmjSUQcPpNI3G5CC1tbCGtNa1r3s+M+Ud0duyuypI43r1ttttttrZza1rWta1jHOdjdjSUSUrrrrYCxq1ccjjbbbWsYtbnNa50IEI+y+zCxCxJTJS1KT6dG222224QhC1mtGNrb3CE1s1tpdpepWpWpSsCBJtNtNpqVCGtNa1sINa1tG9G8W0WztTtUaXW1ajsdTKZhBrYQrVKTnKWtVyFyJZ5Z2ZmZkTidixm82k0nSjWwg1sINaQilLqLqSiyivQvQitAZMmKxVQqFSoQUqMQha2cwhV6V6kbkbeYeYI20vn2BwJJJLGMZCBjQgIS1uc8M8MVGVGrsrtJ9NiREmk02m2Ma1zoxa1rSlYwA//2ABDMzM0QiIjNDESIRJASJAJAAAAAAAACqr6qvr6Wq84444009I9JRRNNNNVhVhlllxlxxx1x1xppxxx9x+JWJW3O3OWWWUOg6ZsxYtut0Mow1owZazWkSOtWtDNDNgbgbSrSq4rixIkiRrda3jca18+OfGIcOEHviNiNO1O1R1R1Wta69d8+cbjSNRkI+fNa1r581rWlDFDc181xhxhwrCr9/SpO12rvYznUqXOzmJEYxraSaSYWYWUa0a1iWK5csWNHozdkTnBw7WgAkSNbCDcLcLUTUUsEsA3jeSJPnzZbLRMzOc2bOWt69VKSmmemexuxuKeKc3jecuYkROJxbY21sKE1sIPnzWvfD5D4VEVEjUjU3zfPnz582m03rca1KltYhHz5rRjKFKFqIqIk3k3Gsa0yavXdjsSs1MYtWkI1r9/rTGTETEUk0kw7Q7LYtj59XryORt63GtevWta18+a1zpU5U0t0t2aWaXyfK7dSpXY7HrgutOnVaqU5ctbnNXFXES0SzO7O6KoqmTPXrabSxttrbFiEIQsWHOa0A//2ABEQzM0REIiIiERERJJSJAIAAAAAAAACqqvqqqqqqqPPPPRRTTUYUYYYWWXXcceeggggeeddgggio0VGhdhddmdmatq65rlGjSpa9cpWtvdzmthw2tsmvU16lulvrJrIaxrI4jkmS9ewYKlNaMYAMYpU1q6C5QXKIaIZ4d4dGkaRtG1SqBAp01Ka1rWta18+a1rDxYeNjljhTZTZimK3jeDBgkTHjuclN761CE6dCGLJbZLUp0p0OUOUhSEKwrPHnDivXYxjFrve1q9cALYyLGRSxyxwRQRBAEBalqLF5sxAha1rWsxiEJUpznZCDIQhZhZl3l3XZdofh98+xYnz57xjhAY3vfPmthVtatq0G0G9S9SkiSLctyVK+fP35CKU1uctbSpCE1DaIbR4V4VUlUlHUdRNEzRpChhQjnhDGBCUpy5a2EIQhCFLFLDmTmSxrG2TZPXtGjXrta5zWsY1r58QjrETYiVtVtWtmtkBQEhCEVKhgxIkhBSpza0hD5+EFV2qu1Q7w7nMnMrsu0ty2lSnz7581rW1q1rW167Wt//2ABEQzM0NEIjMiIRERJJJJAAAAAAAAAACqqvqlCqqq801JJFFVVZhZhllZZphph1p11p1559+GGCB56J6J6DpQdJ7p7qUGUGaHKD4PvXrVaqlSmI5xCUpOYQtaeMDxglkllWJWIpoDSVJTJmNRp+/3VYwAGtKVrTnq91XulplpSaSaW6Nn6fr16m03EiL4Na1sIAA1pz0QmiEhKhK0pUpPFNF+X4MGebzaNHa2tOcQilWsY6QfSD3k3k5pZpV0Ubdt2jRtptJUr9z3taxhCNa1ssMlhlL1LxHBHBkpmNY1hQk2m+PF821mta0hCltYrpFdI+Q+TkXkVedGvq+2rWdzteueYxjWqVWtrOdJ0pOlJVJU8y8y30bnKcn79NJpy5esjGEHvYxrSEyJ+RPCkCkcYcYbxOQdB1OnDIZDh1aqVCFrPelMYyhOUJyzyz6565to3Hcdy5cUajSJJMWta0hDnhBrWPox9Fmlmkikih3LNiWI9exSKOXNhxCWspUpNaMZKzJWbU7U8osoq2xs1TVSJG223buI1rXOYyc3Oa0A//2ABDMzIiIRESEiVRERJASJJAAAAJAAAAAKqq+gUFpQBUDUUDUUklFF12GHWnWmmmXWWXWXlHlIoXooXoH4H4IH3H3I4Xo4Xo4no4nom4m7BrBololrlchgytRCpThw2V2V5Sc6EEKGtQhOfVPVN0V0UCgVy5KWEKduHCGyGxzoQa2rVUpzpz6F6FS1S1lEoSJK1WtIxSp4141OchEIhQkpISc1qlqoV4V283kKEhLWnKQoWQWQa1a1zq1YpWMa04k4lkdkeFwty5zm1kBMOEngngpc5a2FCjFrXOejejV4V4bDYhQghMakqFChrhrxhrbWfPrWa0IaYqYioiooRCIcNjKUDBPn2mWma1a2EGrWEJzc5udud2h2iJRKFCa0hK1a9dzlzmUoQa1Klc5rWtOKOKWDWDAYDmzSEWt82HDd2d2tYhFKVKq1a1rWVmVoGIGA4HCxZrVKTExYmmmmlrSkhIEBrUpa1thtgrUrVQKBMma1SqbrNmHeHchIQa18+GNrWtWlWllplpUSir17Wc6M9q1WNWNnOlIQ48QAOeEA//2ABEMzIjMiMyJDERERJJJAJJAAAAAAAACqr6BaqvqqCjz000kmVmVmWWl2ml2lWVWUEEUV13WXWW22WVlmG2GG2GmsHZZszqzq3G5C4WoUXO5vnyNNprSEhBrVrIRrYQVyC7DvbvckklZrL58i0XTprq22ta3WmtIRjGta2pn0Tnpnp2y2Umk3btdrosWtjbtZrWta0hLWa21qPTLpLNLNIZC9HooUVWqunRAqHOVKzkhLWtYhM5qq1LSwiwjcbhKJTNm5XK5cl6EiEIQpa1MYY4xa2aHSj8tctK1WqZTPn00mkKEvqjzlSmMKW1qUAAIZwRMGruru222oVCCBUymL16/ytzmtCFjGttaEGtZezXTujukjkbbbd68222/fwc3IQa3OWtOdjGMSl6VuitCNCONxqRSPXojEcyY2sUa1rYxc5rbWtZrbyRcHCFCE5nMmk1UqRuN8OCMppKYQIQhJza1rVKqm1JSm6m8jkcNhrJkmEwjRuhLHOKVrWte973OhBl3NbxcRcNtt1mspk1KpRUqskTjFSiEa1a5zYy1g//2ABDMzM0MiESEzERERJJJJAJAIAAAAAACqqqqvoAqq8JBBNNNNZZddhhZZRFRFBBhRdhRdhthhthppddVVtZtZl5tl5tqVKVJTRTSVmVlHI0+fHOMI5XLnIxta1sINaITWtfXfXRURUzLzLdh2J06lPmwGAtbOdrHPOZCOdazdYdYVV1V1mVmVeydKlCCQjeb1ra0Uq1nO52cwg93h3hoNoOoaoZFw05cxjxtjMYpQAMY1tKNbrTWwh6h6oIoIg2g2QBl1qylUalwua1Oa1uc97W2slMRmRmSdSdZiZiXJskKExh8krlaEGNa1audazWmM2WqWqaiahHRHRc1GzZqU8ZNZrjF7hC97nWs1qUuBsBsiUiUZpZpZqCPn0IQ26XSpS1taqU5xCQgQlYt4t4GYGZapam9bipU1t1uczjW2sxjWsYUoxsZJGRGRZdZeGWGVdFG/fpTbfIpFazWsYxjnUo1oQreMeMh2h21U1UbouOXIAV7RGIxjazW5yxhCNalNolIlJZ5Z3fHfEyFQYMEIscMhjWoQADGNa97GMYwA//2ABDMzIjIiIiJEIhERJJJAJAAIAAJAAACqqlqqAKqqqpFFRRNNddldldhhVU445M45M5dRddRdhhllllZZllpVV3131FpFoKhWGNa1ZevVKklSVAgWuMWta3OVKuQhwhwnUfUbrdeIE3bteu2bIKgqVK1oQsYtbGOdC9+gegXfXfVGozXBcuXLl69QpCm7da2tc5rWtc5ta4p4p1s1sqVS2uJ16uXNy5B0HXbsIBC1rnNapTVKx1x1dTdTbLZStJy5bt3Llf1/Ro7WYxrVrYxrVNavQvRk1k1K5W4SN27cuPXqIojr1jGELWjHaxCWc4aQaRTtTtVKppOdmzhw48UHQfr1c4IWtta1mMtOcXMXKxCxDcbicrXLkmTWrLWtdiwlMIKU1pCQhhrSRSRYZYZa1WnHDbNlSqPHb5vj5+1iEITWlKa06lZaZaTYzYuFwxkarVvXr9/B8HpUpSucxjWqUQlmtWJWJUXUXSiUNS5q148UiRdl2Spb3vdzr3EK1mmM6U6U7w7wZDIqVMiQqVYcK6rr69EJCClPec8IKc4A//2ABDMzMjMiESIzIREAJAJAJAAJJJJAAACqr6qqqqqq/6PPVVTTVYVYXXXXUUOOPPUUZZUUVVZZXZXZWYWYTTZaZaxnxniScMUinDg51eunE521nNrSlCDWznazGLOLORsRsC0hROJzDhYxcums1TElJjHOYxrWtGNrUW0W2BWBbqbIs1m9etaRI6zWAQHOQkINapT3pS98isip2R2SvCcJpNhw0pEia1WnrFKhAY2MYxjIQjHXjXjU3U15Zx5HIokV77dscjj9pCMYc5CNaMbnNa7M7MckclcTXGm03jwIXLkgEDrlrWte+1mtUpzmtuTuThUhUcJYlrtaZMEL16YjFFi5yUjG1rnNbCDnFtFtCtCtS7xtHI5ChABw4SKRfuYwhGtc5rVKWu1kaEaFdldndm3otE4cEJXrzOZvmmMQhCEIUoANapUwswuu2u0MrSVCopUiEUKHU6nDWMa21mtc5zpza04k4lVRVRKpS5zONWpSxYqkUlJrWkJazW0pCCUtbcHcHTTTTDS3JVKq1bWiJFSqV+5rXOOdrWtGNrWt//2ABDMiMkMRIiIzERERISSAJJAAJAAAAACvr6WqqqvVa9JJdRdRJJRdRdddZVZVJIss89RRZZhZNZNRFRFdVdVddlVlVuZuZPJ53luOcrBjwYGjSNRopVKOdr59DhkI1rGDTDTV6vPbutmoIc+fPSpNRqVrCBCN69RgwALWtY3s3tsNiHVtI5GmMcuXr2yWSMbWUqBs2rVxi5z3tMtMmIxQ7Ntvo4UsOGkSSORkIY1rW4cIcNrSEa2FWFWaTSZeRn+ixjVKnDiJxOtaUa1qVK/fuc1rW8S8Sslk9S6Ia8S1tixYsNNpxjCBCNfv3TprWta2dydxJpOnaNoikoQp0yBBuNxzlKSmL589e3u1rWmjmjmEwvOOUWyROapUIEG02taUs5t4cGbOtTnhCKeKdptO5uymAknvIENmzFYqMXvhA7581a60xiUhvBvNxubNaQiDTa1iwyZN5vNahF74GjXbtrTnYw2U2Wx2OGlqV7nr3fv69dqNRrb3Uodeu/ftaEJCRMRMKFQvDNtsQ2xilTDhxyONaQjnEevXr1jGMa0A//2ABDMzIjMzESIhIhEAJJJAJJAAAAJAAAAKr/qqAFAAVVlEFlEFFFVVFlFlWVWVlkEDDDlGjlGlmoFmoGHmHlmXVmXVGn1Gn1mYlmYmImIk303wzgzniHiKXS4nE7FYoQdOlTXz5rc5nNSmtrVraBKBIFIFBSKXI5K5XIxr14cLt0xoQhApWMOc57yrynhnhslkhEIhGI9aw4X7vnxzmthAAJze9zltFtLtbtVKpbXa3W67WixYz4kTOVrOdznOUpKa4a4USESFisZXK8ViqUcucD+/eEJzWulL3zmUkyEyJvJvJDITIZFGo9akSLbXLk53OYxCFKc5raWaWWd2d222243FKpWtfv3rUKFzmta292ta1rdKtKpZpZonE0ymYrFa1r13zcWKEGta292ta1rXinipOpOlotLJZAkEs5fv3zTZtSkpYwpb3nNKUWEWDdzd6nU3K5YnE4QevXzQYOcyEa0hEptbWugOgGuGuLlcjAYCWS3OfPnzYUJrWta1rYxtYhGmGmGhWhUikYpFG222tfPnzUCBrXOa1Smta1jA//2ABDMzIkMzIjMQESIRSJJAAJJAAAAAAACqr//6g+vAKNNQQQQVRVRZUZUWTWTVSVSaccebeebefcfcbbebebfaffafeadeadccxCxCV2V2kkki86yGQpUrbbZmMYMHvfv0ptZrWtq1q1hnhnbjck6KxmM168TibmtTJsYSpSltYhGtsVsVFzFz1WqsAzTKZBw7udxBjs2WMQIK1tZrWt1111hJhJcjkXaR1ut48csljmtQIL3dOlrc4pXOwZwZBjBjsVihQyyKRDBjtds3Or1yEhw2tKVrbWlmlmZKZKcjkb+uNJpQ4cjkZiEevWMgQGta1rVK1E1EC0C0mczTeZEsl8eLQaELWIkbWfPiEIS1mtmHmHp6p6cbjQ8pJNJuXKTSa1KsWGtevbWc5rWtiBiBfTfTYbDsBXKRSUqTrddAhjx5zSpc5UqcxjuHuHpEpEaTSW+ttttt25RKI4x3bnvevWMKVSmtPiPigrgrcjklRLI5HQ4aRSN3OpUmtr12tYxrSEeIeIe5e5cbjR2NppNSpUkkhGMSpaUatVKpSEHv//2ABENEIkQzM0QiERERJAJJAAJAAAAAAACqr6r6qvqvU0001JJFNFNRRNNJVJVppxx12B2B1ttppx9x9uBuBlaLU0ZOjJuBwU/T6QSEbjcMwylS2s1pjNaQlrWsO7BthOQJyEmkzLMul0siERynKsWGMYwY4xIRrZzqvNLjpydOTSaUnScm022m0sax9erWtapTWta1rWlkwobk5cnKpVJEUREQiiEQQpCnr1rTnpTGIQa1SqNhLOlQ0qGZDI/z/RuNtttqep9Kk1trNa1rW1q1uB2sbUvSl6ymUahqKJRFUqgXBcqVxh773tYhEpnNGFJa1rOtZuFwts2ybTZbLZ/H9Zswg5zWsY5z3tbdTbRlvEt4iGQ5UlRZLKKxUZhmQIHvKUIWtUoQmtlGcRMW0i2ibTaxLE22202mrKsvn1rNa5znLXe7nIyY8N8aPjRut2r6varVcTiMIwnLmEGttZrSEa2EKKrS1J7ZPao1GsKwptN2Oxtq2r581rWta5y1qUxibSSpgqEFQjMZp6nm02m43HHcevXa1zmta1rQhYwA//2ABEMzIkQyMzMiERERJJJAAJJAAAAAAACqqq/6qqqq9Tjjz1FFFGGFmFmFmlmmmnnn34IH33XXHH43435H5CScUMGKGKslkjKM4SeGw3pdK8ea0EIhVrCBSiFWuSewuiHiHSaTqep0m9bbbcbjSpWta1zrWc5zmtvcU3DLYz4z4zGNm2ZhUuFwopFU6a1nO96lKVWqlKVN7pd3g3g4lEltW1puUkki0WoUJa2ttZjGMa1jGMuWllMlclbVarSNIW3jLZayWTp1CBCRi1rnHO5zWp0hMRmpmpSKRbFsTb2SSSORx+/KW1mta1rWtc5StIdiMlOlOYzGZhmJSs1WqQiElSwhWr3xi1pCQhCEYuiGd4d4iUSX5fjEpLJZLhcfv1rvfOWta1rWta1+EPhtZNZRGIpWlbdrxOJuNx166lWs1trNbaxz3u9tnapdZdVGo20bR1wwyGU2m3r1zpzhBrWtYxrTnXdy20nMnLsdkGwa3H0TiZkMj9/azW5zazWta1ohGjQ4mViVhtNpWVZdcNRqN1ut8+a1rWtUprXOnMYw//2ABEQzMkQzM0MRIiIRJJJJAAAAAAAAAACqqqqq+vqqo89NNZZZZpppppp56F6F556J+J+GGKKGGCCUKShSV2V2UOIjiOMTickkiyRNa6NFKlUp72MWu1hQqKFTnTnbCKGlCURiMOt1o22kpBg4ECMWMKUxoQizMWZLDLDa8VrmOY02nU6mrLTYyBAfPlKc61mMa1RsKNg5A5BZVROY5kplLjcbdFwhEqVWrYxzqUlJzpLrJdWgmgnM2TIkiJxOFIpLG02tr13z5rVKUprbWgh8EP5252zFtTZNk02mymUgdKUp8+XLnOhAhFKSmzYWbDlnlmYSNGoajcbiSSSONqEDhx8+a2cyla1rcqLlRbGbGQJwWiiKN1uwuFu1LDGsWK1ZzmtYy1mtnSc6TU7U7tpriapq6XS223Gc1jGhQSpWtlKUmta2EjQkYjwjznXNOe56dTsRiLDusQnz42ba1rWta1rZThKcAlgliVynAcBtJpRyORDJWtfv6dNSlKa1SmtdGDowPZPZVVSSAoDY7G4HBFLtnOnTUqWta0pVKzkA//2ABEQzIkQiIiIiESIRJJJJAJAAAAAAAACqoKqvqqqqAEEEUVVVWFVWFXHG2223HnHn33noIIYYYYYYpoYpoYZIYZIVxkuMm1W1bFYkeR7nzr14cN8+hBUqa1jHOa1jGtpV1KuqiqiRKJNw3KlRUq48a1ZrdmxrXOIS9yEIQbbDbaGSGROp1fF8w4bFjDhevVKt22tzljGMa1rZXlK8pFpFrVaqnqcAAfv378YMvdIkta1mtGOEIQOrB1YpZpZlksLUtUSK7dsWLt1rXbtzlKhCEBjSl8ZPjKVyVxxuMYhily2DAiR69VKfPrWa0hGta0hFrktcleleqlUiXJdMm5cocNWrIR+/hDGFKa2EGto69HXWWWWdLpIwjIUKxY69a9cIYcMhGtOe93vnOI2RGwpQpQ1GpPU9GDCxZmzXr4QKlXOKVzkpIRzrszdmVg1g3i8YWhalSPn3z4YMWunTIRrWtYzWmtoCVASuFuFtVqpKkiBACBixd++94cOEEpMatbWhCsWViymmmmJRJG0b27aVKJErVrWcubWa1Sr3a1rQ//2ABEQzM0QzMyIiEREQJJAJJAAAAAAAAAD6WlBQqhfUETUTTjlEVEU02l2l2mVWmVXGnGn3m33m3nn344n43434HYHY3o3pI3JI3PEL4hXWHWER0R2jaNxOKPR6XL2bHvc6CEBCxjnWm603O0O0NStSo4jijUcikT59SpBC1tgha2c1K2xe2LSXSXXVXVMsy7VanI5Bo1evIRSoZy5xCYwuLFxY7w7xjvjuuy7LJZBIJQ4aRI5zWuhAhHvUqc1Tmp6N6OAaAZLUtrlcabTt22rUhGtdCDW1rKUHRg6MM8M7PLPLet6q1WIxHXr1qylWssIWtYxzn3I+5HRnRoyIyJVlWSyWJRIaNGDGtnOxzkIQjnSbOTZ0z0zo7o7rUtRsNk1mqtXAgKUlJCla0QmtTxKeJduduhjhjbVtXK5XG41Sp8+MZjCEIQhCNbBVYKqToTo7S7SsiyKNR1Ophg0eO1sILrV74Qa1VJqpOHWHVq1q0eh6djsTSacOD5/Wnvc1rnKU1qHSQ6QcocsvMvLcNxjMZDod79v35SlLeMWtve9w//2ABDMzM0QiQyIRIhERSJJJAAAJAAAAAACqqqqqqq+q+jzzDDz0UVllFGGG22mnHHXXm3m3HHHIXYXXXaPqPteNeGZWZTTNOFCb1uQ4bWvnzWudDhuc1utNaEqErbPbOTqTquq6tmyWKpAgpR8+a2EFatrWtpSEMOcOVN1N2Z2Z1jWN69WEpnjzWvnzWtbZsta1rGNbKtKsZSZTdRdQxrGq1Y8Jm3b1qjRUq1lSqc2MWtrYs4szuDuKqaqVbVunTXDN3rzGJUpSsY+fNapQxsZiTiTPRPQ4w4xN83x47+NVYsCEkSQhSocNrbWnPOUxExKhqhlVFVFiWJ8+acKJEjWvXrWzm6dOc1rWiE+I+JCHCG9293WFYa9aWKI+fOdKla0hBgyEGttZSnWnWoOYOVh1h1gWB69Oi1Pn1rV66lNa+fMZGN7ta2m2mzYzY7A7BVFUPnyJNLhwGOvXa1rXz5rWta1rYW4W1p1p3mHmEJQl06epixIkY3bqlNa5ctalLGOc62620o0o9S9TA8DkCDjOR+/ISvXa1rXz5rbWa1rQ//2ABEQzM0QyMyIRIhERJJSSAAAAAAAAAACqqlqqqqqvo88884489ZxZxRRllxxttxxxx1111p5p5ttEHog9ZJZLmfmdomiUb10OgUKe9q1pRrSla2dOePMKrhVcScSVVlVkcRxpuW220iRrXz6EGta1jEqV8+W9y3u0d0dQ5Q5ZtmxJVi0Wt23OVKrWtZrWMVq4UKr2Vewpcpeaeac1DUUcKNxu5ca1y5a1jGtWty5fPsGtg1jtjtkykymjaOlu1Coffta6tWc0IhBSoULfvRtKNpiFiFZVZVMwzI2+kcju3YxevWMa1SmtcuXz6NFxouWSWSKOKOBoGdcNptPt2Uq5ca21rWtZUqr12vy1+ZK5K0eUeUTRNNvSmU3r1rXz5rWtc5rYsV+/Nk5snWJWJlTlTg6Dmm5bbb4cAhr1zGa1rWtsWEqWaqzVVLRLSKeKdYliqtNpNKlSa1KlIRrWtc6jRfPoPpB9IZ4Z0eEeG+b5MC2220aNjK1ZjGta1rXz58+PFh4seGeGlWlWWJYjVGcbjRo4Qhw2ta1SmtQIHToA//2ABDNDM0QiIhFEIhERJJJAAJAIAAAAAACvD6qgWqqqoRRTWTWRUYRUYWaWaccaabbdbXdbXebebhhhhiiffgghhimh5L5L8nPJjzDzDgOAmTQoTGE2TdmyUrnOc517ta5kVkWacymGemesyzNCggQGNUFQQYMIKUYylSljFatatSRoMU6I6IbxvJ09Kk5whCEePNbCEIRiQjGQpjpjNhB2jzLzLNs2cOQ4ZztW1dmy97W2te+cta2oiojNQZQAzgzkoSilS4cEIsaxnjylEI1rWqVWs4lolqNZLLcTcSui6OXN26hAUhTRorXWoAKVCGc0VrVrcVzk8M8M61LVChMWJCN+38SIxjWkIpTWtaqGmGmw6WMqzqztc1zly+fNaw7Dq1ZSta1rW2s1sUpkpnTo01MjMioKglixEi5y2rbhw2sxhCNa1rWteJeJZKKzFtNtK6LpSpIEBCI0jViwpUIWs1rWta12d2dSXIjMasakmSZIlSpQgkiSWbJzwgxjW2s1rXeXeWQEsDUxUwbxvNGjduEIiCJdurWISlMY51rL//2ABDMzMjIzRDMzESIAJJJIAJAAAAAAAAD6qqAP////1FVFV1112WV1211G11F0VF0VFUFUGFWFW1214W4W4G4G323243YG4G5c5c6i6i5kJBGk0bja2ra2GxW63rT585xzveRa+S+S1qFqEM0SlaMcjhuG5G43I5HGIsWxgx5ydrWTWTdK9K3l3G03LbbahqHI5GazWlNiwxi1oQlSk505whQhb17nKVTUakCwKxmMnk9rVKlayEIQtjIiIiIGoGoMmQ1K6kUkQxCnE4m03nL9+1pzqURrTuDuJl5l4I2SijRyOSPI9HI5G42EKVK1pCNa2ELV7VyqCqHqHG2krjcbTtOYTDYrFWqZNGJzxirOYmImMScSZRYlZuUajTjuOxGI4nE52rUMbW3u21oioijZDZJhJEpLlcrjfN9HY6nE5WsSI1qUveXOVLVLUeEeIYWwHKrLZZTFNnM4IxG50KE5z3xiQpeJOJClyl4SIpbu+Mxj4vjTqdG43nMOHKTWtblrchshrdbdYa26k3rabVU1SpFI2221smSEKlOdprQA//2ABDMzMyJEIkMREREQAJJJAJJJAAAAAACvqqpaqqqqgpJJtdtdVVddBBBBBZBZFFNNhhlhhppxxpp5t55t5pp9R9SxOxN5R5Thwb1vUqVSYGc7W3u1rSEtYhEIISHSHR3Z3Z3p3p+/StK3LlYkm5yUkI5zmtjGEDGa2LqLo1o1pmtmvZsRxHEqVv441utVqRrb31pra1a1kVkXpbpZGpGokSWxbH79G21axStaxrb3c5rQAtbsfsd4N4NFpFqPHRxHD59EmlWqUta1zr3a1zmMa1GpGqV2V2yWyVEiXVdVixEElnLna1lrVKa1jIxUp3t3tkdkfJLJIiRbxvEiQyUyYzWxiSEGthCEFrjGSqSpnZna1q1qtWVtW0qVZImxjWsY1rXOKV72ta1mhmhEdEepKpKlSRxHIcN/YY1qUudBrVKa1rRja14p4pLBLCMaMaXLpalkqUk1SpTWtbEhFKYxrZza11l1mJaJYV4V737guC7FhR0G1rWkIlrWta1rWtWt6V6WFyFyzazZMmHkeVKmpUtCClEIprUpe9rQAIQA//2ABCIiIhFEIiIRESIiJJJAJJAJAAAAAAD6+v/w/////wVSVSXXWZWZZZPdPdWbWbVcVcXehXehZeZeZhZhajajcjcjbhbhcicibkbkdkdkbnkbnklksjkcNZrxg5jmvXoULWhjXLvfs5whtaEDnvc7HZlssjEac4chyxY0aKUjF48GDHOxhKXOWsYyoVG22zodHOVlWV6+FCa0AHDhAgIR71KUqMVKtVqqlUQqFGNvm+r13z5rWtfPnz5rWtUprWta1wuEZDJxuOcwDANWrx473a1KlVKilYytUprUQq5XFEonU6iEXdd3z6RIOcAIUI+fQhSmtnOEMYgcDcDg0ulWtE0TevUqWlLWhQrlwY6UhCta1KWiUTCYQAgFrQfB+BAevTGWty5SJEptZrXOQi1qpVIpFJJJGthWFa1Z8+nOEGrVUqhB72ta21mMTicisVUika1IUhcuVSq92tcublytZSa1Smta1xOJNJoRiNraep6JEfPjGSlw4t24QlJa1KvdznG41UqjabWtWladet691pznToiRa2c1KnMpbWAA//2ABDMzMzNDMiIiMyIRJJJJAAAAAAAAAACqr6qqAKqqpJJdddd1l1llltt119+J2GJ2GJ6OJ6OKKKKGGGGKKLWLWz6z56t6uuVxWmm0kClTcuRyOR47GEJazW3udSdSkmknCNCMbDYuijjb9u3hQrLZW7djGthBrWteKeKplpllUlUms1YVVtpLq1Dx7gcFOmUrWnOpTWq8K8MzMzQbQbE0mwNFIpTx43z5wOBatIQYzGrV72e2e1d1d4RoRjEYltjbqVQ4aVKzGZBgtbSkINatcM8M8JcJdrtrsSiTetxJIHr1w4yeTfPoxa0hGtQh5V5VWZWZBtBtptM7Vi3a6RI0aZvNvXrnKUc6lNbrjridGdGwswtg8GskbNKjhwhw4VCnLl73OOeMb3q3q3hWhWopopcTiXVx6OKgQUqSoVCFC1sIWtWqUpUpUuzuzxcRcQOBtmlEpRbt4UJstkqVhBrXOe+EEekeoXIXCmCmKXS4ETijhIEEWKoVCnT1rnMpNbSlIdIaTCTDBzBykUjWMySXIsWnTFgss2UIc6tcYhAA//2ABDMzM1UzMyIiIRERJJJJAAAAAAAAAAD1X6D6qvqqpBFBFdRdRhRhRpZpZll1xh1xh5t5t11559+OCOCCB5556GHWPWOHmHnHPHMxoxpJJI1msWLr1yBFKxiEFKa1rao6o0gUgeVOVE1k1qnU7HY9WqnTPDa2lGtUprYxinindmdm1R1RPYPYpVKUKhkyaVJAQhIQCEpWta1pVpWHeHenencnUnVNpvIZBYsdOo8Fra21ila2EKhqhniXibaLaIhohnG43g8Hz58+VEe9znOe9rWtl6l6KTKThKhKljljTSaJpN69YcN+6ECEvetWtSlmdmewmwmRuRu2W2UtluSSQkSnTqVjGc7OWMa0xmtmtjpDpKVaVcKcKU2m5FIq1Z8+hwvchGMa051KxTxTiFiFh3h3Z3Z3gcDUajdOq9fvcxqUYxrWtWupSpSIuIs0k0l2525tNpOp18+fPrkLWYyc2ta0hNZNZL2r2lU1UydSdZnMxKJXTpSpuxa1CGMYxCDnbHbH2p2pgXgXdJdJqdTLZbs2aNF+0Qs5IRrbWGMA//2ABDNDMzMiMyIiESIRJJJIAAAAAAAAAACgAF/wD/8PkUUl00l00WFUWFV2l12l22m2l3F3GnGnG4Xm4XnYXXYXXHnHn4H4HoXoXYHHYHHYXYYF1F1M3XlqiqirRKIhQmIxTJm/e96ZMEIxqU1qjqDqEHEZiiAiA0WiOHBwODBkOGISBApSlKVnLplpliICSA7u7vI5HSpROJzZs6c5y1bOa1sY97ZSZSUIWZqbqbq1GpChNxuBg1iwEL59e7WqU1rbZrZixkUTL1L1UaigQFMpo0aRJnNOm5xjSk51qpKpHKe6vBrBq1WqlSp1OvnwQIxgwY1rnQg1p1qFqJx5MbGPGPFIpYsNxuPXqlTnNOnaxCNbe75oZoadtXUM6M7AoEpUqRSUaM+e51evaylDG1rV2V2YshCw7K7LI5GIEN5vSJD1696hQ1uc1rKUlxVxVsgrPE3E2nE5s2NRqdeogRCDlyMYhTmpUwzAzIWpFU0O0PC4W5cvJ5QIAoUc717WpCNbe7UjUjV4AthK9K84HBZssJhY8d68pTly1pCKUYzA//2ABERDM0QzMzMRERERJJJJAAAAAAAAAACvqqX6qqqgo89NBNBVVddhhZtZththt555556CB9956F2GF2F98Tcibmbqy1I9o9sAwDcbjJZNlspjJSQjWzm98YkJFlYsrqEciNp9p1oWgtFptttJpNSkIa0hEpzmtUImU8ynGnop2lWlU/z/LJYmEw9HpjAANaUsINbe7W7i3cWxyuMW8m8l63rMZjSiUjUac5rWtMZzkIEKEKWLSxWKsy0mOmPXFcJtNuJxJJJUopRCKU1rGHPax80PmlauqnaXaXZ9n2225ZLE2mwhxiEAhpSEDGa1FKopVjKstUyUyQNA0djrbbek0lrWsMb3qU1rWzmomFEx2J+g4RYRWnadIpFtNrJ5OczGOe94QITOXOuxt2NcyrLSsqsqFIVE4m4nECARWqUqU1qlWspVrVYKrBUgKoExkxmVZVebzyGQp1OYwY2tnMISlnNrcbRjaGUitQjqjqgCAMxmazWQqFWs1trSlaxSpS1soylGUYFiCqJqJhmGY3G4xGFEomthB72ta1rb3YwA//2ABEQzIjMiETMRMxERSJJJAAJAAAAAAACqqqqqCq+q/zjkEFVV12mmmmWXXXmnXmnX34YXononnn34XoXn434yO4R3EqEqI9HkolDhwIaZTHvajUWsIXr1rYQGNrVwcuDnV3V3G42o1Fy4hG227WbTaa21qdPGGtjFrZrPNZzyzy8nk1Uqn79zohEDGymUIRSjZtrRjjFSvNV5qnh3h5FIk4nLlyc2UyqUcjkUohLlyUrWc5rZwfOD5XZXYtFopFHDgxnI5M5Taba2Ma9ec3vYy9y4mXE2WGWAyGTGY2jTOatVrWUajYxrTp3OWthAY2QgyEIeIeJDIYbDX78Y45HHOymUc5SmjTORjWtSomlE0qU6U2w2A4HKFBzmo1GMajUtY5379jGthCEMJjhMZeJeIpFEolIUJjI1GmtzudWtSpctjIxvdjHyW+S4oYoVEomq1VSpranU3vUSia0hEqWECECEY30S+iZmZmUmk0mk3z5rVIpFKoFACEQtWprWttYpZXZK7EpEpJHI4rFUKG1m43M5JhMc458GBSmMWshA//2ABDNEIkQiQyIRIiIRSJJJAAIAAAAAAACqqqqloK+qqPPRRYYWWZZYYZZfcfcbbfcgfcgggheheffffeehJtJtFeYrzhsNRNE06dG20GDMZw4U6cY3LjnNbCDXWnWmNwxuBEIkuS4YMGdopEjWw4cOHayRI1sINa2CaCYrclbnG41bFs5claabNmYzlzPn4woUOcpVrO5j5jSuKVxwmEIsi2bN/YqlS2tHj2rRzrVsIVqta+gegYF7AvXM5pPk9ChNJRIUKEWbL59nL581rWkJY9s9tyauTUxGIMAwYMF9VfLlObp0+fKUrVwgpTWqDYDYcqTlSyORgeB0yZf5G/fvfgwQYLWhw9a3u1t0O0O4JnBM61WkiSLr1hGuJEk5pkzly1tChSkYucu0e0djoMdAplOT5PDhzBaL58xlixWrNbWrNatdrWllllgikEUuFwYVhXLkYwjcuQhWrIEFrIUNrNaQhYlYlYKpBVKZTEbRt+/L8pe/drPXpgxe9asEIxtaWaWaVz3Oe4VitJEkvXm+jmHC1pEiiRDG9e1q1rWt//2ABDMzM0QzMyIRIhERJJJSAAIAAAAAAACqX6qvqqqqCRRTTVSVSYVYVWWYYaahehebbeeeeffddeedjfdjfhZKZKhWhWh7h7OU5SmU04nPftrUyY52tzlrYQfPhW727sdMdLDrDmUZTkckslmLFCAMGc6lBDe7W1apGp2p3WXWZOZOTAMBptOaTR8+zmvXIRrSEc5SixZqNSNTHDHA4w40oyi02nS6WkSVrevOcQl7tbCD587iXiUpYpasishxXFzebJZLuXM5Nm5zc6lCEhDDhJqJqI8m8nELEKZRlJJJOx2OnRCV69rKVOZz1q0aXzEzEq0q0wHwHf1/a5XFWqzZsY3z6Ur3UprQhiRGu8O8OkOkWV2ViAIDSaUKhTx4xiFCxjW2sUsYhg0IHYHYaoajlzl2kaSVytEIjr1veFCa2EAhUprU6dzWzWytCtDzDzBomi0WinU6/f60nT2taxCNa1qVKyVeVcWkWlbFbFE0Tkcjmk0SpVKTJmMISMVrtZUqgtQtQsOsPbNbM3re0qlazWHz7W06cINalIhMZYsD//2ABEQzMzNEIjIiIhERJSAJAJAAAAAAAACqqqqvqqqq845FFJJddVVhhpp5t5tpp551199tt55+F+Fr7tfeLSLSkqkoUilLUtfPkEzkyXLmMYQa0QIIQ54GrA1aWKWIOoOsXi0TRNAgTSRWrSpQhKVrUyZKWteyj2UZlZlSJSJqtVOY5qtVu158+FCe+94Qcua1c6hl0MuWiWgcQcRVqtJUlePLbew4ZkwY2tIREia1SuSDyQZXZXUwkwqrVTuO6TJjteTJcOFrtZ71SprXOpdtLtWIWI1H1HMJhSRJMOFIpIkS5ca1zlKcuWtzlMqJlRoRoSDmDmJRJN03ixW2+cOEKFCIQa106hCUktwluGpmpma2a6bTVsWyPHaSCxYdOnOa3OX78Y1Kemz02d0d0C5C5i0WS1LUCBpOYUJ69zlrYxrVmt1pjmMcyqOqNdFdEuFxdV1SJIm/xYnjxrZSc569pS94SlCUrararYbYU4nEkSRw4ccOxYNm3va29yRJzmMfBz4OlIlIscscMZjXNc6VKS3YcOHDUprXvhQnOrUA//2ABDMzREQiQhERIhERJJJJAJAAAAAAAAD6qqqqrwWqr0EkEkUUUVVWGGGG23XWmoHIHIXYIXYH3X3XXXnnno343xmRmWaWaYn9E/lsWxChrvs1uMVq05ta5zWve1rW4U4UpNpNqfFT4tc1ylTL9drVrUqWMa1KXOYxSnveXeXOJOJPhR8KgWBU6dJFQQjH06Pexl7nPGLWnOyYyYsqsqqplVMbRtefK0vAhIR27WuMQhOd73vGOjOjNqVqWzGWYxdV1Xr0XRkIpT17CDWsY1rGOc1rXLXLs7s+z12eqVpX06EaSIR737+lFKQiMbWa1rbOLOMOMOIHvA90bRuHDXSGUr3xYpjWs1qlMZnNrS0S0Ut0tpXRK6PW9c2aYKCc4QmzTGtaEEIa1rbWLELENoNoTSCaQMcx3z5taetPe/f2sMbWta1trNbsNsMzMzM3J25OsSxOXK5ws5taHDa1zmMa3GAha0tgthNNNOa0zWla1rcuUCdNaUqFC1trOcxhCQg5zljlkS8S+UsylhOE4GDIykCGcxo2EJSa2EFKhDOQ//2ABDMzM0QiIiIiQyIRJJRJAAAIAAAAAACqqqqqqqqgqRRRRSSVVYYaaaabbaaccffffeehdghdgeegGrGrmEmEpepekiSKlRmzfv7lwtiU+fOc1oxnBa06FiFiEWEVmpmpvW9SpXz6HDfPklkV68c7W4xbw1pXeneliFiCpCpIPg8kShwz59UqYd1pUrnUpGNm7WtNmNmltltSiSibNs7Fjt2Jk7t1ITFSpOc1pCVataq7a7ZMFMF6Z6Y2zbhw1Sq1apUl1caNGlOMOdGfjD0W0W5Z5Z7dbdVjWPhwFi5kx+/dPWPXs5mNOb5pCWoWoWOWOWhZhZWJYhgx+/RIkqVv62kSWsELnV7Na26e6eVSVRjZjZGUZu3a9dYsr14Hjj16EJCQhWbCCnSHSLWrWmiGiFbVtMmuXFSqHDR2ta9ZCLWxj5rWsmxmxaVaVV5V5RpGocOFCuXHz5uy4uXTmABCPGNbZdZdakekd2p2pbluPn506JEdOqxj0OGlKUkJDhCBZWJWEtEtFmlmm1bVgwevUiSLFHus0qQxsY52ab3s//2ABEQzM1UiQyIzIhERSJAJAAAAAAAAAABaUK+vqqqvRORORRSWSWTWZTWZZZYaYaaaZcZcaaddddccddegegjGUYyiWiWSISIeUeU160jcSVK1GpChNa5z59CBSlf4r/UzUzI+o+8i8i0KFiWZGjIZDqVCEKWjRWtKXLy5eSkSkUhkhmpmpkqV0HHixKJRAgUpJSpUznGLkOch1pVpUzEzENMNMmSsTTGDE2m1SpSmthQlrUqd3Tu5MZMZ2l2ldRdR69MKI3brWaz17rS1vnzGFKHuQ9zDVDVLNLNa1a1YsN2m3z5JpOlSa2EFau1mtYiTESaYaYmGmGWGWGQoXWOkOHEolZskJCCtWEKlYYbDDE6E6KUKUQrQrOXKyRN8+Uqlr1yEnOHDQiEItpFtHaHaHFnFreLeEyYjJClSxCIW7a1qUsWQgMdoitES0a0blrloywy1GjUNOcOJRKN+9Smtp00IQhuot1Fxdxc0Q0SAiAiHDbxuRIkSiUKE1qlV66lNa5knMksEsEL8L84k4lZsowWnz5SKRmza2c0qUhLW//2ABDMzM0RDIiIhIiIRSJJJAAAAAAAAAACqWgqqoFWqo01FFNBNBFFtpdtpdhhppttpp2Bx2Bx9596ByBx111111ZpZplZlaJmJldV1q4vKlSRIwPBgrlzGQYIAMYxjq7q7pDpFxVxTet6pUDfPnz5UevXevWtePCEa1jKc6cwtQtX535zTNNCEVw4OHHXIwY5clK9eta1rWzDzD00005GZGL8vwtglMmoUHjHDh48YyrVhA54QmWmWe5e5g5g5RtG4hkj58+fUZKVO3a1tiwQjWsYM2M3j5j5TNTMZhmEyMV6+BAmzcua9djN+972ta1WlWmJuJs3w3xHEcRttPnydOhU+fIEAxoEDWtapUskshMZMejejcLQshdLIEEKGRChQqVClfPghrVrcSMSERkRod4d2zbNAYUpUvnyVrhxDhnOvX1q1rGO2O2HanaoooowbBoPtCnTevXrCBB8+a2vXYxrSEGaGadYdYFDFDcJwlShcGDDhpCQoTx4tcGC517tatoto0O0Oamam2bZt4nHz6BAStcuXTprYcNrWta0A//2ABEQzM1UiQxERIhERJAJJIAAJAAAAAACqoK+qqqqgKLLRROORURRURWWWZWZbbccaaddddeeeeeheeheeifddfUT6i2V2VgUgUPAPAmzSLdNrHOuXDHGNrKVjFpzxCGIQlYlYdGdGp3p3sWHBzec60gQOcxj3ucQjXOit8VviJiJVnVnaFaFhQlsbcIBCfPtbjFKNbazWtsatjVcmcmkIkIZbZbnTkscSlQhq1TnKTnHPjESEeyb2TCECERkRkVbVbfv25DgAKVTpta1sIOctZWtdGjo0lklkV5V5OwOwr10YLVrQhZskJOZCBDaxLWLR5aPNTNTGFGFm0m0atVJgbWsY4cNbCEIMYEOoQdNTpqk4k4dWdWWyWyhwzSTQQta+fNa1sIWsYx2tfVD6oY2Y2aQaQsbsbu3WzTjWsZSpOc1qlNa1rWtq9lXsVGVGlmlmaFaFevUFCUIDGkSVqpTnOclK2ti2kW0dpdpZXZXo7o7fPmrZbWpS5ctaQilNa1rGtiicUTRlRlYKYKGlGlfvySVKlHPSpBCpUIYw1qFK//2ABEQzM0MiIiIiIhERJJJSAAAIAAAAAACvqqpQqqqqqNNURURMMTTYYaabfbfdaedaeZZddeeffffddccejCUYSKWKWZmZmpDDPXrlygQWLD9+5z32tCDnQIDWRmyM67a7VhVhThFL58kSKlTdvRokIxlrNa1qpU0dZjrOMSMRbRbSAyqjR4MHXqWLYcMIQhazGa1WrMbF7Yvl6l6ZmZmSsxPn0WK/fvn1as1rWwg5zWv37XyG+Q32X2XbnbmGdb17s2DBnXq4cEI50IWtaz163El4ku4i4h0l0lrIY9epEiRI6dSpT3qVObGMYyZMky0mWiSiSeLeLSJRJEk2bEiQ4Z8+1sIEI1rWvXrUq0lWkNENIOYOUezTp1SpRIkCBEiNa99rBDWrlyxTLqZd0d0d1d1dZInDhw4YYMkSOHDnXvCDWqU+fOe1D2oFkFke3e3VyFuXNevPn2rSVK1rGNbOdrV67bUTaiWZGZFuFuFrTb58kSCxbt3DhtatZCYwxjlzac0zmlUZUZ3l3kymy+fOXMyYmTVqzWta1s5ta/f2//2ABFUzMzMiIiIRIhEAJJJJJAAAAJAAAACqqqqqqqqqWjjk0zz1FG23XXHHXW23XXnn33XXHIHYHW20cakcapW5W7KrKnG45Mlu3SJCELl61a1rVKtbGGtTgvTgvOVOV1414jUaEiXz58+GM+fhBrXOtZrWtc5cytcyu4y4xLlLmuVx+/jxxgxradNrTnta1lKa1SsCJcCJYyIyCuiulGo3z6xYevQAfv1Ka1rWtYx73OqjPqjP2n2nlhlhcLhQICJGHDISRIa2c85ta1rWUp3lF3lGmqmrGHGFRKJy5fv3jyc0qWEIQUq92trVrVcI1cI3tntoeoenC4a9d8+o0WtSpWta0Qmta0Y2tSW4SW4VEVEQdQdsdj48UCBy5znBga1rWtUprZzhBhPBhPBmZmZTdTdtNpKlpUkCBSq1ZrWta1jGMYxrZ0V50VxRxR20G0K3WzRqdOcuXOOHHvCE57WISc4QslKslKSFSFblblMZjRo1auHDjGtWGOEGta2EHva2/M2/M1UlUlllllsNjBgfv3z5zuPGEIQa0hGta0hA//2ABDMiREREIhERIhERJJRJAAAAAJAAAACqrwqqqqBaqjz1VTTUj0j2mVmmVnHHHHHGWW23XYHH4HH33n3m2222mhuxu243LCrYVV2Xaapq587WKWHDUq1oQSly1rWtR6R6crls59nPXVdUKQogQhCEHDhzmtGNrXzbWa1QtQvPZ4makzV933L0vUqVrYQaNCEtalGtQBISc9JdJW63RUeKjzjOMZRlcOAAnOzZzlrUIe88BKWtxkxklMpqwdWDf1/Ypinjxe9Srt1rVKOdrbliEtZ9V9VhsPcU7ik2zbnyfEqUISEPn2MIQhBCSka1rUyUyTQaGQoyFJHkeu67evYQYw4chBrWtYxIyELWYcYcyWSoGtA1M8zy5LlUqWu1tWoIYQa1reFs5c6D2D2JxOrkVch9X1MAwK1ZjGtdu1KYxrVKuxc5zlZFZMtlpI3JGybJsVBUVKrWYxo0tZSiErV821s5jTjTMZjQuiF0bVtW7bs8eYyEHTpjIQMZSq9oQrWIaIZ0umL5RfJNE0RxHHr0IVKhw2ta21lKfNa1rQAA//2ABFUzM0QzMyIRIhERJAJJAIAAAAAAAACvpVClqlr6jTVkVkTTUDkDllFlG2lW2lWGHGXGWWXHHm3m3nnm3m3XXYV7YV7adKdFTlTmbZsFgt0ulKlSlEiIRzsYQjOUtKXtKX0NUNI8I8IoikjkacTj16QkSI1rGNbaxCNUuSUuSiUiUdJdJCAILVak8nnz6c37+1lKc5rYQs5Yu5Yui4i5A1A0l6XqRSRSKOXKUrl1rIRWuchCyV5WV5VcVcVnZnY4zjaTSjkcTJilevSEa0xmtc5uxcmxclu9u7WbWaFoXDIYrFZRonO5ciEc5CTne5Lj5rj5oV4V2lWlUtS2KRTJ5OFCOd8+KVjCEa1rWwO4wO4ytStSzSzLGsbdbqcTkSJCESIQkINa1qlNBstBstZbZbeFeFc5zqpVEolO3YhEqUxnOa1SmtUnK6nK6VMVNSRSQ2bZtNptttuXKlPXpzta5zWpS1289289XlXl4Z4ZbVtTCYbjc37yEuXGta0hGta1rdjDdjB8Z8aYiYkAwDG42Gg0zZ2slSqUlJzuc51w//2ABEQzREQiMzMiIRERIJJJAAAAAAAAAACqr6pVqqgrzTUEDzzUDUFFFFFlFlGl2l2WW23XX3YHXYHXXXH3H5uZNzKdadaizUWVtW18+bbbaTShQn7mtnNLWuc51Xnq88ykyiooVFFYVhv3tttuNx5sz5oQ5zZCCEtbD0YejjzjydDzocwTBfPi0Wg2G1q1Y5znOSlLnXvRd6Lu7S7TZdLLosiyPnzbbaTSdaskG1rWpc5rXOiWESwYtYtHaQ7SZdl4sVUKiQyFUqZqxjWq5y1pCaPPR5ncnctY9rHnSdL9+0mk02m0aV22tnMDnGNSmvk18lhlhpLbJbW2bZw4bbbbTafPnzWta0jnKUELz8efiSySztnds5TlO3btJpORyFCiVpzucwQs5UpLLJZZrRrSU2ym00jSr1202m02nz5VC1kpA1tra05eXLzDrDqysWVit63168MhjicRYskaxjGWvd75SDPAZ4WhWhK6pXVVRVDx5RKIKBSnTdLUpa5sYISlLfJb5UtUtGm803o2jaVKmk1G425cv2taxh2Ma1rQ//2ABEQzMzNDIiIRERERJJJJAAJAAAAAAACqqg+gqlqqqjTUEDz0EE10k10k1U1U022G22G2mnHHW3W223HHHG23HEYmjE2pGpDWzW45HF7NcOGlSwglKlMY1trEI1sIBrUNa2r2rqtKtBQKIQkocN+/hDOVrWtrWtUprYQW2y22WlWllblbSqVMpspUocPrSlNbazW2sQjW5yfCz4XbJbJgXgW0mlEmks2cOGUpSUoY2MIRzoQWtdbLraleleViVh1uuYY6nTuXLGQg5wQta1sINa1oaVDSrObOcE0EzodArQGdOxYmttaEEpIRra1tYhGua1zcGsGsNMNC0WjdlNKlRokI99rNaMZCTnOdrRnCM4LTLTWrWrKNRy8nbFi7dtZrSEhBKWMpRrWtTRqaNs6s62E2EFYralJqVLp0QkIHO1qlHO5zGQhRc6Lm7q7rVHVHWKwqwLOHIkQ52MhBrQha173OQhr1NepUdUeMOMNVqtLXElSjRqlNa505taxi1zmQmWwy2EDMDK4q4rZbNcuZKltWjGhBrbWc6MVKa1rQ//2ABEQzREQzIkMRACIRJJJSAAIAAAAAAACq+qr1qqqqkEEEDkTkTz0klFFFlFmHGHG23nnnnHHXW23h8YPjHp3p02amzWIYhtNp69hqyuc1a0pe61hDXrubGjY0g9g9FHAo4SJIolEkqVR0Gc79/Sl7sY1qVLeLVRaoKIKJTKKZRkWRCgUpUpfbtKTZq1kI1sIbNls0FmgqS6S2uy12YLgtptN+/NNxMZTpta1rWkI/ftnak7UO2O2kSUiSSRJLbbXz403Da3HiQk5pS5z58wzNGZqVaVaTZSbKW5bSaTkyUkcQx6tUIQg5y18ODKBpQNFd1d3DS4aUKQpuNx8+cHONa9exixjWxjDhtpgNMBWVWVi5UXKapqpnM3LmwVdWo0apRCEIQj59alX0q+WiWhrWta0zTNbbbfv2ImYxunSlNa1pCPXrS2uW11p1p4XpC9EaRqOx1UqWxtqU6dWsxjWta+fNaHbQ7lIlIZCDIQhWFYnE0SIzxFKUKEADWtbOb58m443HF5Z5abYzbFEkSbbbfPl2kbWpUrWqU1rWv37Q//2ABEMzIkRDMyIRERERJJJJAIJAAAAAAAClr6qqpaqqro89JZJZVVRZRZZZddppxx556N6OCB999+GGGGGSGG0DU5sSsSptNgsCwaWBsNhWrUprVKQhSnOGOtdZzHToxjajao1GmSZJtGmkkk1a2spU5tbGLWveMbpSNWx1a8q8rSaUCQIrLLbbbDBrWe+1lKGNrXOYxtKIVhEuoeoew2EzTNRWpxuNpUrGUo1rGNaxjWve1zqGjJwjmjnFIokaRto1E0mgoVrUInNrVKzlrbWta2yM0lZpZp1WqRNE1XCbVatKkQgAWsc7Wwgc5COMbVB5I6zazSuVrkuSxtNxuN69a1zmMIRrWtvc53Na/L3x5aZaXE4pXleZ3LI5GfPyk5zWwgxhCWsxk2tNep3SrarYhEI+j6jSabjcdOjGEKlLWYxrVrvcJCIjFIhe1e2NRpsmycZyKNR8eN72sQjnBDe9rNbM54mrBUlklkJBIsaxtknG227FjOZzUpKWtpRSiEk1tmNtmOTOTFgsXNc3GckUij1698IUo97WwgxjGEa0//2ABDMzIjNDIjMRERERSASJJIAAAAAAAACqpV8K+gVf+SSUUVVVTVTTRTRZUZUZYUZYUWWdWdWbbedaedafbfbfbfbkdkdidideipipuHuHej0RSKb1ubt2k0jW5yxjWyJEOHWtrNOKOKhxhxcjksdjb1tvHkajTWkI1rW1679+xjWtk6k6oWoWTabRaLCdsZszabTWgAxlrPn3DgpWckpVpVNKNKSiUczmSNRXbrCYUIBC1qEW7dq1CAQt1y1yaIaIZTKZjMb1uDBibTbWuc1rGdOkSIQjWsq1q1J6J6ZrNsdjatmU6bYbC1ta1r3vn1as1rWlZ5Z5aUaUkcjaTSSWNWLEajQABC99rQIB49CDWthqhqmomo1utsdjhQyw4eg0DWwha2tECGXK1qlOR+R+eFeFbjcqFQbRqSJFLpdawhObWtWrlyITWqhFhFWHWHkMhtdrQllV65TKZzwhCFrQ4du21trammmmpUpUdDoNZrM7NSJCbTbGKUEMIP36VLazWztEtEZGZGicTkcjnc20qQSCUIXu1utRImrU1oQs//2ABDMzMzMzIiIRERERJAJJJJAJAAAAAACqqqqqqqqqCqSSUUUUTTQQQQTTTTTTXXYYbbZZbbfdZfdZbbbb5m5md4d4dndnlMpaTSYMN+9znOhCEFKhC9xCWvOWmWmcl8l3JnJgWC4nE3z7BgnO1nOa0hGtYzOXOa1NhNg2Q2R6161qtWFwuFCSpSEc5rWta1rWthBShjKaKa1n1nZoZoabTUajSpadNSiEUqEIQa1rVKc5jFuFuHiHiGl2l4RCI5HCpVevlJrYQUpa2tCGECEhBXlXmEiEininh1OpKJRMmdOlKa052MhCc2thC1mMlYlYfJfJejejKRScbjdOocNjHOzlSrWYxrWttatXi3i4pYpXSXSbZbDUahgxmztYIYQIS1r3CFjGtrVXtXvMLMKGeGd4vFuNyxYuXFra2UmtIRKSEYwY2tW2W2y5y5QlQlbbbpNJhw9u0IWtCG95za1jFKYxrXTHTMO8O0KUKVYrJjMSxatWYzOYQhBrc5UqENaOeJiJhH1H1HJHIymWCQREi4cCEUprWtYy94Qa21hj//2ABCIzMiIzIiIhERERJJJJAJJJAAAAAACq+qqqqqqqqqpNNJJZNZNRQ45BBBBBBFFZZZZllllllllpppphgVCp4l4kiAkNGkSiUWLbtuWta1pCXu94xjHWrnNbHI4zwzxMzJI8eKRTbtVKt9mtWtjEpGNrTnCGMWtbjcN1N1okpSdPGIwUKU6cJ8IEJCDWlKxjW4w1sIPB4OrOrK0JQKFeLxkSEqWw5rTnIS1mtYxrXvCG1tFomhWhbqLXIkDEY0qVKk+a1rGWsxhCWsxjWsZCCrVaqqquvGcfv0Wi0CC3bhPjGEGthCMWtc5zmtYxLJaJaJZbNUjBjVarRpDhoVsYpTGWta1rKU1pzqVWazDZDZbPW3r1KpXZsfPhYyEACELWa052tCFSmtdTqZuZudibNeuUilcuPXs5TWsY50ITnWrWkIQjWtttm8m8slNV69VarWre/eE9rWMWsAJSpRjK1QiEFKpTpDpGim5Tpt1url1OmmdGLWtaQjWtba1akJnJpNKyayarCTkSCmU7lxIkSDYwhHOvdrSlc4hCEa0A//2ABDMzMzNEISIiEREQJJJJAAJJAAAAAACqqqqqr6qpa9JJNNNNNM45FFJJBBFFZdZdhpphhllxlxlpphxhyoOoOzazaGmGmNxtE0TcqQIFSprWtaABCOcITGNbjrjq5Q5RMHMG2GxS1LPmvXrlzCBjZhBrUIpRjJzhththdhdVCVCSqVbpuiSK9exYUpSmOc1qlOc1rWjbjbjijitCtCtlssIwlhsSIuXNaxkZSWtrVKUqtUakalpVpYSYSY7HTbNuxcYMePLWvexCMYc4hNaY1JVJUukujQzQyiUTjONPW9eoEDWtbBrWtc5jGMABKVKXRvRtohohRqN+37pKVKlSrOVKUMdrNbKTWudbrbqwywzaPaOplMratw4NWr59rVaphBjFKta1nOldldVFVFhhhhUKhHoerjYUJMmUpa7EJawQ3uQhCJKpKzLzLskskwyGEIQj93HjevNbe5WMhDGEpYxCJqJqFuVubdrdi2W2zbOs2HDuXClUoMINaQjW2tjCS6S9QFQFS1SyZTLiuLhhTp166UrWR71KjFrXOSkA//2ABDMzM0NEESIiESIRJJJJAJAAAAAAAACqCqqqqvoPqkkkUV0ll0llFEEFFE00UU01lm2G2G23GXHGXHGXGWmmmnanapWZWayqygdSCMoyc9ixLl1rXrjG95zveQilOmummxmxo9I9KyiybJtra1avXSlEiAAY4xWutWtOWOWpIpIXDXDWWtq6rtKcOD16xiZM5xCOcxk5tayYyYdMdMLuLumYqc5zmMhQoUIhK1ZSmta1rXOa13d3e2e2dWVWUODBBcFmMgQPn2cw4bWta1trBDax4x4yUqUpxBxBBOE6zrKV8+p061SpYxYxrWMa0paKqKod4d5iZiUChSyLItZ8+oURi9eta1sIQhCDWyeSeVK1KhDBDTBHTcNyEOvVMm1p69a2ELWYxrSELHLHhNhNZpZplVKv4/kIWLFWrOb17CDnQghDWta0s0s1s1tNHNHA9Vbtuznhw6NFrX7+1s5taUq1a2VuVuWmWlbJbKb1MsSxEIrV2LDGQoUYwg1rGNa1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\" type=\"video/mp4\" />\n",
              "                    Your browser does not support the audio element.\n",
              "                </audio>\n",
              "              "
            ],
            "text/plain": [
              "<IPython.lib.display.Audio object>"
            ]
          },
          "execution_count": 12,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "import IPython.display as ipd\n",
        "ipd.Audio('media/Audio_Fragments/AT_AUDIOCUT_7.m4v')  # Replace with the actual file path"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        }
      },
      "source": [
        "Her teleologically positive story ended with Gorizia/Nova Gorica taking on the role of European Capital of Culture in 2022. Whereas in 2022, Esch-sur-Alzette in Luxembourg was designated the title, in 2025, Nova Gorica will share the honour with Chemnitz ([European Capital of Culture](https://culture.ec.europa.eu/policies/culture-in-cities-and-regions/designated-capitals-of-culture)). But contrary to what Termime suggested, \u2018that\u2019s\u2019 not \u2018it\u2019. It is remarkable that she did not mention the efforts by both the Slovenian government and the Italian government to harden the respective Croatian-Slovenian border or Italian waters in the Mediterranean Sea by denying asylum seekers the opportunity to exercise their rights and deporting people eligible to apply for refugee support instead of opening the national border (<cite data-cite=\"8820477/7L64HE4D\"></cite>)."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "dialog-european-prize-*"
        ]
      },
      "source": [
        "| Termime |\n",
        "| ------- |\n",
        "| there is this project going on for the best city in Europe <br> for like the European prize <br> and Gorizia which is the Italian city and Nova Gorica which is the Slovenian city wants <br> want to apply together to the European best city of Europe like 2022 I think <br> so just that gives it away <br> what is the euhm like feeling in the air <br> so that there is cooperation <br> differences yes <br> but so much cooperation and so much positivity <br> and that\u2019s it |"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "An analysis of how Termime referenced time in her monologue revealed that her memories of her own past experiences are too concise to offer a deeper insight into past living experiences of borderland inhabitants and that the historical knowledge she displayed is too limited to decipher the dominant narratives to which she referred. The main purpose of her references to the Slovenian-Italian border in the past (that it was \u2018difficult to cross\u2019) was to juxtapose these with the meaning she attributed to that border in the present (\u2018borders are open\u2019) and the future (the application of Gorizia to become a cross-border European capital). In other words, she constructed an entangled narration of the past, present and future in order to navigate her understanding of reality.  "
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "narrative"
        ]
      },
      "source": [
        "## Narrating Termime\u2019s Dialogue"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        }
      },
      "source": [
        "In the second part of the experiment, Termime engaged in a dialogue with citizen scientist Aura. While the monologue genre was a representation of individual experiences, the dialogue genre facilitated a conversation in which ideas and opinions were exchanged (<cite data-cite=\"8820477/6K25WIP8\"></cite>, 148\u2013149). Time references discussed in the dialogue between Termime and Aura were past and present border experiences, socio-political events in the year 2018 that sparked debates about state borders, questions of belonging, and generational differences in attitudes. Based on Landwehr\u2019s concept of \u2018Chronoferenzen\u2019, we will now identify the multiple layers of temporality referenced in the dialogue and analyse how specific imaginaries of the past or future occurred.  "
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "The dialogue between Termime and Aura was fuelled by information shared in the monologues. Termime began the dialogue with a question about Aura\u2019s connection to Hungary. In his monologue, Aura had described how he spent his weekends and holidays as a child at his grandparents\u2019 house in an Austrian village on the border with Hungary. Termime falsely believed that Aura grew up there. Despite this misunderstanding, Termime correctly concluded that Aura must have visited Hungary and began the dialogue by asking Aura about this experience."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 13,
      "metadata": {
        "ExecuteTime": {
          "end_time": "2023-09-15T07:51:41.636340Z",
          "start_time": "2023-09-15T07:51:41.605666Z"
        },
        "execution": {
          "iopub.execute_input": "2025-03-13T09:47:16.906623Z",
          "iopub.status.busy": "2025-03-13T09:47:16.906369Z",
          "iopub.status.idle": "2025-03-13T09:47:16.915769Z",
          "shell.execute_reply": "2025-03-13T09:47:16.915251Z"
        },
        "tags": [
          "narrative",
          "hermeneutics",
          "sound-Hungary-bg-*"
        ]
      },
      "outputs": [
        {
          "data": {
            "text/html": [
              "\n",
              "                <audio  controls=\"controls\" >\n",
              "                    <source 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AKqgWqqgqqpBBNNZZdNhdNhxpxpllllpptt5uB5uCCB5556CBqRqTnfnd2p2qWqWrVapzlYnE5WrVqy5cQj581rGLcLcCrCrSSySo1I1LNZtZDCmUx498+fPmtWLHOhB1Z1Y5k5mpipiVGVGJxNa02pFJBgw4apVGL58pQx5J5JzLzLvbPbc181p1OzOpW02uHAAAUqZzuXFKKU9o9pXRXRKlKl6J6KFwtGk1VKo5cqVKVK50GCEM5q2K2O2O2VsVsXE3EmMxnoQk4nJMkmTevRjdOoQUpYJYKlmlnMjMhYVYVFouH1InU7ChKlUGCxiFCQjGVTVTPEvE5c5cwmwm1OpmZGkwmLdt06fPoQGDGta2IeIdLdLfJXJUEAEBxuNCom4nFWrRIl26pT58MbWwlQlTLTLOzOzRsxspxON4nI3G69evXevbWfPiEUqTiTiEWEWoeoc0o0pVKpa03G425cpUuDBWsKE1rW4s4s4z4zsZMZTDTDaPRmC0k2m379+/bt1KfPoQa3//YAEMzMiMzNDMyIzIhAlIkAAAkAAAAAAAKqq9VoKlqvTTTTWWYYcYcYeZeZcZcZccfebfebeeijhjhffiininiKUKUOFOFSSSxeLdDoogDCQSYMEBgNiw1rXz4hCEvGvGgXgXKZTKZTUSiXsxlwuKVNhsLly0hIcOEEIhohoKxKxicTUajcTim42i0W0aKQSHHjWlBo1jHOK6K6k9k9RqNikUTSaRpNJtNnDgdDrRpeUocPOdaPUPUUkUkTicTSaTSabet2q1V65cLleuwhBYtzlKjUjUZ6Z6ej0abTjcbWWput1woTabRAgQhKdNjGteCeCmJmJut1arVbbbCYsNptOXIJBMSIRrY8drWtmpmpWWWWTabRaLCgUI2Q2WyqVMVir9+CEH79zmMwiwitJtJSaTFwuLhceuCPV6oEDBYMiRQY3z6c7WqbqbaYaYUajbTajcbcVSOx2CxbUak6c1KXz5rWtWXWXhohoTabkMhcjkWNptxuQ4ajUapUw5379znOTHTHZnZnCAQdbrkkkWxttxuJUqSSTlyprYkQ52MD//YAEMzMzMzMiIiIiIhEkkkkAkAAAAAAAAKqqqvqqqqqqQQSSWWYYbbddfcfccccceeiiiiffhhhhiid5d5qFqFgzgzUqlsdjateXJSpSpXLk52ta1zmtAA5g5hkZkZSdScTCZVqtGjmTEyavXUqRjhB72Ma1zpg5g2WGWGR2R2YzGq1Wzbt2fv3z5evCG1oQWu93OiWiWRWRWdYdYaTSbbbfPjJl06sWKVKMc5a21oQhBphph3Z3aHeHeCQSRSJ06QICBC5cfv4Qe9rWta1rXd3d1RVRWOWOSoVHE4osWLFevb17ZsOchCEnNrWt1V1VNoNoememajUQaDQIFy6BARIoMG94Qc452tSlpZpZ7V7XLfLd0OgFgto0evXz67dTJrWtZSghc4hF6V6WRWRZvpvnW64pFNet69hw48d+/IS1ilKUhLWGIGIqOqOmamaQaDSaTUKKVKnTw4d+9zr3a0xmtzlltluaeae1u1tmMyy2XRor17dt8+QoRjCFzilEJa6SaSXqHqIp4p2227bbYUJ8+QIK9dy5taEGtnNrWtD//YAEREQzMyIiIiIiEREklEkAAAAAAAAAAFoKqvqqqqCkFEFEUVWFVWFWGGWW23m3m3HHXXnoIIYX34oXooXoYXRc6LmRKyJZpppkmk3TpAgdu1SqtWIS1iEtYUNrVt8tvpnZM7EYEYCqVUqVMmcOHDhMmzm91rUqgyEESgiUHJu5N1NVNW02qlRSpcuUqWlShAAGtUpCtrV0YujIYhDEDVDVHY7EiRChfv3z4gQCFSiESnVLOX0a+jX6o/VLubuS6XbFh8+sWEiQOHc7OWta2fRrXaa7TbyTeSXfXfUmk6VJKldOl6+lSnNrXOSk0BrWOWxy3ng88IrorpHI0KFo03769c2ba1SpzUp+1zozhGcDKWZS4RYRY5HGbNUqcOLFhKlc4IWttZAEY7v3d+1SmqU1U1U1Kpa9eJEePK9exYWshCEnOpRrQyUGSn1U+qjFjFlotFSoYMSJJEi5clIpWtIR81Sp3fO7+RlyMgOAODUaocPv3SJHr3Xra1jGttZ60hH5e/L2jW0a1jljoZDH7+FCVq2jRw4ISc4QMaG0hAD//YAERDMzVURDIhEiEREAAkkAkAAAAAAAAKoABa/6Cgo45BBZpJZpJphJphJpdRpdRtVtVpp9t9t9p9p556J96J99+CN+CN9998TPiY4U4WlmlkcMcM2DYmCOw4bW2LBCTm5zWtbSr6VeryrzMRMQFKFKriuEo6Lt0xnr1rWtIRrWte1r2taKaKdxdxRVRVIMg6qq0KEQjNmxjWsZnMIUdGjo0tUtRCxCsrMrJYlhniF69jHjxISMTGYxjIsZFjJeJeHIXIYVIVHQdCB6rHj2smTNapTWsY1uWRyyJsRsXYXYSqqqrVtW0uMRo2MfPq1a1rXva1jYMbCmimiAqAq8G8GqKognKpkzW2LDnQg1r3jHV8KvgqmqmkSkS0O0O/T9Go4ocNrRgwxlKvchGtiacTTdedeeKeKh3h3X1fW1akOG51euUpSta1rWylKUpMyMyRLxLw7Q7LWta2Nt69a1y5hBzmMUprXHg48INYNZrJrGdmdl+X6sY80aNaHDzmpTWkJnOJCxIUUUUV8985YBYAeh6tabfPmMIEClQiUr3hD//YAERDMzVSIiIhFDIREkkkkAAAAAAAAAAKpfqqr6oKqjTUEE0U0UFkFl12GGWW22G2G22334XoYXoX33XX37TZabJipili1i+SeSdmzVqSpRCRttQmsZGLWvexipvVN6yiymXeXbSzSz9+/fhg0YopGqzXOUpSnOIR7ZPbK4C4DaXaV3Z3avXiRLlw5xryNKzGUoMdrGNNLZpbNpNpFLFKzszs9eqlQABWraNR6052MWtrXOwp2FOebeba0a0jSjS48YEB8+UqAQrmnGIxqVa0ITqWdSwkwkoror88c8JUqRISJKULzJeMa1rb3nNrZwlOEoOIOEs0s9KtKps1+/kSGtR/NPm5y1qU2tCCk5UnJq5q7MrMp1R1T17XriBDGSs1XzVKUpzmtISwo2FGQ6Q5dVdV5R5SjRWrXz5KUChcOGc4xKUY2tVqatS7w7w8M8NYbYa9e166BBCD5syu1rRjnNrVKtWFqwdbdbbUbUZJZJatXz5Ika0uGUqhnIxqU1rWihoUNG7m7o7I7K8q8uXKlSsWMYkajfua1jHOjFrQD//YAERDMzMzMzMhEiEREkkAgAkkAAAAAAAKCqqlqqqqqo01I9JI9JFFRRZZZZtltlxxxx5599559+GCCCB6HvQ9GpGo5o5pnM5IpFttuJOtaTJqUa1jHOc1rWzkmckg5g5pEpEhwOUOhyOR2281tOmxhCZzKUFrOe7y3eW3231G1G1KpV4vGORxKOK1o0bWa1zilhObGThecLvqvqkzkzlstxOJ5vNgEyQkGClK1rXCDFrveIcRDihqhpSxSx0uluNxptOO8XOt25zYwhHOLGJCOdRzqLKLKOsusptNtNpsxmGpclL58997ucxk1rYx8kPkhj5j6RiRhYrGJxNZLIxQb3y5YQACc0IbWohI0tGlnSHSas6stxuBsNuRyOW5CCxY50YwhGLb3Yyz2Wex5t5uZCZBtNpxOJxOJOVmtpUoxIRrQhJaylVLOpZhrhr3D3DxqNNRqRqNII0pUSI1qlOdSj2MOe55XPJkhkhsRsSHQ5RqNptNtPmtkSFKa1rWMfnJCNjRsaNFtFpcJcGo1FMppNJyXi51euc9rWs1pWttb//YAEREQzMiJDIiIiEREkklIAAAAAAAAAAKqqqqqqqqrzjkEEEGGGGF12mnHHHH3334IIYX33YnYjRaaLb1xeuHjXjWZScOEdjTly6dDBjnOc1utMZw4QsyFmBdILpDEDEB2q2bIm0g4elSfv2tSmECEYx06dNDporClYUc8c8GK1UqSRtwoTly7dwg1oQ2taz17J9JPouKFxRJRJQVdQ0au0juXBo1QoCEIbWIRzkqWhW0K2r8VfikSkQwqUSJtYpevDBjlyUrnOde7Ww4fkK8hTalbUuq2qzUfa9a2NuBAhw4kQ51KGMY2taNLvZd7IrlFcpg5g9LefPoFboEC/f0qSlNbazWhDYsQdWDqyq2VWrSLSKle5crSWzJl8+w4WMKVziEYzr1XCy4WcXDi4WIWIwk9s2k1q168iQ9esYc8IBC51u2uLFxYd0zumywyxjdBs3XUmfPrlx8+OdrXOnNSnr1F9ovvblbcpWhWhTdJs1fVW/fvXsOGQkIVqMcIJ04NoBtDGuY1ySySySP6tS6tt8+dOrly92tWvObWsWAD//YAERDMiQzMzEREiESIkkkAAkkAAAAAAAKqqqqr6CqqvMMQQUUYYYYVVaadddfdfggigdigdffggggggkgkgiikUUWqWqqdTQGFKRSU2m2sUr9+MaJExilWtWpCWWiy0OlOlUajU6lsLhYpFHOpTXrADJkWtjJzUq1tqbtTTcTcRmMy9CIaDVUqiUiEbNveIEPeQjW1qUs10munS3S0gkC35tuNyNRprYxr1whFiyEYyEGtISCaQTR1N1NQqGVWrK5XWq0QjW+/cIXbpCEJSjGNayMmRkRcRdEIgG4gkUijkcABjIsWELVpzlKYytWtRhyMOhnhnwWCf6mSGQxOJpTa2HCpTRpaz3rXnIQmpM1JuRuRkYjNmk6pVMJhM5Upw41q7dc5rRCnNzlTYqbDmzm3W62tpkolEikTnBDjx2skSEIxgxta1uFKwpTObOZSKRFKGq1USCRrQhhQoxSpXvhCtTnhCzX2a8icictFpAYUnU6lEpaxSuXNrMWLWrWxgQta91Xuq1K1LIpEWEJmczSKRIRjE6e93z6UoQc6c61D//YAEMzMiIiIzIiIiERElIkkAAkAA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jGta1zmtxxxxhXhXnbnbVuJtxuRKJPnyAjGV67WkJazWta1qc6c9M1MxK5K5cxGuVxJJK5cPqSly5Wu1mMSlSnOaFaFSZSZ2K2KW+tqJRKNRw4bRVavXrnNa1rWta1tNFNCBiBgmwmzRwuRSKVSoYMcNSm3bUpSmtKVjEID//YAERDMzMzMzMxEiEREkkAgAkkAAAAAAAKr6qqqqqqqo45BBNZNZddhhddpp55119+CCCCCCKCCGGR4yPGmemeNmNlKJRNput1tKJSMUiRrWtIRrUtaQmVUyqiw6w6LCLCVSrZbKUSkbjbW0qRS2s1trNITOSSoSVDuDuE7E7EikZHI3G42m02tfv4QUprSEe1rWvhF8Io8I8VLVLC0Wux2NptKFQnPEiQg1rWtaxrWtdMTpidYdYp0p0lcrTabikUSSSIRGjGM57WAAhCWtPZ57PUHUHyhygmk0lEoolElEo53r0xjWkIENrWa2NHxo+4O4NWVWVlMptNptNoqFTOUqUhGtQhSlEJCDiWcSzlTlUGsGqjUZoNGJxLLZecqlUY1qpRS2CG1rMXZi4SYSUg0g3E4o3G43G02myEr12ta21nOI1trVjCsYIzIzXJ3JtxuGYzORyNptDHXrtbOZCNbJrZzM6xnWG2G2qEqEUqldTqazWaDQhCJEa0hLWYxrWta9l3su1E1FMPMO2m02m0olEmk1jD581rWsYxjWMYz//YAEMzMiMzMzMzIREREkkkAAkAkAAAAAAKqqX6+qqqoKPPSSXXZZZXZXZcZcbbdgdghhhhffiiffiiiliilihhV1V1mgmgTabbLZdjshUKxWKdBYYznzkIVrMaEJze1e1xGxGcjksNhTabbjcRaLijq1ila0hGtc5rWtd4d4h2h2jUakkkqdTDYblksTb2cyEa1a2tOdjGtZJZJsqsqLxeLpdQyGg0Gkcjbb6EHva2EGtCFzlKtKtKhYhYMBgsNhRiMpVKJRKU3QxjnUq92tUqtWMsGsGamamDAYTqdbbbVKptttKItKcYa1CGMa0pWtpnpnR2R2cTiSiUzWahkMcjktt1zpzGMpXvhA53OemempbpbiUSOZzqdTMhkcjkqKJKWta0pYQa1SmtememV2V2bjcjUaqVSs1mjsdkKuMWta1rWtIQhCER4R4dpdpqtVkcjwWCVisicTjle1kIhBSr3nMAGtlolohKhKKRSkMhjkcUqlSSSeBZSmta1zoQa1rWthohoSFSFiUSikUabTJBIjcbaT5zlKa21mtUprWtD//YAERDMzMzMzIiIiEREkkkAAAkAAAAAAAKr6r6qv+qoEUUkml2l222mmnWnX3334IJYpYo5I5JJIYY45J45J41y0uWtS9S7LrLnQ6HE4m43CpV69pUjGOeUmtYy1kQiiEUl0l3dndnE4sVitFomTJUqSpaU1pa2tGM5z4ufF3SHSAhQhUUimo1Eymb16lSfPjnQhrdavdSlsmtk6ZKZFMFMKXS6nU4nE4sWlSsWIxQhjHvYxrauhV0Gw2w3E3E7RaA2G3G4yxYgQfv4QSl7znUpKUR0iOqhKhDSjSm63bVahEIliyvXSpYxta1mMc5KXVG6ozljlphphnQ6JDIYzGZEivXcOHvlK1mttYQm4s3FmeGeHKXKYrFa1WkKhQIFGjJk73c61lKc6EKijUUYCoCthNhKLRXE4iWS4cN+/Ro5ztZrSEYxa00omlJyJyMs8sxSKa1Wo1Gs2YcOx4xjIRKWtWtSptpNtIVoVjejeopFC2WxgMLNlMmduylc5rUpc5rUTwieHqHqEl0l1Go3Y7A6HWzZWrFiznrU5yEa0YwD//YAEM0QzMyIiIiIiIhEkkkkgAAAAAAAAAPoKqqqqr6+pVFVFBBldRldRhhtt115511559+GGSGSF9+OCOCKKIkQkRq9NXqmWmVttuHDw4YcOnTVKtmwhEpa17yEtU1U1ADYAa2E2FC4WkSPXtevSpPXqpU1oxtbSjWtmrmrxUWKiRwRwVSqxYn79Kljx0KFAge/Oa1xhrSVAVAPRJ6JRbxbpNJwoR8/EiPny9e+fWtWrWnOxk0fUfbZjbMVR1R5TKUyYkSTp3r169evVKCGc1rtZzpbpbiPcR7JDJDcblCg5cu3b16+fJUoANa1oxtauEyEx2rO1ZrlrmORwMGz50KGtWhw7Fh72tIRa3vlBnBnlpMtIYsYsoVCRIv3717OnQYL161rWykYzWj2m2mGuY1zaLaLikUePKdNWrmTHz5MmhAhGtta1mNMNMUhSkKQ0Q0KNRpkzly+fJEj59YsKU1rWkIlLT5j5mre1b5qJqI3G4cNKlt23LlAgSpWta0hHOa2BTRTR6MPRizyz0olBw4wYPHkKEgQDRsYtbazW61b//YAERDMzQyIRIjIiIhEkkkkAAAgAAAAAAKqqqqWl+qCg89NNJJddttxxtuByBx56F6F5+N+N9+CB+J9+J+CCGaNEeIjynini3e3dpaZWrBDbtwWcgQDRrWtbCDWtbBKpJVLY3Y2IiIhvE49e2s/ftNy4cYcLWtaQjGEI2yn2U98Z8ZRVRVHY08eQhcuDJazZpUoQwgxkIPeu57XPZwFwF8V8VI1EMGLWNGyJXcuCxc5wgpTWuc1b7rfeVSVRndndG23Tp61Jk2JZcuGzdKZzCEYsYZdVLqqImImlSlSBoqlSylbt4t3x4p04hQgxkYqVWUFSgo7Q7R5x5xmWJmzTmRItpK9eokVrNbe7nQgizoWdDIjIh3l3lLXGpUsY8eQWc4cOXIQ2sQjWtbmyo2VFalalmRmRMhkmTEJSpOSvYsV65Stbe7WtaRF5ovO6q6oXgXgcqhNmoQ+fJNxRowoQAUpCBznOw+FHwqCaCaAKAJFInXrznWrOAY0ac+eMNaxilKUNXJK5JFZFZ4V4VxDJHjwg5ctN8fPvXqENbCDWtbb//YAERDMiVTMzIiIRIREkAkkAgkAAAAAAAKqqoKqqpaqo89NNJJVVpplxllxlxxxyCB9+GGGCGB9+CCGGFC8IXiYOYMmExaVaUtlsRiN+/pUmtStc61mtIQLWsXti9yDyDyCQLKLKORyMxmEycSJa1O8YoQlLW2SmC5QXJ5Z5YtFqWiWhpNKHQ5YsfPs5uNve96UhCzWrhFcIyjyjoFAw1w106nROJtGk6c1rNT3nO1rWqa2LzxedXNXNyuVHlHk1GqIRB69evQhGlzm1pztYk59arrVMyMyM1mqzqzxyOTSaQ4cKE1sSLW2s1rWtjHLHZY5pZpaEwmWeWcxGIlkuRIbt1KSDxhSiEnO1rOq51XISoShMJyVyVppNNRqIEFGihEKDGZy5zWtWtXDK4YnonqQyFYdYeJxMqFQaNRo4xVQa21lKc4NrR0WOimimimw2M0M0FMpxOJvnylSISRrWtbe8IMa1cLLhaUOUNotFXRXSNxvJZK9efv1Kcta1ra1a0jW5FbIrMxMxKRSYW4WptNthsO3b9+pT5r3pTCBCTe///YAEMzMzMxEyEREREREkkkkAkAAAAAAAAK8A8FVVBQAANNQKQKQPKQPKTWQTWQdXdXZYUZYUaZaZbZbZebebfbfbhfahfahchcjiajiafeZfeZhgchgckgakgaVcVcl2l2eHeHNRqtbK1FrUprWta1rXva21taiTiTk4k4eOeOcLhpRO1mta0hGtKUhCEIS1hjd0d0k4k4cncnxmMa1FIFKtaEGMhBzsYGNa2MyWyWbQbQyzyzbbbISNv1KMaEGtjFznvc6tWMWTWTqFqFW3W3cjkhCK7LWa1zkpa21lrUpjHvmJmJh4h4aIaIiUSa0tvHOa1jGtYwY4xa2c2tZpZpW6W6ltltkcja2MplKSnGLWzlrSECHWr3LILISnSnVmVmWCwc7KO2ta2MYxc6973c4hHOazazhththlhlikUIRyXCEtYY7Wa1rWta0hGtwLwLlKlKtltlUSia1KOGtc6MVKYxrXOc61mtlMlMZ3Z3WJWJjkca1tvmta2EGMa1Smta1a2tN1N1oFoFwXwXOBwIR0FrWtaMVKUqc0IhB7whD//YAERDMyRCJDEREiEQAAAkkkkkAAkAAAAPqvqqqqCq//NQNQKKKKQSQSXXUUbbZZXXZZcZdcZdaaaaaeaeZfZfWZWZjOEZwhXhXZ0bTTNM/frdG4Qa1Spa1ziEa1rWta1Wgq0FmtmtUZJNo2j9+3jcUohOHA585IS1iEtZrbrndc+WeWeV8nA0DIkSq4ta3vo0Wtxh7yEIRjHOa+rX1h2h2apdhtG0mTLJExja18+a1rWta1rWta1g7MHZQlQnKOwoqitOnPKue8IRgwISlIQpVKlIhGWiy0WZ2Z5eY4/z/PXq9iMhGtSJGta2c2tCE52tVY6rHh6h6ZjSJxHE5co0myEa1KltZrWta0hGtYyy3WW5EdEcZYRLIsjx4XmSIR769drWtYyEDnSljKNVRqmdmdnRmk2ra2LC3VtrWtcuWta1rWtYytWt8WPixfMfMVsSqZJl27OhLAhUoiRKV75ztZrSEOdU5qnNphphnZNtq2p8+5Yka1rXz5rXva1zmta1jHRg6MIZYZYmpJKsqunS1psY2tfPmttZrWttZrWtD//YAEMzMzRCIzIhEiIgAkBJIkAAAkAAAAAKqgqlqqoKr0kiyyy01kk1kl11VWmWmWmmWWWXnnWnXWnWmm223G3CxixjtjttWNWDZNl48wWCevWMaNEya9zp08ec5zpd5d3d3d4p4p1tW106qVSQIHOcuXz5Snr18+a1raGqGngXgXcXcaWpZ8+kcjBAiEr13z7OQ4d8+a1rYeoekdkdmd2dzhOFQoFYrcuWteva9drbFh8+c5rYW4W2iGiGVWVUMQynTbbbSpWtfPnz5rXz58+a1rT0j0rtrtkp0p3te0sWqVSPHkpQIHz4Y1at8+YxSqoqooeIeHZ3Z0iSKnTjcbSpWtfPnz5rXz58+a1rchchWUmUovIvIfh8WLarVcuWtG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\" type=\"video/mp4\" />\n",
              "                    Your browser does not support the audio element.\n",
              "                </audio>\n",
              "              "
            ],
            "text/plain": [
              "<IPython.lib.display.Audio object>"
            ]
          },
          "execution_count": 13,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "import IPython.display as ipd\n",
        "ipd.Audio('media/Audio_Fragments/AT_AUDIOCUT_8.m4v')  # Replace with the actual file path"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "dialog-Hungary-bg-*"
        ]
      },
      "source": [
        "| Termine | Aura |\n",
        "| ------- | ------- |\n",
        "| eh you<br> like<br> grew up when (unclear)<br> so on<br> on the Hungarian border<br> well on the Austrian border | &nbsp; |\n",
        "| &nbsp; | yeah |\n",
        "| yeah  with Hungary<br> and so you travel to Hungary then when<br> because you said that that you didn\u2019t know<br> what to expect from | &nbsp; |\n",
        "| &nbsp; | only with my parents<br> when they go shopping |\n",
        "| ah yeah | &nbsp; |"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "When Aura mentioned that he went shopping across the border, Termime explained that she had had similar experiences with her parents:"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 14,
      "metadata": {
        "ExecuteTime": {
          "end_time": "2023-09-15T07:51:41.710282Z",
          "start_time": "2023-09-15T07:51:41.700944Z"
        },
        "execution": {
          "iopub.execute_input": "2025-03-13T09:47:16.919929Z",
          "iopub.status.busy": "2025-03-13T09:47:16.919616Z",
          "iopub.status.idle": "2025-03-13T09:47:16.924704Z",
          "shell.execute_reply": "2025-03-13T09:47:16.924217Z"
        },
        "tags": [
          "narrative",
          "hermeneutics",
          "sound-border-shopping-*"
        ]
      },
      "outputs": [
        {
          "data": {
            "text/html": [
              "\n",
              "                <audio  controls=\"controls\" >\n",
              "                    <source 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type=\"video/mp4\" />\n",
              "                    Your browser does not support the audio element.\n",
              "                </audio>\n",
              "              "
            ],
            "text/plain": [
              "<IPython.lib.display.Audio object>"
            ]
          },
          "execution_count": 14,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "import IPython.display as ipd\n",
        "ipd.Audio('media/Audio_Fragments/AT_AUDIOCUT_9.m4v')  # Replace with the actual file path"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "dialog-buy-things-*"
        ]
      },
      "source": [
        "| Termime |\n",
        "| ------- |\n",
        "| Yeah me too <br> me too <br> we go to buy things in aeh |"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        }
      },
      "source": [
        "Termime and Aura agreed that they had both done cross-border shopping (across the Italian-Slovenian and the Austrian-Hungarian border respectively). In the 1970s, socialist Slovenia had already developed into a shopping destination for cheap products for residents in Italy, and Yugoslavian citizens crossed the border to Italy to buy luxury goods such as Levi jeans or Marlboro cigarettes (<cite data-cite=\"8820477/M9MZBR8D\"></cite>, 66-68). Post-socialist Slovenia has adapted to the neoliberal economic system of Western European countries, opening the Slovenian market to desired Western products, which are nevertheless often sold at a lower price than in Italy (<cite data-cite=\"8820477/MJPS3VKP\"></cite>, 100). According to newspaper articles, the number of Italians crossing the border to Slovenia to buy everything from meat to petrol has increased in the last 20 years ([Slovenian Times](https://sloveniatimes.com/number-of-italians-shopping-in-slovenia-on-the-rise/))."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        }
      },
      "source": [
        "Communist Hungary, on the other hand, became a major shopping destination for socialist countries within the Eastern bloc in the late 1970s and early 1980s, since some degree of free-market activity was in place (<cite data-cite=\"8820477/FJ7W3EZ9\"></cite>, 5). With the dissolution of state socialism in the 1990s, Western European residents began to cross the border to former socialist countries, especially Hungary and Poland, to purchase consumer goods at lower prices. At the same time, residents in former socialist countries engaged in informal cross-border trade practices by selling domestic products such as meat, vegetables and clothing abroad (<cite data-cite=\"8820477/FJ7W3EZ9\"></cite>, 5). When state socialism came to an end in 1990, Hungary became the main destination for shopping purposes for its neighbouring countries because of the \u2018central geographical location of the country, the well-established retail network, the pleasant shopping milieu, as well as the quality and variety of products and their favourable price/value ratio\u2019 (<cite data-cite=\"8820477/VJUN37LE\"></cite>, 1323). Since Hungary joined the European Union in 2004 and the Schengen Area in 2007, cross-border shopping has increased. By 2018, according to the Hungarian Central Statistical Office, 25 percent of all trips to Hungary from outside visitors were for shopping purposes ([KSH 2023](https://www.ksh.hu/stadat_files/tur/en/tur0005.html))."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "The dynamic displayed by Aura and Termime while talking about shopping recurred frequently throughout the dialogue. Both interlocutors asked and answered questions in order to find shared experiences. Here is an example of them experiencing xenophobic remarks expressed by members of their home societies:"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 15,
      "metadata": {
        "ExecuteTime": {
          "end_time": "2023-09-15T07:51:41.748770Z",
          "start_time": "2023-09-15T07:51:41.714508Z"
        },
        "execution": {
          "iopub.execute_input": "2025-03-13T09:47:16.926553Z",
          "iopub.status.busy": "2025-03-13T09:47:16.926146Z",
          "iopub.status.idle": "2025-03-13T09:47:16.936629Z",
          "shell.execute_reply": "2025-03-13T09:47:16.936059Z"
        },
        "tags": [
          "narrative",
          "hermeneutics",
          "sound-xenophopic-remarks-*"
        ]
      },
      "outputs": [
        {
          "data": {
            "text/html": [
              "\n",
              "                <audio  controls=\"controls\" >\n",
              "                    <source 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type=\"video/mp4\" />\n",
              "                    Your browser does not support the audio element.\n",
              "                </audio>\n",
              "              "
            ],
            "text/plain": [
              "<IPython.lib.display.Audio object>"
            ]
          },
          "execution_count": 15,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "import IPython.display as ipd\n",
        "ipd.Audio('media/Audio_Fragments/AT_AUDIOCUT_10.m4v')  # Replace with the actual file path"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "dialog-xenophopic-remarks-*"
        ]
      },
      "source": [
        "| Termime | Aura |\n",
        "| --- | --- |\n",
        "| &nbsp; | Yeah genau at the beginning<br> But in the last years it's |\n",
        "| it's aeh | &nbsp; |\n",
        "| &nbsp; | but with Orban they want to<br> to have the borders again and<br> also the people in in in the village<br> they also want to have the borders again because<br> they doesn't like the people from Hungaria<br> They they <br/> they think they are<br> criminal and aeh |\n",
        "| Oh really | &nbsp; |\n",
        "| &nbsp; | other aeh<br> I think that most of the the <br/> older generation in the village<br> are very arrogant and feel<br> think that Austria is much better than Hungaria and other aeh<br> I think that most of the the<br> older generation in the village<br> are very arrogant and feel<br> think that Austria is much better than Hungaria and |\n",
        "| yes, superior than Hungary | &nbsp; |\n",
        "| &nbsp; | yeah |\n",
        "| and aehm yeah also Italians are like that<br> like<br> we are more important than you and so on | &nbsp; |\n",
        "| &nbsp; | yeah |\n",
        "| and eahm<br> yeah<br> It\u2019s not really nice when you come from like<br> like me when you come from both sides |\n",
        "| &nbsp; | yeah |\n",
        "| and you see how everyone is behaving yeah | &nbsp; |\n",
        "| &nbsp; | yeah |\n",
        "| yeah I think that should be a thing that <br/> the people on the border should work on it it's true that | &nbsp; |"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        }
      },
      "source": [
        "When Aura stated how especially older residents in rural areas (most likely he is referring here to his grandparents\u2019 village) tend to be \u2018arrogant\u2019 and do not \u2018like the people from Hungary\u2019 because they are \u2018criminal\u2019, Termime expressed how she observed a similar attitude amongst \u2018Italians\u2019 towards others. The citizen scientist stated how the Italian borderland inhabitants she encountered (\u2018people on the border\u2019) believed they are \u2018more important\u2019 than Slovenians. Termime did not specify whether she was referring to Slovenian citizens of Slovenia, or Italian citizens speaking Slovenian. In contrast to Aura, Termime did not specify an age group, but generalised the people she engaged with: \u2018also Italians are like that\u2019. As in the previous sequence, Aura and Termime indicated that they had shared a contemporary experience by living in or frequently engaging with a borderland community (<cite data-cite=\"8820477/Z5VWIYTF\"></cite>)."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "While Termime\u2019s and Aura\u2019s dialogue unfolded with an exchange of contemporary borderland experiences, it also showed the use of absent imaginaries of the past. The imaginaries of the past remained vague and contradictory and co-existed with assessments of the present. These imaginaries did not reference the Austro-Hungarian history of Termime\u2019s and Aura\u2019s home countries. Instead, the temporal focus of historical references was shifted towards the past 70 years. Why were these specific imaginaries of the past chosen over others? The citizen scientists may have related to the past through their grandparents\u2019 and parents\u2019 memories, as well as through their own memories as children growing up in the late 1990s and the beginning of the 21st century. It might have felt more natural for Termime and Aura to reference a time period that is more tangible for them. The historical references used by Termime and Aura indicate that they regard the past as a time lived by their parents and grandparents not so long ago, rather than as historical periods academically often referred to as \u2018communist\u2019 and \u2018post-communist\u2019 times. A second explanation could be that they considered their knowledge about other historical periods, including the Austro-Hungarian past, to be limited. While Termime provided concise information about the Austro-Hungarian Empire in the written monologue that she had prepared prior to the experiment, in the unscripted situation of the dialogue guided by the interlocutors\u2019 ability to present and discuss certain topics without written notes, she no longer referred to this historical period."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "The imaginaries of the communist and post-communist past articulated in the dialogue remained vague and partially flawed, and were deployed with the aim of giving meaning to the contemporary reality. Both interlocutors recalled for example that their parents had experienced a strict border regime under communism and that this has shaped the current relationship between inhabitants on both sides of the border. Termime explained how her parents grew up in Italian Gorizia, on the border with the former Yugoslavia. She pondered whether the strict socialist border regime may have stoked fears among the population on both sides of the border, resulting in conflicts that are still visible today."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 16,
      "metadata": {
        "ExecuteTime": {
          "end_time": "2023-09-15T07:51:41.785119Z",
          "start_time": "2023-09-15T07:51:41.752957Z"
        },
        "execution": {
          "iopub.execute_input": "2025-03-13T09:47:16.941088Z",
          "iopub.status.busy": "2025-03-13T09:47:16.940761Z",
          "iopub.status.idle": "2025-03-13T09:47:16.952755Z",
          "shell.execute_reply": "2025-03-13T09:47:16.952192Z"
        },
        "tags": [
          "narrative",
          "hermeneutics",
          "sound-communism-*"
        ]
      },
      "outputs": [
        {
          "data": {
            "text/html": [
              "\n",
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type=\"video/mp4\" />\n",
              "                    Your browser does not support the audio element.\n",
              "                </audio>\n",
              "              "
            ],
            "text/plain": [
              "<IPython.lib.display.Audio object>"
            ]
          },
          "execution_count": 16,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "import IPython.display as ipd\n",
        "ipd.Audio('media/Audio_Fragments/AT_AUDIOCUT_11.m4v')  # Replace with the actual file path"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "dialog-communism-*"
        ]
      },
      "source": [
        "| Termime | Aura |\n",
        "| --- | --- |\n",
        "| yeah also eahm Italians are like that<br> like<br> we are more important than you | &nbsp; |\n",
        "| &nbsp; | yeah |\n",
        "| and so on<br> and eahm<br> yeah<br> It\u2019s not really nice when you come from like<br> like me when you come from both sides | &nbsp; |\n",
        "| &nbsp; | yeah |\n",
        "| and you see how everyone is behaving yeah | &nbsp; |\n",
        "| &nbsp; | yeah |\n",
        "| yeah I think that should be a thing that<br> the people on the border should work on it it's true that<br> like my parents<br> they aehm<br> they grew up like with a strict border with Yugoslavia | &nbsp; |\n",
        "| &nbsp; | yeah |\n",
        "| so aehm<br> you also couldn't like<br> it was like on the other side there was someone different but they had their reasons<br> like aeh it was like<br> aehm<br> I think it's all connected with history<br> because maybe the the people that live in the village near the border with Hungary<br> they had some experiences that<br> like driven them apart from the thinking like that we should go on the other side<br> And because where I live it was like that<br> it was full of tension and conflict<br> till now<br> Because aeh<br> yeah<br> it wasn't really<br> really easy<br> so | &nbsp; |"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        }
      },
      "source": [
        "Termime did not give any details as to what specific \u2018tension and conflict\u2019 at the border between Italy and Yugoslavia had lasted \u2018till now\u2019 and may not have been \u2018really easy\u2019. She may have been referring to the question of whether Trieste and Gorizia should belong to Slovenia or Italy, as discussed in the analysis of her monologue. The description of the border between Italy and Yugoslavia also remains vague. Indeed, following the Second World War, Yugoslavia had a \u2018strict border\u2019 that controlled the movement of traffic and people into the country. But already in 1948, Yugoslavia experienced a liberalisation of its migration policies and an increase in cross-border travellers (<cite data-cite=\"8820477/GI2GB8AN\"></cite>)."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "How did Termime understand the \u2018strict border\u2019 between Yugoslavia and Italy? Maybe her parents shared memories with her about their life at the border? Maybe her understanding of a \u2018strict border\u2019 is a simple equation of border controls? Termime was born in 1998, almost one decade before Slovenia joined the Schengen Area in 2007. Termime had already enjoyed freedom of movement within the European Union as an Italian citizen since her birth, and she frequently travelled to Slovenia as a child. During these border crossings, she experienced regular border controls, including the verification of identification documents. This childhood memory, paired with her experiences after Slovenia\u2019s incorporation into the Schengen Area in 2007, may have led her to a flawed understanding of the definition of a strict border. She may associate any sort of border control with a \u2018strict\u2019 border. Even though this explanation seems plausible, it may be controversial given what Termime uttered at the end of her dialogue:"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 17,
      "metadata": {
        "ExecuteTime": {
          "end_time": "2023-09-15T07:51:41.802938Z",
          "start_time": "2023-09-15T07:51:41.789605Z"
        },
        "execution": {
          "iopub.execute_input": "2025-03-13T09:47:16.957897Z",
          "iopub.status.busy": "2025-03-13T09:47:16.957671Z",
          "iopub.status.idle": "2025-03-13T09:47:16.966505Z",
          "shell.execute_reply": "2025-03-13T09:47:16.966025Z"
        },
        "tags": [
          "narrative",
          "hermeneutics",
          "sound-closed-or-open-borders-*"
        ]
      },
      "outputs": [
        {
          "data": {
            "text/html": [
              "\n",
              "                <audio  controls=\"controls\" >\n",
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type=\"video/mp4\" />\n",
              "                    Your browser does not support the audio element.\n",
              "                </audio>\n",
              "              "
            ],
            "text/plain": [
              "<IPython.lib.display.Audio object>"
            ]
          },
          "execution_count": 17,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "import IPython.display as ipd\n",
        "ipd.Audio('media/Audio_Fragments/AT_AUDIOCUT_12.m4v')  # Replace with the actual file path"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "dialog-closed-open-borders-*"
        ]
      },
      "source": [
        "| Aura |\n",
        "| ---- |\n",
        "| ehm<br> if<br> do would you<br> what do you think?<br> You are pro eh borders or <br> like you are for closed borders or open borders<br> controlled borders or not controlled borders |"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "Both interlocutors provide a very brief answer."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 18,
      "metadata": {
        "ExecuteTime": {
          "end_time": "2023-09-15T07:51:41.851811Z",
          "start_time": "2023-09-15T07:51:41.805934Z"
        },
        "execution": {
          "iopub.execute_input": "2025-03-13T09:47:16.969916Z",
          "iopub.status.busy": "2025-03-13T09:47:16.969736Z",
          "iopub.status.idle": "2025-03-13T09:47:16.985784Z",
          "shell.execute_reply": "2025-03-13T09:47:16.985221Z"
        },
        "tags": [
          "narrative",
          "hermeneutics",
          "sound-open-borders-*"
        ]
      },
      "outputs": [
        {
          "data": {
            "text/html": [
              "\n",
              "                <audio  controls=\"controls\" >\n",
              "                    <source 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type=\"video/mp4\" />\n",
              "                    Your browser does not support the audio element.\n",
              "                </audio>\n",
              "              "
            ],
            "text/plain": [
              "<IPython.lib.display.Audio object>"
            ]
          },
          "execution_count": 18,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "import IPython.display as ipd\n",
        "ipd.Audio('media/Audio_Fragments/AT_AUDIOCUT_13.m4v')  # Replace with the actual file path"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "dialog-open-borders-*"
        ]
      },
      "source": [
        "| Aura | Termime |\n",
        "| ---- | ---- |\n",
        "| I think I am for open borders because I'm<br> I feel<br> ehm<br> I feel I am a part of Europe not not only of Austria<br> And I feel<br> that is<br> you know Bratislava is is near to me and<br> and Innsbruck is | &nbsp; |\n",
        "| &nbsp; | yeah |\n",
        "| I have nothing to do with people from Tyrol and Vorarlberg<br> and Bratislava Budapest<br> that\u2019s<br> that\u2019s near to me<br> so<br> I am often in Germany<br> in Hamburg and in Amsterdam and<br> So I<br> I think we should open the borders<br> and and<br> I understand why my<br> my nation or the state\u2019s interest say<br> they have to<br> they have to to put borders and aeh<br> I'm<br> I am for<br> | &nbsp; |\n",
        "| &nbsp; | Open borders |\n",
        "| Yeah<br> Open borders [laughing] | &nbsp; |\n",
        "| &nbsp; | Well me too<br> because I can't imagine to have once again closed borders<br> like with Slovenia<br> It's<br> yeah<br> I, I can\u2019t imagine really<br> but I'm<br> eeh<br> I am for<br> like<br> controlled borders<br> like<br> I'm not saying like<br> with like with the army or something like that<br> but like<br> a minimum of control of the border within like<br> police or something like that<br> Because<br> like it it happens that when eh<br> there's no control there is advantage<br> and it gets out of hands | &nbsp; |"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        }
      },
      "source": [
        "Termime articulated an understanding of closed borders that contradicted her earlier interpretation. She clearly differentiated here between what she called a \u2018closed border\u2019, previously referred to as a \u2018strict\u2019 border, and the concept of \u2018border controls\u2019. She explained that she would like to live in a place with open borders but with a minimal level of control provided through the \u2018police\u2019, since she explained that she was afraid that \u2018no control\u2019 would lead to chaos. She did not specify what kind of control she had in mind. It seems reasonable to assume that Termime\u2019s understanding of a strict/closed border in the historical context of the Italian-Slovenian border during communism refers to an impermeable physical barrier that cannot be crossed by ordinary citizens. A border that actually reflected such a definition was the border between the Polish People\u2019s Republic and the Ukrainian Socialist Soviet Republic, which was a \u2018hermetically sealed and exceptionally well-guarded frontier, a state which changed little until 1985\u2019 (<cite data-cite=\"8820477/9Z6R95NZ\"></cite>, 246), in contrast with the more open border between Yugoslavia and Italy. This could potentially imply that Termime\u2019s knowledge about the Italian-Slovenian borderland during socialism is flawed. Interestingly, and in contrast to Aura, this fragment also shows that Termime wants to re-establish a minimum level of border control, presumably, as she is an Italian citizen, at the Italian border. At the moment of the conversation, such a border practice had not been exercised at any Italian border since 2007, when Slovenia joined the Schengen Area. It remains unclear if Termime was therefore also considering whether her personal cross-border practices would be affected by such a regulation."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "The interpretation of another fragment from the dialogue can help us to determine the reasons for Termime\u2019s desire for control at the border. Before Termime\u2019s plea for \u2018police or something like that\u2019, the topic of discussion between the two citizen scientists was the \u2018refugee crisis\u2019 and how the Hungarian President Viktor Orban and the Italian Minister of the Interior, Matteo Salvini, advocated for the closure of their respective state borders in 2018:"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 19,
      "metadata": {
        "ExecuteTime": {
          "end_time": "2023-09-15T07:51:41.889325Z",
          "start_time": "2023-09-15T07:51:41.854960Z"
        },
        "execution": {
          "iopub.execute_input": "2025-03-13T09:47:16.990745Z",
          "iopub.status.busy": "2025-03-13T09:47:16.990344Z",
          "iopub.status.idle": "2025-03-13T09:47:17.003650Z",
          "shell.execute_reply": "2025-03-13T09:47:17.003136Z"
        },
        "tags": [
          "narrative",
          "hermeneutics",
          "sound-controlled-border-*"
        ]
      },
      "outputs": [
        {
          "data": {
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type=\"video/mp4\" />\n",
              "                    Your browser does not support the audio element.\n",
              "                </audio>\n",
              "              "
            ],
            "text/plain": [
              "<IPython.lib.display.Audio object>"
            ]
          },
          "execution_count": 19,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "import IPython.display as ipd\n",
        "ipd.Audio('media/Audio_Fragments/AT_AUDIOCUT_14.m4v')  # Replace with the actual file path"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "dialog-controlled-border-*"
        ]
      },
      "source": [
        "| Aura | Termime |\n",
        "| ---- | ---- |\n",
        "| I doesn't understand why why<br> why are our government<br> has this few because because<br> the problem with refugees are not only the problem of Italy or Greece<br> It is also<br> part of our problem<br> with Europe we are once [one] and and I don't understand<br> why we make or<br> aehm<br> why we try to make this borders again | &nbsp; |\n",
        "| &nbsp; | mhm yeah I saw it but you know now that in Italy we have the new government<br> which is like<br> like our vice president of the government Matteo Salvini he is very like against<br> aehm immigrants and so on<br> He he wants to make some changes because<br> now Italy was the first point where all the immigrants stopped<br> and he now wants to stop that<br> And so also Italy is moving I don't know what will happen<br> but also Italy is moving more to the fact that we are going to close borders and it's<br> yeah I really don't know<br> yeah well I get it that they're different from us and<br> but yeah still<br> it's difficult also Hungary<br> it's very strict with borders right |\n",
        "| yeah | &nbsp; |"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "Since Termime did not specify why she considered border controls to be necessary, we can only presume that the influx of asylum seekers into the European Union, especially Italy and Greece, experienced from 2015 onwards, may have played a role in her reasoning."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "The dialogue also included an interaction about the post-communist past. The sequence emerged after Aura had shared his experience of crossing the border from Austria to Hungary as a child with his parents for shopping. To understand what such a cross-border practice looked like, Termime asked Aura if he had crossed a \u2018physical border\u2019 with an \u2018ID check\u2019:"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 20,
      "metadata": {
        "ExecuteTime": {
          "end_time": "2023-09-15T07:51:41.907037Z",
          "start_time": "2023-09-15T07:51:41.893174Z"
        },
        "execution": {
          "iopub.execute_input": "2025-03-13T09:47:17.010035Z",
          "iopub.status.busy": "2025-03-13T09:47:17.009630Z",
          "iopub.status.idle": "2025-03-13T09:47:17.019572Z",
          "shell.execute_reply": "2025-03-13T09:47:17.018992Z"
        },
        "tags": [
          "narrative",
          "hermeneutics",
          "sound-post-communist-past-*"
        ]
      },
      "outputs": [
        {
          "data": {
            "text/html": [
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uNkIRIoEF74cLSaUeQW96lRo0BYLi0WUprXOMhkSl8+TJmtcuUmk6DepjQ4aNGjUaGw2lL32s0mlCC9fkyTnRowOBtUlFrfPq1bKZRNpuc2trVRqNzkyaDBjFUqEgkbouIRTpv38ajSbTc5tbCFRqNrSpS5c5z16mUzVWWEJ8+hQo5HC2W4QhB79TqWMfv6FBrQIFtNqZlLe716iRPJ5ZzOLWUqEGQyOcuXBw8IIECbTb5M1rblx06mczUKhtZrQ//2ABDNEMzMzQzMzIiIRJJAAJAAAAAAAAACgCqqqqq+qVVbaXbaXedaedaddcccceeddggiiiijmjmjjkkq5q5B4wPGNENEabTtVqRWpQKBK1Ww4efPe5CNa1slMlO3V26qUaUbebyyWTXUxRKKRyPz5evTnYwIWt5J5J6HfQ7qZqZNZrrNZB9oFEo2KxN28OHWqlPfCFPVPUEegjwrwrzMZisVjDvMRiNtttAgcuVKa1SiEW7W72O+x3w2w2lUqLZbWSJtRqXW627bp0pQhNaEKPCPEFWgq0z0zyKRVsthpuFyORNpt+/FCrWEK1mti8i8RKSJS1Z1ZjkcTicbxOIJBNxuCBD585ylRi1sk0kwoJFBKqSqTEYhjMcFB1ptNxuN8+SpWte9rTny0y0q91XuQVQVrFYkcjTZ1SORxuNokVevayEOdCE3E3EIhhEIRQRSRSMejy6uO3W5xOJy5Pn2tUq1mtddddpN9JvhoholcrTKZbWKQqFUul1KlChOdKXvCFututtMtpjmjmkFgsbjaNJpJJJNpuHD4cGtIRrWt//2ABDMzREQRERERIhEAJJJSAAAAAJAAAAAP8PD/DwAPBVE1VE1hJhJsxsx4wh4wh9R9R9VJ9VJ9h9iBiBiFpWFpWRmRmV1qV1qNxmNxmZ5qZ5qReReZpSZpR9V9WnSnRxAuIExjGlJKbWhCvXCF72tjHVqnOXqXo4Q4SU2ym2xbFc6tVKc5WrSmEGthCBAtaVqVqpSpR86vnV0XRYwhGMhDVqa2UiElJKlYycScRsFsGrL1ZdAEACHOXOOevXSmc1Ka1y5nN4h4iIiIh73ve9bFsa1rWta18+a1rWta18+a2D6D5odoeDoQdBG0ba21mta1+/a1rWtIR8+a1VxVx2R2Rz3ue9pWla2UlrYypUa17znQiHDvcdkdmE6E5uBNwKqKoWu1lKrWlSGO1pzELhwtZndncLULWVlyss4ThKVayljEoUc7GFrCGZMc6S2S2LGLFdkrslJEkOeUoQhCHDa2lLWe+vXYw3o3q0i0ipN1JtbFsvdrWtUpMma1rWta2HDa1ZhZhZdZc8JnhNbFshCEGtvd8+YyEGta1+/a0AAA//2ABDMiREQiIhERERERJJJJAAJJAAAAAACqpaqvqlpQqlPPTTOONSNSTTPPTTXUXUUUYYbZbZZZbZbZdZcdZcaaaacbcbLHLHjkcYvLF5g+D3z5SpUpSmta0hGtWvObWOdrVsFsBYLA4gHEA5Dl48DBoQtZrWtCGlHO1qEAhvfmXmVYLA+yn2VJEkQIIEBrUIa1a3Oa1jAACFjGtjDjDwuFqldUrX5fn798+a1CGMUpa4QhA52ta2EEuEuEmk7FhYsDlOVy5rVmta21mthA52tnMhGMc5qNqNYLCbYTbBvW9SpX79rWMc5rWMa1CGta1rXOsrsrsNhejr0dk2TYcO3ba2c3OMZjFKa2EBjOdjIPIPHG4xVeKr1zXN8+GjRjYxrWtveEAAa1rbW1pU1U0ul1kaMjRe17hw3z5rWtIRrWtYxa2Ma1rXOSUSUTqdTcibkY9j+XIyZ1qEGMc5jClUohHve9rZaJaJXK8zVmaoCgKPHuXIQnOtWta1jJSrUhBjtaGiGiVyujpUdKLIsixdu1zmta21jGYxrWMa1rSlAA//2ABDMzMzMzMiIiEQARJJJAAJJJAAAAAABaqgWqr6r6r00E0EkkUU01WE1WE0VUVVlllmWWnGnHXXXXHXHXXXXXH3H2t2t3qHqGWGWBkMo9HhUoDh3LlCEIWtrVK1prc5WNWNWYWYg+g+rlcLRaWK9Klbt3OWtjBCUq1q1IQrYraEeEdKZKZstmtVqlunbs+fQha73IRjFKa2MXmHmJg5g0WkWmq1REIlHC793Ll72tCFKYQa1zmth0h0TXTXGjGjMZjul0bldWrQIK1a2EGttYhLWa3FnFlHlHmWeWdut13O6LbKVJw4a177Wa0hClCHOWm2m3ZXZbdLdDSaSAQDEofPnDiMYQc7ObWYy95zWMWMhVhVeHeHjcbgMBhbp+/evc5IQ53OUprWtIQ5g5h0N0NUhUiGw1VqtVx379y51pKWMvdSmMa1znhnhlk1k5TZTTSaYHA3ElrVjZvOWtCG1iEtZrb3bjbjeYeYiJiJrNZej0DbxOnKFDnSlrc5ta1rWISJeJdVZVa1q1qCQQymWRv0yZy5ACEGtYw52ta1aw//2ABDMzIjNDIiIhERERJJJJAJJAAAAAAACqqqpfqq+vr6RRTTTTSSSSVVZXZXaXaXZZbbddgcgcccbebeddheheeeS2S2iDiDVqtajURtt0aPLlIg1rWkI1rWta1rWtbNJNIqIqJJJJFIojSadu69d+5CIQABzmta0ISla18F8FENEOp1MYDCp28jRw4Z1cIa0xmcjGc7GJSc82s2qOaOcFguazSwpNKlp0zyWta3ORCYxrVKYxzoS4S5eZeYbDTcboMLjp03bwWQhCC1tbCGMMYc5CQ7Q7ZU5U1WqpJJP2lUqVAgptc6EGMhBrSEYxrYQpapadbdbbDYVarkWCzJi1bDgpU5oRnL3uc51ahDCVCVi1i1VKokklRsGsWEKGE+1lKtZrZzUohMYa2HeHfpfpcVCqORxY2m9eqlSprnXuUtata1rWtbCFKtKs3E3EVipcLiFRKHDnz7Fwhc4Y4QlKEGtKWELhLhDdjdk2m6DQTBaTlzChSIOdKV7ta1pStbCDW1KVKIxIxMNh2CwJa64cNy5gOYxrVra1rYxIRSmt//2ABDMzM0QzIiIRMxERJJJJAAAAAJAAAACloKqqqqqqqlFFGFGEkk0E00E00112WWml1223HHnn33nnXW2+kukgFgFjNjNghCGMxlIkHj4xicTxgISEa0pWtYx7p7pGlGknEnFnWdoFAcuUqWMVGowhACEKUzk54QWJWJhHhHhKhKIYhrTaalS5cvdwuFrQhUpjK1Yy1neHeEU0UzmDmIjiNxuNevdOhjLZbhCMSEISc73a23S3QSISKbmblvW9ajUdu3TprSmU61tZzmtYxrWteqeqaEaEt7t7gWBXU6nr18+e9JpPWmta1rUpa1rXTXTTQzQ9TdTYMgyRyNy5p0yleTynNjCEtZzghtZXpXo2g2iXmXlg2DsViVq9mxjHE4jGGMpVKWspWtaXaX6666mXmXf5/q1WnLnZsUpuNxKWta2EGMa1rXjHjLybyYmYmUDQNRqOtWSpVKkUiKUhGtnMxmta1GxGx2t2tnlnk7zvLZbQoSRKtUmk2MYxSrWhBrWMWVWV1p1pamamNg2Go1LFi5cYyJxMhIQIRrVKvdjA//2ABDMzIjMzMyIiIhERJJRJAAAJAAAAAACqqqWv+qqqClFFFFFEUVVWV2V2WWG2G3GXGW23HIIH33XYXoYXoX36Z6Z5y5y2azZTKYjEQkEkiRQohQmta0IWtetpSEMSMSKmamRSKa5XHK5Y5HIkRy54cFKAC1mMYoKVrcWcWXKHKGm02s1i6XQ6HXr1w47dmMYyc7WkwKVrXtHtImYmWk0jQaEmk47HZs3jxOHGtQitWMpTtYpXfnfopIpGo1JHI4zGW02qtXHjw4YQa1a1KiOa1rUXkXlSlSkqlZLJXG4yiUX79QocuXOa1a2tgOa1rXdndkVUVXS6TWa1otFCoYEBQojxyEYyEGtw5rV72u2u1ElEqpVDgcGs1orFbt1GjpUmtzmUlrVNtaczejemBWBUslo1GmYzI7HaVKxYECGtKUhHOftzljKTKTIy4y3Q6E0mpTKdFoiJGtWr17WCFjClVnKWc2d2d1qFqKnUzSaW43KZTFKly5JEmtxhrVKVQYxjFuFuFR1R6LRTCYS0WkUinr1KloUEp1ohCEhPvdSg//2ABDNEMzMzMyIiIhERJJJRAAAAAAAAAACloKqqqqqq9VVVRVRJJVlVVlVVVVVpppppp1112CCCB9+J6J5X1X0UMChhYtYuiUTJZJRKJWrdOrt0Y0Ic5rWMXnd3d3dLTpaejejczmjcbikUo0adMWLzljFra2EIT6sqsoZZDLKl6lzqdYnE0mk92569kSFKhBjBja22zKPKOsu1l1XdXdtNpstmGw23bZs5EiEIQrVSkpVonEnEjBEYIWkWklcrajUVaraNHTpUqIRCIQpRrYbWyWyZRxKOFsFsGczjEYo3Gz5+hQGjb3Oe1ghc5y1olomF3Qu6mamZut2NxtqNRAgPn37+ECEYzGGMeMmHmHi6kXUg4g4qlUymUEIht20iSxYtZSr3Slzq9rprpoUXCi1aFaJFItXq4pFH79y5TJoQUq1mta2TCoOoOI4xHFUhUiuVySSRuNxAgfPnDgIa1IS1rWftfofodiDsQV2V2LRakkkWCwcOEyZw4a1rWtKVrXzaOKOM3fm71cVcTAYHS6aXS27e9eJEiEISEHOGMaQA//2ABCIzMzMzMyIRIiIRJJJJAAJAAAAAAACqqqWqWqoK8FVVVU01VVlmFmFmmmmnGnGnHHnn334nn4noIIn4n435I35FWqzAzA+CuCopFEkkqHQ3z6EOHB06c4xmtjGMc5VqtydydknknLhcUajjkcr1yElSkqXOWMYwpVKc5RKLGLGKGaGYrFaJRJQqFw4ELTpNmyEhBrWtpRzpJJGeWeWpGpC2W2YzEslkqW969d69tZrWMUq1mtbbbtntnmZmZcTiabTUKhUqWtfPnz5zmtrVSmta03G5FpFobobrK5WNxtxOIQIa25cgQFKa1jIQhBrRYLGZmZjlzl4rFWo1GSyYULGDx5Spa177Wc5rWtMZjZlZldmdmNJpNBopdL69WtPn1SoxpznNrXOtaNxtJVJWleleqVSp1NyOSTJSmJESJGtc5rWMa0Y41GnqHqISoSlGo2225JJHLmEKVLDhSlzoQc5rbWudzRGRGVKVKrVakUidTqbt4Qr10CClJza2lGMIQRCJ0p0pahajI5GCQTHY5u3a3TpbNpzUpKXOYyEA//2ABFQzM0QiQxERERERJJJJAJAAAAAAAACqpar6r6qqCjjjz0000k0lllVWWmWmmmmm3m3nHHHHnn344Xo4Xn37my7tK0S0Sruru9j2Q4YcqhKZzUo51rtZzjnSnObLIa1g0w0xCJCIta1woStMuMWttZrdaa1a3ve9rUVckKwFQFRaNaNA8D8OC1tuMSEKVjGtc5jGtc5jNB0cjQmOmO7y7ylaVwoS2ttzghABSiEa0Y3OQgALcILYgbubuj2j2bhuVqy2ttjIQQh72tKVrTGa1rRnORu4sysyVQVQ2zbYcK2Nt73OUoIWta1rXOe9raCmZkY6u6u8m8msiyQ4dQVYhIQzlrbWa0pXOYwIZeFZbVSJSJTrTrAkCU6aEJJjGtIRrWMa297WOeECqqS1pCxCxU5U5D0PV67ZFxKYQa1jGta1rSEhCEJU2pJbMRMQp2p3BsG2LBxGpzmta1rVKUpzmthC1pJ5JTkc0c0EqEq5blhgyT2JzlrzljFKa1znOYxa1mZ1smlMlNItIsmaZgACJNNzlKnOMYQhC1mtrW1g//2ABEQzM0REMxERIhERRJJJIAAAAAAAAACqqvqqqqoKqPPSSSSTTUWUWWWaaaaaaddddddihdihdeeffgbaLbRGEGEdJdJRtGwVBVqNS1lK7dmtc580hM5ITJnUM6mPGPEtUtSOo6WBYQqFQgxiVK1rGWHIRazGGu0d2jtdtdmdmdMoykZRlRqNrSEPn2tABM6c2ta1lcLrhbOzO1ZdZcCwK37fxyOMYxg0bSgQ17LW1pCOeuD1wmJmJ5959YRhG2bZOJwhL3ePM5a23ilFKUonBt4NtIVIW1e1ZkGQ4rislkuc5zp01rnJy1qpVrNwumF0UkUkiGiGSVJZgmBSqVSildOr3ADDCEGtc5anbU7am6m6u6u6xLFNU1NNpucQgwYQjnDCNbCDWtUqylWeXeXe2e2RpGkQRCJxOMSlVKmtUqJBrWtUpzpNdJrObObvDvFUVQWhaR6PABCCRJOdrV7QgtbW2TeSbyl1l1OFOFatq0MQy2WwhHvaNCEhA0p74Qe9pazLWbujujvLvJpGlB0HJpNVq1tKktdrOlNa1pCW//2ABEQiMzMzMxEhIhERJJJJAIJAAAAAAACqqqqqqqqvqo89RRVVRRVVVVtttttt115555116F6F56CCBkIMhCJRLHfHep1MtFpptNKXKuPFzlrhCEDna3TnQmWEywyGVIVIQKBSSSOBwHOzVbtqU5wxnOpTW2a3EzYmZpNIzgzjR6MRiMhkNKYjiRK1kpYxrb3a2ClThGcImMxrLrLqVSptNyuVtbKj58pSQkINaxjnRGOKaxTVxOKMaMZOJxpNJttshBhEyZrVKMYhDna1rWtfZr7FwuRXRXRGIqNR1utgA5VFi3uMcIOc1pzshAVNCpqORy4242NRpyORJpNKXKn7+ECEIRzpza1znLiZcTN5vXC3Ctlsu12ttttalJWrNa1rWtbnLWta12auzVyOSoWoWQSBKpXSaRCHDXLlCClYxrXvOexzkm8k31yuCgig1yuNtttttkI5VVqsYQjnNbSkIQa2UyymVtNpUBUBlsuWSxtNpSqU69c50ptZrWtc4ilO413G06nCiii5LJJ1OkslpTxu9eta1rWtbSjGWa0A//2ABEQzM0MiIiIREREASJJJAJJAAAAAAAClqvr6qlqlWjjlE1E1VUkmlmlllm2G2HHHHHnoHYHXXX34HYHYnonnnlTWqa1h1h1ZFZFtjbt2+fKlSlQg1t261oxpTrTW4YvDFhDBDEsEsPkjTBijR9+yECG1tetrXOrWc2tjJsZNhIhIWjWjQqJRo1ixy5EJWrGDBjnNa5zWtbc77ne7O7PDnDm20Tr14cOLFhBa2tDBmttYhGMYy6ZXTJ4d4fkvkt+ioIESZJs3azWmMzZ3uxkIMY1qpzVOaW6W7PTPTeJuJEcuXLlrXOa0iRa1rWtc5rXGy42VdldnpnplrTb585cvn0INa1r581rWta1rWslJkpWcWcQ6w6uEJGjQyZuXGMUpzhAhrZzGNSiEJahLUtXtXRXRXcRSPnz58+fUpaxCPnwxtbCDWta1kGsg8a8bD1D04qkQIBgy5ctZrTnfPiEa1rbWa1nCs4VrZrapOpM4RU8eYsXz4pUIEJFita5zGNaUrMMZhjzDzGLOLKRuJKlfv4kRSnOa18+a1rWta1rQ//2ABEQzM0QzIiERMxERJJJJAAIAAAAAAACqqvr6WqqgqQQTTSSTTVYVYVVdadaddagageeffffffeifeifgggsk9knZMZMelelVFUZNJq9d+6EG2285IQhCEzlSp18KvhPyvy69a9UxTEbjd68sKxgbDbW2tCDWta97ZPlJ8mZmZjdTdVzXNttt8+VuMZtttrWtYxjGta1lzIuZFUlUkLULUUxSkklSpUEwg3G5CCUtaUrW2s2t1Vuqbmbk8Q8RIUhrVavXokGtcbjSkYylWuEGtVYk7EnGtGtRPROtq2txuPnz5sIJtNmM1rWta1rGNrBFYIfWfWWXWXqapnM5hgz3mtWm03OGO9znCHOVRmyM2IWoWnKHKHEcTbbZ8/d01tTqbWwgABjSkYzoOpB1EaEaKR6R4GgaNRp8+rtIRlMprbWc5rWthBr3Ne5sUMUKzazcvS9FosHD/NHO6HQ1uchCc6lNaqznWc52x2wqMqNdF0TSaPn5MYQbjcSlzoQa21mMXFk4snEzEzTPTO4zjNttvn1drWxaLNa1rWtbCDGW//2ABDMzM0RDIjIRIhEAJJJJAJJAAAAAAACqqqpa+qqvWkUUUUklFGWVlmHWHXnnHnHn33333333o3o4JYJYIHlHlIlYlXXHXKmqasG8MGSS6EJIk505nO1s5wgQlK1KzxDxA2g2i6rq4zjbt5HEzmJECFSnOa2MWtUqmmmlYhYiJeJddF0ROJPnzjhqVChNa1rWta1pCNadMdMtEtFLbLbCsKwxJA4eXdilhw7WtY51Ka1jLWhLhLd4d4OGOGWxbFrTdGjbIjnb99rIQ5znRixkpQzwztENEPDPDNo2i6uN8+kcRSocNrWtIRSnOa1rVs1s3gXgXV3Vw5Dkb0j16spo1t26pSlOday12ta2JGJFpFpFrFrCyrKkjjQICSaWu5cc4pXva1KWtKVqZqZolomJaJZbFsWxtvXoJAMY6dNa1rWta1s5tbLnLm1E1E7K7KGQZGU2nz5sDCESJGtIS1iEOchJzw9w9xKxKxYxYXZdl8UZ48gAKlIULnNa1rWhCtbnIzozq7q7s7M7I2ja1pt69ZlKcwIFrbWUprWtjFrQ//2ABDMzRDMRM0MRERERJAJJAAJAAAAAAACqoAAA9Vr/BBBFE01MxBMxBhdJhdJNI9NI9hU9hU9tlVtlVpdpd5l5lththpqJqJqBqBp5xl5xmXWXWVaVZ8Gvg2Gw21m2229bjWta1rWtapVrEJSbSbpVpU913uuqFRa0jkbjySELWc4hLWc6lCEKZKZKGKGHaA7QcLhvfB4O1Xs1q1wg5xCZzGL3wrQrOtutsm9k32y2LXJJI7mrtatSEa1rTGGO1oToTlWlWnPW561CoaULhcQhJvepQhQhe7W3vawZIZI8A8GxX2K+MxjGBwOLSWzna3WnOa21lKzlHdHelmllFUIqhuNyc3G423qbWsYAFrWtazWkI1Q1QkMkNG5o3M222MZxOK4ZuMQAhC91KhBrUITSTSdpdpm182vbbbtZxOJxnI1trNaQlrFKpTW1A1AvFPFRhSMKQaDGNTKYjkaOfWnOjE53Oa2ELtLtBxhxjTqadU0mlrDYbZK5nO1tawhrQAEIIVNFNGOOOJ7KPZVUqkINptLCUxCQhSmtIQhGMIQA//2ABDIzMzMzMyIAERERJJJJJAAJAAAAAACv9f/6Wlr68EUTUDUEEkEkFUFUEkEjkTkUE0E1VWXmXmWW2m2mmmXGXG22XmXmX2mX2ijC7LFLFh3h3JZK43HFIpp0tbaxStaQj3nPa2cpJqHWbWYZMZMYjGLRZyOSbNACUpS1p7yExi1iEm3lbvDvFM9M7kcjrdYyGWbMMcIPfWpCLWxl72suqsniHiD0z0zUarJZMZjKVIAAhe+cxjc4QnOa1oBwOcuc40Y0SKROVyuJxIkTGOcQjWucQjGUoc/UmhdodoayayqlUcbjLhcevWtYxrZza1jGtc7OVeE47M7NETES223E4nSqU+fNa1rnNapU5sY1q1w7tuliliUaUZRKJNJpttuHDUprWta1rWta1rWthYabTDTEJkJkUiibTcbjdeuQlKNa1rWtbCEINbinUYaYaUdUdTIZIZDInE3LljGtYxrWMjFrYQa3WnKLMLMHqHqOh0OFwtNp4sTWkI1trNac7Wta1py5jaRaRiKiKyuVp1OOh0SpWtrWlDGa21mtxjOQ//2ABDMzQyIiMyIRERERJIAJAJJJAAAAAAClqqWvr6q+g9JJJZJY89NNRQ9Q9RVVdpdpllt1t1tttt1t5t5119x99x9t9t+XeXe4q4pjsM9unQ8eKxWGDQg1rWsYxkrWUo51K5J5JW2W2ayjLTp0lS1qtBgzW4xGJjNa2EGtKXOWd2d1aFaIItB0kSV69brapVaznMYtalTYw53va3FTFSF6F6KawlCxahRFIpixDG1rWjHa1nOtbGFK1m1mWVWVXJCyjVqrVtNpvXpCKVazGNaeMWta1zoV4V2VWVZwLLlXr2LCUSjly1oQxjOYAKUqc1KCGlulvGbGbLG4zKlT16ajUuXUoxjWpS1qnvKVztakHkHlWlWdBrQ1So4cNttqlTnNbCDWta5rWta0pbhrhuN+N4PtD0lSoEGMxlGiYxCNa1rGEtYxtaKWXaXaD6D5LIo0N24oU6nU9eta1s5wg99YQc6EIxSpSpaKaKsONjDhw0aNls0aMIOcc+c5zBrSEEIhGlGlHG3G8LPanSpJEicTlSpCDWsYpTGCIQhK1IQA//2ABDMiRDMiMyERIhERJAJJJAAJAAAAAACqqg8Aqqqg9U01FDz0kl1k11k0k0k1211212XGWXGWGHHG23HHXXYXXYXXX3X33X3X1H1I7HcUNihjEYhYsZDK85jKNFa2tvdKYxOdKYW4W65XG7S3aa7Xe/dqNRwpzrt1rc5a052thBrYdYda1Wk1kmslms0aNMJiCxjHz5zlKYyEHOc4QpKJKBEIoIrBFWk0nr3J5Oxec3z6c3vc4Y7Wa2UrZrZpnM5JnJM43G7NmFwsWO1j59jDGYy1hjrUpbVbVZFImYEzAlWq3r1RqNAFKYcOEGMYxrbWIRrZWZWaXS5UbKjZFIrduORwKC1jZtrWtta985c5rZl5l1IpGTiycY3G6lSKxVw1SnDhrXOc4pQAKVzmlmlpNJnPc57nE4iJEYjEYRrT59zmtc574QACtUxUxXG44TNCZsplNu2pVI6K97lxzmtEJrWta1rdZNZGm042ZGzDEYlq2JRKI1rblyta1a0hGtGNjKdadRiMU0kmknG40qVRKJXFrb15zlKa1SkpIR7w//2ABDMzM0MzMxERERERJJJJAAJJAAAAAACqqqqqqqqq+qTTTTQQUUUUVVZZaaaaccaaeeddeeegegffddxoxogmgmZMZMNawx2OtRqRiMcYqU51rMZjFrWsxjRrRrXjXisys0nM0wGBRKIQlKa21lKrVrYxa0hGtY2Y2lxlxehehXoVxKJVKpVqMbW1rCFajGxgxsZa1Y9Y5GxG0y0yyspONxui0WtWtUpjDntYhHOUpziEY5Y5dldle6e6l5OqNRtJpMZGLWtbazGNapU5ta1vOnOkVcVZXBXDeNx2OyKxV71rCFrWttYxmtWshGtWqWq1m1mZbZbXRRtRqCoVQhnNasZCAQveQgAQgxkM8M7hLhLlTlSIppYrGmUx7ylUq1iEIRCGtIQYylLZLZWoWohkhkbRp5zOQyGTne9rNa1rGKUUpSudCCYiYmvOvMsssrjORuNxQqG92ta1jGta1rWtUprWtO5O5VnVniViVg1OJRKSORrWxlrMY1tKQg1r3udazSrSrQ7Q6WyWy1pttNpOp3GK1jFrWtc5rWtjHOWt//2ABDMzIiJDMiIRIhERJJJJAAJJAAAAAACqqqr6qq+vr/TTVVTTWWVVWWYbYbbbaaeeeefgfgggegeggggjgjfifiXWXWaKaKcrlrVkWzUgI69bW3ry1ucQjnNbOcINazszs8u8uRiNWrLmo5JdkSCEfPmMhAhDna1rXOhCbWbVGFGFmMwiRo6jNSk0aWtx4hC1ucoQQjWrXKR1Z1YuIuMjkcOGJAwUSly5jGJElKEGtc4hK1a1zmlGlHOHOJXK1So3HS1K7p0Yz16MbGMY5znNbCDnPrvrrbLbNxuNGhqSFmNBgyMblxzmtUpSmthCc1KeGeGxqxqTyejRl3sZkt27YhDBjWwg1spZyUrGVq+O+OtktlU6nSpJq6nVD9erW69bWhBrZztZzmtUopoppRNRNyOQYMVuJw3MVKtbduxic8INataUylGK4647QjQkjkb58icSTb4YMGNKlUopZzCGc2tUqc2SmSnpXpa5XJ05XanGn8OG1r16xjnNapTWtaMaU0s0ssasat5vOHDetySRBInOUqW1qUIQhGttYhM5//2ABDMzMzMzIiIiQxERJJJJAIAAAAAAAACgqqqqX6r/qSSZXUZXUUUYYYYZZbbaaZdZdfhfhffgglilihihihhiVeVeTaTaSVSVsVicjkjRjRqLFiB2QgxjWmNaxCOZmZmJRJRI5I5brdcLhevefNkyiBysYpUIYxa0INililloloQoQomcz0Wibt5Eh69dPRtalLWznObGOhnhnYxYxREREUSiVishw3ToOHWxtxi5zWwgpTGOjHjHlDlDYbYbZjMNRqgQLdt8+RFJXu1qlIQ5ylHU6U6NwNwcDcDsdjkMhUqXbt69G9okI97Wta1pz5mKmKaIaIhGhGNRqqVSaND59KlWotwg99rUopTWkNLNLpZpZmBmBOZzrNZSpbdt+/WJpgA5zWtbazWtqHqHZmZmSESEjMZSqVQIHDiJErhTQg1sINa51rNOVOVkIkIZ8Z8hkMNRqUqbFh8+R/NNa97WsZjE5t1m1mdqdqR7R7rlcZjMfv0CCHDYvVwgc7Wucxi1hpJpJqoqoFpFpSaTTabpUnz4MGRJpEI1trZzKTWt//2ABEQzM0MzIiIiIhERJJIJJAAAAAAAAACqqvqlqq+qvTTVVVVYYacacbbccdcdceeggggliliiijjjikikbNbZr2X2XIYIYSIxOp1I0adOMGESLnEI51rTveEKptVNjdDdJB5B0aTULhbt3Dhw4dKlOda2sxlmtKVeVLyq4y4znLnKYa7FIpSpdeuLFEiNba05whC1lrlNkpsbkbklIlIORVHQ6V68mS+fJk2MOc1sIZtZjLLvZd7XrXoO4O0MpSzWaZMhQwoTNna1rNbnLYQYw/Sn6VBhBg4Y4asq8s1mmTPn126/ftaMbGWsdrXOpV1KuNkNkaVaVNFRQ6HP37lzbtw4alNbe7GEc5rW0g2kNK9K5opol2kaNRsiQfPw4fDg1sINa1rbWe+K3xW9bFbFJdJdHI0YDBSpXbp8/EiQha0INbiEIQuyl2UwswsVGVGfNmRiMXLnr04cOXLWkItbWwa1jGyW2S0xExFiViUzNVjsb584cPXp48QjGNbCCSlrXRaaLS1615ZRZQemzms0rV2LG/elStbOeMNaspSE//2ABDMzM0QyIiIiIhERJJJSAIAAAAAAAACqqqqg+qoK8SSUUVVYYbbbbccgcfgcfehehhhhhiihlihlihhjfjfinjhthtPhPhRIRIaNo3b1KlXz42bfPoQABrWtOeHDaaSaTCZCYpupu4rilt5cuQ4bt327CE5xjVraz9/GouosqUqV8J8JJEkNtt8+Zs2LHhwIRjHOEJzkyYpQpQsu0u1NFNEvy/HbC5cnT7NiFCpVrNaQilPHjZxZxYZoZnd3dxDENNvXLlEiiRBQqEGtta92tfPryrSrPDvDjcDcNY1hhIJUqBA+fJEgQudayUudDh0amamaWaWdXdXW1bZCrs2Q4fhwoUGta21hjc65czptps9494y0y1AsCyElBgmzaVLXrta1pCMYQnDhZ1516HiHhGdGdE0TTu9GjSJNOmbNhBzoQUpjHz6bSTSSoiojxTxTdN0mnr9/cuM2b9+1trEJazWuXIaOqOrW7WzhDhDRNFXddeuJE27RAg54QKUhDnBAlXRXRLTrT1aVaTBMDxLHz9y5UqU6bWwglKlKU8eQ//2ABDMzM0MzIiEzIhERJJJJAAAJAAAAAACqqqqqWlqqqkklFF12mm2223nnHIH4H4ooJIJIopJI4444ooS4S3lXlbSbSTUkUcjj9/EdIZDDh5y1rnZyxjGNbFNFNKZKYz0z02sTLRaTJo8JJJBgwxiEe974QnOEEXkXlkVkRbBbA6dDicWvXdzlcqAAWsQlrFLjDnNaj0j1CVCVKrKq1JUzudTJrDkYjBYs573a21mMIRzkekem525zdzd4ObqEQk6cAAm02fPude5zkJaznNamOmOrUrVkPkOtsbbbbVKsGXm8z59rbWa1zmtnNzlh1h2iWibVLVHEUibTbp0NJFIokSMZe8IPfaylNbLNLM6w6w8O8OrlTcTip00AW43ECBrSEa1rXOa1rYo4o3mnmll1l3XVaaTTp1CaolEkSNaxilKUtdatbqrqrCXCXVRVQ+JEVSqWra9kmk+PFzkIa0hGMtaEJiJiFeFeCWyW5gjskklOnDhE4mwYWshDGFKQghKVCzCyroro0Q0QQBhkkkVKgoIZDIkSEBjnO1iEYxrQ//2ABDNDM0QzMyIiMiIRJJJJAAAAAAAAAACqqq+qqqqqpNNVVhhllxx9x9x559956CCOOKKOOSSONmxmzhnaT0cUcNq2rqdWp1N68jRxpM/fykQla5zKTJLJLZhaQ5T5TMMw2o1HW63ToMGscRMmAAhIQnOEJWJWHHs52cwcwui6VSqYDAOXJs2k3FKk5zGQhCDW0q0qp1FMiIqIpt23jkcbbbr10iQoBmjSEGta1Kb3mGmGmucrKUqUqLou4nE3G41a0qQTeFiznNa1rWkJOBOBFroZ4BoBnHcd1OqAwGJEsWIm6pUkIa1Ka1hCIuIs0nHDscMcJalrNZrbbaZM+fEI0QIKU52csZa0ucucmuhnWZWZfV9XM5nY7JMkQIj3F06zlrVKOdjMhshnxW8KjwjwZJkxKJKVS0aNatIoiBBaxjIRWqlRDxD2NWzqQaQZd13bTas1mUqUaNqUoMFCM5c5SlKa5a5Q5yOxIZIbatrTKY63W6dOHDluRIlrNa1r3ucq2q3GPIjVJ1J0jSNotFwOCHDFCoylhw2tzm1jna0A//2ABEQzM0QzMyIzIiERJJJIAAAAAAAAAACvqqr6oKqqlVVV1V2GGmnXXXYXoXnXX34pYopYooo45JJZZXyw+WC0S0WmGmFsWyPR4yGQsWaTSlSo8Bjc5rTnm0+mn1o3o2qqqq3zfPV6lYrQ4cikSVK6W1pSrXCGmViysWY2YzJDJGjaMlEpSqV8+TicrVt1WMa1rYQdVHKo5axawyuyukSRNNpxOJ2LDqdStWvPCEIBClJTbUbaks0s4yIyFkWRJpOOx2VKjkcq1ckhCQha5SVlGcoyzKzK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\" type=\"video/mp4\" />\n",
              "                    Your browser does not support the audio element.\n",
              "                </audio>\n",
              "              "
            ],
            "text/plain": [
              "<IPython.lib.display.Audio object>"
            ]
          },
          "execution_count": 20,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "import IPython.display as ipd\n",
        "ipd.Audio('media/Audio_Fragments/AT_AUDIOCUT_15.m4v')  # Replace with the actual file path"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "dialog-post-communist-past-*"
        ]
      },
      "source": [
        "| Termime | Aura |\n",
        "| ------- | ------- |\n",
        "| But it was like a<br> it was like a physical border like you have to go there<br> and check<br> like<br> | &nbsp;\n",
        "| &nbsp; | Yeah |\n",
        "| give them your ID<br> Okay | &nbsp; |\n",
        "| &nbsp; | Yeah |\n",
        "| but you have some limits of times<br> that you<br> | &nbsp; |\n",
        "| &nbsp; | Yeah genau at the beginning<br> But in the last years it's |\n",
        "| it's aeh | &nbsp; |\n",
        "| &nbsp; | but with Orban they want to<br> to have the borders again and |"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        }
      },
      "source": [
        "Termime\u2019s question shows a level of detail that might indicate that she has personally seen the \u2018physical border\u2019 and experienced border \u2018check[s]\u2019. Although Termime wanted to have a conversation about border-crossing experiences to Hungary before the country joined the Schengen Area in 2007, Aura took this moment as an opportunity to draw a comparison with the border regime developed by the government led by Viktor Orban. Following the high influx of refugees in 2015, the Hungarian government initiated several anti-migration procedures to hinder asylum seekers wishing to cross the border. These included a crackdown by border guards on asylum seekers at Hungarian-Serbian border crossings, leading to violent clashes, as well as the installation of barbed-wire fences between Hungary and Serbia (<cite data-cite=\"8820477/WCUQEWBZ\"></cite>, 552). In June 2018, roughly at the same time the Talking Borders experiment took place, the Hungarian government passed a new law that criminalised providing assistance for asylum seekers (<cite data-cite=\"8820477/FA7AKHR4\"></cite>)."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "This fragment shows how both interlocutors experienced identification checks at the border. It also indicates how they talked about these experiences from different time perspectives. While Termime hinted at Hungary\u2019s post-communist but pre-European Union period, Aura drew a connection to his current reality. Similar entanglements of the past and the present were observed on numerous occasions during the dialogue. In the sequence about xenophobic remarks made by people in Italy and Austria, for example, Termime sought to explain such behaviour in Italy (present) by drawing on past border experiences of her parents as well as subtly hinting at past border conflicts over Trieste and Gorizia (past). In statements made following the discussion around \u2018open borders\u2019 or \u2018closed borders\u2019, this interwovenness of different time levels encompassed the past, the present and the future. In her answer, Termime first insisted on the need for an \u2018open border\u2019 (present) and dismissed the idea of a restoration of the \u2018old\u2019 border regime between Slovenia and Italy before EU membership (past). Secondly, she expressed a desire for the border regime to be changed by introducing a minimum level of control at the border (future), since the high influx in asylum seekers crossing to Italy via the Mediterranean Sea led to chaos (past) at the Italian border when no control measurements were in place. In their dialogue, the citizen scientists Termime and Aura made use of the past to attribute meaning to their understanding of the border in the present. While the historical references in Termime\u2019s monologue refer to a distant past (Austro-Hungarian Empire), the historical references uttered during the dialogue represent a more tangible past. Aura and Termime drew on recollections of the communist and post-communist past as experienced by themselves or their relatives in order to make judgements on the border in the present and the future. The value of the dialogue therefore lies in the strategy employed by the two citizen scientists of using questions and answers to identify similarities and differences in their time-layered personal experiences."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "## Developing the Digital Caf\u00e9"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "A third genre of the Talking Borders experiment aimed to elicit yet another perspective on the past. After the in-person stage of the experiment, the search for the meaning of borders was lifted out of the dialogical context and placed into a global digital caf\u00e9, with the aim of demonstrating how scientific knowledge on the global meaning(s) of borders could be generated by means of online chat. Initially, the idea was to make use of a Facebook page for this aspect of the Talking Borders project, however this was rejected by the Data Protection Officer at the University of Vienna, as it would require every participant to have or open a Facebook account and would mean that all users would be traceable by their usernames and profiles and that the research data would be owned by Facebook. We needed a non-public discussion space behind a login and we did not want to ask users to register with their email addresses (the archive of the website can be found here [TCS project - Talking Borders](https://zenodo.org/record/8178990)). We decided to use random user names and passwords distributed during the on-site experiment. The citizen scientists were invited to transcribe their three favourite fragments of their conversations and upload the transcriptions to the project website. This was the first step in participants\u2019 interaction with the digital caf\u00e9 environment behind the login. The uploads of each participant to the database were checked before the citizen scientists were handed their certificate of participation.\n"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 21,
      "metadata": {
        "ExecuteTime": {
          "end_time": "2023-09-15T07:51:41.925309Z",
          "start_time": "2023-09-15T07:51:41.910898Z"
        },
        "execution": {
          "iopub.execute_input": "2025-03-13T09:47:17.023318Z",
          "iopub.status.busy": "2025-03-13T09:47:17.023001Z",
          "iopub.status.idle": "2025-03-13T09:47:17.030088Z",
          "shell.execute_reply": "2025-03-13T09:47:17.029557Z"
        },
        "tags": [
          "figure-upload-transcribed-fragments-*",
          "aspect-ratio-904-480",
          "h-480px",
          "w-904px"
        ]
      },
      "outputs": [
        {
          "data": {
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1kXdoPOQIqKqe2hSKBBJiVWfF95HJL/Sj0tOzAg/mPLIHeGwejgrrgzP0VX8+8BSOwiV1wlCDVYqpn1UW/1NlJiwwMxc+SlFlIXKONld6VS0V7Kfbm37PQNmcf1rOwc+hHYVsRs+rHhYNtOAkPMPkgc6EKY6oUJuqDsmOpwfPN/pGBCICEYGIQEQgInD8IDDN34i3gkWAn8EPYUz8k/Mo8DMwC/A8EvjEv4Xai+VKr8X+eE4IdlUm1bOFovMz0jPlPFLgGZVjDR5KU+zK3PmOJLH4V2Uo/aPKM2STcg0NZoE04jNRLMBGEotvPsBA+t4uWujIni45eLJSqcTGoOxsKkYTl/JfftP0o6yPgYMo/+wDRYv708Fe9jkk3zzA9vf12R0/32Kv/e2zrDJg9k9/sdsqO9+CQuVEKtIWGHs0XeXMmE1VhwFBoHSCUbsVKy+y+2882T7+QW1uIxjJGwS11X1d5qe6PSoH0OIZaTwXyJK0ubyEoXCTy7Ejol8GAaYmQRJk03Cu/F+nJs8kp+mTGNtyWWsxQ8a6V3/IwoyGfqGO472PRBCFkwCRocElN7jjIlNgdqM+SdcQ0fxDvGYTvHwJAx5RAUkaj8R1bQpzQTqdekVdQq+ECZVJGvz9vok2+Xux/Ph1Ei/N9VBnb4Mkrh4wMfoSfFTGtAAxjUHq11x+KhyqDJWtOOm14un+YLMk/kATUXho7qYaJHwh5TrVUCHPKgivSb5p/RWi6/SssgRfWr7oghyPI7o8ntsdMFg0CxUMKgrl5E679iqPvE8E6IGmXjr4C0VAIf858tADHpIRqsEpuVM/SDs4ohV0SKjVEcoQ3VVhpXw1sOGERxiUuNHzUi25MKQw9ZSR0VEbGkatfxin7qJDBGrAEq6aOakzgPlOq3p4OFKBWvVMsWkWDuXv2JKJqMszcGpapIqAqTy9PYkjY42sBj0ipRpE5e+CrRrSncrkQof/KMBv5KEGonZVpnbqNsGtt2M6GUKYtOLqI6qPhMOyCitLowt+VDZtb2UVXUQgIhARiAhEBCICxy8C4sX0B/PAH07CHVJdls01nVHAs6aJdvgwfZrLN0gX70Mat+ZLlrGI93I2hQg+4Q2vJp5GfEWVT5NV+QxXJodSiEg5VwKpsIRHQUFVRQbYuXNb4IMUUEOuodwywmFZakb4GLLBsSYR3qkOz5iXUkFUQ5t4FwmHqRPPlfK0qV96Dnxdeve4nQVvgqBzedy6tMuZoH//5Hp74W/fZq98/Sw0imaXvQSIi3dZJr8Txm2ClKockNalPoWB5r4KY5vhvp7dZu0zlttr3qomQKihPUMR0gJI9Yr3Ubhrr7nOdu7aBnNPRnzPTd9W03cPlVENVXA2J9M/AQ8lUvWqvARV8eD8c+hXLtyF64P/FhDuxIQ6M4+gKbEFERXt0zh+1BmOO4Ma2RlawqoIct4HIaHuJn7YPhNfAviGRzfgJ0HZRUXiie7QuYUagRwyR0Wg4rZaHrMVq9bZiJMrbZToCHSKJjfrk6+ulRYXwsO9aE4Z5zTcI+33499aJK60ZcqgBOOdl8ANfaFeQJ2EpfkpC12rDKUbwRZ57dq1fi9YlS7t5DIL1ANZ0WxOk/P8eVh2bdppo8ygaJ1m3qV/6k4eQtubSHVWk+qP8lInASd1d999t01N6Xs1xNNAoZkfQcIh9X7j2nOp25o1K2xsnMkM5UczbN242fr2DjMg1OzGu+70WGqSWq1MsAR6RZNAF/IMdGXs2u9cR951u+bHP4c2PfJEJM8637q55me3UO+6PXLfMusdHuOaZ4JPwCgfacOW3fdAUkcNWKJRwifnxGkaRabC19+8zL7zXz9x3wp9exKbb0KSWCJo2jki4XHAk82l+K1J5Un87Vu3Wf8EJg/Ql2oK1YYS9FJc1U903dxfRncO2bpVa4PALgBopzJ3iiM6MPQmjTosYbTzVV/7PuXpKdGoqHpxotbJhZ99SCa9e/M8KEqdZ+e+Bx+0IW4evucO+gvPDtkKG028TFVK9sObr3f6aGECGLyVTmV7ei/Ir+NPRCAiEBGICEQEIgLHEwJ614f3feAnNF0sKybVUfxfxb7wqa/ZeF/Nvv+zG2ygbzehWDrV4e3gNQfHp+xv/+Efbe1Dq2z5bVvcUlUMex5OopRheVptwu699Wd2w4ZtVoRlkX8t0461l8oUpxMmpGVuesP119lr3/wu8sjZ8NCAU+ViXnXMfviTa+3ewRFrhUfNw+doYr2GDFCut1sLbErGttp13/64reiVHBH49JTnSs8kOcClNT8g4FftIUZPlW92Mm8bHUKg4YvYf/GX76SCgANof/eJX7P3/n+X2XnndyFxkxImeOacss1bULP5C+s254RxO+PsrD3zklZ79etPsy985ffs0ss6aQcxlWkJatGUyU39fvG5UoFZR1DbvHmDRxbVvbt7bdv27WheaEJ2W926daeVYaK3btvG5zq0kxAdY2gQKX9X6FrTRBy2QDHPE5OTNjHB9x+5FrVTJd3L2rhuAwO7EUpQGVcm7dab7sWHzgRtQ4NDgTaY5cnxMRug7DrmeHuHhtx8UCA0YGiiIPiJ2YbXBufq1ITtHRi0Eky9mPKJsTEbIg/FU6caaWiSxNCbDWvBKG5w714XQCQEpILaoTsdCclLccfIX/JJGVNCyV5TCG3SaFUrVddcldCmStCT/+TkhOddBd/JiQkXQoSX7kvUdRC6p8BO+Up4kPA2DO2Ko0NC5SA4Kf9KiTBol1mnNw0kqY5A4Be6llMd0odJNCvPvXsHPUz5jY2Pg48wwMiYPAcG9lIXRCT6xbBjleFM2yCEj1KeykzlsYGBARsfG7WKZpMYMEaok+OB8DSpPjCpOSU9JaHPql2rIwgwYKO2Ub0BAW37kG3ZuA3ZJWMTUyxgZlAZHOjjmvQIm1OT45Qjf8lTyo9cwVQC4xRlqr1V3zE0hZO0x9TosO3tH7DXvPpyF4Z27Nxpnd3dTqPy2N+lWKX+upeQOa68JIT7LEkdHIZtfDy0odpbGroqApnCvd25VxwJ97JvrpQ0OBr9edz2Dg4i+uVsiutBcCsh2AmbSepbnVR7q1DWMFOHMTD1hOGHgIO5hGowkAmHhL4SmOspUbuqjaV59X5D2ymrEpMAUyySHh0SjZp02Xfy4GClRL+IQEQgIhARiAhEBI4PBAI3BkvgjE7WBvrhyeFBxDxOwU+W4NerTNbv3PKIXfvzhyyHpq5/cNiG9vZa/87tNgF/ITurTRtRxAxju1SbtNLUOOahZEjmNRRdazdvgn9jSnx8xNajSBibHPPJ65VMZn/iH/8WfgWlEGWIBBfg4JfGxxD8lAcC54ZNW20PCgKZmY6N9Nndy1f4JH+pDIcDvyM+dgCeXYf4Wx2H4tePmYAIxwnKgVFVRYNDNm+t2wf+4rnW1o6ARJws1pK59rq96d0d9umvLba3vHMOYvYye/cfttjnv3myffabJ9oXvrPQPnfVSfaZK5fYH3+sw86+ECED4TKjj0O6KasaUFWlBcI2Q2mBv/BchdHdtO4h1jeusYcf2WVbenfbsmXX2PrV19mXv3eX/ehH/2W2d6V95RtfseFim33r899GcKjYV6/4su1cd41du3qvTaF5mIKeijhZVVbtmPw5d8qPmNOBgX7bumaVrX3wOtuGGm/7nt32AFqf1uIwWp2VVip02QMrVqAyhimud1OVnC27/uc2XNptKx7eQrmjds89y6y9pQMmfciKeTHPUs2CM38uHqiHU770MN4hpYVCS4R2mjQ1K2hSA8m3NLjF7lmzzvoQLkZ6h2zHSMnWrb3fbly+2fZODtqq5TdYfXSP3XnfXTZJB33w7uVu+qj6qLNJUIT9prDmg4IpS9rLB9Yst9GBbbZpqGQPPninjQztso3rdkPSXrv33ttsotBiy264AdpGbN2jK+zh1duxgK3bA4+st51DfTRn3TpYg2rsZPvIynsR2h+25VsH7YFHH7FseT2a0FU2ijZ29cOrLctnU+5ddquNlvfYslvXWqHOdzfVFEhrGR4YKZ4046KZlmBeC83UQeaL+vPdoBBOVj9wt431rrJla5klYv3pxkdWWe/aZbZjsmyPLF+Hfnqv3XbdlTZB3jd+53bSm9191U9sDxu35AoVa0UL7ZMW9Ms6ZgktmKNqh6pNvXuspdJvD9PHRlEd9m571NbeeRsG0Vp/N4XQ0m8337HJpgbGbRLhv2YI7dmFdt/q+6yQG7PyZL+NgmmxfSa1GLHOAsJvrgWBv2D333WPbd76qA3R99SukIST8LjTfnDrCsu10TcnBm3lI5vsIWaxcuQ01TbbBhDeVt5zpy2YM9M2bKRvMVGidlMGPg55Tq6rDgKasiVMOA4M7KA/LrPJkUGrshZ2zf1rGOwG7J4br0K432sr12+xbQOjtuqBTbaDsrc/dL8tX/Oo7dzTbwPb6QNoyVvr41Yb3WE3rdtmu/YM2QMPrLCNTLhM0ma9K9ZYje27lt18qw0TZ3CvZtT22KMblnt/l2ipObo62lMDP5ll+9Ovvq+De/VCmZgi6nkPzba20W8ydvetaBJLfXbtzatpoyLtk7cdmzZafpQ2oC/V2shJtiNS8UYXEYgIRAQiAhGBiMDxiYAYJg7YNOcTePP7WVZjVm6zH/3Xj23jti3w9ixga2u1DhjpH3/mX2xTqc0Gd8CzwSeWT1porWTSU+tEJhmxK664Gl65276x7AYs2fayoSYiI3yGYSG4fNUD1t2St1b49k994grrsR321R/catvhe7a1TVmhutM2rllrG7bV7WfX/1SkwbSOWWseBQb7NSy7/UYEz1X27X/9sD2KMun67660zjFZHo4hfA5Z+6wuu+qrX7NtWN/9x5/+CXpFqRRCJVU3Tb0zLc8hvn1ad+o3j+dPQ3JFcNu1o2Qf/+u77bP/9jMk4TzMN60h5pwjON0jPMLBv/t9s+3s8+bZA/futDnz223+gnabObPbvviFZfb3H7vLdqJCLcPcynRO5nuSyZwpbFROHkfhoOGM0063efPm27Ytg/bI+kdtxuyZ9pznXGgPrlxnxZaCzZzFJzZaW23GvBOsp70LYWa1jU+M2ayZnXb9LbdL/ghNoPo06iS/tH4uurEz64jNnzvXTlw419YzCzCKJnH+/BOIOEkHKlhH1wyEDi06lZYSEW90HMZ4mE98dNjGjVutt7fXFi9ZYu2tSNVUvJUzlpu0MjbR7FAqLdO0C6W7yWPiqc1mCnToDuo0uGeXtbS3wz7XMbHdY7O7inbBM85hRmOra+Daihj6tre4oNTe2WN5BM26mwMK7uZypkvUlbPlxBtERV4oFshvk51z1pl227JbwLUbVRZaT+rX2tFhM3pm8DmTIbSJw8zMVG2wn5kStE+zZ84GA5kUM2vDzEkFU8BFi+b5pMCWHdsQwiZcK6XFudLGotbjoRm2k+Yvsh07+nhIczZjxoxAGP1EzmHirIEg+IAPF9IkeXix1S589sU2b+4MHs5etJYlO3XJyTaX+xG0fTu391rXrG6bM6vTRqC/NMEAwn8dbazEKK0/bGthUyVpRCtT1t7ZaYV8K0fGZtPmrW0tPkukyaiJkSFro+F27h5yWsbBJMd6vPYTupksKDitJYRlCamd3e08y5jcgkvJtY45/DGmJl6O8p7zghcxezTh9upab6nupzbdu3e3tXZ2W1c7fZeyn3XheTZO+jz0ZJn1KrAWcqBvj69PnJycAveAg4PhP+q7od/6bQDN6R3Y22dzT5htnV0d1kI+qx9eY3MWLbBZfIpmCC3fzp07sIFHqGMGbQ/azjq098yexaZSXWgMsb9HgCtQ/yE05sWuLlu65BTr291nS884jT5cYEfjCbTBI9ZGH5k5Z761t/eAXcn6+nsps9Wf/dCKEmqnn7Jp2pMW5hkRHkVuR+lHOdpmoK/f5s5fYLvA3rXh9NUyGuoiwnw/wnl7K5Mv/On9EF1EICIQEYgIRAQiAscnAoHLCXXTdcPBN/bvHrG5yAWLlyzGqggLLrSHOXisZTfdbOedfp7179psu3b2We/eAWtFLuiBn20l3dvf9jvwtt22q38PvJkUAFIQidms2SS84YK5c+B/6vahv/qAtcHPrIR/0mZ/7T09Nmdmu21Zsxrers1uueVmly1kUablMVqeduutt9vpp51sL7jkXLt3/Tr/xnwXPNTI5rU2yRIyVEa2eRM89znn2MnzZ1kfCpoyvGzCvkGH3HStxRc//o7yXVZie4hV943a29/4A/veFxbbl//2FPuTd2yywb4RtBQw1VQ8ODHr0iiiUUFp9Kn/eIFt3ziLiklvUrUvf2aDXfHxE+17//Z0e9fr7rZ1y8UYYgdsbWAuDRoiWoqAds04Cpdrn4VqKUfD5m3pSKvtqIwjqaO6JZv+tevd1LXGotLyVB4tHJqLQj8q3C229pGVdtut4/aKF5/psjjzCDC+cP9N30ZpJsMbhvp2wSS3890OCUl5atDTNpPrSRtjraMsnuu9fTD7CGb1KZugalsG0JwsX2vnnnMyQhHaEjepVM7aLAVRQFij8imgiq2hBZp20zgEU0qF5ILpHFdlNCQ7Nz5qW7ZutfzCedZSGrJVrAurI7y0kFe+gDBXYHEs8RANQ/vQ+VWW/6lgB13l6FBbItRCQoUHoT7ca+s29dnpSxcg4C9ktqXfhluJx0xKD9pDUVro5Psl4LV181bux41+btbV4trOFkqtUNcsglArQk4d1b1v0oLQVUcw7N+9w9ajbeyZRfsh3OVg7DU/0te3i3jChbSiUeowuYRMnRpO2PFg+vOCEPbIipX26JZdVmUgaKU6PR2tyIBFmyiPW3YSQY38a7TSGOaRMgpGAYhGcq/lESakyK35WlDaQrtWMZBIGBMJBYQebKetjUkGvGz7jp02DgAzZrR70Rm0ZXzVImg60TxqG5l6mbW41CMLVuOYI4zR1m1uYlqgzDbgRoyhjqvuudv28D1RFMNWYDJGmlOWP6NopC3yEl75/mW1YA89tNrjaWJBNKi1pshvzZo11KSMcOtLnPENLkwCQH/qoTP0kDT0M+hpKbLbMBWcQEClY9BuWdvNLsQzyqNW3b3ThtqoN0KihL6W9iLPsz5dM8HjynNEPyiPVhkhJq2dx2bvjj22gf433ttv/Qx0RXCQSbEobee5mzVrng/WP192lzqv0y/toNYOomw+qBOtagC1AdV2+ltaGWBAZXDnXrS6mE9v3WLDSIN5tKoXL55lN92MJpqGlZn7vpVXZtFFBCICEYGIQEQgInA8ICB+Sd8alDIiX4Yj56vzWS1ZgmEYzsJ3wRf2tKA5hEcpw6OX82W7+BX/Q7oBGx3cqnVb1gKPliuxQwJ8iWyb7r/1p/bo/bfZng3wOvAyLXB0FSanZe2Yw9y0hLwitvO2b37W1j+IuSgT0+L9u/hOfKYEv1TaYT+841q7/LVvTHhTrJ9Yt6h9U0tT/W5+isRqmwerTHZ3W32w18ZYxDicgS+kHtkMygmUbcPlR5C14GCxlHJrK6gOPJF4IHGA6a9fPo4/oF3NiLkr2HU/ZL3ejmfA6AN865g9sm6HrV3BxhaYgtbZkhWZGmYRe1zMBDNZ1hcBYntnzt75Z1XbtlFiRN6W34s2BP4/27bRRvoW2S0/lwmdtGj8Z7WejrJgziVdZjDPPBqXxRwwB3deY4Zgb9eUnWFzrHWi1TqHizbzwhOR3FljVkVggzYJS9V6j81sP9UuPP9ie+t7X2i5ybkJ6PD3aK5qSOtOF0R4YyQ/OolJ7Wf9U//ghHWindMaQ1bc0aAzraNUR9zFnYBWBmGpguBUrBbttEVL7eLnXIZw0cGBQEHPQlmFk3CM6Ea1w2cLYJoRbL2HeJmh/FCuFq2qfJnUsXELsTKFdlt61nl24QXPtKVoT1YPTVrXDD4xkp1pJSJXC+CItIfOkTIl30hYQIhPtJRB++u5KzeO4FBu+acWrG2BXXzhGew6W7SB4T02c8kia9nFlrUdPTYwUTKJW3sx72WJp519+ll25lnnmL4wwtJeHlb6goRD8kWRFhb08lDl8dOnT+rZdjvphHnMolxgs+Yu4EFQd1CnhxKZdyKAVBGmpSFKngMP0w/ZudOMjtbA5pgQkEJ7J5MW5XwbMy/nodAdsUmw3TWoXXELCPGtCDjqZ91WAp8ZLWyahCmB8h4vonFCGPTJCn2fJv0jDHmJAjHcJFyCsNa1Sbt32mnU97ynsdAZPBFAc4UOo8ur8pivlv0xLhQnrTwyYd+48ns8O+12Giucx1tkYiqBqGDtFbRzI1M2yg67J82Z7W2ax4QYC25arMxGTmy4MiltZMlGdjxqpe6ZthhtZE00om3W4ucOBO+LL7zAlp56OvRPtyFBuNC2jpd+dND35NvehilFJc+MVRmzXT4N24l4Sv2mcp0Imm22cMFC27F1sy2aUbP1W/usiMDM2OsTB959qOuUzDh7Om0OA9sYm0+1M3M2a26XzV00y4q5LhZfT/DMM7CxznFY4wI1efp5F9ps+u0os3A+MjAGFGgnLfAO9E6f5EPrkiqYxer7nxU0hS4o4ttGHykxBhWWLLSZPHsMP3bSeUtsVgcD7k5oU//fHxJlGl1EICIQEYgIRAQiAk96BLRxTAvCVp0vJpQ14Y9mr4ZcIl6zG0VEV7bF+if3GrKbFfUFAibba+Mle8s73monPftlNhteJ4OlX6WA8kCMOfuH/OzRIet5ya/ZpQvnwzfPQtnUgRIBIVE8e74dfpN9JGAnv721aE9/yam2pGu2zYX/GO9CJoLXK/Qssfe/5q3WyXfg3bVO2Uh+1BVQPZ2nwFIWmTyfslMXzbEt999h/3znaltw5ik2ZwrrPCWAydFmiNYKfwlvowlx91aQLpABUubGWSf5Pb5O2g1xvFl2o0T7AmOZZUY+z7qp0hTaFzb6cAYd7Y52HlW4drkUa6vvH0pLdeGzzmQTll4ne1KmdWKuszDmiO7a7EObkbh5oMrxCgfr2qOtZ6k86aBVETCnYCDPPPtk1tvdb1/80vftovNPR0DsQODAPLCEBgiBYmxqwM44azGbh+yxT//zlTD1A7ChCFC0g7RGWdTA0y7lMMNZmq2daI82bdhkS05aQF3CGsIstsUzYIZX3nsfMwlFBKw8sxoVa0H93Il54C133WV72Dhn4YIT7OGHH7bVazZQRIa1YENgIe0N5asWUpV4baYpSK/EGGt3pv7+flu9eq0tXLTYNj66xlawMHYXZoHdVGDTpi22aHYHAo3M7hDPoMN3pyTbSQSuwF2rDFpWwtfBHMHSDC9AvX3/fQ+jkp+0ZbfdZZc970WYyO5wM1Vt1LPqoYfRJk3ybcwZCIlVe3D5cgRT6gEmUshX0ZBpoxZ9CkHffXHBGP8SKvtcazd9qGYPofHbwoJfFFmo8tP2r7K+tc1WrngQk8qxAyhMWsJR8mtmVwTgDMwlt7Ir54pHNtjiExfZgnmzbffObXyvEy1lC8LLvC679+4H2CAI81HqfhYP5MrbHrAFi3lgmaTo6Zxpa9c8Qr5B6yYMHmTx8JRvJuOPrVWopwTEYTZDuev++1izqE9V1K29q8fG+kegebktOX0pPQBhCwFw7uzZ9LXTEfwLLH7mGZrSBjp56+ieZytWrkaQKtnuXdttYBAhlxDPH8GrhtDU1rWQgWyPPfgQazI7Z9mOtSttXFIQdDGN4X32xJMW29133Q3dq9V5D8AqeIT2bg6cN2eebVi/iQ18hl3QPPucs+yuO+62rbv6bVFPm80gfDOb38xHW87jTNuh7daDq4kjZuSEtyxaZ8ydb3vZ+GnZnXfb6Wefa5u3bGE96qPW2dGGZniGb/yz4qFVmICf6ut37wezvcOjTNYETaYmLrTjaGjTZgrTa9qCQV4TIhP0m7y0syX1k7xN1RhwNfqUEbh5xjZt6LOVKx8Ey71WnAHRcQ1iCmI8RwQiAhGBiEBE4PhEAAaCXTo4ZKApyURcWtZmnzjHlj+4IliAwUBnxBMz+V5AC/KqF/26dbG/Q4X9KfLwNp0zZ9l1y75n27fvtTYm4K/7+n/aKNpFbPFIk0EhEnjADniNK6/+vu3pY7nM5E771tW3sTSnxYXULEJfHWXU0jPPtB/++BrbxaaIJIUX6UQ7iYwED37psy+0r1/5fbtm2Sp7xpIT7YQl8+z8U2b6bqaDKDBaKGayBN8L7z6GCWJrMfBv2odE8tj+DmWMSw37+//K71NZ5dN/bXbVFQgGSOXsZ4i2ZND+9UtL7NxL5ohfdFWr1GDa4VQ7XUoLh1yAYKDdgNjkA0rf8+b7bMVdmBL6fcbe+r4T7Pf+iDC0LRmZmMplYZ5raFgoR+LSkboJ1hK2YGtWRTqpTXVZS8coOz9iN4zKo7CwywqA3c5GKkOVTisiBNjYLmvvAHw2dRkZbLWek2YiHLKBiD5R4RwrrDpEI9L4X1Ycsm+ck3Xb4Jkwv0XZ1HUsRDuCECjhuYAWFUZ1BGFvAg3GCdk+u/7OPnvps5e6kNSPGm0G5pgF6laC3hJaua6OSUwPtZYLdbI0l2iPRIeXrM7sYpbu6RjCWYDAFI+gU5+g+HnMiEyhWx9HQ5Nh7eOMSTYDqbVYR7aHNpIyC+EsO4SggsBIGRk6Z4E1b3KqmdaYHtR5fyRGfS/r0YoIXkUbZuFdaxvqc+qXa6nZffevtFPPPs9NLtvQ+OkzGFMw5G2siRwvI4ChrVTfMOqXbcUUERNPbcgzhrA+hYAxu8g61EqBTXvQura3oryC4Wc3z65W1uqNFqyTzYT6p9jMBaxleqk1mgkCPpfSMElMqiBzZfWj4dERNkxiC2LQapdmFzPPyXorFqyddKthtjRGmCNc6zgz45hHgkkrZUzk6SO1VtbXTSGYdVAG0g+mChMT49aC5ncUE8ZZRXTFyCYZZpBskjWXDB1taCZVT2kWS0wpSWtbYH1oLl+z4bGa9a5/mLV9C23L9n7rmbvYFnXnya8VgblqvQg6J7SNs46VWa3cHOpesCFmuGYUtQ4R+tDoTZYwXZjCtr2zy6ZGdlitdR4TAYM2SJvKxr0LM+ZRtJSa1Mi3dbiwp2dRQ6QmAwSPdPw59WE5af3pY8xPUbegQc0We9gUiGeBtlX/aMccQzuoltiVtpX+yvY81oOQNko7araulUmYHP1sggmQehui8OiEDZBfN+1YYeKHB59NeNB0M2Ek+/0y9exoYcdihPDxCYS6bCfad4R6BMNUpPX2lAWBUwzV6jsinvoN07eqzMp1MClRZKJnkgmhVmjpYw1pF22nmbiOHM87prHlMdYMEDfHegJpFV21rHyiiwhEBCICEYGIQETg+EJAvELialgiSomiw+W5HDxfP1sJFnrgX9utl30QTmjptTt+8CNrXfpC2947AqsxaZdc8gybD//S17/eWrtPQ2Acs5H+PissOMVm5IeYnEZjWJhti1AIVNmQcMMAX2hgIr0wstV21RfaPHjGDsKGsGbrbu1CfCizrnGrdcxEWQAPVWQzmr3w6eMd7baoyhcW+rDc6pjJcrVOu+u7V9j8sy62e1bfYa965W9grTXLKuzH0d3BdoRDO2xyxmk2kzVQzk/DE6q6UmaJP4KH18qoY+MkP4hle8PbzW6572u2e/VvWbZlr136ghY79RkwqKzrq8tMVI0BsyfKc3w8Eg7U127pG4SpnPfCV3Tbgw9shYmfbwuf9hN75RvfTxqkHNS9obZkU0d4c2YOQc3FAr/h+vCuBYk+awhBkn0ospzvsq553WSFpoWZgTJmfRnMSrtYPyeDwELHAspFUOioW2uX1kGySlJF8Q1FCISJVvnSSokcAprIQDHHLq4dCBWsWOQ6y0xEFuGhJuNSqtI1A2aadHv39NLQCFRoTPNsKDKvgMClNWeU1Qojj8Er12iJWiUIcOxTVtBgKXZatORWtUUW88wO1pq1CW9Y4qKYdsxWJUxay0KbAdPui+k8P8pAaCsiPCh9ThvjePdK6sXdwVxQvEBpvYsNVkhDwd2t4XMdJRjyPEx+AYGhA4G3VZ2EzIuYbBahSf22m/KEiASUPLTKFWHaRT8GsNaG8EAPQY7IsCiYOpJIOql2dqnUU93ZKbrRThX1oClHHfu5BA9fJ4h5s9bISWPZicZLaaTny9AnLM+Di8DkGWLX3d0TBCV/qOgv2tCkQjrEIteatncKI3Vb0iPgaPGwSu/y/kA82lv1yJJO7YY1gyuq5NeCyXGZ3a4cEkDsYv1eL80yPMlcFibAc0hbYIBQ38tC7wmUpQmUjk5hHcrtYr2mSveWp7PlijPAE/JFRPd8YgtP2gWz1OC0CQ4mlaRooCQCcOF3+iy/IDhyps3aGMjqSGaeNwK4fypDqcgoy2SJhDCrtducnD4vgbm2whSfugAawhqYU4MiEwdzNWKRZ3snoNJ44aliIyOE5RYEzjC4MSnCREbddwMDmGbXEA4TzwbxeWsv5r1/FBGsRVsrZsTI7jZH/RngJdRK26s2a+mZb52eF0I2m+yk2TQXFa8jAhGBiEBEICIQEXjyIyBeQIwBNnsoAbRUBiZBVlgS5mDKu2bNQcSAV8B7PnxTFkXAxuWr7cyTL7KdmHqev2S+zWUTSe2F0D3/dKw62fMhM8OKHTM4s57QZhlsL3xkwCpXmGGnzA98rT4CvwRv7ZgqDqwVxYZ4rBr5zu9ZCr8En0NYFT5oBlZsM+GRSoUTjP0A8RfXOGTbWefYsWCPFeedbbWWWdaOgsVmUCCT+p1dp6NAIn/qIc7VdYVeP3HM4hVV9jHSIArQCtqege150xKlTdshCSp7kOO6ta9Ip77rAZGoQlWFwIyhYhED6Hc0Eky0NmUZ3J21PTu1sUXGFi5EsQQ2sxcm+sUEeGfiPZ1MyFT5I2PvfNMVmHxlIwEuJ00gJnoZrW3ChA9WVig28lOu+jyHx0ejIq2dhCJ9zsA5TjoX25RMl66IHjvj39VrgYmXcFNi4VQem2VtpFL3/BVPVLO7496dCBFzERLIW2arkvyJE6hU2WJeE00PVyp5mkKnwvP1DBVTEXDZVDukFEl+Sqec1Rdd2SnB23OksWTaKe2nonsXSzLycOV4EEeGIU+J0xK0wAMGXPVAJYeqvIjZMTtUzuSblxJuqb9iygmGKuUFwQ4PNGHSDol+CeEF+oIEZVGonF1zROqaC7yiUTUhYpJGuQbMdBWcaNOdzjJR9jgIBZDhdMrIIK+2lLDssdSX8GWdqlszcyd/0e3SnErg2svxYkSZZ+YFqRw9yjLrDLGgkPhVCcDKSRFwgSbqQh01OOUQoifY3XUH3zHsRgM4f84ctwKV/KbNaeq+mC8kDuYDbEoDgChaqYfaEhzVjwUqJU+RsEiAbwblbakyA5K6UiwnX8Q0OfW2FFN5qy2UpbcbXcT7PfgJySQmfgxSfi9BFHGf9tHaV0eC5yvDIKt81Ke1DlPmHO68PXg2aOOiAyOKoJKT+oRTSSf1uikNdHjtyEc0Kva+TnSp9WTIjlPk5CT/QHE4++PreYZyqi40evT4ExGICEQEIgIRgYjAcYZA4L9450sodNlD13AzMHt17W0ipg/uQaxDjTg5tIODu3pt+drtNmfxqXbO0sWEiSMnKkxF4FUCX1TB6imPsOd8CQxPzT9fp7vAVTnfI94GIgI/JU2feKbAtWhpTrbG+kb23BCvIpG1irAqbinwOlXbuOph6+UTY+de+ByUbtqbgrT+lQhlA08IYZp/d3nBE4k/lRILGYXNS8SDHhPHUjKvxSf+/ud8D23czn32JN9Nm2mrV6209773Dfba35ntDGIgTvAH4FJiJTYIkhK7A33wA1fYzBlnoH0Ys3Wr9tpFz+m0//XXL0NYCLEDWAn35/Clufzis5hrNYdSByZRjQU1HLpX40loUBmhHOXJld+IAKWcDtn3WnHl1LwyT2SGQD2SQ8KhhFNaiVDVNXFcdM+cR2eFEfYPdmudmqKlMdKyQuXTu/ScZhPO+/uqcwRHLblQzVW6RLnQaUN9kkj4BnQULwE7DTrMWTn72jAnOZgOa/2lBFSJSl1s5zstFCcUqY5JFYMPJXtG+xYUkISWFA4ukhyIePgr5ZTGUD7hTj5BvJFppISZEEfhTe2i2HhJQNMUgM5yOqkF0/oE7ySwEZ7GDPFDCvml9+FCfTGLNm6SWaMO6Ojo6LSTu2b6p0z0gfc8O6GWMTUooFVu4DANhOenTita0toFoHRPvfDcd81eoH4fOkIujd9GTXShTBuuEeI+6d3+UYLwGp4pgeXhnAN+uiCMbhGePbWrcgr9Mi1qOk+FKY9wTm5IEp5PxWsKadzt33MVR8Xo7II+Vxpv5DzswIw8LP5EBCICEYGIQEQgInB8IKD3fco1pDxB+vpPuX6fzPZYxGaZysyFi+1F8073fTLFwouZ0aS9uOgyzIwmzcVR6FfnNH9xLroOflzi5BPClVr38uEgnxAW+PKQRmWEYJ2kyDrl7NPsRCTAMgoMyYUNoUjh3E/zPsrNUyuk4eB/JF483k5FVm35slH7o3duZCHnfCRfGFTWDNYReroxlfv2si62+ZdJmVQeYgwRdWWemWgQtV4Rpav99IfD9tEP9bKphaRrzM2qrOHr3Gyf+/LT7ZxL9HlKVVu/2jUV1aoEU4nzR+gET8rcI8IE5t8zScqDPu1RKW2V4NUsQoBZpZLCycdP3Leag7qkHS2QIMYzNJM3BZ0J5RDaM23Uo7gSnMjbe5q20qU0V+XRGfRVd+JXiFtAqxLyUV5B6yYNUKPJhR83osJFaxHhTtqqcCW9o0ubRCqTHxaNxKdzyc6ZXSm1G2SONYFeAWgrUzbbi4iHd4xCF06yPehJpQenx8PpQIdfQRMb0EN7ygJe1aOOICQtGksnk/xDFD2MuUaXBWOnPeTrEJOvz9Lg5feqkvoQ/hnHTeKbhCFPGIolVDUNR2gLXXt70F6qd16bp0CPNsORwCLTA2XhGOma1FKmejrq432C8rKeWP1CgUIoiayoTW4fLRixPEcq632PikhvKixEfYUO0QIBXh2y00RBoBHaSCp4vL8pgiiDME2mgDTPGXNCCufQY6VWUE+tukkru9N6f0v6DX4HdaRVNdwJCxWDk3ayzGCkVBoE1VZMY+hOwV6u+pNwlBM94XkOfd39ICzQKgJTIqVlVqj3UO83yl8xfadZ1VPhHNTANaO61sZSnip55nTt2YgGrvQrojR4h8XO7hHw8+ceDSN9J8esnXSN0nJq22u1FRuANaoVUsXfiEBEICIQEYgIRASOHwTEJejA8pC9EZz5c+sxNHnOQMiSTFwFihp+g5wBb8EXE6rwac7vKRRrO2cZWCYXRC5xwPpSQUgVGBPxQ4HHSTKH38CSUMKleBSWzE2x94p4Nlk8sQDHeULxccrG2Z2cvnUouUf08F3GCjIRtGsHVZUkq7y0TL8Xk+aMsnggIohXC8wWvKTUNsfABUjqCHd8y0zfB2EnnQzAZVqGWYM3aYN8G+37370XgkWeKqCDS6lXVRkJYRkqTp2W3byGDVxmoEVh3SKblxRaymyAUbfvfsNrG+rsv2JbSXAInvdQMNToDGyHwYHgouQy8ROjSCNIAFODyjwwZTdDPipEMwEkUGXVuIqr+8M4dRz6EVoiRYUhpQrKSQxpXesv+c5KARtmCaqeLZuV1BEYCwnT756ev0JVtMo7XJkhnkcOCUgkPwkU0863AoKQrCQg3/QHgjAFVM5ab6a6hmM6zaGvAk16rKQSVwXzzHRkwXFK2fDpDu/cLigQ1/0oFoLEnAuPRnlgJFRVTwkb0hQpvuKE9hCDr/BwcHLXXLfU7+BncEjSa4CgdRpoKv+0zdUlU4FR5fPvbeQb9SRPmFrMW+0QhU/TyJXH4Yfqe5/AQ491mTWvWTqFD0UurKoknhuu9XF5rfnTn2BIpD8nRk0qnCSGSciUmwSk8MUXCXIHE+2ne4+TE5Id9Ffh3m08VH0npEjxce+kX+mpEC06JPSGMNaF+qdo9B1JPU1N+XkUcpJA6AUphQbSgLPaWvJhMqaRIzmr/hzCyU13dX8oN51pI0bISxSqQHKAoAmNRdxqYNbGRuwZ5aFcRhcRiAhEBCICEYGIwHGHgDhVeAEEPmdXnLkKk+zOG2oSXbwBPIaLJiz3Es8gga4A4y7zTR3iJKowXBLtanyvrcZ+H2J0xHuJR5WaSUvqxMmG/ODnCEMtA29ERIpQkFZDKn9dcetOk9euSJA3SjDJB4ouuUCfDyuxmUUWJUKeZVzirVSaeDQvy+9FXZqb6jvtVNrj7sQkitVav5rZeTRFtbp2J9Tui7MAA4ERU7mNGzYR53kcCeE6qR4OjrBl/R+7dW5YB+POTkD6/l4d07sKm8FkWAS6fo0gErOayPAuXPLJB2kRj8LpO3+BLeSkLClfoDlwDQ0LAQmZ2s4iOHlwEFGLQBsOryRq4uWZ+rU+DdG4a2wUkpSV5pFECFQkWXiRzU2Z5rNvuYqtsn2OwokIlKQUe6AL5ck2Ol4ttRbx/B8PL18/bL2bZuj5hrzkdWinOKG0QJmDg5e2AGGhrhJqDiD586KUBD+l2odOxWVWJNQ6hO5DgR5kDs8jTek3oSzVZ18nj2ZPqMACWz6ejI/P69ppwCOd50kKEIlJRMXSxka4RgLdJNTL7yAu1CNJ4HHIAc/0YVeSglYU43wzGbILOYb1rCHEg8NPoxyhmfYWUE/S6TuTIX9FTCLr2ZN/0q+9Drrf3zXyJoBI3pbyIzF7rIbY3Hu/aeStCCHhNK0kbnjLjj6NoYumO+hqpsVXDLpHiNMclnSgQENCi2Lt64KP/3p/3zcHv2Pts8K9Nvx430yqpryanqx9s453EYGIQEQgIhARiAgcBwgkb/oGE6ELjvAfrtNaOuMAZ6goTbyCgiWf6JMW+zjihGhKQBjpG3wlBQT+qYk3IYomp0OqJKanaYpDJspNhzaUdB5d3GkSJZQX6PBr929Oj68nVgaNZOHm8f7t69/Jdz0Q9JwBHIffR9CzEe7ZtnV3qEogMamAmwpKwmVnSbFoCIyDe/tQm3Kpb5DwjRDF5PPpfEJhO1e6k1TpkiVn4E0vuYsuIhARiAhEBCICEYGIQEQgIhARiAhEBKYR2E+knQ54PK7mLczY7BPm811DbTUvUznJxqhZS502Z44+6CDXJM42CXvavVSfAliwqGu1Fv8AAEAASURBVN3mz2TLWOl7ETTzmODVMFcsFrRbqVKnEmFzPh4UfyICEYGIQEQgIhARiAhEBCICEYGIQESgCYFjtEkNVrAoArEkxWmtjw430pNH4vgwOIuLZILqQmK6yCiR8+o2iiCIQZtseV0IlGZxX8OvWn0cHaKUsmgSPd04125cxzm6iEBEICIQEYgIRAQiAhGBiEBEICIQEUgRYG8L9joMW+qkfo/bWUskazVp+Vgh5UIgKwbZwTLL2h9pA7W6zDfcaBYMJeQ1KQT1nTp56Ntt2kAk7BEZzEqlOWS/R/wkhZIw+Vi474q6v4EwMaKLCEQEIgIRgYhARCAiEBGICEQEIgJPZQQkHx5DE1MJhk0aPwS/LLv7INX5mkSX/WRzqq2B3OnMoU0lJDTq0tcYSkgMW3lITNTujdPfBFRCCYwhvk6+A2Lqp9voIgIRgYhARCAiEBGICEQEIgIRgYhARMAROKYCYkNwSxtDMmDiJBsG5aE8dQRtoadRYNivldt0tx/ExTSq8iBKhrWIQcBsypgNbg40Z1WC6CICEYGIQEQgIhARiAhEBCICEYGIwFMbAanXjonzbwQ2l5xBcJOGzz8mwppEvj+oDzw2NIAeVxpHSYasN0wUg0F41PpD/JXe/RWH7xbqPnWNmnbi0xyQRojniEBEICIQEYgIRAQiAhGBiEBEICLw1EagITY9/jCoaAmCaPckr/kH2EVFQ8rjOiUv8fOvnqMVlGaw4RSW3us7h3Kk8zWHEjATVaOUiIoq4TK6iEBEICIQEYgIRAQiAhGBiEBEICIQETgAgVQCOyDgV+7hVp9hcxltMFPHVLSO1q+O1rAuSc7tS1PyFDkR9BrmpqkwKKkvOeqymFW8hjQY8vG8tFMqAiNrFKOLCEQEIgIRgYhARCAiEBGICEQEIgIRgQMROHZrEF2blwtKPdHl96mwp/tmQU7+3HuwR5y+5ypJzFkmqC55Jl5UT+sVGy7Jp3EfLyICEYGIQEQgIhARiAhEBCICEYGIQEQgReCYfeYiJSCeIwIRgYhARCAiEBGICEQEIgIRgYhARODYI6DPXDSr6Y49RZGCiEBEICIQEYgIRAQiAhGBiEBEICIQEThmCEQB8ZhBHwuOCEQEIgIRgYhARCAiEBGICEQEIgJPLASigPjEao9ITUQgIhARiAhEBCICEYGIQEQgIhAROGYIRAHxmEEfC44IRAQiAhGBiEBEICIQEYgIRAQiAk8sBKKA+MRqj0hNRCAiEBGICEQEIgIRgYhARCAiEBE4ZghEAfGYQR8LjghEBCICEYGIQEQgIhARiAhEBCICTywEooD4xGqPSE1EICIQEYgIRAQiAhGBiEBEICIQEThmCEQB8ZhBHwuOCEQEIgIRgYhARCAiEBGICEQEIgJPLASigPjEao9ITUQgIhARiAhEBCICEYGIQEQgIhAROGYIRAHxmEEfC44IRAQiAsc3AnWqV1UVK2a1eo1rHcGvanWuueO/Vq8TQqS6bohAQsWrcFG3KfwIq4a4XE07xVVEm+QgnpWMrHDyLHk+yuuAQ1FSl4an9/EcETgEAuq99ao6jPqa+pz6LL2NTldWx1V/9L7nnVI3j5nTk1DjCDmrb5f98CJVCs+XPyciD7II9bjheSA+dNfxF9Weh+JFd0gEBE96NF8dMkFT7EPHiSFPLgTCW6rCkxfeLsmzo5cQnUPvp6qeO723jqVTR4UEjQ8aJXQlejUGaCyoEa6wMG7J88hc/siixVgRgYhARCAiEBE4egQySuI/IW06K6nXlY7UZTxSU0RCMx5DKfDPcJBAr8AKf+6byRGmq0JSBLl4plmrE7+eZBfySUvSOQQkwc0B8ToicEgEvB95N8yGHlSnnxE7Q6cLV+qfoYc/1n1L+aks794G6+YdXc+ImD/RoKuELkjIwR5mdN94RhRHT0oZ3wIZkSoTaCXhU9JpLBFqB3Opf8DbW/lg0Zr80hRNXvHySY4Azw9Nn6VpM/6Q8dhwXeO1o+dd48F0q4eeciwqLJoYinDQIDo557OibZo6akBQHrqP3EUB8cixijEjAhGBiEBE4CgQ0OvJX5u6SN5Vza+sNCz4NYcoutg3Ob3SFMbhUaRFqXAZ/DIwuXXYYQ9SdCVyYZIXYuIZcvAAxWi4A30aQfEiInAAAupOYdIhsIYpAxZ6Ir2Ji8A2SkD71TkJoWL35FR2epXSI8+s6wkVKscT4M+EnhSpPxAQk6dLoU9dpxEguojAIRBIZhiRtfwhq/EYuYDIY5VBLaenyyeNPPmx60tOnj/zXOmGI+cTSOnznz7tRzcqRQHRGzb+RAQiAhGBiMCvAgF/RflPot2oY+6WvFol3Fk2mZp1JlbXMoypcZeKddKWKIm/Bi3PVGmm1sa9zHoIYGpXIiNzpn7vRZFHDVY4b+P46a0ujYmYYpznJQOcUG4909rw9ov4ExE4FAJ0QfU69azQz+hW6oL4pfepsdnRsWKHKrDZP2gE9FSo5+r5CGUGPZj3Zjz0FOgJKnisMMkigVJakJAgGJtJ6/lUd9KwHtoFfFKMUxZ7uqWnUzYjGeJPh8WrJzECeqhSRyNLUFT7aorFn0DupbkLz6N7HpMf9WLRlY4BToQ6pQjOa9wIY0VGhB+F1Jep4zyz+BMRiAhEBCICEYHHGgG9Ydw+J2HGGus1eKW5iZu/1gKnLfbb32Jir/XK0/wsLzd/SxFP+dR5wylJ8mIWg641InoFKoWz7v5akwYxvN70G16TXOCC/keZyD+8XpU2uojAYRGosVIWSSuXaA8Ut5pNpjLU5+iM1aSbP+YCokxCU+da83CTwb+e3Kufq9zABwbhsEZvl194BvTYaDol+IUcnsK/AuVInI9fihjGpP2TNGcTx5H90Xny3qfPjE/6cJPlfZLj+ZF/Ri8enC9l4Jz1l5J7Pf4/Iog1xrX89Kij51xP+pTTpbdixlrS2awjoBCTdX87H0HUGCUiEBGICEQEIgL/HQTC61a/QUQLeYXXbbgOvwh2/vINYlwjhPfxdNxwpWj+siZSiB3KCGmmQ9L7ULbu9HJPj+Z8Q8z4+8RA4Ak5fz3diRogBS/1p+Z+2Ah+jC8OJCDt+zrr389N/Ts8JWm65KF5jKk6/rML7Xv81zPWsBkBPTXpk5P6h56QhqTnNPRYnKHBJzH0Xtz/Ldn8pjs62o5C2Xh0GcfYEYGIQEQgInD8IpAy79oco4ZmJYsm5WAuKFbCqim/Zg62wpRsjuhaFiWDt9R0p8bqfxmLZrKcFYcJ0TRX3ePt8WvZCbSD7Y2wojJ2k1POvvlGCzOqokmvuPDyrPlMqvSMHFqcyPxoabJquTbC3U3PviYe8fQEQED9LGzAEohRX5Nr7m/NfTGNn/ZJ3ad+zfmE3I7yF3uyLP0sIxq8MyKKJR1UXUr9eFqT8Bj3J/Vx9WU/yFvPDrdSkmfZ0TTDA5LJFwnPWo77cq1oUijklKQ8YZkCZtmkdY0iftKK+OYbnJ+yTtiof/hYBKDcy4urcCHMBbA0tFwfqv94fKWJ7vhDgHaXNi7v7wz1Barolikah2SXokOOd86xcrK6yZWczkCtBiXGKjp2q4hLtZ1cHk1fjSamx6pBY7kRgYhAROBJjIAYcB1inJqZ9X2qJAZLryQX3hDWECL3TLKLIrOdRRjsnmKylotodbjdMhLjeGnKxsoZ64TXzReK1pHl5YdZqd5xpcqEletFG0HC7OC+jTgFuPJ6pcUmYJAnSzUrseZiivwkr7aqeA69yvVi1KGXfUc+TzpWKXIWiTITSvh8YkT3REGgXC5boZCsHYWoSoXNiWgrHc0CoO6rtH+e9pRLGflUODxk//TYR/6jfpTFRHrSdwblBo8iHSfpZjCRiF2pOWJmmu4jL+EwMflGRZVeWkVYUV+V+Kn+HGjSM4L5K89jNt+K4EjfloEY9xJmq+CSrWlXUwm0PHM8PzJHe2r3ebWa1kPLaFBIpuOEUAktKt86bZrNqi1DHC4OKywqPLrjBQFW86orVPSeyFg/N73Zqg3ip+kWfTJGz18yDcnVsXFOIkV3cYQV/OHcRpc9Re9ZhNt8hVgFQnOaRPrFjjE0E0bTXxw3xogIRAQiAhGBiIAjIMZ7zZo1tm3bNpuYmHDmPIM6whnQJoyYgRRLajNmzrRLn/s84pbtVb/9cdu+bYu97c2X21996HXOyKbMfpEX2qW//vu2Y89su+jpPfb9r/0NL2aEAgmI5NWSb7PPfvGH9uf/dLO9/KKcXX3F38E0l+3G+9fbx//lOlu3YZsNDI0j+LXbVG0CQVSrsWAAa62sG9PGHSMwzOP246v+l118/imet8Kzrv5pIjxeHnMEJPClwuGuXbts69at1t7ebl1dXS4cqt9JYOzp6fH+JyGwr6/PJyvOOussa2tr8z6TComqUCo4/rKVEyOmrXE3j5bshhtvtMtf9Bw7pRt60Ch4GOyiVilRUJM48cuWtm861WOKOv7ghjuti4mVyy+7CGG1Ru+XwCjNOD0ZoXBovGTfu+Uue82lz7AZYKW1Ul+/+S574elL7KQT5qJYR5AmvrZp0vZM02LPvuUd73fASVvBAoOZmPz+gb22fWevlcr6lmrdWotFmz1nts2bO8eKYEiTuv80XqHFHSfNXqWu6TL1iucnJwJl+kGdZ7vIu+1BBKyv3LzMfrZ1iw0xIZkpZ5EbmZgi3N9zGYlmx8ZpzKkyIdU5VfUJ0ip9sMrE6Qz69kvmzrA/uOxiO3V2NwJkU589AlKjgHgEIMUoEYGIQEQgIjCNgBjz3bt6rYKGZ+GChRwLnPmWv3NSSVQJhzUEvPaWTtfuVKfQZrSfaLV2NBiFmYGd5p2VFfeFE6NWz8+weusSVDNhs40WCXnESZn7OhqSDAJnbWJISTChK9h//mCd3bdui82e1WUf/cOX2qld+tqbmN/AuFd5wVcpQ9ofuDy76GmnuaKnLpNW7fJG8fFl6HA+YX5y2Bdr4uCuu+6yjo4Op2vx4sXuJ0Fw/vz5HjZr1iwXECU4rl+/3nR/9dVX2znnnGMXXHCBpxPDn/af/04F0U9j9ly0v/3yD+3GW5dZ56KldsoFCGFoFWR6Kv20tOCaFnmsDc6062j/hNk/fPNWW9iZtec/6yLrylEmQuMw5RZgBjuhYN2WLfbeL91us3h+Xvni59muvVV71+d+ah95yTn24Xe8To+Sabv+3SjPTiLOU1aeoeKlas4eWrUBYf8mu/3OO613z4BNlUrWhdBfnpqyWbNn2zOf8Qz7rVe+2E477RRray26gO3aWUcy7U1CNUUyPadh8fxkRSBf4/u6ssPmefnw7TfZw7t22mh3j80aabfRjpq1MomlqZZKHs19Vfq7Y+MkxMrstdTGF4IZD2qMQYVyi+1l4uKa4RGbuOEW+6s3vNLaeVfK8uBI3ePzTmx+drQ+RA+SBtHEXyeZ/TQcM3RVzIpkP+tvbg/QQ6e9t+T4JcxBCXf+69nBAGhwFkBazWL1YIhR17oBrtM0IRcxD40cuU5pSGf/UspS/3Q/MKXGUZUaUnqYu+OeaJ5HyBIGBOaIxtJtUmu/lgWKTzipGh4S4qiNw0RUM1VpnIRORQiXoSzybp61V/kykHDnZHshnkaT5HJaJyGnrHSp15nnktAl/xAnIFKDYFY1pJGVEiy1c1rTt8fwjS4iEBF4aiAgxl1jcz5fsKWnLXWmvC5zNsa7A5zGfJ+lZ9wgWCZbGczcSjJ5kYfGHb2ENa7wl8Wv6u+J9K3Aa6qGkIjAEEZG9mYbL1tbZ3soiqQ7d/ehNSzY4sWL7L1vfvEBwp5GOLHvjZejSOJeloIKS9cnchndEwSB3bt327p162znzp32+te/3u6EgZcm8fTTT7cdO3bY6tWr7cQTT7Th4WEX/qRdvPnmm+0973kP/WCxrV2zzh5csdKe/rRzvV/VeB/7RAQNH9544Rz6XXhzTr+DBYLec0kf5S70HzoMTOFffOB19rSli+zSs+YnmcjkNdHj0XfVh0NvDvmEFztl8Myo39H9/Mjzq3geNxVi/XlQutBHp2nN2SzWy77vra+2biY1Ogrkx8v6Wz+90/7uU5+zB3/8FWgwO33pYvvIu95oL3nBEp8kmTU7bx//wNvttWfP9fd2C7T9+b9+32bPzdoH3/Bqyg5OdKUu9UvvdW4Ob/Z/4l6ntUgpVxvrL4xRGzftsi9e8Q276eabfCLhTW96k7W1d9jg0LBdcvEFtnfvXtuze4/dcsvN9ocf+JBdfNFF9mbiXHj+GW7CGxpefOyB5ukHm5BI/dKzAy/Smsn0/pbSm4T5bRpJaKu/NPUu7zfyT11TeryUctqHlIlHyuWmqeL5QAQyObBmd1CdN+7sQ5xoMZb3wtfzjIOjnmO9w4RlFT45o5kXnOQNrVmUHFJTuJhqhTee99AmGm/kdJYs4W2iuDjJKmGnVJVCr0W4Ey+uyD4u0Y+lvcwpvvIRQX6tsy5rlsdIVLssb2UMVS5hYoOLI3ShNkcY+RdGE5FNTrfupfrqQvb56p3YwrvjssygLSOgMFfMYMngq5G4ZGMMdmWSVTg0iCoLps/cZpypLzxGK8RRtfmvIhiGXKe4LpOFCh0lHoFeAH4qnhBZ8jN/7XToLMZGdLECJhykCeXKCENpRIEET+4DIV6mOo58xSz5Q0dcmZqUyEf0qGzR5GtrOIsMrwkXWitADPz0J/o9uucj+tKCQnEl0mkjd+WpiATjVHevP/fUgBiiR50Fmpi1F92NrEgqa/uS0iqyqs+hskNdueBGdMhPSQ0GTu1R0gyJvIgvympet8kkLR7RRQQiAk8pBHjv+fhSrrCuSTe4gwuHBFQSITAZpTKYflb4FkCGl63GEx+yOKXMc47NZbSzRh3NYcgZQzhkxIy/YEOCziprDt1ITveM57kCwx4vSxJo1pNVYtxrxJxi/Jqk5CQvxjWNY05yyFyvWQRHPKM7Zgio7VKn96mOW2+91c4++2wbGxuzH//4x3bxxRfbyMiIffrTn7Z77rnH48gEde3atR73qquuspe//OWubVz+4HJrK3TZyPi4TSBA8tKiL9HgNDOX/nqrleWn7qdfrd/zk4dN+3sPtbHRYZ9cyJSZpKA7n0q/+tCrnm2ndRHufZMvI2qdGoFF8spVtd4vdVypT1MnMYhTrJNVUYH5KtE/NQGrPkk8ESeGlPuydnLCSaPFixi6ctYBb/N7z11sv/mss9BYSGuZtzt3jdtAa4/zGnky6oaM//nSk60TWbZM3SfqU/aBZy2wJZ0ZTCUDzneM9VhLzywv1/EQJoSlzaBYKj09RO+TxYl2cWxqU115g3KqOE8UsL/+puX2jvd8mIVkHXbxsy+1y3/95TYwsMe+/91vWldH3k45aaZdcv6p1lqgvYZ7bcbC0+3OFRvs3e/7c7vym//lEwDKqUyealUx5vVq4KbqtHXoa+KfoCEQ5AqDtB9WSgkP7CSKRsWdptUbQrdi0tRA4p0pqcp4W6cvuIjIWbyYxkWd5U8u4Y/8ZN1BSvyFBv7euPhIwMAnuiNDQMKh3HClHZw7rY3lCqXcFJ8XhFPneatqTW+NCc8CH5TgXkc1X7IWJjW5JJy3C+afMvusZ0u8q5BBeL+5QEhbaCoprzbKwbO7AKh4SkebqegsY0mW8igjDBT0L8xZlXclL0WaxjA59QqWS5BYE6E10uWgsYyAOlpSPz16pzIeOxeoPCC/qo+8eGsA5H+qVLX1a3fbmkd7bcP63bZh3S7bsGrAVq8dsIc3D9gOXuat1k30ItFR8XqlwabUyRiLil8jMqB00TAj/cO2cfuwgyBDi4ENVdu2ccTGAXzcZrj0DrI8HKxBQarPltmcgPR5QVjHjhiyHE7N/pVa6ADMEFR4CVT1mVmWoTI2lwC8whqYLB2kQgIXLvVxZ8gow3xkYYB8qQs05ShXVGuwmOibsvWPUDfquWn1btvySK9tXtNvj5SGraSZduLnGUCKlUFIHKaDjNOJJqzg3/kinBkI9Res4X32IId/MJXS0DRpOcrNiVYiaaeyPD2QiUUwHqNONdu8dY/tGh23Sfzq7PrXyouihY7FOw5CJ8CjYkXyV7dSrVSf8J0XBj5MZnjjsVFbDhRy3uFk4iK8Mpp2z7aAI9dK+sv0PJJFFxGICDw5ERCvUSjwYmRM16H1Ygd1DBCVAmsUGc40GQiLys6KjL+MQ7layccQBlz8NfkXJuQymH0WKsQjEUNS4nzk8WvNmE7AuFV9BZW8GKOYzGpnY5u2kuLJBzNUH9lbYIpbYNgZ8aFZoa6s1MCe0VFm+JIeZ7okzyD+PK4IqA+5ebLah3fjRz/6UXv1q19t11xzjb3qVa9yDc9nPvMZW7Vqlb3sZS+zF77whd7nxhEApVF83vOe5+eBgQEXJi977mXW0gX3wAvx81/8kk2UmCTgnV3P8r6m3WvlccsWMvZv9/Xa6W94vz26ZwQTTQqnYz8K877oN//cPvCjHfY9+JSz/uBLdub7v2WFd37HVg3202dy9smHWqz1Nz5qP3pk2K7ZOGaLXvEh+842ngGYv5KYQcxQl49jwvnGv7FbV6yyndTpO6t32KkfvNIue/fH7MK3/739ybcfZkOmrLUMj1nmTV+xf799s/3koX7LvOUf7Ws/XWH37Bm3M//ky/bc9/2LnfPHX3VGcBfPz/P+7Kv28v/9JRvnOfrgx//DvnfTOszezrTT3vU5+z9f+jGVqNhnlw/YJe/+rF3yx1fYWe/8vL3sH35i2xAmR2FWP/WfV9uda7fax7/zsL3gTe+3+9az7s4fL/0g5NTZDbE+CS9R4ijzZIjtfLI5BhynWufgMrQLnJJd9/Nb7W/+/4/Zq1/zCvvd3/kthMEFdtPPfmIvef6l9obffI1tXPeIvfn/ebu9548+bJs3b7GPf+KTdvVX/8m++60v2NKlC+0T//Jv9t1rbkB4Ex8pbpKBhWLqYCttkrZnHp0a52CnZYQLWW6VJczhX2E8lBiXLTKhBd9Wrk2RTn7qO2x6UtF0gQSDjKepk0aCBdvT2uQEwoBvMILAAU/qFlz0RV2LR9aWIhrzJlmD2tc/SP8uMBHHmEte0nK6sEF4mBBRptE9JgjQ/HLFcifvNN4zyBJ53nWjRZRFCIqWHeU5mrI2eH291wo0dQGBX9OSFcakCovja7ycKvQlbUCld5L48QztKiEyaCEz5IVAigwjrWEJ2WeKviHevUoe6fd+nZCD/vxy7f24vBVzmtbCSZOmzvrA/Wvs0svej88Yxxkcczi2cfRxlO3aFV+3hU871Tu0Cy9qAPXu3CSAIDACnASYQmXSPve337CfrCra9de+gwc1a++7/Aq7s/awfWPlJ+3ClvDQgLgnl6p1cvdm+9+fWMfLo8M++JfPsnlkTeaef52XidaoqI304+piBvyCS0FE0Z7rargkCeIY1wiRznmQB3XTC0YRCqyT+d5Xv2hv/JM7ia167fK0WhZ+6vmvsI/8xe/YG193sgUjqQ7o47ElqTZS0Ha1iI2imkOqbA08TqW/JAIwiGcSUkUM4T5DzmDkeFVFk9l73/YlO/05F9pf/vXLsJUuhoHIp881s6TFB2GoCDsESkWu7BhioEOz6lUJgiKHerojXDrRkErzHoqn2QyFhjb2ePEnIhAROO4RKJeZ8RRD/eijjc1ENL43O81st/Tk7cwlT2Ohf94mauz7pjHSxw3NtHOtFyGjjOa+NYqIcZKJjmbdFFNxFdLImfAMM7Ge1sN5a5BwKtdhj2wbsf/50W+xyylaxyxjKO8cCYR69+Qz49yP2bve+VY7bbHeFmFmy0cuFdQoIMk0nh5XBCQYqj/JTPSlL32pff7zn7fLL7/cTUwlCEqDKM3iypUrfWOa2awP6+zs9I1p+vv7fVMamQWed955dsMNN1iRTUbGJobtJS/9H3bHHXfY8194Gf0mvMuy/jkIxKEWJpFbZjJpqgUpCELwFXpF5tu67IZ7H7LndM6zr/35G3xy42Pf/Km96g//2ZZ/46+tDTp7iqSBnvMXFe3EJUvsuzduste/Zam/P6V0ePCBzTaXtWzPO/9ce/dXV9jdt99iV/7VO+zC+S02QGf79yt/Zu/7/Gb7p7e/1PLkdf3t99gpc9rtC+98vj3jRecjoPyDfeZ/vdsuW9Bpdz4qwTQ8BbXShPWgHlR3/cgf/b71ffMW++m1P7frv/JRmwtvuWXTFitgivvNv/8DK7J0c+P2Ibv8T/+TNZOr7NXPP9f+6M2vs6/tvNl+48xWe9tL32Y97WDC86EHRZO/ziJI2Gk8EADiz0fgBx7XTvFLFBa0Y0JHx/RJ1K9ev8k+/nf/YM9/wUvsnLPPsh/94Lv2ute80vb07rLZM7utetJC6+7ssCVLltgK+tlzL3uutUsxTNr5Xa324T9+v336X//DfvLTm+w3X/FitLy0CXyjtHf67EmNfiGG/rbb73LN9jvf/jY3fS+jJMnSxlNoclp852Z2a2Y35yKCongnKQ/HJibtxhtutBe/+EW0A58naMXCgvzuuPNue/q559s9995jl176bK9QWxvCBAJHHiFhYqJk7W0oNlQ2fPJXv/51O/PMs+0izGQL7AIt2gni2YGfpGMGPhx0EngIju4xQEDmoHk9PCBe1XI2ZBVZwdR4l+ldVWFskXKL7uKKmSpyQxWGX/x2nZ25A19NcsXHr8D6xzJaxeCv/ML7yqUC582ZFlBal09+NY2ZcP6PATqHyaLCw5FHSFSnF3gXXnK+9Q7eYsXdZm98+3V2/W1r7c8+9fv23t+6gG9SMYvSrcwEhwZEOSoPEK5qxQ5XDEWVmcBClZkuzDXyrfPcvELbEkz1MqOzeI4NET+nUZrnFgQ1AcOMDDPPI332DQbr9hNm2//7lxcrc7InMk+LZnKyUumngKtMrn0tIzS4LTFUORPEw7bsxnusddEiu+isBU5fhe3Z8zz8/gBCeF6CnS21P/jAO+1jf/oskWFf+9a99v4PLGMHvz+1p1/yTbvgJCLSEVRF1TGrJ5nZ7TraU3moY4kc+copmmckCVDbv/s9/h4AYtCfwfwK1aK15uYwK8Fia4+jwYvORjzNVdQRbD2JfqQT56yZriDruif3KlVzU+HFENIKUHXWICAGrBQvtBQX0UUEIgLHOQJhvGFshLHu7e11ZlyfJNjfVRlzFrTM99FBo0QOIUBjSmDiJCDiGM81pulFpzgaJzVKufmELt03jDcKCmkZ+wIRHkNj1xQv5P6xql31o7ttIjuPoR8tot49BcYrLDpaMliaTO6293zwdxkB2dSDfD0/H3O9UM8r/jz+CIi5lYAoQVAb0px77rl+npyctA0bNticOXNcONTOpc985jOdGZ5iE5HW1lZfb6g1h5s2bbIzzjgDU8EBe/azn2233367dbNxzdPOf5rddfedtnXbVjtl8amkhSlL+k6l0MLOoK30h9CrZAGkXiGrofFMm73hhc/w96bS/O7Ln2V/sHKrDYxgjcNuuhXKlzDQCpP/ope9yD551c/syjctgmlv9R57K5vY/OMn328r1662q2+631770pfYs+bTJ0tD1l1st9f92nPtLf98K6ZrgacYQGD4u9/7dTuFN/bXNiMwYKZ6KvyQOIHnLZ3tjaLJjjzPnL5zKNGiiAlQW17aiXGDC7E2Jo3nnLzYfmfJYtevS/BYsLjHXvzyV9nV37vS3oiAqEdQ1lRz8xM2C3NKMYHiafQElNCeSrDex/EMh2cw8AH7hD0hbzSKyO37TI9NVewjH/k/9vTzn8FkQqv98Ic/sOc/71lsoFWwRQvn20Dfbiv8X/bOAsCqauvj697ppGPoIYfuEAUExUBEQcXk2d3xbFRsn/nsQEVsRbAeJmA8sVBSujsHhhmm78z3++9zzzD6DPw+/Hjo2XDn1K6z9j57r/9ea68F4GrRvCk8ahdoEraHH34EwHYA7nREl0SLS65ibdu3t9mz5tg0BB3dumRRjtqPv/QRAezComKbv2ChGxtz8wvtxReftt69e7vFjOnTp9v+++9va9assWX0a/XD/gMGuH2QmU0ybd2GjQDFIiTlc23Bgvk2dOgwG/3003ba307DumqprVy11r7//nvKKreePbrbZyymVKtW1erUrg147Gl5O/JtwcLFVqt2HZvyyeeWvyPPBvQfYO+8+zbfQooNGXzYf7avo1Xw5/9KAQHEsBZamMcE1KVpEAUg9ERJ+vhxJw41REkYtQajfYveLEh8pVHX1QIo85NURT0WnPsEp37qReCv9716eME95Y8XT1e7K2i2/sOCqqufwKGCN/1rgDNWAM2q1l+MjvdC+INc2147xzLqFlmdKgXWkJVeSRLRDIV4MAZaTQ7no0aKkVaBLu4navjTKR+xRO1KoRJKmDBKWSXUwA1XIMRFJVAtZaQsQLUkzL6DHfmc55olo8pkqJzKjHokJteVVUirFbn01Jn/8hnkCtQEhkqn/hGZX7xlzyqwNewT0K5DKTzFJjCwkqcHIBm82SPJ21pstTKrVpd3rhWxiy7qZu/f2c5ii2raJTeuRFE0nvpKPxiWBbFzOSLpAuSKzjiZFgyofplWITjRz0JUPCaberkSVaqjsXSgQ6VIVwGHZfGeqlY5KlqFrFCoFuppqjvKW6RI8rClyoPO5SHt0RE5JaFVFyYAUOOkskpH9monVaxiassgyT8o4FZClAoWzCUJ/gQUCCjw16GAGHpJdGrDnGRgxbQ+i2UNGzb80a9Rw8bWoEZDDeeMT9H9EgxjpYzPmg81iilotVWOhjUOOdUb1Gk0LnpPGVM19OkhoUQXbBmQ5oMfZO4/HrX56tUiGDRpZUcPr2lHHZ1ixx5f3Y4YmmxDj0q3I4+uZyef1sVqVfcmV0ECTdyuIhyCsOcooDnTB4nqV6+++qolJCQ4cChVUwFDWS2VpdJmzZpZTk6OM1QjAzYKy5Yts24YEdFihfrifJjrQwYcaklYz/36m2m2dOESm/HFt8SUmh/qWZrBmPdTCllCxYl8itSdAV14k5fyMXUpsX06N+eMvT7YQtDWi1bJpZYTX8VyWJROYDEkDYlAGP4igxTH9Glu9RKy7dEPvme+NMtha0c13CNksdg9bvYaK8zbZM0aZ9jk2Qvs48Xb7JPZK23pxrW2KR9WEPXskuIkO6Nfb2ukPs6CcTp4cN66QrvlzWk2Ze5i255fQE8VM6kQY1tiogu/8CfadlLOt6A5OVEfCbxKivuKyIp9UEtxRbNh03rbWBJvW116cqDeufAwetuYUtRtUYErJ24cYBehmKOBlnu8JWifk4sm/q8/eDTQp+0+b3di9sqrb2DQqNCuvmaktWnX2o4+Zqj1692dRaNc2rjItm5aa8X5220LtFowbwmueaq6BYtYVDWrplVxCwIL5s3E3coSFjDa2M133I0aqcYwLb5rPyjjCmWuXs22qaVrsIIatvXrttrCBcvheVNs44YcW7c22xIT0mzChPcApwOQQMfb+PETsQKdiYp0W1u0cCX7DFm6QqI0c+ZC27hxuzWo39zadewAOFwNKJ1u+/XtY1WqVrOJ739geSyodO3W3T78+CPaFJ4TqWOduhlWvWZt9u+2soaNmtjM2bNs7tx51qZtOydRlORR43YQdi8FytknGGGxJhKDlh3bGkrg48uYp8JlSILpG7H0EUkMi9AxzU8QsolYakENSypKt6LEzValMM5tlQiV1EACmWy5iblu21hYmAL+Xp2L5PzEl7NIxHkcPL4/m+3et/Fy2znD/hG5/yRPT4LIe/LBxquDlsh0NStq+KXCIBcfBXsChazVd6WoSwgziIuZKAAEpgqqsHqmCR0BGUeW1xjixBxoCNNokFzi6c5rddgigEVFJEkMhhHSiB9u1sHmLm7mVndqCtHzE4GlRilYhdowpXiriWFWnUu0X0Z1JL+QxL2s4kSkugQ/k1o7zWLZEV7OQKsyHO4XqAS0qj5oGKtSADwyxbdOGGSswbfrQQ2tyT21bfpbk22bjbBqlKDBnR5DH2BPAoO8dM+1su70kAGIOyV7KU6dSisMuqd3FkCVfr10mfU2bg9jiKkgJsd1OFgpgCKqsgBbrUCG2Lyqic/5FmOAUouUhVh/xyyuMLNUTWWqO5F2kO56MauUyZJyap8R1XKcmssDUEod1GboUfAgCAEFAgr8FSgADyo+1IXmzZuzil3tl19bC3Ua0xlTHJMrZMiYp7FQS1QxDPha5vL3ycQw1ktvQ2OaK0JpNR1o7CFoqctbiBMr7wXtz46FaW9Wu5bd9fcRUUaaZ8pAxRF0qizcLf5ou4KCNEd0V2NqEPYMBcSwChgK6GVmZsLQzrVNmzbZwIEDbdu2bQ4QSk1URmseeeQRtyexSZMmDjBKoiIwKdcWkjTKaI0kj7169oLJT7fGjZtZRq1atmLpIsDiLOuOBpML9McS5mUt5Qs0Ss1Icx/Kekjkci0jUfO31Ly4T+8IES8tkgOPUGZ5GEUqikuGgVNOpZZVPdl610+18Qu22d8OLrN8pEj9O7ey6jzfUpZqCaV5lgfwWIhl1gTSl5WzLxdQdn2f2kgrefc4eBt4C8cHMP8Pwo3FqCO62kPvTLB3JrW1zKZN7JtRB7l+rb2a/rYXXoH5XvyB9gqK1whZIb/XFuTZ0w89w4JuxIYcuJ+F2A/nKXKrvqSBH0qFv4gQowzrv+JYBIRBiTCffJUAT7fQrchO80sne1HQN89n7cYptTO8y+RPPrPzL7iQPhOLBG+VpSRm2neobbZu2RzfqV4fk+pxPNSo17ixNUQKO2lSfctq1cKaN6kHqHKDhi1ettKWr1hrzzz9hE365BM79OD9Yf69rU8qb+aMmTbihOOcNDYf40a3jLrJRo8ebZdcfAGSW9y20I9jYZySEGaUsFcxhnO1TQpezePQelu0YK5Tc82Qz8oSuFLGzxj87WmrloQZ8WipRVjQiI0LW9X0qghb0ijLGwvFy8bCZ0rinZwigcpGB1xVrwyAo/qLp8XhtaVTS+XbkybIzwU9r+gHPxfhZ+4pjYK/4FM5ip+ff6z8bG8/117AItonlm8nBn45VJRtCbRxBBBXytiRUATK4DwWtd9i5qoEtpKVxGNok/kwEqlhO3BiX8b+w5DGG7BHYil+XJmSSkVPr+G4T1vBxMeVwq/HYhhHdkloU0frP4CAe4yr1/fr0IUbEmEG3Mt5HUsAULr90hDVoK1NwPEM2w62KYq7r5GZC+8/H5gCkjwkhc49hi55pqhapQ6FkxgkAD0Mhg3qVdVTylAEPik3AKKrzaXMU0sbWKFcok6BJKEgF5ULVFL82m5j40sGjRSmwSTy997HVc6lVxrBRCfJdICPQZiKJqWnWJVqabZ+bQENrNXJSh8n9fHgJUnJqpiytWLgquQ+PO9NXcNxWzrqqqQGHjFZKk93nGKoepcbfBTDVQY6KA6pnVTXK7dc+SutJK10bvcqxA8xKKlfatApkw49qlqKJjZLDmYFDMXwaeIMQkCBgAIBBf6TAt5o5EYff5hxR8Y5MSUae5kMmTXdGOsWsDRawaRqIHKjnRunvXw0APn7tV2CHxVIHI3VBI1QzLbe02hS/9IbQb1H3l8h0CDsSQoIHCp8AsMt1xWyRrp69Wq3r/DNN9+0evXquefaX6i9iHo2f/58tzCh+JJc+4sUY8eOtYx6GfbGq+OtV59uuMbYaCtWLrfWbVvb1G9/YK7uoBnNzWUJKUlWpIVP9RdNbvQ5N0dW8AXeIzHxihHWni71S6LKSqTSlNFXtXfxzBHDbfCocbZiU56lJ+FkvQqaQLyWVEBjYhPYC5llvVKz3LKESlTvVJ7qfWUAgVhsJmjRJJbMtZfpslOH2ICjh9jHcwps9Ktv2evvfGT9Dx9IXszfPFfQXy1t6J7OxUvc99S7NvbbZfbQDZda9wZutrf31s203FWyH+AFAd54jExJBbVi9lYbKF+Ofjwvtl/TaOK98FCIOnAcY0yb1m1t3Lh/AdK+ss4d2lm7Tm0td1s2z+KtU6cu0FDjS6xN+3YakrcfbMnSpVZcVIgEG2lzEvSC2um414mHFzps8CCbhIrnAQf2AdjBd6kBGKuqAthaoepczgLAggXLbOxzz+JLsQMuVzA89O3XNvzo4Q50PvXEY5bVuo0dfthAG/3MC5a9ZbO1bZNlTZs2sbffetsa1s8gr1QWSQbYh++/h6ZGTevatZuNGTOG/o4l22FDkXTOBYQkWFZWK9cqApFasGvZojl5vOkWTo455hhbu2at64uSy4inc0GMHsHXBBEQ9CX5Pij0jy4if9T3FX56393kT+XniiPjZQKfuu+nqXzup/szHLWomRiPyjqLQ5L1s7uZc4yvJaCODuFD4Ikw4K+UPhLDApP20TuvDfra2OZVhoBHlsA9OygY7SKNsEgM6eT2KcLH6voZNNXXHnF5J/MMUKq51I1ju5eSewYgQg8NapJkORZAq3dO2sbeOAbHMq6FbRbPX2e33zLeFi9dgfpShh145CF2/HHtIa5GNaxwspImlUh9mLAXBAgYkqtYreZw4I/8fvwwdbZdevmHdu+EU60DUsCTL5poqTWr2a0PHWVVaIRlS7Pt1Rcn2jU3nGyvj/3Wxjz/L2vYJtMuuf4Ua1ULuqtu1Ll4e7E9/tg3NvnzjyyvMA/Tx13trmEthdJA/YJgwCXqrkFG050zBCOlDgEprZrzX/68ylDfLMdYQ0hmcKmn9IgFMres3m533/WCffnDKj7mUus5sI8de87h1ilNoM+boN6892Xrftrh9t6z02zCN5/aK6/fiCCbTFCbHT36Q3v33emWk1JgD1D3UqvrJIGSjNZCbUHRctbl2iNPTrGPPp9iyWnVbMiRR9vfTmtDR6SDhTfZP+9+3wYNGmG1E1bahXd8YTXrp9j1Nx9Bxy5jz+U8u2HUSxZCPN7/kN527LH7WSarpqqdXi0IAQUCCgQU+CkFtHdCZr3d8Mc4mIT6qBaXCgolwWDslxIDwR9DNN7K6bgWxd0ExULVzqcM/bEw3ppwHUemlNIyYRh2PwY5grfbQ+kYiaPJvRFUF7rF0YsK4yK2TxcVrLKLE/z5/6WAJIbae5iXl+cM00gqIgZT+xLl3kJqpjJGo5/uSVooyaEkarNgvsXoav+cfqUlEcvZke32MX72yVRr0LiBzV68wDKb1LRIcR5x2KeP1CcNVc51+L1bDR/XAoZWPeCLeVttK32ziD2ICprRxRdrMTafVf2I3FlgbTKWfo3hXPoqqpr0xwEt66CW2sFueu1rq44RmZFHdnV977iOje2Ftxfb6BenWaezu7HBw1PhFI9QTLpwETwCUqFC+CGEDG5rTQGMwY4dpdYFaVfXfcKWVNIV4zMLxYlQRxhCuTvgXGwFK92WG0qQUy/3vfzjpfftzKsvtoMBh1qAjocn2ZgNaIUX8vgk8mDBPJs9eU4SybcoC+Ue4+4ZWhGjKryjoCL0vei4VwSneg519E5UWCNPQWExqp1JtnTZYmvfrgWqphtsGwaNVq9JsLqoyOdDiy25WIaHcZ9PP+nStSuADou5Aw+0zewLnDd3gZPutWnTBqkztGdR629/OxGjNVfQN/MtGVCoTqK18oEHILEVCkNjrWvXNtalMy5JtPDOv65d2jk6ShBx+eXn03e0IF9mZ5x2oidkUG15dt65p7o8JHhoimpyRAtmypPflVdc6vhLgfva+1EW73jSiSfwrSAkYEVi8KCBLu1Zp5/ikogGxx17FO9GjxNZlIB8lXdlcMhdFyoDOf+ef9QzHwT6937u6INAgUNfO6ByOv/5z6XdW++J3w/l77AkLM0W1K5qTyKZfmLGQvsMPWRpAuYymUnbUb4MRcci7kmKn8pCTatqyTZpK9ZOIyxk8OXxSYKPEEVJi1H4AmlxjCY5GlAahkO7NLMpX3xjaxKlTK7lnj9m9tIYtUeCZwCFjwPVRrlliCBuLZd+I0OcwGE5E8I5pz9u9TIPto/fu8+6NW5vZ4x43p4c8x1SNZEDxUkGMTEFAom6o3saxGWpqUg3aJCSZSU2rN/JVlrvUGtap6YVY9Xsiylmkz4usTxaIZaVv9KCJLvn1gk28cW3bdQDk+2GkTfauLHLrEPPx8lEO/DKrTA3YicMONMuvmaKDTz8PHv2hXutYHWMTZ2JhVLAnBp857qbN7S6wVs6/gKP+iE+1p6FuZ+vsjmLV1jW/vtaDTbIKx1jmd163dM29o2IPTb2Dnto5N029s5PrUfbh9kTCT14H/FDa3+YZ2+9+bVdcOX7WMrClLF7zTi7/fSX7PyLH7ZG+19gEx+71a644nFbn8tqRIKYsGjIKcGi2sH24OM77K6H77dTTrjELjn9aft4+g9R1ihk82bl2Xtvrrf7rn3VXnllNSto1ZwB+txVW+yUEx+zUffdYs88eZv98K9sO23kQ+RNm2FCPggBBQIKBBT4OQp4jIHYtLClJCdY53Y1Ge9K7c23PrBhp9xnh/1tpA05eZQNOXWUHXHmvZadL22FOFu0fIMddOJtxLnNDj/9Rhv0t2uJc4299Nq/sQgIo1LB7qLFAbMfhjHUT0HDv4CfJEXeTyMV+bprBlsFF0lTrtIEY5ijyR78I3+HMjoj34Zvv/2220so4CdpYiwSsuTkZOcTsWPHji7O0qVLHfMpQKj5V1ZNBRZ11H6wZkhStgAClixcwNxZbjNg+GW0Q+qnIdT2pFHZGzPmI44ZYheNetqe/mCmXX3Pc7Z4Y4xVq1kXt1CCYwSkcmWInxMxP5jKjCfNoyRW9eNg1NzEXYQGD73IUBs99/BM+3TWCpu/MWINqldhboxY16aN7al7T0ed8Xs74ppnbMJHX9rMBevsgafH2WX/nECPxKUXEoR4JnkBTS2ST14csaMuvMm+WrrBNrEwvWTZcrv8b4e5Hp+ExYUEgIzfa/tlNUFMmWa3PPE+bhLwkzj8cBvz8r/sncnT7btl+Xbu3bjpQKK1PjvXFuS4N7LezeLt/W/Ie1s+Ph5zoR+vAkMKxoCf8czy6TT6pXiJ9pq/+rAVou3DWVFhxA4E7PXfv4e1a9McX4cp9sqLL1taenVbsHg54w3biPhtx0BMPm7Yjj7meOvAvr+TTjja+vftZcOHHmodkQK+Mf4tu+KqG50f1xZNGloZRn1yt+V59BP7CiNH86HJpr7DmAfT5lQ6nZo9Y5CrmijLWAQQ1FH7FyWFVjr1W2lP6FhK31EcgUPnfoxzCRRUjIJSe2kYvTgRAFQ/V1wypHhxrgBBFksEHMuchEn9VD/Swj9XBmo698Zql737o+/K/+lG5fg7Y/34TPH9vLTAo3IU/Ps6/ikDHw/OmaA3bZqSaAOaNLC6qJ2qORJoeC3sJLHfNZlxIgG7HyzdIGGMs8ZV69jJVfj24aPTYdaLhfxpu/iSHRZPnkk0ehg3PQncj6Et02jrzhk1LA0sI0omQE8tmP4RYY/MimIVYoTsIFoIozNh9sGFSqs72y/6YJjmLXtmua1fXW633poFIQvt8nvb21tPLbNXpnxmh53R1Vpo06b8jmgfIgTzVsZibHtsIX7/MGcuahVvtcuv/JJ9fofYVVdBfFRCC7F8UxKb4zptLIRl96NGD8ugTf4+Js+ef/VM69Bsqw3um2ET3t5kc9cXW9u6223hvNU297s61uzAVDv57Dpu0fuWq5ra4Mum2zHfDmbVD91ifXROkihIppU4VimxIvrVpJU2Mn+l2zPIXmh78qlcq928oT38UG9WE4vYM5Bg4W1mnyKh+8e/nrQ2DUlWf4vdeGlfu/ymaXb/pFl22YHNMcKAyfjE+nbfozPs0jePtjuP6AZ+RepaOMvufSXP2u93JAA2BXLk2QcP3WnV2l9iPQ452a1YYhXHJoxbbgu2JtvICd0BnsYv3b5+bKNN+yJih3eiTA1i8cU27uNxlruDfSCbh1oGahVoOtu/P8+1qhlh69O1UBHt5UnDbD3WbxjGaDexWP7aJI+DEFAgoMCfngJianzfdb/4sjC94VImTQZHWXgTb3Dq8QNs2oISm/rVNNuCI+8iZlCnwucYF3zCxtZiVIRZK6tm67fmM+Gmst8rESaImaEMI13sv5HJ8B0wfX4oKNmIVscG21HsbR9AxkJZ5OvNBC6aP4Vqbgixr1ujlxd8lit6GRz2CAUkmUlKSrL09HTny1DHBQsWOKmiDNNsp6+I8RTTqbh6LgnFOgzVyHKpgJ9UTw87DCCFsZVZ30idNNZqYyymBk7hDx84xLYjfUT4R9Oz04x5qxGWQu87qbeNaZRmi7YX2D4H9LFDO1e3zmUdLLMFEkyiyjK4GOwaVavagyNaW/NU2ROI2KizD7Kutdl7mwgP4vF01q9xLXvspFZIqdpJsYi5UcYkCm1wtQQb+PBp9tzUr+3rbKQGM+dZ66wWdtW+Ha0AQ3djT6pvvZpUdbyPwGuXjDI762+D7Y0ZSywdicTJvdvw7uBA6nP6sAGosqV6AAEtpBN6tbCcmCG2HL/HE7+ab7ecdbA1a1HFJq8psBpbp9vZpx9rWSR8ofYwm/bdN9Z9QAc7s38nS4H5HPvuZOvdvb11Sq+iJXe3gC27D96yshh7vhHH0Otb8Rh9TvaCALEEEN03LtDl2EQHqL5EfVTqphddfKE99tTTGIZZaMOHD8cFRYl99sVXgMYqdta55zn10v377sN4BDXwC9m0UV07ccTfbNGK7fb2vz6xvr17WQqLGTFIukUdSXJEqxgEHVr0LynC1ysLG87NG9VRHGfhnlZWUHuKtDIeqP4jcO6ROmwzZv7g9uEeeeQRfBPwx3oBB/qICIBXXvqV4DZjwvg3Aa+dcG3RnHsCJF49vK1T5I46rKR4bp8hyV3Q4gbnM6Z/zyWAo4ustirHncG79hKUQJtYJF2+HZGdsX7+TKBwNsZx9I3KwnAZLyda+CX8tKyfz2XvupvEilMB/H9JPNoH0KoEdFHOPJVQxqIXBj0GZ2KICLXSj9Ztt9kbsi21ai07HVcz9ZE+T58nY1shp0Z8Re0U+wF1gLeX7kCTL9eyurSyT77+Ho8H9RFKY/UqB02LxHg7vndPu/mHLZYcz3jI3FrCOLG7wx4BiOokMkYaAhVrv2CEwbogls266rFSwQTwVetS1ca/dxoxcWchkWKojrXoXmYvfrcMSEJQJkgdZedOjkI15rPd2tIAm/HlKW5oWPM1qqM4Ra3Vs7uN6JElYSB5M7hjVEaWgTRqJMNExLEyUwpxk2M2W4vGNcg6x1pUqWX1QivtS0wft65T1dYv2mQLrZaNOmN/1dLln1I11nZ8N90WbTrMslBF9QIfHm+i+kXiBKZi7ZsvZtjMT5eThj0AmJa20p7Wo3t/q9mUD5y4CXzQGzYU2IbtZdbXATWqhhpLx+6trGn4Lfvs/Xl2yYEdUBdhSzkrD/OWltnUIzq5d5ZO8zJWArPJ6aC2zbFepvyYDdrGWIMM9l1SWY+N2mJvPznHGlfvay3aAuZERFr/0JP2s6fnSIrLNQNE9eL6tvjT6db9poZWl04ew95DdGlsUx7LrahoFLGSGsfHr0GobjLmvLHsqkGjSOBVS7Ia7GhP5cc6CgeuobMGuIgYPBXDLwgBBQIK7L0UkJSnQ4eOjmGXL7pfDPrY8UDuWIMoDuvYvK5NfvYky80batlbtznVQW+VWeMKCdwAwR/HQZHe41G8IvSM+yEm3jikOFohZ5nRnh55EPn0serVqztmKNatWvt5eUk19uwMO6c+V9zOB8HZHqKApIRiZAX+ZK1UoM+/J4ZSwFBHLUoILErF9MMPP7T9ULPbiPEXucc44IADnJQxLZyGYkuJlRTkWw7qqNk52S6N1FSbxmZ6vcaJc9hcQb8cfkA3Q97HKj3ryvAcAwfui+aMrHWLkUYSwzxYJR23FwP2derMVenyg9kCUj1KK82zmlK1H6xzvz4L4BBKAABAAElEQVQOiGjeVS/LZy5HRoc2T6ydhdbQCjqct8yq+R++BYb/pIE9KEkfiCwmxFhdDJac0K+HHQ8jr8UOt/hMOn1pw/bpwd/oZ8KcqnBO9ywr56e+rN9FB/Zyn43OFXQ8vR8qr9GQycted1Rf/9I9dxfM5W4OdzWveLx3nbiX9jgNgS/t6xSZZi1YZH1wNTJn5mw7duhhVqtOXatbI90uvfp2W7Vui23PA1DXSLLrrrjAkrA18dLLb9jrr7xlR580FD/SWKKkv3z51b+tU5dG1pA9sTffeocV0PARrJKq7dV62ja0ZMUGO++ykbZl8warjaGZf/zjPmuXmeYWK7TAEYPWnBbA1HLqglIxDUn6Rz011Kn6H0/61J55drQNoL6JSQhPaBe6vovDY3eu4w4s6t7yj7vt8r9fas2yAIhIu0MyRkhlWHdgYSOaJ+Ohvi1xZJI2qo3VB//1yTRLRMolgCjLvWUYBhPlSpGAxsHTLVmWy/7Ip2w56s13/+MeLAlXs63ZO6BTGn2csZfx2tmhoHJuGxX5iwNWHv/6cDILJe1tzYYt9sknn6COi2qs3iMaQe+q4LWUd+7V1j/XUXXdO0IRA0kiNGT1kkUomZ6kV6A1GIljS1aDZnZlizT755Jyu2Bwe7v3wQds347NrGv71rYAzYbh/drbk+Nn2TnNm9gSLO0O37+ZFS0ebRtjO9nxrTNs84eLrHXfntaSdnxn5gJbum+Wzdy83HJZOA2jfhqRq5w/gEze6PIHZLxLWdKZvc9KonN1E8Tu6si8ahhw0rJ1c/oL0A89bXWjzFadrGj29+4jomfyjPgAFaVQanWmCCK6EGlSGIwfe+Bz25i71l4ZcyfP9QmTL6pIyov1bCVwQUyGQgI+geSpgjU/zKVXd9ZAN+dKJ6MKTk1lZrrUCspZwSYoTSIOVdNYXVq5cTMAsY67rzL0yXhBX0KJXX7dqXbPDe31yFBnt6tOetmee/k5OwWp4wevDKAjFTo994T4dCYLbyUpBrhbk03J5QnFtnyWB4qToZeMxdTNrMcGWFkB9FbIN63BiS6Zp2H8RlJRD33j2LVOLQal6NtF8mwF9YxntaJGDaY1Vk+l/tKydaZt+mSrUyNldwWqrBKFx1rHjg28AYl3YS3MmrG6uWpRju0oSrAqSVKpRVOa1xMf5gY9Ynl+IhkA9PIigeoSpYUzLFExdChCEAIKBBTYWymgcVoMuh80BvyeVeE4xk05ptbv/xpUdvNmmRXZ6DoIex8F1H+08FAFH1hSI5VEsE+fPg4orsfxu56LyZ0xY4bVrVvXzTuycqo9i4ovv4iLFi2yqkj6BCDTcVLfpEkTZwVVRmy+++47q4U1U6mxqo/4UpWHnnnDssuS7PYzBkE0cQYhm7Ek1y647XmbdPeJVhuXAsJNccy/24nx0stvWq2OA+3O2261J0aeal3Za1TI9/DtwjX24gtvWmpaVTf19e7SwYYMaC+nVXbyba8D8krt3CP3taffnGgr1+ZYTm6xDR+8n118dH9mXJ9z8Pqum0PdvSgD7d+I3uPwo6DHlaK488rXilz5uvL5jzL6E17QbehXMfgPnG6TJ3+K64dG8Fbi18pt9g8/2OGDD7FTjj/CLaT/6/2PAW3s1QRZDR12pD344MP23vtT7MhD+tvC+UtsPkZhzrngfKuZnmwffzjFSYnT0rB5IbpFGaK8/FybO2+ejRhxAn4N19qFF11ik995ygG2jRvXI1nMsxoZTZEqxdqmzVsdGJMRknp169j6jdm4YWOJgkWSErlQo/LqEZu3bKVP52OcJgOAliPWzRKTtVji8dBSDy7iXvbGTVbIgoi+gdS0ZFu+cp1bNMtGcl4dvk8GdCRtytmWY1tZLMnFHUtsqjTdSJu9zTZuxdVcrSouXnFxgT3+5JOAvLa8w9kskFSzf0/9wt556307+W8nWeMmGbZ9ayESwjrOKue2rSza1Kpha9ZuoLMJkDroaA0aNrZ9eu/n+MNiDLhsQOJfDTXw9PRU9hNvtdztORiOrMe+YOi4N3dMMIlGD5qSviT4jWFN+GSpLDfPqGX/xnrtR6vLbEjX+tYkMdU6tG1lkz/91lYuXWSDux9tHWtVtWpswZj4wSTr2a2ZNa6SbuuQ3MaAjcIC4vQvqZ/nY/l2O/41Fy5caskZaBFGsFDM2PRHTHt7GCDKoDSADdAWJz9+AhBufKTDqqM4EBhnr4552z5+91t7ayL3CgotEfGrpfI1sFoTBxiMQXKlz0QNUoovkgQM2CxCZHvv+JV29FXHWSY4EycQLr9QiZzYauVZIFFBf1WY1pr8S2Kw5CR4ty53Gx9pI6tSswa5A9CqS3dY0krSoWJVgxWDfPYRUhvqwh/ihFg1UPDUmGg/XE6UhuVjEAkd49KD9wyw7w9Zbl9N+Nq+XNbS+memWDEfagkqsPLnyAIEKresMOF3qSg212Ly2fkATpaaVjEdoWYTKZqwOkT5WhrbsDqbwhMso0GGRwf3SiUMDJqotEOTsAP1G0xtx/JRNqmudUjeGZDYsFmqbd26CZkp6isyGgTNS1ji6dAYE7sQ1TPfELE27ZOtY4MWtu+h59pLz95pnVmClFVAxdcQJhXbErn/IJ9Y9VQ6tMqWCqrcfmh1NMbJPAXQFSsIAQUCCuzNFBCDreC+8985syuNgpfDzhHhfzMyVORFff43dXEVCf7scQrIz+EHH3zgnIgPHTrUubyQxE9tKmM0kiwKQEqNVABRRm0E/AQoJV1sjGuCzZs3u0VmpdE9gUeBSIFH5aH9ilK1cwvR9BdJIzvvu789On6KN/+jcqpZa9qSTTYnlGFvfzLVTj9qiJuxxGM8+b0M6bS2tZEUW1OQYJuY1ST0fuOreXbpg6/Ys6MusQNaVHPM8ek3PcsuGNQSe9Sy9cga5y9ZZE03Ftml5wx38/W/Z+Tbve98aicPxtF9yk61Qamm8tL8cSdevfZ46+yFFRD5CCJlIuAjjQX9p0ePticevsf1KT2bNn2aHTHkGEdpMfa10IaIFBbBayXg2D7ejsNdxYNPPWY1AVwTJ75nxw0fZrUBh+IVu/Xq7aSOyew3U2s59UvxPoC1WACppHDaR7gvixylMEtPPfMie2vfwJ9inrXtsp/dcO1V9sHHU+ztd9927hCuv36kXXX19Sxo5NDXUfONT3QSvc+/+t4efvhhrJxuw4/2+TZ71hzUTxcCAGOwZHqCxSoeIGL5ivV248jr6OuF1qRJEzvj9NPsvAsutubsgV2xfJnVb5xpDz9wn63fsN5uufU2FinWOp/gxw4bYrMXLMVA4q22fnO+HX/sMIzeDEdNOwHAV9PmLZhvhx8xkPeK2BxsYMydt8Dmovq9buNqm/zxVLvtthuQ0Ofaiy++bAceNNCeG/s8oLCRTZ8xy9p26Gxbt+fZJ599bu06dLDXXn4ZIIMbmB35APChNmbMGKufUdcZA6q8yKe22dtCGbZISuCDhdnL4qUzUAeBFa72OEvHSvGyDYWWXb2ak810i69pBdlrgT7V4PnTLIctd21yN1hMYT3bAGDfxMs3T8OHazb9SQx8iXTx4LHh2fWTSCyEf8X4UiRaMngJcNSuvd0dHCba3ZnuSn7u241nr2A4F7CVA/hCzZHX1qs7JAwwWvjdCp6fZ5feOsWKmta2g/YB6eH2nYUTUBTYNgywCuEDBotche4T30I+iPK31LbHLp2OWWLUQhcu8oZZVEpLUfUIS1aGPrkUSTxowylqpyYbYAJxUSLj/Y9mLcCPYArPquFYtav1Sl9kH76xxenqJ9AR8vJjbV55HXTTc10ZZRhFUHBOLfWCNCBDDoOE8mDaYT9EHPfSs/KtfdvqVpc6vTKXTkKttjORFQH2BC2VKhzBAA3S0FitHAgw6se/ODbAJkQ8lS7nn4lytv8AvEvKs4S0MlRQ2IQfFtyT9TJMWTPb0IXcykMekth583Zgre1u3vNBfgyU9T4wtCpQTYUmpexr0H5Q1jPzcTCsDdFxoETlENsgzW64IctWfJrF3sWnbMzna1G1kZU5OibAVsG1qf5Kh0D1dTc8ibDktyhnE+kP6MXKOwgBBQIK/L9SQEy4GG0dFX6P5E7gUvE1cnijh8tAf37zp3R+WZXPK9eFTCri6DwI/90UUH/Q/kM5updZfvk+lJqpDNMIFArUSfIny6ZHHHGEA4tSJ9Y9WTXVuSSO2u8kVVNJt9U3BDDlBkPGbvr3728ybCO1VQX1F503b1gDYzbbbLNu4sZiK6v+y1astH0yk2zM9K3uvhZu1TMfv/9569aiFT6CsSbI3FiM/YDNqPmNfeU769p9mB0JOEwDZFahU9ft0NNOemC8cmUxNt5qJSXbGR1rW8ea1S0LddVz+tWCwdtmW3gnfGo5yQOV1kTPNMm8r0mfMvR9aBE2CLtGAX8E8WJ7qndJqIaVwqSLjp98/pVt3VHsOM71G4txJ1HPRY1F1TIpOc6KMfRThlq8eJaG+D/s2La7nXHR5bbfgIHWqR0WSaOrWk8//7x17tHZkhLEV+qmxkHQAYxTKcKL9z54D5XUrywLy6fffD/H7nvoSes/8HC75Mob7YVX37bx735gW7Bw+dmX39k+/Q6062663TazD/bmO/7Bwn0rDA6hBsrvqutGWdWaDeyY40+x514cZ1ty8u37mXOtUdOW1qhJSyRKqCXjd68uQOvkM86zI485wb6ft8w2AijnYOgro3Fz9k6eijrpt/bFtzNsHBLAxau32M033+rqVgJPNgWaLF6+xs658FI74JDDnGQU7tFOOWWEpSN1vPramywGrb5uPXpZs5Zt7JBBhzujPqvXb3K8aSF85jaEEC+99oadcda5ds75Z1n9Rk2hA6CGZ1u25drnWN3ckrPDThhxCpgnDiNlE5GSmp1wwslIIzO9Hr4Xd/N0WGipGGvvezzWjg3+PR4BVhwqprmojGejv56oeY9usiNxvb27rMiO2q++9W+C9h+Cr/dKCiwnCd+YsfivhC418pIZX0qsWCtT9Eupq0qVXb7gwYvsc1Svk2s/tm4hnPkjgsaePRLcgIeudBkSsQjAJQRYku69foBhi2wN0ylftUfHjMDE8AM25h8XWZusJtSVQVlEYn+BYZAmgvEVkckT8ms/Y8hWrVlmTTpn2qPXHmazJnxpX04nGas6iqf9jdojt9MCHtcSlQlGUQeuFJmjCB4PWkcCxlkt3Dmccmof+27CAuNbVxSbO6vAOhzU1DqkNABSCRwSUyBRCVzQEINBHPZKysB0SIO/dJTjIlYnvSbAsdDKFiL9A5xJJTYRKaon7KcTSbeYesXzK8MsvMYfZV2G03pl44KKo8LxtZLJAqfSSB0xuAyo5JqcSjHEUAydVItQJAlgG88m2AS74UH87jxxgD35xGH2xBNH2N8v7GpJjgZS2aVD0+niUGV170EBbr8ml/sdcbCNfaKv1U2YYWcf+LRN/HqVSIYGsCrCJmYOMfT+chCtylSlPaG7hgO+HpHZI7B7GvwJKBBQYO+lgIBhZYDmA8VdeSMx5wp+eg0LGsu8QUcD3C//FE9lVZZgKqWCn593Ffzdmyig9jzwwAOdYRrtaxXwkwRQfUWWSQXm9JNkUMYvJBGUxFBgUPfl+qJ+/foOaApcClQKNErSqDjvvfeetW7d2uXn9xMdGzFd1oB5m7VV1CqzlSx6hnGFcdvwPrZ0c5j9jUgx6Y4fzVponapmsz8QBo85vAjjEHFoLy1Bt2850pQstGrem73a3pq70SbMWGV5SEkS0WhavnI120EwkletiqWhQub2xJGhdHvSazRiX78m92hLqdsT/N5fceHuuKvgz65QQFy4ALYCbSz1xaaZqJaiCZZRrz776sbawkWrrJC2SwMAid6CkrHJqbYxT7YtzNZvybFHH3/GNq5eacccNdRee/UVttjwjOZaunKjbVm/2oYOllqyF/w9eOLP5PD+ogsvcG4wbhh5vX380ST4PazI993X7W+tUrWKU3mOp982QfJ9NNI0qU536dzJ+nZujqXVts4w0kakfZs3bbRvvvnaXnvtNfp+qevXDRrUtwvOPwdLv9Xpz/RX+tPUqd/YLaNusjmzZ+uVUbCT0/U469mjB24ujrb4BBZTNm+Cn/7B2qI2un/PTpbVsoX7Hvr125ctSRl240032MtI+cDHbnytXT3Jrrn8PNsXgygPPzyaOqmj0ndFWgrxx3xJT+UaRa5Dmjat74Q4ddEIEJ8vi6wlLIIsQYKush999DG01rayX7ifNUL9dCT0WbhgYcUnECXnXnfIYwyJsGBUjnHKkARY8MQsUVl80TanCtypSoql5O4QK28L80uta+N69sHn82w9XhTuevYVZF4IYpA8N8rbbrVIPr1kK20dD28OGsn1DGkmxOH3EAghg2+x7K9Oh68uYl9aodvYuftJFv2Cdn/Gv55jVHYnMOFgm6RrGi4F0EDD9MHsHzYhAt9qJ5/cG1G7Pl6jU63nr7dW4yxGIdKVWFdd1nsRFEkZbCOxSXbCaU1t/0EtEV+3sFtumkwM7yNyapEuttCKAqklouOeHKRqoFDQmC1Qh9DYu0Ed1q0BGZZUtf5dz2PV6Bg794I77MZ/diOWh3304Xg1VY0ITqLIahS5CDS5F3NFYVoHndESHKnG5/IRIyKWPno8cbS26XYNOgZKNWD1NFzABOgl10ZiL+jjpDz+N8hsiEA0ZCuWrmZVTIJo1YiPdfsWOqzcdBCQe0uJtyrW1E48vZWddnpbO/WMDnbaWV3swL71nYqoZsEwHU3wTuZkNAho86t89UibtZyVsaNPbmcT33rcqsel22WX3IkvF0nAqTHvKomjVyW1q4L3VzRxkFHvHoSAAgEF/jQUEIPgMwk+YNuVlxNj7qfV0WfYdyWtGyFJ70sM/bQq389T94Kw91BAbamfAJ6kfJMmTXIA8J133nHA77PPPnMqpwJ6jzzyiJMcSmrYqlUr5w7jueees6+Q1qj9tdfwzTffdOBQexcnTJhgnTt3dvsSFV/9xO8fii9OYGC/PnbzA+OYwML24HOTrE2zeta/ZVXbgWRmxfLVaOOYvTXl3/bUHVcSmxmP+bhAGj4k3gLiy2f1vxBVui8Xr7Fvl663GSs3OdXXo4ccikSzCoy6ZnYWczFGIpbD4xDgePDp6ZyxaJLWzXI3W1fMnErjhaA/+5TYpaNHYKKKbuI38RV4wvG2eOF8rJUWIwE7zF546TWbM2e+fTd9li1btYb9fxttW37Exr/zvj0x9hUbdcutVrdObbv84vPt6qsuRA003sZPmOh4sX9/8aWdf+7ZlglA87kd9SXXiDDvUqPchDR83ZrVloxUqA2ALx4DRpPYA/n2O5MxpJRn++27r+uLAnhyhaa++f00/Ft/9JXNmjkdaXmRZaBKXYt9feq/N950I+qct7pFE5Ulp+mOL+NPLB1x3OuvI0mv5iTsKSmoyqI+LX+f2rumfYkxWG7V4kpWViv74Ye59ubEj3n/Wa6u1arXsutHjrROHTvZ66+9Tp9UKLfNuEbZgUSmKt9aBBVvLcSoXkUsvOj70yJODv46Fy9e4uol2x0LFy7HqGGprV27BumZZ3hKizWS5HfG2upFF51no0Zday1btrJTTxthPXr2xKL1167EvflPsTwYoAWI5ApemPeGIW7cqJ716tjG1m/aYgO6dbGDMZhZAKZYsX2H5WzZbIcO6ILBpAPsggvPtHj2TG9jP+YgfHDWIJfF+VuRIGN4E83HPt16WofmmZZfgGYjGg7x0LUHtAyzTzQCqPTaa/dTzxu1dn++v5EjH5JWeFh98+yPFiHt0kDNaKuJnUdz5uGIFpltHMSUFi+Cals1RcZYkG+Bf+IK5QcxGxVKrASBSqSgKjPN6YyvjVolW3rjGKsdSrGezTLt64+msjm0k/VpkETTYTk1xKbOGMnq9GnD4NCQeDrkrIijggZxrSERz+VaYMtmb7Lnx5XYE5MOsHox+9va+UutQbOGNqgpBl+IKjAl8OnApjsqH53ku7q7W9RNMNjK0mwzDV8Uwypnxwz27tW0KvWT0UhF2uhSseEYKV42jjNLeNm0hsluX6KgYUT7/GKlDANNEN9pcEluqdyl8+4M67pJUiVtXZdvrZEqSp5oWJ3KQu9lcf5qW8R+x5aJlATwLKV+331TZD17NqXuGOFBuroDNd18mkLi6xg5qQa40kepOS2UUG7t90m101t+YY8W7YtzWQBquiSuag/FoV5IIdk14uokegLNXR7y86nJWLUNQkCBgAJ/LgqIwf+5IGZcDE1lptxjphgWKj1T+sogT3npuR9HafRc8Tj90X2/XL8M//qneejar4ufr45+3bUnTcyMH8eP7+fj19uvhxguxfePP43nX+uo4KfXufJQ8MvWufJRHN3z66f7P3fu00rPK+er670x6B31Tp1gfHJycnAy3tWaNGlib731lnXv3t2pn06dOtUGDRqENGKJ20/ov2e3bt3Qjqltn376qVNLlaqpXGTIqqlUV5VHv379XPTK9PbTZ2U2sLXjP3fqpN/hBmHUyVdBdEDFIVn2/Otv4jj97za/tKklp8qoUsSSWJBNZn9RIXNwOlNdPNtUevRoY2dlaXb76QzHaj+qpOEYbW1B26kMg3doNLktI7S3C0oiPwfM5+JG9CwIu4MC/gJWubVt3sjOOvN0e+bp0XbrbbfZdSMvtzkLF2OoZo6zJloGACqOpNvzY8fZyJsusztvudFqsQ9MW5JQcLbzzzrNbr7znxZOrm1ffjPDHr77Gp4hRYb/lI0FcUF0YaTEKdapbRub9uUXDlDde+fN1n+fzrZpa459xB7bb76YZGefcaIdfsj+9tGHH1nbFplsKYrYTddehsXT++350Y8jzasLAGhrKfHldsdN19no516w++6+1Q4bdIg1x0ihfHCGWZSXUcL2GHOsgaP1E48bZk8++aS98tzT1qBOdQzpJFnblplWPT3RUuH32nGegdXWvr2GuO9nzFNPWFq1mlYX4yhfff6pvfP2W6guxtqlSD610F9cWGxTJr0P0FvLdqpiO/vss+ifpcSvYe8Sd/jwoda9aycb/eSj7NdMcXsJBx6wv40d84w1a9rMalZLs2rs10xNxNdf/bq2/369bPzGdfYs+0CrVq1hbdq2ZVHnS8Brnh188ECvsX/U7amE48h/fl7ZHb1jd+aRWlQVNxc5tDlSP+x6PDZDGoHJNiixxN6cn2v3A65bo1HwwLtLbFbVtpYRyWHv5xr7aPLn1u+ow+yano1t/KSpdnibDvbylK/tw7iqlocU8rEvZ1orDBi9gCpyIdLJDYDQL+Yssa4ZDazOhqWWW8CCFYz1H7EHcY8ARNfsdIQwRlGko+hAmACZA1AOQtn28A4AD/Iz9GtRfrbZb0+wmVp9g+B8kyYtyhDGW2LY3ycrP15IxV0G6chXHdySatjDtx9rPfseaf98+ADrf0dPVlVQJ2DFxTNRw0AMUJW1pbCgi1Ce0lE3DdJSkAzxLMS0sWbTIltrfEypIRvUA+TerwMRVS6qJm6Q4Fz1QmVWlkNjGOgjqNAqjlYThIfL9a4wE1u/yLevv1rAXsF0G9SpDpA3GT34ZKuWELJJ3+C4t8d29hmG7PMvZ9nCksZ22/H9ALZKj+JoiayXan0hOvBRdtfubaxm6H2b8d1CzGnvyxNWjOYC1KBDOGYbME8h3S644FAbfuF5Nv3LXDvsCNlBTbFtrJ7d81TYXu3VlAEnB3og1SR2IsrhngEhLqj7F9/OcQNMWpUkzWG2oagKzVJsCezbLNuRbUM7jbfPSubZ+5Mfse5NPOuqAu4usepKaTJSo6NHNw5BCCgQUOAvQQEf4AgALFu2zKkYCYw1bw5zg/ogQwrMlSSAGlMFFBh3uSngI6arlPFIxkmaNGlikgppn5n2p+lcqoYCDAIRYv594KQy/XIrAyg9V/Dv+WBM93zw4Ofhx123bp1TU/Sdsiuu8vbT6lygRtKrAQMGuL1v2h/nl+EfV65cyar9HMBED/feyscvQ+d+/f1665nit2jRwr2nn4+fRteK68dXHntj8N9BYE7tqfdatWqV24uoPYmLFy92+w8lZdHzzMxM14d8GmufovJo166dffvttw48HnLIIa7PqK+on8kIzs8FzfUdm6Vb0dbNts9Nn9j1h/S2DBZEtVw8Yp+Gduz7yXbs/ZPtmG51LUldhwlQmjoRQJ7sDrRnD1q7jl3txrGTbOjV3awW1h61iascdbzPcIPVr2tny0mogZNrFrPFCIRBlNRVTIqkDM6omz4A+q5jgngkv6Be0EegMz0Lwq5QwJHLjxgdT3TJkGInomqZmpJmN990kw086GAk0SnOFUP3Tu2tlP2q8bjy2rhmgS2cMc2OH3yg00iTj2fxi61Rx5SK8u3/uNNuuOoSeCs1jWP64O84U8H8GjesZ2OeftTxSWq1GFQ7JYE+bcRwO+nYI52mVQwqr4nwgkMGHWyHHTLAkhgrunRoa2NJV4pEOgGpkIwyJSUnWb99e1n3Hl3gXbkfL6khnCnSCK3xJ2Dc6OknH2brLIv3rOL37t7JGzPpS0ks7o97/jFLS4hxKqOvPgeQg/2SFPDR++9kUCUf+qh8fGrcHXRgXxTN4Ebpz9JYTKTeQ4YMdotWYaRWCezjlODkuqsvZczC5RplXn/NZVgwRZiDBFNacqr3qJEAZ+gRhkAx5K0x7cLzz+ZZrJ1x6giEHvD93FOaLECr+MkE6OGNYX6/V4vtXaEEmxwJWEMuR+KaU77S7vye7xu/62X4TI0tirPv5mygj8RborT50EyollDF2mWkWe39O1oT9iheM3WrzclJtK9mrKRXYYwG2yqxtPkH81fbJ4wTIBsAJ4Ig1O//xdj48Qp8AQNGHWxhgUGc9e4Oe2TUcd9RCR9WpBYDJv5leLV4Bs4ItSlnB7CAxAFtG9qG+cX2zHOzEat/Z92O32hT3u5jGU1RLtX4KkqUFrEap0FWipgKSOtQwYzB0IrTBwegZfQpt7/fuo/9666pNj27kJU+JJWskggYCkgJdYWwolouF7QAUm8w5r5WhdUY5FxgDXGge4BNeDLVjuj5Celvpf/fzO9q63joN7YiZ5tr0BisCzkgyEenY2wMzoYYWpbP3W4fjJ9j77011665eopV3+95W4JKyukPHWKHNm7ohJWx1cts2Mld7MKed9oDL6y1529ba5dd/aa1PaKzXXJQJzoVevRUq4QVHMFZibGZmxj1OK+RZeOf62lzJ79kVx42zd4bs9iSDhppF990MR/3Kmea24rj7aBza9upw9D5PvJlu/KmhfbymPXWossL1mNQlej0kwQtEnlr/CeSNTBbmqvMlNtt1HFjGaj+aV+/PNPOPup1Gz23kR13aiOsfvHO7JxduhhfU+viUN8gvroq7SLq+UHtFaJdnITVvxkcAwoEFPjTU8AHLz4IuP32253hEe1ROWjggbZ82VImubADjhvYc6NBWCpYAlMCXU4FC2bi/AvOt+252+3xxx+3MWPGOIZC6oMCbWL+BSqWL1/uVBS1H01+9HwwqmfaiyY3CNr/omsBTq2O676udV9AU4ZSdK39b1J3VJ5Kp6OAigyfKAg0Kr7Si+mSGqRUrj7//HO79tprLTc318VVHnoXhfvvv9+pWgkUq24qXwyUjLJoP53yU71VvgD0ihUrbPz48Y5ZVH30XGn0vDI41fXeHvx3yMrKchZJ9e5yXyE6aU+ivz9R9J2HGwH1De0xVLvMnTvXZs6ciSuD703AUJJYpVc65SuppPrfz4UQPEBVZvB7LzzaFi9ZZicP7M5cCwMMH9KtdhW3d01tfH7fNhjEE+/BknYZFsGLslmcLrMa9M1x1xxtZ1Sday2u+tTOfw2DJNOX2umPfGzfrfHaJXHHZubwfCviUkvOjkGA4QmhpppGpSKUV04/KIM30Z4tKsuPCR8JAn+9ND9X+eDeLlBAbSB+D9ATF0al71B76N477UukZtNZTHhm9AuMKzsAcvjHhoe7/oYrbNbsufbdjB/QbAvbZtyRfDL1Wxt61HCbPf1rG/fCI3bs4QPIT/wMP3hEiQKUv4LGqzQsm6bg4D4Z6VkCqoc0IAAO6SLqpqmomiY6UAYwwvZEEqqrTiOMSInUITUF65SAtOQU+DEWCsJYD01NwLghacFkDsApb4HTGPpJKveT4tmfS54p+KZO5lkqeUqzoRrlx+NSSFYuqyX55xgl5HkycZNUP9g1MCRp0LwjrYwbkoSAGivlJgJSVU+6J3fgQwF6qrPixAECU5OIAzBM4iewJ5XaZL0jdYrn25DfRdVPQhOBxFSVS346d/UgrtvbWCFQUOHez+N1VZf//pAE3ogtZ78yLuUEAsvCVZHIpltuGX7Z2fZWDF1Tiquz17Dc8hJ32IPTf7Be4ybaUV/Pse6vTLTP2FKXm1aNxaRSK0wosYQQxi+1jS6EpkIEZznhKrYDDcKiBIzXxMpAZzVn9DL2DwKHovgfATp3qSVDdKayIl4+Mp/RcSHHBnxmGgqdO3lL6FLTbrxuXzv99FOtSbsOWFm632q3iGEDbKJVoROGZeaHDd+RdCxTLZ4FpDmYtEi12uZZ3vr5VkOdzaG1kB11/PF21fVX23dfdrcuvevblvwZVr9uJm4dpOYhveFNtrXoG0wZt9d3TAD0xG2wrfatNQsNxvklHyLSv5LiFhQxxR598mprVafAirftsGtPvs2OP6GHTZ14GVX3gGGEiUU7/mKx0mr2jb35+uf8dO4BpgMOP9Qu/ftZ1r9PA95d9lRlGCbGLrpkmE3/6mq7dMQlfImFdtbFp9v1Nw8DqNHpUInVRFeMiDq59AfyGmiFDGaszzgJap/j9rOn8q6yqy8bZYMmFtild51tvXsm2ooNuOIgtkYw+Sm8+YlbLa3RWMwcX0fZm+2E44fbGUPaieyUmWolcSttU9kka5ZyDKsVUIMV7PL4NHt32u12113PWO8TzrPq9RrbnS9dZxcf3x76YQ02Houn6TMwp7rcOfLVW0YYTRIAiVrd0HuXs7qCUo5GmCAEFAgo8BeigA9k9Mo6l48uqQPKVcGZZ55p2mdWLyMDa3npNnvOD3bWWWfhf+wBa9asOQYdDoxSqox9PFkANBwGt85CNelrx/ALaAnQTZw40Zo0aeKsVcpFwo4dOxxYEHCUdEkA7I477rArrrjCLrzwQhs7dqwpnvazydm6AN2tt97KnveTHTBT3UaNGmVHHXWUK19jr0CCwIqcsisfAUWt8guwXnLJJQ5QCoQItEjCJ5Dy1FNPWfv27a0efr50rfsCr1KFFKgR2JNVTkkeBSjl9++CCy6w999/3/75z3+6fT4Cn5KanXPOOY42cuug+omWyk/HvT34iwiis4CxVER1/tFHH7FXqaWjg+7Lj6H6j+ghBlggvVmzZg6At0Vl7Ut8jem+0msBQH1jn332+UVw6DUu0g8MehzUtZ5NHjlA3DOAjS0grPInw9w/OKKXZ9URMmu5WEYoDsbCactbLrSW9TLcHBlPG9xw5cV28KINtopyI/AG1x/T0xrUBv6hlfPoiT1ZfC2BL4knL9SYNTHy/x/HdbLaGK+QWpR26sttlHyeOYDoGGYWwKkkU30wd+5qJ69EK4+fiybk29Q3GMP3VB0jMQ//826b+PFke+nF8XbqmZdaZtNmltW+lTVr0dIat+xmt93zpGW1aomq8gyntXbMcSPs8EH9nQ/ECO0l33MKzj6IVuvVpvRZGhrOCcGDnkXbUI3t2lyNyRM9U9D3q8Ux8ZylSPTUd/UsgpRQ0jfdV3zPOA3sOlI6t26gR9zXOoKkf5LoqXhdyxm9tOR0Q4DXiyMGENsXlB9DeRG2I0kq6HIRqlMx9EsgodOAc4sU1N2xhdRdwFD/Yek4V5lRzbtombopEKrvWHXVmKUgrRDd88Yo1UUF6f2Jq3cnH+/bVxl7d8jHIKQkzTG4nCvFsr9zcME7asEAyAc/HQb8bUMYRhuUSvk01eJwZae9ojGAQGkjhKBdXAwLA3grCONBIYQf9DLaS3SSP4EkFiQiWE0updOpr8joZTnAVEOG2+K2m0m4xwCi+wAQ9U/89HbezGwdHU3Ecb0E4Cb3HmdcNtxG/H04ZPWgVZhBfMpHjyFqhcLqZ0S+4vaz7Ao6upxWxEOsFz+9HrSOCqQeyyYsceo1bWT5kbdsCxnFlOXY9pwxDqo5o2Wka9a+kW0oX+qlIYU+onNuHGbnjBxu2xi7w5hHLtpeZI/c97y1PvxwO2l4Bo1Lo1Kzt9s1sPGr8uSe0a3EsADoOkkxRmgGMaGXX3KOavKj4Kl8Kh6BKsbxMWnASameaOM+ftjFlXBQUjzvA/XUrSRhPf/+q+00zSfsYwjhf1FgLCwVWzrniLMOthHnHOxUHQRH48ng71edzZRGcGMZaglYpbr5/ovcT7dVjqOlSEXnu2/0hXbfsxe6NAw77qMXDePZ3DnytrPs+jvPgtbm/LSw65AYAEF07qdvecktNxRqXNLgoa9dlXdBmetB9DI4BBQIKPCXooDGBAUx+T6w0bUkPMuWLbXVqMzUx4jBZqzsxbKyLPXR/fbbz6pVq+aYDDFR+3K9YMF8jH9UdflIWuerfAqsCYQJkGVmZtqhhx5qs7HmJxXUgw8+2N544w0H8D7++GNnAVMAUpK6nhhIkIROk63yECCRpEpMi8CgwIWCpIMd8OMlIyoPPfSQey5Jli/Vk589gV65YVAcWdFU3aUCKbCnOkj9UdY3pS564403YqzhIieRlFSxb9++Duj06tXLSTKV3+TJk52BldHs2VF9BI6mTJni/PqJno5poN6iqc+QucrupX88RhHpRZS5lFEL+TnUvirtO1R7CkDfddddqL4Nce0sKaLoLOmv6CP6CWxLVVVtpsUABeX9a0AaQYelo8bVr2VtRUb1zjMYJzsJ7epjZAYwwG0nIRGIq50ctowOmf4E7awKyol17xa1raSFp8oqW+ma+UqY27s0TQc38A0wJ2qhVvXRwx7N8ZXGMQaGr5R4TrtJn4oSBmG3UkBDUEwM232gbTySxDDqecMGH2IHHXSITf1yun319TT77N9f2YS333dMd038SCucNOIE67Nff6suXpDrMgC/DIXA+7v+4PgaobPoGKfGc00o5Oj+0/d0g+D8RlcsAHjfsLvPH8cHalGdfAQq3H3qKpimejsWSvfFy5GvByy9eK5/ugT8cbe8vMsBxDKQ5I0RgFTGUYFSBy6Uh5ec/LhwgEPficCbsvH/KR4R+R+j7wDmrmJhivoJGJaRwM9K36//Lav2yg+YKMJFv8Gd760qVwSiVGRScfO/58Rhfaqj5tMfVdcFPXBjhtodaykCfKiRl7MtIiQgB+1K0Iz0+HQANJYdkb8ifZXBH9zR0Q9l9Up2VuTpoJwBAeVczqVOjHEhLJmqPQTgy3F7Ekt7svxIG3AN0I8nH40xNIQjnzfqqGZeDf12cXX9nX/2GED0VkeQKCnwbbEOR+/zqqOP0K1t8CEk6D7BXWOFSUfcv0MM4uIvxA8SuFsINVFuK73LL06k2VmGk6QhplVQSbXcGYV4xeLWMhrCbEwmK4U07USIidiaddttydLmdtBt9d33GaP9haiSbo3IhHVbZ8RF1yobyMQzTvT7mUB32BkoW2sDsVqNqtSSP04efQc9Z5ByVUM/2aeNlw7KRMvTwVHGES16zj1NeWE6U+XgkihfV/ZOenqvr7eJBjqpgqKpXGSfLkSn0QoaJkbr4NLTnl4Oqki0MtF0wSGgQECBvw4FdjIMaEwAonxm/Y3xE+zvV15pr2OB75RTT3MASlSJYS9MLOO9GB8XmOv67NfPrr/+Oidxy0DieM899zipmqR4Yli0B1HWKwUS77zzTrv77ruduueIESPsuOOOc9Yuzz//fJed6iCmSUFSBQU5o9a+t+uvv94eeOABBxjdA/4of/38dFI5lcEUgZdzzz3XRVM99J4CjT7IkdRPEsXrrrvOSTIlJVQ8WQAUIBVIlWVO1cWBBnJSfXSuo+IIzOoo1VzFP+OMM5zkU+Ba4OjHDJlf473r6PeHn6u1JMoC6wLdAvByfC8Jok8jtYsYWFkxlXRX+w0lYfXBofL8tfxdmZKm8HPzFZNcxSwJo+emRiJ5zDSr+5yLl3YhenQSF3fDM8/mPRSDrbIrzd8UIK0fP1OVIztwuhsvkOEHFsn94OriV8K/GRx/mQKVaFXp1G9An/Qe3fnOqrBB8NB+ne3Qvh0rvjWBmgQWd5LxXRmq1BauUFwZuOA3lyvE4/1+/IA2dO3NXeK46FGg5XcAB7zcY6+mUsOsHJz7CC9llL+LFuoO9IxK0XUqsKbggUeOUZ7aH4/0rOJbcHVTRvyi3c3Pzu+KFd+B/4CIDgu7OpHO3efdxY8TKt7H+1gqxm+V4r+GTisHP03ld/GfVxTr3/j/PjrsB/AD4CXiuqKQRaS8pCKrnotfTbnAAxw62xqogseiBipCCkRrBzPbDgneG8QAADXbSGij1QLnhcGy2RuaCMhTPD0A0kG3BICfwJ2McbJ71AFrwdGI8sW9jgxBamRx8l34cryRu2KIgdFOSmbfo+oVFtgkXgLSTNlBcTUR0HSNodJ+O1S0/29H/WvGiEGdREs34TLkZkmzbdJDra1gILATYzUzZ+fbv2d0ttPurW2p0Q/sr0ml4K0DCgQUCCjwyxQQEyCGXsyJVAQvv/xyJ1078sgjrTdSumZNm9opp5yCGmkbu+GGG5xkUbn5zINAgHyYCaAJCEpaNBKz7AID2uOna/m5GzdunNubpmeSNEmadOmll9phhx3m9u8NGzbMSRolBZTqooLAmkCbQJxUPlUHgTaBysPRGFG8E044AVDgOWsXKGtKfSXlO/vss11+eiaplRgxqTwKyAwYMABz8j84SZbeWdJKqUDqXVS/E0880UkdBWRfeuklZ3hH9ZGEUZJRqb2edNJJToomQCTVU6nKyrqn6nDeeec5Vdk/iwRR7145iE7qL+oDjfEVJ7VRtb/2c4oO03AJoD6lfaFSu/VVUUWrIAQU2CUKRIGM+pHAWEpqGnv/vH2ru5Q+iPSnpoDct+kfG8asUBtAQXMpBVxJgoj9D4G2UhYMPKDoLTjuCYKE0CIUCM1nf6Pcbcj4VSIqyxHmJWN7V1lc1GEf+1krVgN2oaJINPkygvCLFCgHzYcwEFOGAZt7rnjMRj4zG/O/C4i/jV8Vu/iU6+ymZw9wcsofSQZ/McfgQUCBgAIBBf5aFJA0TMy+mH6n3vQrr+8xa97Kq5/Oj+4DRv+6clz/3s8dfxrPv/ZBiH/00/702r/vH3/ruR/v9x79evnH30qveH7cn9Lmt9L+tz/XeylUfi//XX+t7n6fqZzu1+IHzwIKiAI//ZZ+rv8FlPprUUDSOknzJMmr+dyHzuBOGSBRBmkizoAMRxYWPImdwNeekXlKfT2GHxqo/MArVCOZLXbFAMQy7JZkrl9pL1x2rrUC7O4qQGT8jMqF/1pt/vveFjcOFk5xOuSX33uKDT9vh23cxj1MOCVWD1vLZnUYWHw1kd+XdRA7oEBAgYACf2YK+Ay9r9YkcOjfE8hSqMzI657i+M982vj3xfwrvv/z8/Lj6ai4Ks9/puvKZSiOrv37fnw/rZ+3rlVe5TpXvqfzymX4Zeqef165XEkpZTBHwS/bXfDHj+fn99Nr3f9p8Ovtx/3p8z/Ttd5f7/vTxQWfjj4NFM/vP/69PxMdgnfZ/RTwvy2/v/z0qOf+vd1fepDjfzMFPI3M6GIl4EuKgs7pCe4+wqiVhgCLct0m2OWF/xyn/Sd/5NFZtHU7E8NYNvVU25NKPPDKZgpNVNHi9Qa7HgIV09+gFZ5NMC3s7yWItyZZSdaIPYkl6BhrN6CseMbDRDjfRv5+md/IM3gcUCCgQECBvwIFxFj5KpA+2NK9yox9ZQbMB5I+Q+Zfi+n30/tp/XS6r3hK48dRmZXTiNZKp+CDNz9vP52Ouufnr6PyUDnKV+qj/rsoHz334/t5Kq5/rvz8OuoocOinqZxOeSlIfVKqpYrr10F5+Gl0X8HPV3Xzgx/fv/6zHP131dFvC5377Ss6Kvh9QOc+vXQehIACv0YB//v04/j9zb+va/2C8NekQBxqmy7QBTLx1bi5AIOUuOgook/E4dkgVqI67QbUXkSu91SIsK+xWF4NNGdRD0kUI8j/Cql+AlY36yakOg8Dbqujt0a5S1X9HdsVdym/P10kQUPNy/qFAIrYnoX4WkVI5CdX8lDb7VMMSPmna/zghQIKBBT4P1PAN5BQGdCIsfcZL/+ogvxzHX1A5FfAT++DAj9+5bz8OCpTefjXyqtyPL+cynn79/x4lctRfsrDfxe/bB39eEqvc5+59ONUvvbjVk6ncwUfHPr1Vlw/Tz3XuX7+ufL1f5XzdRH+BH8qv6tepzId/fbVPQW1s0+fPyMt3EsGf3Y7Bfw+Vjlj3fO/Pd33+1jlOMH5X4QCGl7Yy6dwTKcOlrJtC0Zf8vGTityQbWcx/GRtVIYmnb8TWa7dEz9qID/jYVw4MNM5S8lF8o2Dn9XU/Dwb0LEdiOX3h2AP4m/QzFuZlQBZagb6S0eQWwk1CFe0AGaqPQeh0bn7N3IMHgcUCCgQUCCgQECBgAIBBQIKBBQIKPDfSoEyaae4ypXbRjwAfLp6o7389VRbn8dN7FZKWBRBozCCMRvtAdxTQdZK3U5JbKZImihkIqCYmhRnx3VtY0e1aubspMhCajhq2fa36spCCW48g+WRX6eTsGEYE7S0vTy9yKOLVgw8bWSsBdFDtL4gn4h6GoSAAgEFAgoEFAgoEFAgoEBAgYACAQX2XgrIdYQLbntCjBWh1aHNZTJdI25fP/H/AmR7TsHUK181lf1mz6yOd0/apMnUXa505BOzGJVT6T7uShA+DPYg7gqlpExKD5C6caxtp1cgrAUkynIRGr90EozWOKLvyS6ySy8SRAooEFAgoEBAgYACAQUCCgQUCCgQUOBXKCApnLwJyn94qGCHJcQnWGJMGBAmvt8LQgH6xaHeuaeCsEkpv3iM5kRQZRRgRbJlsUKLArnyj1mGv2Dfwbtu70IIJIi/QSQRWshcqwRIlC3VObrkBLmzhK9l4XyLKcF7vbBhsA0RIgQhoEBAgYACAQUCCgQUCCgQUCCgwN5NgTJAgMCXpImxEfwN6gK/gh5CFPDytpyV4X9wzwWBQnZCFgNWY/lRpRJ5bwSjRPCDGMsN7ZMMUX9u71KQBHGPAUQBL5lm9ffzqcbOIFC06mGQcDn+Rf4ItU1fbBzC2o9XD/3FZwhOJNl2igopjU7JLnDQUwUdcTHihehjrRzISWVFcPe9SPrr5aV3k3Eb3kdx8UviSRyxxkZZsTSgysMEgnJzYDQOtG+8P5ZxKrLefScRyvBWQKRDrW4dod6e4DkqMMfPiwPBPFO7oGbNd4DVPuov8rh7Tpit+rmX3qXqVZBPTU/Sn/YB5e2vfwiSl1k8NCOVWxXxytH6jQuyMOVnqBtySUIoL0/0asSzyvmVkYdrPzYRa2XIxXV/yZ7XFi3c7ZDah7LK8WzJQRSp1MI/KrOUhKpv2KkdE1FVVT5+s+mcIFVkV4Yy1GtgIlkftC6kO17RrxSZ70L0ZShSdu7nyvcvFIMbbEUm9Y9qpsS/GMqhW0ibmMlb7R0bbVPn5DU6yBWRnfx5qmZBCCgQUCCgQECBgAIBBQIK/JUpEGXjYMbEtcEdOSbPp8ie55b8+rlqResWrSn8o/hE+EwieXX36/3rR+HDXcSSv57R7npa8ZJ+hrrxh9NehfCDev6/n4JSvwru6F9E6+gYdN3zKx+9/9OD8lYkL3m0zIqX+3HiH1/9NKf/67WXu/5WfpWdZeps55VKUwcTkP/P7ao/jqe4uxKUygOBP0+4nc915lHOi6/clUaQzQ9ebK/KOveC9zH4V7t4rEgezXMXknlJon+j6XfWVRn4Le7luZPm0cg/U0blJzqvuK448e9VuvEz+fzSrcp5+n3eL+R/l+MvlRTcDygQUCCgQECBgAIBBQIK7L0UqODbKixRVtz5r3ipitq4E+/Kv+cLESqq/jtqvGcAIlyopCmY0/H5Zy5KkG+EnTxE7iMUfMmRu9iNfyoAIBQMOWmRJFGxbPBEoheVyDi5jE/h3122n1Av6iX28tM1v9JEJz1z0i33nKeSLiI2kmsrL8mubST93VVzuUs2FQ0UprpJalQsEXo5UkI9UgTXDJLW5RIpnYrpiRpOFFQtK3LhfNeCXt8BqJgdJEjlB+29F3bleaeKoRKgEzF0L1ReTFtJ6pbCL9/dLQ9h1tdtGVY3VhsmuTw86ZrScEliTyarz8RdRHPk4ErxJICuEL2OWzP5sUFgr06K/59Bz2RY2BXmVm5EH9VPmfEL0Y5IF50s0BNfcl8B88iuUNWPUKkQj7rSfffaRo+xlevUyBVRknW98e+nP+1HOSrKtbEr051xkwtOA+mhI2zwJ6BAQIGAAgEFAgoEFAgo8JelwB5SMRXrWwTTi/qgY9K5LI6x0viI47OduViYYI+5/wPaRsVTbhkoNYzRmQhAJMLmTYqvrPHqCnY89K5UweVJRBJUOuUGmeoOAFSSOKmaxqC6KBU/xRN7Hi7XxkaVxB3M5crOkHvImbut424MDpur8OjLlSFuk0pvKRtZYwRUIXy5U4P14ILAvFQeFT0EgJSqZim/+DJPDbic8yjM+O1aqlxeLhLaAWjSewogqkZ6IFClcx8ginolPNbCgZ4RovXWoZhCE7DMpHYsQz04Vkqy1L3E0dgDhBEWAELOthN58G7eO0czqcgvj2w9YoQAoK4MFRWlT/Sg2P/5TFmp/QQEo4+d+qZ/oecKZOJUm11mUmP2bvvPvPf271FPnjua0y4CuE49lsdKBtVx0BpdQNhlwntpvXfx5IZSd1YZylPUxUCy01n31Jq9mNwOQkCBgAIBBQIKBBQIKBBQIKDAX4QCUjH9HezlbqYKUhVPdiPYJFAkRjUKFwVQ3LXAwh8XJKkRSNXeP5WnILZY6oke26zjLoZf5afJkFdRvp58LgoaK7JWM0hipEy8JikFGJU5sFgRabed+O/qv7RPbUkwRXEBHO/ezmNFmmgtvNf91Zf+hfqqBLW4AE7lXHfmtfOut8fOk7QBagQkHU2IAcJylBLSIqn28XnpdF95efTUPU8ix0lF0F1+ahB3Kpm1+mMUhCrezupUpPJOomm50Jkj2H98RnqiNlZ9iUe9vVSir09ZJf754PLlkargV0NgTtJtwcWKUOm04t6vnPj5elHUDj++465/eutX8gseBRQIKBBQIKBAQIGAAgEFAgr8+SiwhwAinG15nGN2McoKmyqLQJJqeEBJbLEn2YgaI/lD6O7BBk9lMc7x+Y73hm+WRE188m+z8pUrRgqBFe+/90CZ+Aw9eKFcEhsHQoqJ5oEGrwwBE95dUlMdSVcSKoAykizu3uCqpCwrTihWQAMQE4OkTgBGRpoUwYOLeub9nESNyLr0oJTay7vmZBcD7Y1UrMRJ9fxK+O1OFrrFz3uC9DDaJxzIEjhEzdSTOHrVMiSHUrksB3A6ihLH80mpe6qlB7vdK6mGLmP9iQIknZYn0OZKT3xdE9ndrhyd84q7rq96fcRlI0NCURp5aZV3tJ7KC4mm+kZZtH1dyRUVimar7F2I9jqeV44iKWoxtCjhV9EvK0fwk+/SMdq21El5KRuPGvxVI+vlgxBQIKBAQIGAAgEFAgoEFAgo8JekgLeV6f/71WFAl8xcYmsKMMMqU4pwpPElZVZSK9batMy0ZPjtOOKUY2U0ikR2aw1ltbG8tNy2L9tin+fnW8emda1+GoAizL6wiMc0+wBh1+GPx2J7FYbtJgOKgd9WDmHbsDTHsku2W0a7BpZQzKK3+wAAQABJREFUloBfFeIoAqq2GxcX2Yr1G6wgLh6nlrJ2CsNeJ97aN2/k5Gy79eVdZip3J7ooB42XUJ/wphKbtnGVNezY1BpEJOFTHMBNjN6gyEGJslCyqx+4zNQ82rXpAZaoyqPL/1f+AA63rV9vS/KrWZem7PqkCEcGJVFxTg1UUI9yAW4eDZGnAq5KoUZyMRZf4+Mse8MW27ixwLILiyyOdPpldW1uSTRD6dZSm7ZkkTXp0NJqJiXRj7xWjLAHMKyVBwpSuYJ4Icyzzvt0g1XJSre0Oqkun5KyIovF7423YKH4iuuFkNRqcZaqdi3FAWneqq22nK+oY6MatDm0oMJSdS3ZErIZcxdbSWyixccUERf1XTR227RrRvXJ01VD76icIaTeW8EVp5oB1RHlqqwyQNvmBZttQVKxZWXWs9qAWY8wpIUuvz+ozOiPvFVkhHrH0Dba1+mq8PszDVIEFAgoEFAgoEBAgYACAQUCCvwJKPC/4S7/768NB3r60Cvs0KOessXLcm39xi22dmu2ZW/ZFmVOxbyKV/5jqlfKPjrD2eUrdzxmQw580D6cugUWXQ4XxPwDCxyoq5Cf/c73jUqWKlLpXWLskTun2Pln3WeFJQLEvBfOVVSmShl976fWt+/lNnXmCluXnW3rtmTbtuxtf9Dbq2Kqkw9ovfoKDG2ctd4GD77YChRFxlrCpbZ+/TY7Y9gom700j5txFe4YBA7DuOIQnMZ8ilLsWgCEv/PKBPv7lV+AjZQuqn5Jn3Ctrj/+CUdP+hZiwSBsSVyXJiTZN899b0d2v9Bue3qRbV+/xTavy7YNAMZyOawhy+xVW2zfXqfZ/GUyIIPELaIyPBgb8v1JIJFzRm/Kl9mB+z9rE9+b6xVLfWIxnlROH6kASmTrU0uWYlDNpiyoAXh7//nX7Zbb3nfvHgEgKhOVtGZegfXoO8Kee3W9bd6yxbXpxs3Z4Doi6L/AmHIVAq4oyCOh0pepABePP5Tz4E2v2IXXPhqltJfApfeS/C/+ki/BFaOXoy5hgKf2dTpJsW4FIaBAQIGAAgEFAgoEFAgoEFDgL0eBPSNBhMxFALT0/2HvPeDjKs6u8bNVu+qSZcmSLMuWe8O4YMAGG1zAhd7rGyCU0CGhhRogCRBKCD2QhB4ITui9mGoDptm4995tSVZfbfufM1eivCV//L18YPw9I3b3lrkzz5wZ85tzzzPP5Odh/PhBKM4hhWpfksZ5K6fZbnKcVNCU/wtdQkGMnokpZNQzSArrbQ3lIhUPIhmKuQAynqZCSvGfJu7/3hSRHc3o+atJv0siT9ykUn+JQkTDJXQR5PQ/0MzJOOUk7XVIKS6zNQfZWXnYfb9+GNm1IwOFUNFhMd8KetlW4vfx46wjCxAR0LHaGRRLoe2BcAFEBcVERGFaGlOY9vxyHHx5EH2rSLf4gJ6T82tGgsFTgly7RwLz3fspgFg9SVgGsWc5WlsnyJScLa58uYdybSixcfv2kbx46/i4Z+T6jTjkik+RX3wAXr9tBAPhshwSHA4ntkHUNowAjcvhH+Me8Z4a5w3zb9roFF6Vm9rGUDk9kAplunioaaqCaaqHUgJdwW0tE4cSuUsm4ggFvGip3BYSGVTBEc3gXdpAV1NV59ZAUonT4Oo2rB8mTMxGnMXxliNk+mU1CAba//nReF1sSxp/SSrZAeKqRC7JJuQhFW7maOK/HdqRIZxEVl2O7/rFSh3YfKptf822KhzxXPHZfOx/zT2Y/fK9RNGSIWAIGAKGgCFgCBgChsD/iwi0Tc1/+KaHOLnV2jEn+gQ48eY2BklO7KUCeZNzUSlHFb9/4+gmqCRiQ7mIk3HWQ6IoSqAv98vDr3iern+n9D9P10WhtFm6ktbLSdFye13wNyg3QUo5iiIZ4lpAhSJRVFGfgrL8X0he3aq/rXB32Iqmpjhird7qQLGSACOM5hdm4byrD0dVmcfgPXWJbpRiLY5IiRC1F/TdjN1WXU/slZcamAaAiBrb7CWde+V9/e0RIaE7e8Zi1G5bggNPmowIyWGAEUT9WofIzHJJdrofYZP6rGvqxFb+qoaUCHlb8mldIHP5fFHmjLmrKt9TraXgebW3ZXcW6UqIbsAqOMByGUDVGyMeKEiKHTL4kuzXeFZKuHZyiw72r/o14PfsDXA/EzXdNd/lbP+iosvrjhyyOD1HDu6IpyuX2Xz8t8PKWIss3p7U3iZplHqWv+KM7nIKTXWNmHTIpO0g+9tTt+U1BAwBQ8AQMAQMAUPAEPgpINAuYfzgtmri277pnyOEDD4SoPuh5toKMqK1eX63J933b5rW/3FRGMmBWCH1Mk72RRdExzRZdja4ubeb3X9HA9wDTnmT66ibf7MsTcWliaa5nkx6qOrglN+tdQw4iZKzf7qdOpLoCCEtoboTcIRJ9W+PDd/NVEcO1PM0xqldtFG7QLbEYiQ2KXFl2sA2kMXlF2bjzKsPRQv/BI6w8Z5hHjIXP/N7ro7f1OdUwP+cauhCG6ToFtA+mCxQ1FjJ6ZDBrx2LZac+bbyaJqWxZU4tmls3YcSkfKemZfha+XyYqprcUBXJlHi54liOTFJ/8pJwD7UVJBdRL9ANr3KdI9i2NNumPHLnFOJqp3tYP7zgFDW33o+F6+UGyaFTLSX10kaXrX28sk5tZ6Ja47rNvpSK3B6MiZbqIh9rI7HeGb81VgQ9R0pbWT5VQjIo+qy+UQ5XZFjYefn1zHdJDl/PVJbj4eqa5K5x3WRDA/YYPdbV9d1787vUbHkMAUPAEDAEDAFDwBAwBH4qCLi55g9uLOe12ZQLk1IOaUGaRCTASTC9PF1gjguGn4c1W+KY/LNn0RSXupPCukUzMWLAE5ybX46s6E3460sLeF33WvDn+x7FYh6eP+4PnFyfgev/MhfreefBc5/hRPsc7LffO5gXJxFkHm0Gn1aQD6pfrRnVbvKdQX8/zZEDnLhLnfEnm/H0Y8sZuOYKlncR+o99FO8srGMOzck1KU9i0fSpGNTvAd4/B899vs5NqtctXI39dr+X185FUfkNuHPaOipcdEckvUhH1pG3NNA1M0Cq0MLqaUdAlCQD9dEAGiglaQKfcFSE03OpnHVB7BndC/tf+k9P4yJHu+HY23DZo2+jadkiXH7P41jLNl1+8D2s82ycdcW7WCvmQvIrzFZ9uRKDu1zJexdj/PlPY1tMGqVqqMHhE+7Bxtk+nDLkTDz84iw8dcNNGHjck2jZUIVezL/3QU8jlmjFhiXV6Oc7Bk8vbGAgkxSevnUWOkfPRCTrdzjo1y9jVR3XIUo1a9mGf943C2U5p6Gk552uPxxRE1z86H0A4oux38gbccvjEUx98FOESh9AXEwkEUPN8rU4Zo+7aOtVCOdej989Op99ovHRNkbE2CjHLdzYyHL86FVK5IhZOh1hYFOuT+TiuVaSKTegWZ+fuAbE0difGckGLJm5DHtX3cbyL8Kg8Q+jNRGkokiiHvcRjRYUNPrw8FV3I9N3JSac8hJW8rpDMdmCp655Cnm51/LZCzHppM+xqoVYBEXW4rQ/xOivom+qSn3IyrnHY2aSftNEOurIaphr+3xo9jHoDu164MJz0GnE3WhkU+SmOuPxKfBFTsCcah+amOPNR75Aqe/XrO9ynHTdB1jMduVyTBbwJcOyeTUY3flC+PKvx7z1Xn+mEgm8+/hL6NrxJte+XYe8iDdXreEOnylQEMZzf3oZH7+/GLsUX8b7l+H6O1ezzQSedqIliSm//ysKMm7Erod8gO6dvY1Y0gwaBY7XWS8txK7lFyLDdzXGnvE0NsRIc4l7kv8OvtZj1XrXzV8fuH7X1zeue3ft2xAwBAwBQ8AQMAQMAUNgB0bgxyGIBKQlTPfAGCehnEO2+sl8fFmcsvKE/yXj9bjjb5vQq3eYESB9aK3x42cTb0Zd35WYv/IS3H9XH1x6wEOYUxPi1D6ETavr8cZz29D750Px5RvX4uVbbsWUJ5uxom8LVnxwG9a+fxOeeWGRWAMTiZlTd6goiZEGuD6MSqJ4SjhJV0BOqmuXN+LU00/GRY+chZWrfoW+iXW49PjfY24LJ+RUd5o2BHDsgXeicFgM8xb+FqN6dUSA/PPUCRejZQQwf9FVuO93o3DLPtdhOdujOJ8Z8ULWIbVKbVZ0TuqMzs/SjwjJSCb/8sJ5beod0Ej3yXQucMkNx+KzFzagtjaOllQ1pkxtwOFjB6GlKYkFn23FP19chvIT+2L21PPw7H1/xOMvsXySFzX21nvexKSz9qQ9l6Dyk8/wl5cXYQttkUUtXzTi0ssfx5Bzz8GRY/oz3xl4+NZjECrZjBcXXoUn7p/AaJsM20MXzmAwC5nNCSS21uGEq+/B75+6DvPnnIv9KpNoXL/JrUuc/+5CHH/pH3HlQ7/FNWdX4re/eBINhNd5XbJTfSm6XAYr8eSTv8QpE/3Y85DBmDn9SNfn/mQ2rjv7Dqzo0gULF52Nv92yL+496TI8OnMTSRxpIgm8/lRRXQMZF+3KygSa2J9uW0ReT4TpuqkN6zkinMJHctPSPrqbs3H8wRei28+GY/HiCzC2M/CPz1ahji8JlHJJ2W/9x1Tk7TEW776/N95+7E3c87t5jt8uf/dDnHLfUrzx3umMvHstUq/+Bmdc8QKtkY7K54NyH9XoUXJSHH9DfJbMnbmycvWCIECqqD4m8iTvR19wHtIfrsPCTY2oY7Me/us8HHTuSHQvhMvz5wdexOX/OgqLFl6GG84cikoqzK2ZdVixPoL7npiHv394Oc6f3ANvT/+E7Y9h+YIaHHvKv3DZnUOxYvn1mDhgGi65fCaCBChMM1ZtasIplzyG+6eeg8f/cCzH5mWYvbmJ1iTx0r0rccWVn+B3T4/Diw/3w0n7P4d68sY0X97EFmzG6DMexj6/OAxLFp+DsrmL8eyL8xBj8CIp3C4AsfqlLbW33sGgEym1+nHf9mUIGAKGgCFgCBgChoAh8FNAoH0K/cPayhlja4LkIxHA6pXVnNRuxdKlNVSsPE0iEo3g1psewCEHTaTHXxqLFqzAymV1uOL6C1HZJYIjj9oH3Tt2wZvTvyD1kENqGM8+NxUHHDUWA/oXo7JDEX5z7V04+6xjUTE8jAHdO2IeyZTidX49WRUZ1ZmUFE32eU/ufHQxXLtoA7I7d8HkQ8vRpSIX1195KZbNnYOFq9czVxKffrwC26pDOPPCE9C7Vz4KsrntwnJuZUAV9FeXnIyePfMxaq+BKItk471PlzsqkWjlpJplt82Z2/CmDaIaVGNSzfXYrernVDzHo7DTkWimWhQjMTr0uEOwdd02LJi7CEuXLEe0qBRdOpFJMC1dvBH/mPIaJh66L/oP74rDJ0/AH296nXfEzIBFS1bj6OMno6pHDgntKDz+1Atsp8gMv1tD+HDeLEw6ujcyIyFk5xWisiyTBLgFVb1yUdaJxIbwJLjQjs2iwgtsWrUBsaxsHHRgR3TrloVzfnEg+vWscN6a77/4McI9e+HIw0tw2GHj8cbzz2E9lS1niCMRWtcXQmFpGIU5SYSzg+hRyS0zdG8VlclX3sKBp/Z12J1w9F4oJ6YPP/mSeC77STjpo6A/TPEWZLiRy+05mlJYv66W0VabsI0k1qtPmUjf2jw5l82ower1tZh4/C7o0aMQE0YPxr0PPUEk1Pdeqa2UsidN7oPd9hqEgydMxBsvvIomNnzmp5/hpFPGY9CgTqgamIsTjhyLz99fgEbyUD2Z0kJEFfJV0rFcR+X4yvWbh15O9W0kOetEnHPW/STbAeR2rsD4PQbh+ZfeR21TAjMXbMIVF/2CLdSYbOWLgCjGH7ArschBSUGUL0kCaGU96z6eiTPOGonOFR1x+gmHYQ0D9vg4dufPnoNhI/bC6ceMQ+dSP879xSH4YtoaNAsPNvGd96bjzAt+iSHcYuWYgwehcdN6bK0mC+SWKi/ShrKS3XHY5GGYfNRIzP18C2bPW063XD8xeNNhetoFe6OCY+j0ow/GM8++zNayUKnubS67Xt98BYAdGAKGgCFgCBgChoAhYAj8hBHwJJQfoQFBTkC3LMnChL0fZO3N9DIswIxVh6J/hzI57iG3Yzb6VoZJnrZg+axVJAY90aecgVs47fZFfBjeawuembEMJ0weyjgzBagOd0CpuA9JQTQ3Fz13OQzF0oAYKbKibw7mbCHhCXInPUUPFdcgL0lqARZDXQZJDrw1WbzB+f3K1TF06z3EZVOBfbvxu6UOq+nPGeq5EvNmLKWFfdC/d44jLH5OlgsH+vDc0ntJShhVk46sOR0zkZOzFctIXhgLlBFSm0gaWuhyyup9MUeZtLguwHuJIPcYzAjghj+fhcEdqWZGMpBFO8RXUVyMGw4Yiteeeh9ZJTnof1ZvFPB6fdiHDcsyMWj3MagKUJ2ju+ygblX4x6MfYR72Rz9G19y8biPKK6iMJiJ0+8zFwgcXeFtYsNZASxHJUCFaI2q7cGVIIDWfkhyhIcUJsI28QyO0PpHVMdon3SZDmzFvQwIjOtWQQJVw6wkqsoT5k/kxkpoOgh8dSWpCTSswb2sLepaI9rBg2hzjosAoVbu0r559yL0G0yKILfh46VY0RAqQV6rN6oMIZAEDy4KY8XEdWmlMllt7xxAv7N9mRpoVy9Y+mZl0eX1vyhJMPJWukxiCs++ZjJvOHMa+pZxLS9IS8Zimf7AYRR0qUZqrlYRRdCqKY+a761201ijVVh+P9tt/uMtLwHHSPmW48o6HsaWuFUdechEm06VSax3lDlzVtyNib6XQLIJIJRNuPNEYJm/dooYQXVfpO8qwPzj+1yfijL2PQlMsjvJe5SAtozoXwaknFeDwGx9C3/5D0WXfwzG8hGRTdm+Yg7rWChQS8ARLcOs0qaL6khXI71+DvqXSf4GK7Dgampq5FjKKA47dF+OP2l0CK02MIbuUdtXToZnjogMjuMYb4thz/zz+y+ELmMwQKrjGtWUpO6RTE+YmtmL5PnsiX73OFxpHUPFcvq4Z/VnnkukbUNIris7sdsb8RaeKJL58dDmt8hN7Ps/9It12KF+99dA/QC/JFA4ZS4aAIWAIGAKGgCFgCBgCPzEEfjSC2JJqRKeBtfj0vYtRnM/JJEmANkNnrBrOOcMIZm4hwSKaqXo00i1vG7qhW06mtAsqj1TXsgOoXryW032mdCO69NiTlIAkLBKke2YMvbuUKCc/DA/CCX6IElgLlaioLrXNY+WgCqpnzfSV0590RJG7bayvOzc+V/UuM3lFNklOfAsn0alMNDdqrVkJKjLpfknWonV0AbKraJA+odzPYNmSMF56cTY+3ZqLMWRPAVKrEPOnU9msQe6W3hYPHqHQtJ3KHQP07LF3T+zdpZgqIqv1kzSKfHHyffDRxRh5yJtsczleWT4BIZrho9th2teMgd0rmJkGErNOeUUoZ2kbNyTRL8xNH7alECHnSNG25twSNK0PIE8ibaieLfehZ3Eh8jXR91Y4ku+QftPtVeU3M9qmNnzX1g1+rlVr4nnxwDx03VKOc/a/Hw++dQaqikR9pZYlUV/XjG7RQ1kWEeTztalKxFp40JQLxQIS5m6wsf5QC+lIIJP9nXLYtGxKoSTcEf0L8pjRDQB04NYjzeEs0IMSyQyuDSXj0JLNiNaP0kWXu2+gkHn3+HlfNP78OUy58068vUUEUEl0l8n1czOaa5PIz85HWbacPNlGBnhpXteEKMvwXg7ko3NRnutvOqqirGdHrGvYjJVNTagk2c3EVsQ2FeGTz2O4+81WZPpJ3Fh2miQwIHu82tizGlyqm2SWY1SseED/rth7/2xm1gsCrRnk2lviOmhCETpc3QenTLoNN711HPOqZuJey5cHvYocYVMP+DlIXGvITzsNyuEI5y9Rb+GaxnAta1MbuQYyg+M2VZOJ2Qt8+Ocz6wgaXadbSJJVNaP0FHFoql7trCGCWSOoog2I+CMoW1HPE9Xux5yNARwTbiXOwKyWGhRmDmIBHCEtVGtD2Ug05bMUVskIt0mSz5BrMy+4REBZhsihPkquH9wrBx15Z+6GfRkChoAhYAgYAoaAIWAI7JAI/GgEMcAwlmnu9ab4HtylgCSEW16QBSiCo9a9kQ1500mqTnG5oxI+TS+TJDuhENfvcXuKrVs3OVBduBCSQKlG2gQvze0MfM69kWv+OGf1c1bcSnfBUJKTWs6DVY6mw27Tchc5VISv/Son8HTnC3BdmeMXKoCzcDmyNtSzDhJZ5YxxQq5N2GWYgs34/WF89MJbuPXJGSSAMfTvOQgdIi3M5UUu5WYLbJvWOCp5ZbQfKzSN3xEEKorcBDFNUqCN0uU+KGu79KtASWlnrK2jhpcVdZNviTZp4lREpdJLXOmofQNpUGuME/5wBrZu3oKRo66lgrgF4WgMwwcXoVVbBYboJEgF14HhHvbqCYjAEDspl23OnKyDfUISxDisxDYXL7x1A6659kbsP+BSXHLvETj5gD3oSMnVlZlBPHzvXXjj6SgyWrdhL+7pGIlTLyPRS7NfUyKDbXvw+Rg9JijVU9jyWihAkkzl0otqqmtqG9c8bmtFjPhmsq2yUCmH7sd6i+C8TklQvJERYFAYrw2uQ9gf+hNGIl4Jjh+xRanEDjxd5thrInnOJ0vUesIIt6/QCNIj4XCUwV3UsQnU11bjz3dMxbsfzEHfPpUozt3IR729F/VSQ21rL1REztWh/nQsn9a5ccksHC1yzfRRmVONBZWd0L1TJarrViAvq5hFsD5WniLxI1r8k7rsjUD3dFDjsj3Cq8Yk/+M40UuGVr6w+Nd9z+GxaetR3qEVVV3LSWIZmZZED+y7FMevloBSuJRYz4i5tFlyY7gIJx86GhdeeC8eeq4TusXrEOjcioH9erh/k+FgJhZ9MQt77Xk1Mlo2otCXje5UOtViPe+UYRnSntQpDg9d+MZ198Q3z9sfsF9DwBAwBAwBQ8AQMAQMgR0NgR+NIIbinJCT5HE+7KbBSZKbMCfkSGVwKk3tjgqYm1Kmcxg8Jk0Fby3WUdHpQSKSilOV4xq64p6FTg3RtgEtfgWAIUFkREsXJ5TBQxR+RCkRV/RITrcdCeWcmUE2NGFv1T4IrCREF9EAlbMkSZO2qJBCtG7z+jZ3TBXASTi3HcjqyAMqkUkXa3IrNlG5KwvTbmZZNi2OU476C/44+3aM69kJTRtTeIdBYmJyH+V9BJr5XIrEUq0igaAtCU6oHTEmSRKxCDiyKvIoOsrZPB+ME5MZr9Si74A69Iy24I4bPsWd1+xOAknsuGH7gtXVLI9rEkke6khG1rLNXTpRNiJH7FhegDc+vgZZiQbyZqp9uU6SZX76KTKyZ5B5RZvSlPhEoTJok5RMOWhG4qw/0MTmknCy7X66g4ok9toLeOyl85CsXoMRVS+gw8NhrtUcjGBLEEecNxFXXjAeRU0tjmQ1Ehg6QTpMha9fuHNhYDyjFa1h0Qvhz4A5JNJbGAV10bZ6jCqj8kuu18y1kFnhFDLZrUEqpZ5UFka/3tSMqXp9+CHQZU9psyyT+TctrUWSPsaKEuvjSwRFinWckfpfiuSzsaWF46cRvaO57AU+kMnnODzSVJ8VO3TztpjTUfN5vHFJM4rzKtA5qxD3nncLFuXuiX+8dA3ySUhfvOJmPCbyqET30lQbsdOp6Jvon1rtI14aY+pJdUbCvWTwXGhFXFdMq8H05U/h7Iuvw32nfoETPplAPOoZjIbC3ooGWhFAPseHiLX260hzbWKY7dIoB9coItBIFZZjpW4bnv37e7h8ej6WPnM8SXgcWz6bgct//xn/3Wgs8XHu8ynR2g0o/oPT64gAAyOxEGRXlGPkgeNx4B7FWL0xB2/NG4iO2VlQV3VhM7sNr2IAqHOQ10THUr74iGVncywQQd4Lc7woUJDcpvlP2Ru/XNfoY1v1okdIqJb2b3doX4aAIWAIGAKGgCFgCBgCOzQCmr3+KMmpY23RRD0DOMuUHMKUYjTRNAPWaIKpSWxl9y50JW1FLddSOXWFk9DVq5sxao9hLoePxE6TVpdEunROouPUJF10xJMkjK1Vg6X0xLnNhk9RLGPcA4/nFHZYscuM0o6F2LRxiyNNmlQ31HDHCZZR2rWAGULo2a8nSSEjpK7e6hEA1jl3/mKqlHTbJDmUsrR2xSqsq61z2xiozhRdDjVx9pKnNLUrhFKLZJO2D+Ch/iMhkEF0I6SNtz7wLA46YiwuuOBYvPb3z1mP2sGVbpzsz5oxg5YwkYCt2bAe8XAmKjLIBui227G4BNz7HOFIBNVcjzhy31PZRFmjyKRUbEkmVFeSBFlN93NSL2XRvTWQqbyedoTCU/dEdkQ5fKEgsjuVYs/Bw4nTZqeWVVUVYeq705DL/JHMKA4adzwWrWIQFZXLSlS22yKExyESLXW92qy296rq7IjNtvpmp5yKmW/Y2oScikzQu9TZJjuFTI8hVSjM7Yg3X/xS/IuJlvPmy29PQzZ9Yx11IzFNkdTG5U7LNGLEMDQ01qCZLxaUecuWBvQZs4cce9knHCscW1/OX+TqUXmzFqxEDl1yC3IzMP3t6ejcPQNRqq6qZ+oHM6jGeuRdfeRT43TDJf66Q7VMB7JGv3rt4L0EkDIrTfmNpz/FsNFDceZ5Q7Bi1jS8P0cBkMIoKCrjesMWNGgc6yn2h4pQKSJd+uWBa7Z+fGE/li9ZwhcIQ72xyDE289PF9IlmLRpDNEFbKnrxn3juMOM1b1DiT3+6G6PH7YfyklLstksVcunG7ZRB3i+rKsaSj79gZr4wyOLmKOzrw48+2xHD1Qws9dH0VWhhwW0m0khnncvvzNSXJUPAEDAEDAFDwBAwBAyBnxQCmib+KCnOibWPKpEmn/rIvZHsxql1YR8ZGYO9aDoPXyZ6D+kJf2gl7v77m5xCR7B51RJ8sCAHx+8/mOekjCR7eVS6XAoy6IuUkyantbiy/QGuuOO+d5x5u4mxP8UdD6ma+WLME+UWFHlUyGSDQyOIrlWFmP3RF1jJNV6iYg88+jo6du6OrpUdSK3KGNylP1WtFXjm5c/d1F+L7PI6MHgJJatNNSRMnH1//OYrKBk0zq1NVBODiSjbS6VOJ3T7SzrVUCyMdlOC0R6DWdlUhpz6wlppiwjA0vffxEvrwhi2by/ssXsW+sVy8Tn3DAxTaU0nyP5qN+OTLVQRQ5l47YNXsNtFR1FtVYVNKKosxbQP1tDWINYzUMvGuhzar0RdL841cayeNJlE03PULOlEqkSSWUf42WykuGm9SEmEupW2U5j+7hdYsWUlIj72U2wTPvlsEYoLvTWTo0d3wOIZ6/DJWj5bB8z9sA7xvFyuZWP55HCE3q0xVXOH9OyHhXObuP6N10m4O3cPYGBRFj6bJmU1gHXLqjF3nQ+TTxrhCFHaBYIRcElU7lqFId32xCt/fRkfKoonFck581ch2Gs4+nNNpISyNNUxPaP1dmJEg/fIIslfg5nziReLWUS18YQTR3J80bDWMMo7hjF3ZjU20G5gMW6f8iH6DZ+MPOIzsKw7lm9sdmv8Vi6ch8xeQ1DMdaviQlp7GqIy6wiVHpW1MpN1yv1TJxliuKSi0jr97Icg+zlNF9z7b1+Ln116LDIo/p62fxJn/uFvJPocj5k9OFZXYUUNjWERjiSq17SGlvU5x1wVzUtuCxDur5KZn4cvP1jFiwS0Noy7b3sTPcf3pcLIuomBXgQoqI8HJnPRr1v9rqg/nUs644YbbsOvrnwAl//6z/h41kr2uZRkYP8j92BfFuClVze7ZlV/vgH1NUV8thW3XfsKRoy6Dys3blKXuo8orRu0jih6ZNH79rBgNkuGgCFgCBgChoAhYAgYAjs4Am16wg9vZR4nralUljxC6epJlYukqZXz4xBnwCF/ERW3Bk03qZYlUNAliItvHIbLfvkuBt1TjYXLV2LUqf0wLI8kgGqjn9FJt0S3MHceP5yEh+XGqKkpCQAn0llUE5Ncg6dgKpxpMwAL3ULlXsooo1hWgtN3vxunKy+J068e3B+/Pr4/jp2wD07tdCGC3QZhyebPcPaFJ2OvHJIyqoOl/VK49PpeOP+85/HszYvx52cOwfj9uYar21IcVv4Iwn3S6EfV6eIzGvAZyaiIbiC3Ab4N1cjV5Jlr8Nw+iG7G3oqOWhzWlMaRY59FMYlFLef13Ue34sU/nY4bL/s7eg6qQnmXjsikyUfvvxZT3lqJvcd253rCVhw66RA8fOiFOGb1SNQ0BvH5i7mIMXxnBon16UcPwOEHnoV7BxyKLxYtw5+mHEqqokSVMC8P/la57opABMmT4yjoE8CIAbtgco9LUTRkFN59egz7h0pcuoYqYQOVOwbSKb8MvXruhhXLSGh3XYK9JpxExNPY66ThOOiRD3Bct6MpXQ7EuAsvwB55JLyClfwgzRcC7Bm2vQlDjhiOlqsvR7eB1Xj15WPQu3MQN97PaKEH/AqD/nYUVm1Yhoxho3HRuJ6O2Lh9BqUQS60jVM89N5HbTtyK8d3qUDGgG5Zs/BxTXrsH8QUzXH3pHO6LSIky6tgU66+M4/e3noIbxv4aT+46DitqV2DNhaPlYcoXEtxGonI5br/oNBxZOY7K6pFYG5yGC39/PquKY+KVk3DcQU+i+wd0cd48l1urXI/ac/+EaKIJIW7T0spxlo61/TOSRO1IIglkqo6qdxjXXfNPPHXNZsJQogCpeHrKsVj7ytP4tGtXjOlVwUvsw4v3wXUHvYE5C4BhfeIYO7oQx5fdiqI+XTHhtN444+yRCNLlNxrSak9HA/mPRFow8Qh1wP77jcSTN17IdhxEAroUN9x4GwaveB0tvjr2bUdiEnXQ8a0J28sR4CNZFZ5cd/nQ4yfhkvGn49a/bkbHxHr85cbZOOnuI3HBWaNRMXo3XHn0VPx68sm4s9+RmLV8Hv728BGsOo5mriHlLqXEOexIK18ZuJcJjjnzWL9fKZ6OXuqiJUPAEDAEDAFDwBAwBAyBHR0Bxmlxr/t/cDuff/BFrPJ1wonHDkM2iWGAE1ZtO6EJ8GfPf4hpDSmcdRwnxpwEp2iiVLm3Xl6HmbPnoai4FJNP7I8ityE88MUnS7A8wP33hpDuUNF55ZXPkC4bgknDOGGnTPbJK+9iZUYVDhtTxkk1t/gmYVEsjU2fL8DDb9S3BWVhVgYzGXpgOfYaWI50vR//eupTLN9UiyF7D8X+e9G9lM9I1fMi6wBvvLYJcxcuxVEkR2XcQmHbmho89tQixv7w47hjd0Ny60bMYSTRPXqXYuabq7Fi8wrsxz3+skl0nNrCorQibP67tSQeH6GJkT21XqyVdXTsHsTJh4/BI3/8C7qMmoSxu5U58lO7ahPeWb4F+5UH0HXfR3D57b/D0f1X4pEXVmDyQXuiR19prM4RlEqUD1NfW4wvZi/HoKG7Yu/xxbyTInGJY/oUbiFRUIM9x/XiNF92kDCQyS5ZGuNm6O9zKWg2Tj9lMNeq+fHMX9/BKKp5XQtzsGBOC15//V1EM4pxwMmDUeQxTuqAZGMtYTzz3GdYX5fGqacNc+Wy8zzQ2CYeEXfRZR9mvLcRb0yfjTPPGYtC7enBfvl82lq8MW0+8os74IgTBiOfholyeXFPaJ+ySaviywQuWcSU5+fQrXYN2zUCgwfnYtPKGnSrLECMit/fnngdB598MMr0zoAKM9kQ3n5+ET5auBy7juiDCaMqyWGkWCbw4dSV2HNMbyqYS/HB+2sx6aRR6NqJwZD0QiEVxPsvrMMHi2Zh1MSR2JV7Ia76Yh269emISDSI1Rx7M+t8OHBsDxnX1kiO5a0+3PXXZ0mkihFsrWZdVBGJ1RlnjMXcd1/CnPo+OPHwKr4MISoc37f8+WPsP6Yf+vfKQfMWP/7BsbeprhpjDhqKPv2KsOjVRZjHaLKHUjXXStLYulauYVyKfUf04vMBfPHWfLw8txq7DOiKiePKMW/earpmFyOXwYqee/J9jDl6b+QwEm2qPohH/vIsBh02AUMqU1g63Yf99jkGr9Y+j5607+k/zsHZf78JMz95FHnEJ8KXB2+/Oh8fzVzFvTZ3wf7jShn5NYZpU5fjk08344TzdmP/RVzXML4S+4j95H7VWZ5LrOs2nlkyBAwBQ8AQMAQMAUPAENixEeALfm51/SMRxB0bmh3DOq3P42YWVKpIk7z5NtVWbsDOifvW2V+i9wGv4NK7rsKvDtLOdKJ5lgyBf48AHbA5VrTOlN9U6X951quYM7cOz087BRLdv3zwYxz10F/wznsPOLU5Ty8O2gafqL1H2PUCQiyQ6at1td6pfRsChoAhYAgYAoaAIWAI/HQRED/80VxMf7qw/XCWKyQMY526aK8+btGhSDppuscqmImfG6n7WrmmjuKYkcMfrk9+ujWR0KW47tOX5Sl8riF1yKDKvODThXj5jS8RzIjj5j/Ox8nnHUuVmVFtlUcqqlMESShJBkUQPRm97Y2Fzi0ZAoaAIWAIGAKGgCFgCOw0CBhB3KG7ktNxuvhpmwY/XfdI6KnceF2WDCnEyjbkOPdJzeBNQdyhu/JHN46EzpfhBUmiLU4J9HXANTdPhD97Jk488ByE8kpw851n4ejD9oXcRTPEARnwiZtW8pdO0fL/blMOXeRfnrlLumzJEDAEDAFDwBAwBAwBQ2CnQMAI4g7fjW1KjX44aRdF1EF2XgF69yrhlhwMiMLgOrpqyRD4dwho3avWoHpbjmgsBRnBN43f3XEtP04bdHtgBrgmMsAB5cZagBRQXqZeiF8eODnRff+7uuyeIWAIGAKGgCFgCBgChsBPEwFbg7gj95vm4t583B3oULN1RxG1HYY7l5dpiiFYvAl+2yX7MQT+CwIJDqC0fJLbkl9bvZD8KQiQG0v8SjCQjQs2wzwilKSKLrfWHHLFMi9qFGrfUJFNt4uGu29fhoAhYAgYAoaAIWAIGAI/fQRsDeJPqA/TLpQnJ+ncNoP7U7jgNQHuY6eJvT8Q47dWjVkyBP5nBDx3ARE+jRrFz2WSFzN/uBWnOwi6TSu0dyNv8CWESKAjj/x2gWlcGF9Px7ZXEgTHkiFgCBgChoAhYAgYAjsZAqYg7tAdKsUmhRjXIIZS0gg5VfcnSA6Dnq6jSb2SN4P3ju3bEPhvEdBg4VYkKYWe0TGDz1AFZKQjd5xGFoeR6CCvc3R5OdxOi6KKbTqi7nvXvopiaoOPmFgyBAwBQ8AQMAQMAUNg50BACqKJADt6X7rANJzHkyS6yTv35fN4YTO9/bifonP5+9ptcEdvjtn3YyHgcy8WUnzB4KnR0hM5krinJNLePoZI8n8HSZ1LIfRUQumNzplU+1dyrGnrFdFE7eSplxeWDAFDwBAwBAwBQ8AQMAR2LgSMIO7g/alokX5O2D2ZUL8ePXQugG6qrkm6SYg7eDfuEOY5L+W2seKNovbxJNrHkeUWJH57ODml0GX2nnD5lNc73SHaZUYYAoaAIWAIGAKGgCFgCHx/CBhB/P6w/N5LEjlM8hOkyqNgISk/uyuV4BWSwnQGPQRb3SfdtvXF926AFbhTIeAnq/Ol5T7qd2IhN9Vk+6gM0s1U+nTKz7Ws7v8IHg3UoQtOo7tSEPlkO0HkiTv3fu3bEDAEDAFDwBAwBAwBQ2BnQcDWIO4sPWntMAQMAUPAEDAEDAFDwBAwBAwBQ+B/gYCtQfxfgGePGgKGgCFgCBgChoAhYAgYAoaAIbCzIeAcyna2Rll7DAFDwBAwBAwBQ8AQMAQMAUPAEDAEth8BI4jbj5k9YQgYAoaAIWAIGAKGgCFgCBgChsBOiYARxJ2yW61RhoAhYAgYAoaAIWAIGAKGgCFgCGw/AkYQtx8ze8IQMAQMAUPAEDAEDAFDwBAwBAyBnRIBI4g7ZbdaowwBQ8AQMAQMAUPAEDAEDAFDwBDYfgSMIG4/ZvaEIWAIGAKGgCFgCBgChoAhYAgYAjslAkYQd8putUYZAoaAIWAIGAKGgCFgCBgChoAhsP0IGEHcfszsCUPAEDAEDAFDwBAwBAwBQ8AQMAR2SgSMIO6U3WqNMgQMAUPAEDAEDAFDwBAwBAwBQ2D7ETCCuP2Y2ROGgCFgCBgChoAhYAgYAoaAIWAI7JQIGEHcKbvVGmUIGAKGgCFgCBgChoAhYAgYAobA9iNgBHH7MbMnDAFDwBAwBAwBQ8AQMAQMAUPAENgpETCCuFN2qzXKEDAEDAFDwBAwBAwBQ8AQMAQMge1HwAji9mNmTxgChoAhYAgYAoaAIWAIGAKGgCGwUyJgBHGn7FZrlCFgCBgChoAhYAgYAoaAIWAIGALbj4ARxO3HzJ4wBAwBQ8AQMAQMAUPAEDAEDAFDYKdEwAjiTtmt1ihDwBAwBAwBQ8AQMAQMAUPAEDAEth8BI4jbj5k9YQgYAoaAIWAIGAKGgCFgCBgChsBOiYARxJ2yW61RhoAhYAgYAoaAIWAIGAKGgCFgCGw/AkYQtx8ze8IQMAQMAUPAEDAEDAFDwBAwBAyBnRIBI4g7ZbdaowwBQ8AQMAQMAUPAEDAEDAFDwBDYfgSMIG4/ZvaEIWAIGAKGgCFgCBgChoAhYAgYAjslAkYQd8putUYZAoaAIWAIGAKGgCFgCBgChoAhsP0IGEHcfszsCUPAEDAEDAFDwBAwBAwBQ8AQMAR2SgSMIO6U3WqNMgQMAUPAEDAEDAFDwBAwBAwBQ2D7ETCCuP2Y2ROGgCFgCBgChoAhYAgYAoaAIWAI7JQIGEHcKbvVGmUIGAKGgCFgCBgChoAhYAgYAobA9iNgBHH7MbMnDAFDwBAwBAwBQ8AQMAQMAUPAENgpETCCuFN2qzXKEDAEDAFDwBAwBAwBQ8AQMAQMge1H4EckiGlnrb6/Ptr+BvzvnvBq/q9l/Ofr3zz/5vF/fXLHuLL9Nm7/E9+lpd8u9dtn3+X57c/z7Tq+fbb9pbU/8X2V016e/RoChoAhYAgYAoaAIWAIGAI7JgLfM0H89xPpNG+n+ZVKp9DKP8SBlnQC9YjxsAlIpJFO8nIq5bHGFDOk3ENET8/oeXcId8LDJC8klSeRBItVNpeHxag4sHge8JOO8yep2zzWJ8Uz1umOvR93zLLS6RjzxT3iqvu0z33ccQMz05K2unSQcHldycr8/5ucuSyLrXPlqLm6JouSqoOftA4cYEmWrzq8ZribPFdrEszIVrsyXONdfp02upYKA6LNbx6pXGezrqi0tnMakSA2zbrJZqVpTJKgpXnNy+9ljPOk3V53vb1aldv+UT28mSa2Xh3NXhm6z6Q+90ph/e555pdNrmSW7k49i91ld917uL2KtqL0EMvgmS6k9CDHEH/qVSD/i7OPYmyV7vOyhyuraOGxG0epZt5SP7e6WmSxcrp6XblqBzF2VbD/XT1eQTr8KrVB6e7rRtvN9kN3qi8V3Hbvq2ftwBAwBAwBQ8AQMAQMAUPAENjBEPCRsP0g01ZV4/P5vOa7KnmsmXqA0/cAiU46iJToKu+FlC3pQ8pHkuYPwceJu99N4wOcZwc4z/bBn2yBj8+leSeZDiDoitaXroE5fHwiwLtKPgQ0QfeRIvpS8KdD7hoPEQ/A5eGP9xwfdlldDmcGS9EVJhqYZhX6KHll816aR23XvDv//ttBzvxJEpugX7QrzGazYpUtHFhkMCDyGuQn7CryWuVazmvuv6+r9IlUqRy1gm12AJDguBwJfpN4IsI7bQ/ySszXhBDL9ydJPwNRYkiM/MybDHj95KcRai//krweZGelXQkRsDr3SfmTLEnlC58A66CtbUmWfAUkD2WScHPP8pjdyydoM/sipXa7PCnWI2Lu48fv/tpR5u3/PvFBEcA4C47o7YKPfaGBpM5VqSla4nOUkN2kktn3Sd5X+1xH8liJNuijp3RF7daLjIDy+P1spcYNx52MZd+kkcGPxpdeHrCf3FMqhEmNcV88oF2uLH7zaf45ZJTBkiFgCBgChoAhYAgYAoaAIbBDIUC+5tPM9v96+poccqrsJs/Ua6i8+AOkLCRJfk7AfSQbIjaaYktNa59Iu+zui3c4+ffIA+lfIMRnSVpIOjXx1mReE/iUXyVocs8y2gmprnCi7uN95f06iYaIEngUxyeix6TqfCIYzlhN6Fmmu6ipvnfY/s3T/4PE9rP4oJ/UkyqVTJapslnlBnlBRFi2+sSoeOS1St9KLqN36L49QuXsdLe9Z1yhbe1tJz4OEt52ZbN9qYBIKLFqh8WryEOlrToPs2CbFazgq+vteLbXL6qmpAztBeq83V5e1y1Xv36/xlu5dFM9ol/1lWe/u/Fvv9S3riT3DAsXUVRFaiz/S4s0smSPqCUdsu0WqYvdkJFR/Li2ciwp8VF+SVtkP7Bs5UiyLr6OaLurK8rlla3ftqe8Z3nmkVBd5d83xqNuWTIEDAFDwBAwBAwBQ8AQMAR2NAR+MAVR2oxHFAWBJtV+OkJSLeRcPJSkEhXyuGor3UpF7AKcpPv8YTkJIshZfEjsiZP1JGfzbhpPcuFELk3fAx7RSLKsBFmmiKJTFEk+RRg1bRe19FMdc8pSG2FwTpu8mWR9+oSpRGqqL7dNR9FYb9IXIiFo8yNknlY31VeJtEnsgr8p5nEEgGffJaWSMRIOPhP07E61laM6Xdt8nsrUQgwiIjiOoHyzZDaUREV5lURspYzqXJ+QI85tKqkrmw6yVCrDqpN/KRIoP8mpklwycxJUW4NUM+MkgXxMrRU/dkIcj4OOMHl18U5b3aqfuIqUMaWIjXO9dWfEkW3wsx5Huh3JVR6de/U6O5y1nu16zM92eETeK1f80StdNbUlRwK9Y5roJbrj+gNezqRTEVk6lT7SOhbElwhUYV0JbJQvToRCVDudGy1NJjMOqiLiIPyTzm6HgFc3VexEiuor2+fGBtsg5VWjRC8QfGKX/FX5GkNe0hhUmd6ocM1XBt32utzLZt+GgCFgCBgChoAhYAgYAobADoSAFMQfdLraPn9eMG8FykOHYU0TV75xgp0IBnHnBbfClzkCG5pIyEgifP4YTj3hj2hoaiNCMpWMkIyWENKtUb8igyQG7738BbrnHoImnbtJeTuxiPNM13QucsiyxCq/SixD7qac8Lff92hAGztKiRwq0Y2QRKFd8dIsnxSU55rxk062kSSX9Tt8idCKHP7tlvvhix6NTdUqn1aSVDQ1NGPfviei294nk+R63SOL1Wp9vAPRXR16hFCXA1IiHcnhCUmM2srbTMopDUyr75SIBzE/bZ/fo6R4MtY0S21z1AdrP11FlascX65keV7VbfdkQRtuXsXuXETadYdrv3Cmy6qwpFunw5EuvQ4jR5Zks1w9RRL5wxxyIXYmimzx4/VTm8uqd0MZ29JXFbdfcL+6qt44dfjBOHfE1ahvitNJlSVpsLkySMb5ckHdLgfP+s/X4LxJZ9HrNO5eIggz8mOaKXJK9145k+qYedO0W0quI8isSC8uRLFTbICDl+1WPm/8qO20xF0TWRQh9j6uuQ6ob5luJ4aAIWAIGAKGgCFgCBgChsAOh8BXNOCHtKxDdgd0DlXh44Ub3Bw+SO61dg2pWGAYXl/IQCJSZeoVaKUSYd7UqZuHSwEjAQmmwuRAnJz7tP6rBaltIRRlDUONqIGIgGbkbtlZxKmGfkphPqqJaapoWuXGWT1n7vziOkYJWgEqSyGuxVOwGfm+al2dc1Pkj6NFyi8OExdBaKQpXCcnVU0sgfaoTo/0MM93SY4wUZljYB3kjSBH5To81aHiWHuOLxf+wu5OPVWUnThtF+HQxzMoSQvUFpFTVi4j42wj1TG/iAgJjlYdpujHmkqwixNyisxk4SzAuV/WY92nIdRtzsPr7/NhktUQ19QFtor2VqFG2DFJT5WqlhDRo6muKtnAaz6eOILaZrdfgGttnzqKRYq06eMYNi+Jgmrtpy9OQk5bRcpcyBjZzobppYDq8CdizMk2i+T+D0l2tCfZhw0t6LixCSXVETQ3tLSReuZwReTQHleZehWBbRkoaOI1re1MBhFIBF02BaNRsSHX93T95ZiJs59qeSVNV+jWeetx0y9vQPVWjhGOOdds2qwzZw8L96sdfC7I66LkGkmCMs4BkqZCyww8s2QIGAKGgCFgCBgChoAhYAjsuAhoRv8DJU3SvU80O4xgZBPmLq/nBDuGJl816lbxdqoTFn1Y7YiJ3C7j/kZkhfkMI2omk1Sb5PfIgCn6iE/QAZMPhXmaJv3RhJ+uomxRUoQmTGdQkSF+0vzEqUjKXTXAGT15nnNFTSkAjliBCBvVo0AiTHJK8kkiFZCElsF8LCvty+L9qGMQProb+hKkmXywleUkVYbYwnYlGs8U8lHV8xVQRVU0TSYSOymatAQxkjYRGp2H6AaZEsFVe8hvU2p8muSXJ1rLyBNep3JHNdVPVS6ezuA9XqONfnnuMruPRMhH3KTaqSFR5CHT1wM3XDjVhVlxOJDc+JHTRt4IM4lVQB8+EQ/SVVMEh21O0Q2zmW6dYbJaubaSfzqy5TLKjTTEADtJRaUNOwKldsgFVW61qSDbnNHiuFKQdcX4bEDPxEn22Xz4s0lqM+gmSxXyW7iyYrVKzZINUgVJ7VyQmDWkcds6YFtJEnXrGVCHjM29JNAjrDweakSrv55okdiFWtj3rWimD3KrSFuw2ZHqAF82JFDHzPxPRJuVy805yo/syFjfjFnPfoD0Fiq1CY4FGcsgSUG6R8f4EiMZIj4aXHwJIW6bwX6J8BPlswrd4146OFrJE0uGgCFgCBgChoAhYAgYAobADoqApuQ/YNKM3YdIlMQuI4Y5C5byjJPsRByfL9uCnFgcqz6dSSLH6XRLAOGQaI6nRAVIkqTUSJkRLWjlhF7cyG1MQDbAlYAkQGIqHoFQTkVeSek5MgpFOhX90RxddWq9WCvJoBRDp8KxpASVHj8Jj9bPqTxSVJIKz6VQwUlSkjrlRkhSKDUuzTKd8qRntseFUDAwqW1qlAiISI9s9tbmsc3OTl4iQZU7bYhtC9CuVh6LlClmqNhhUIF+1Ba1STbzmiuK6y2lbKZE4FQ0I3lKpfS7uERsC8mmP92CjfM+wZpGkjmZQnjU6m8nrefTmjtpa2y76wRGDA2EnbXqF6dyOrdMkU+VTQWNwW+SgVaPM6p6PicLE2SscZalBjqyR+KvsDFJqajsC4l9ipvjbjpDZI/6V99MrnFtPw7zJFYt3Qg05SG3KAu1Szh6HNFmfWy7SLxD1bVbBXvrAmU9+R3rJM1WpVRaQ/EIx0sQGXwpkeTLBhf1lGWoBJRk46BTj0RmYYgvG/TSQGSZ44Xytki0p55qZHnPyVRnsB53yq3q/oH/uckGS4aAIWAIGAKGgCFgCBgChsB2IPADzlg1sxepomjDyCvRSABzZ9GflKlx2yaki7pjt9Ke2LZssdvFL95A0tO82d13z7VSERRJ4iRbn7SUPd5VAzidZ7l0L6Wa8zWV4F1O3jWBVyCSRCqDSg4n6eSEQRIqaWwx0ReyMx9dTVWQeIWcA4MkEwkqbSmSUOl4WlGnfAmpX07ZElHyI4MPZPBWq59urmJj/ydJBNG1gXY4MuIRGrmK6nqSJM5PN1Mdq61aByeXxQDt8egzn+eNNNsZU1t47PIRK0VA9fNCXHt8cDsREUQ9pRxSFocMGMDjBrz3CfvBM8Lh55FV3nIEjISKmaVriniJAolEi2Yp+qxW6WmtZID1+xxpIvH0Zbj7CbkAk7BKifOrncyjPnDbj7CSBElYWCqcjFFwmKAouUg/E/N66Vs9ytrVBs9cz102gZXz1yIaL0Pn3l3QsJR9SrzUH1pvKnUzQKU5RM2UPe+eFC56BRCg3X4/RwIZdCAY4nrWMEmtVGW6HJPDKsqs8kH7cfYvxjGXn4RofgbLFgZCgtdpZoj2B8hqEyLBPFfcU2ekDNWwEIGkKzIN4oklQ8AQMAQMAUPAEDAEDAFDYMdF4BftmB4AAEAASURBVHuesWpG/N+k/3yZ8+V++VSklpD4ULXZNGcj6rvl4YijumPr1jlY30IytsGP5m3bSEA0uSYp4i7oV5wylZP6C9Cly314e0ZdG5mgYkVFL8Z1ey10s8yge2B8YwJXHXs3CcvV/ByNKe8B2SQKtQtWoWfFtbx2LgYOuB+fzSXhC/ATDuGjJ57CZU+/j4//Vo3ivEvwzgdNSDZG8MtDn2D+i3H51SuxmY6sFNMcA1u7bCHG9n8YlWV/xvR5W0Q3/puG//eX3J6FxCSd4rrAVhIsulQ6dY1kVNE34wwlGmmVdilOkYkF79dg7653IottP+jwZ7BpG4kX725dWYeTJ99CsnIO+u17J1auJxdppeupbwOuO+MRzH6nGtmFk7C+hlQyHWVZWm/nsZbW1gwMGZaLnx+Tj9kfqVG8EyKxEqMRqVEKJPDeax9hYI/LkE8s/+O0l6m08SaJ3cJnXsAvHnwa01+rw+D8s9Fp0BRs3rgNaxc3om/na3HaBQu5fi/LqZhS16qXrcRB+z1LLM/BuFEvYEHNVnImHxY/NYfBiSZhGduTTnIlZJvraKtPDsHfTu3DSLg48kqimk7FMKtmNfIPGIWc8iYsm7eM0Eh1JonjA4GWerw36XFc5D8Ndx72Gt9GUDtM5wPNG/D6P17Cl29uwbI3PsKZhafhlkF/4RrDJmz7chUuHnAU/jDuz+xVuskG6Gv8yhocUbofVm9u5MuFavzpkoex9b0I5jzwFk7NOg+PXPE0QjFGS2Uk2Cb+q0oEqHBLcZYbK4dGTNec4d9uk50ZAoaAIWAIGAKGgCFgCBgCOxIC3zNB/B9mwN+43L4XXEW/fLQ0RfgBFsxdhoquwKA9emHNxjVYX1fH+DEpxLLlNCmVx4/bf3kP7pn2NN759BL84fcV+N1JryJB11Q6LTp3yRDVK+dKybVvt/1xCn73RjWmfXIqZnz5R4wfLMhbcNNv38Pux1di7tzLMX5kLc465AVs5To46kWoravH7Ffq8ODiN/HIPUfhzhv/gt8+shS7HNsZbz96Dp647Vx8uWizuAeSdT4cP/4aREc24w8XB3HsYfejpl51kDyRlKS4Ps87IEHgYZrnXKnmbJWNWjvIE4SptCGjgWRCihwVNAZOSZLVRFlMc8ijckFaeOy5r2PSWQMw/curcODeDWiq20aiU4ODTn4QXzRkYP6S63HygM648tLbsKyNp1avacbdD36AKc/fgk45jOTJCqWGUTxzSVuLNKZqcM7Np2POa7OxjnflcqktPYIOSMYJWhHC8SdcjOOum4iPP/05IlvXYDXV1Sauj9zc1MjnGvDUh1Nx/ztX4ORuS3DV7V/gb68vxj0PHIc3/nQeXvt8ORvLIcY+Pv2Q67Asey6+XHgF9hv6OS69bKaW6zFKrVTZiIRd2kZQNCKptCloDo12/c9XAE6BlEgrxdJ5bDqFkWc1uajhGsTO/XuhhK7L6U820kWZrrhUJLVWcvZd7+B3n7yGk5+9HntdkIUXbn8S0SBdnEPUMqtrEf9iPe596i1c+9Z18O26EB9eMQ2/uesJnPvEH1ATXYW6LxS4hsCw3RnhHIT58oKdhuCyGmx6Yzb+/sFiXPDS4Vh4w2dYsnQbWkLsPzr8+l2LZINrBM+EPxtgyRAwBAwBQ8AQMAQMAUPAENiBEfieCeJ3b2mfXbqDPBDV5DozP/sSBaUB9O1bgJqazajlVg8bVm9BRnaILpZ0Nd0K/OvJ57H/L47E8KGFOPQIRv6s92H11g2sUBqjPiQO+o4nMHXqBzjj4t9gxLAuGDqwFLmZiiWZxHvvLcY5F5+EXr0ycc6ZR2LhkvlYvqHGTdszSS7eee0zHHziROw6ogoLZ87Dm9Pm4fijxmGf/SoRiNVh0dJqV8+sT9Zg8YpqnHPpSTj69AnY1pKP+Qu2unJSjIaqrTdSUtrkokl+INdK0Qp9lBRdlCaT4NIu3tP9lFgPLyqPOkVujEoNG1ZhwbJq7HfAcPQc2AFnnn8CqirKsHbufMyetQRX3nA+unfPxUVnHIhF8xZga0zqYhIRfxaWr1+HMXv1YyRYEi8WTw9IVcckd1ApWgmUdi5CjIRz5ZZqqplaySjXSuUBPpw2i32yCw45cjT6DO6Afr26YO7StSpKHqGY9ckK7DZyN1Tt2hmHHzYMDzz0EmoZdWbfiT1RHPVh1txVXMuXwmK6gC6evwWXXnsBevWM4sJzD8f0j+vpYsraZIiIoSomLvqR+6YCBX2ddNU1wa2xbMeVwFEx9WHZkuXo3q8EORlRzJ8/U6FmXO4ESXD19DnY69DJ6D+5EwaPGoiqLt2QaBUDTiEzFMErD/8T448+AsW7FuOgE8bg6T//E4cc/zN0GdgV3ft2wZIv2tgysZPrsfZDVMoPZGLK/Y/hsJ8fiAH79HJ7Yi5bXkv75cTLoDseSi6vvjQCvtmir27YgSFgCBgChoAhYAgYAoaAIbADIfCjEcTuwyrpNpqL2rXAnKnzUDKwAgXFQBdOpBsXJ/DlhkYU5RZz9VgS69ZtwpbmMI4e34/aGzctjxRgUOVyfLI4Rq1G690SDN7SQJWG0/O1WVj0yVLssYtIIWkA16M5wlO7BYvXlqJnB17kWrfCTpkYn78ZU6cvdhP3ZGIzy+qCHrlZYJBVrofLwuhxh1A9YuLMvpLkY2O1pvhr8OWnS2jFbtirO5WorDIcXNYVyxcv56bzhFMRViSEkUGtXbYJt9z3KG6+91HU0fWQW9GravIaMTUqZyEGV2kpRBPXTyYo7WldZZh+iAm6TqYYMZS5kE2i1NKYwtotW9wqOq1nE9nYNDuN+m3VGLEnm0NtKlIURG4tVbdaPUX9rS4PfXat5LGam0GipvV0JC4MCiNyFGcAoFgqX6aiIn8D3vyIdYcz2YJMYqmngP2OH4SXXr8dfQUCo4uWdwxg/VrazZSZakBDfTm6lRejA9dJBnOJDZXCYXsPc/c7hrJRvyobgVANlsxfj4bULpg0MJdrNnORW1aJnmtmYSPdQ7uP74E77v8PFPLxVrr6ihhqE/uk1i+22SHUecNbwifyzQuiWwqck6reyi1S5qFTd0YczWXZvD53ZQMfUDTTFqxcuA7lQ0vdWsQ0I7f237OcGDRSvm2lUkrk6GZcPKErFcd6ZBSmUI5SVPUp4FiIIy83RNdYvYQQZgpm1KxvHtcjpykbuQ35KBrSiecRdKnqgA2bOJiJoJ/bZ2j0ifRrixUNC/VS24FOLBkChoAhYAgYAoaAIWAIGAI7JAKatf4IKY1+fbsCWxdj1qfr8VFtFA8M6gzO7jFqwnB8/GUSVTPrUDCghMSgHvVa95XujRfv/xifd2qkC2ccM5bnoGjxWoT26kEikEmqECUB4uS92ccgNyl06s1mcZYu100u6eP8vgHJbiQznOy3pnO43i6LLqx+fL6q1m3zkEhmIzuXboTRMBJc/pZiRNVuZaImLJNBdWKsM2eb/DfzsXlTjA6rmfj9H/6JXKqAc8ghhpCYOerlq6Uopi0lwli15gtcfOZiPlOA434WQ3Yo0ylguo9UCOEk28c1k2H+SRVz3qEkjwEqakmuGVR56dJBmPKb1TjxoBtw1GlH4pJLBqOqYyEaqxkhNN0R91zzFiLBzciuj2FFbQzrq2lvGYsnUe2UH2X7yVdJVgOMYpp0QAiRGIJxqnUBuqsy+7gD98T5J7+KYx7dk3VyDacbFaSOjCoqFe7he1/AzAUNmPteDU7r31fWoiFCJ8pQA0lZhNuUsBD2QJqbz3fjskolBXBJhlUGsG0LsSduN972MIPXsjO4vnLd1g5oam5GRVkhzvmPg5mPraV9Cjbko71pbuMhTDyFkbep3In6Bki6FLVV3aKf5Mw1KOtWgUBvH0pW9oAv915s+HAOwpUDmKUOdfNyUVVY4p5Vs3xdC721gbEoMhI5HCLFKGNwmgADFQVbA2jJKYY/Q3Fy5RRK51ZGYnWRjUjY4/TBVTwdOeJqbWgqkI1kloLu8CVFciO7VDtTKkV4hdbKQH6kKorQqi/0sWQIGAKGgCFgCBgChoAhYAjsqAj8SAoiZ/dlXTE2ko1HHnofm+ODMaSqkLPnJgzfeyj+8cpsPPnOelQV9yQR8FStLBKmmswaqoExBmuJ4fDTC3DU+N6aqjOoC9Ugh7AUPG0hT4VIITvFu8IxBrChosTN2ePRdcxFlYoKnY9RSgOc9DdxDZwm7f50Fif9zXQjTHAPPhIBBq/hDhJMvEuOwHgqqMvmpD/NyKYsWuVk+hkohyTqqPMysN/YcoZkEXXIZ9nayy+EPUcfSI5zHT8Xoiwrk+SGQWgYvMQVEGxCYVda3bAFdU10XaW7pIhcnGv2YlyTmBWjCyTLS1FRPOKaQzD7jYuRfG8K+vZ4lkSwCT6SmBTXJ8apuoWCtVjTyY+Tr9oXwyqFBMkyiV2MrqVykGRxZFLSV0l5tJchbQ9Rhgtyf0dtzzFp8nBUNb2KY6+axXsVbg8/tTu5OYVxQw/FW/WZuPNP/4FTTx/CMrlmUiW0cr9ELpbUusWoJL0AWXUwyvu8yZRBhdSfUE5RzhZ+xxBJZLP9jA4brsFJt2ajS04eiZiirdJFmETKR5dTj0rJTVNJPSMuqG02PPdb5VUVAfUhS537zBp0SXXFh09Pw8znF3KdYBlmPP8xc1BNpV1aDdjMPQpF8xLMT2mW8LN0BuRp5kdrQ1WSIMok9s0MdBQgsRVW2r4iwf0fXYoHkMN9HTmY3GkoHgdbQ36vFawZHAfsVo8dcscMgsI60iSzKlcU0XvKK8q+DQFDwBAwBAwBQ8AQMAQMgR0Vgbbp/A9rnib7SU6v++0Wxd+mT0P+sD1Roml/xjZ06VqKjm+/i4VFIeR1GetcLwNZaboorsJpv7gZo7sGNPV3pEfzfJGPFCf6TZyKu7AuLQneD4JLGYEezCeXVAZ/ITtBdHEQXPKIbO594IsxdyyCIeWZzMF8wUYG7aRLILcj4Lyes3q6WorfiA6FpQiS2HCLC7HFLBXHUCjnXnQK8rRFho8l8BnxRpEBuYhqHaIIihPByBLI/eh2KpKjtmvvvQBKO3bmE6uxhuspSykmZohAtm5DfGsURWOyHBFz2zTw+c7DuuOeN+5Ezrhf4anpu2BCmJFP6a967pWj0BkjSQBZO1VDOVeSyvKc6xDpWur2SySpTpNoB2kXreN9KofEKIvWagAUdy/EqDFJ3PHiSp6FGVmWP8T18ds3IxgciRt/OYE51yG2gUrggGJHtjLobgm6cEo8JKd22PlIql2UVz7N+EFU29hBXIMYka0kYudfcjidPEVPveScVemWmsr0o44EMUqMtM5PmDlS67FEZiZ5pKqq7Sm87SL4SxThb8DU11cg1ieEz5fPRRH3c/Sx7dUreL+GtWR2RLC8Ac0N9a6druaaZm8dI9c7KnAPd0p0iGgvzATryEg1ugiy2tZD60DdfocyN9hM8s6XCu6lQZBEuBX1aUbZZZ9qTPj8hYxAKzdetUGtZRt0LFPZ324LENaoY0uGgCFgCBgChoAhYAgYAobAjorAjzZbFVHqN6gbGhON6LfLQIePJumlncuRrzV6dGHML9SKsgCKOhYgmpliJE1GvmTOJMnQrRfchhff/JjndEtkQBiFqdHzvoooOtOlcM1qr2nxOFUcKVwFRSggsasjVSElQXN9PYPcNGC3Xfq5K46V8E5CKpCISIoHjgzwmP/FWSf3T+e9ELr3qSK1qMUybsNBKQt3Xf8yXnjmnbbopcwjW7wffvOI5blzXZOlPJFyV1bZlSphGgsXbXDtEjFNNLdg8+YY9h0td09SGrkpsil6PpQVwoB+VViztQYdu+YhIxLB0hW8QYqTak7gjJ9fgiXryLjYPl9A9YgEKdEeHbBOt9E9yV84Qtzo3tqezr3oVGXgh7tDOgaXxgfvfIYC4pYtFslb6zZuJPYKwEKTpPjxmj7uS7yTZEnEUClIUtjKzefBLSI69+jK1wEJzN20zcWjiTckcMKx16OusRHzWUcgawTvslSHk9eXXinf/m5DlRdVKVOsBlvrmzBu4gRcfsPZOP0PFyO7SyFa6hihlV0jVbJbv1JsWUuiy+zqzq3Ll5FHcyBwj0MJfSrTlUbmF2eAIe3nKO6plFYwIW7p4RLbxjNvfHDMOXyJsUcQpX4Sdadquge9Z+zbEDAEDAFDwBAwBAwBQ8AQ+Ikh4LGoH9hoTbk5xUZF3yhn4bXYb1R/XkkyUEgmOpR2QnEh3RGjCVRU0C2TU/ui8gzsPrQEjz/0jpvkh0nKXn9hGRJlPakI+hBJRkhA0sgUx4gmMXz8aNxx3wyWSVJHshOQHySDj4zum8S/Pljo4sjMmPkeNmIodt+ljPdEqaTIUQsK0UVVRIVurIw1wsQCxBUZpCVaL+aQg91Hdqf6tgYPP/chz5tw92NzkcroyEAocilU6wQrPyQMKcpxaamPjoiQSLA8bi/I7SzoXNmtHAf2juCGa15wKlaA9z588y18mczFkWP6s440Pn52Cm594gXxUKdezV1Wj2hhMToPDqGwoBIP3TaTdXGz9y0RTH13DbZQjZO+KafKMIPAcHUdiWuUbo9EQ6bpQ0xbqH45M3WabkWP0f2pznbmSTMaHTEmEe5UjhjVNxfbtLkIS5dxJ8iE1nsyV1IunHna4tCtvQsk2JetXAnqypdjKV1aScLAPQcHDuiCoshi3PHQewjzUl3TenzwPrHg2r8ECa0v0YFhX5x2Scuo3FF1dHa2laUfaa9fbxMhZpfGxtUr0RDOQknvzp6NLNvfh68MGjNQwz0ZpXAWD87B1MdfBz1jWWQT7vjHE+g/YnfaynA8ca3+zCJ6cidlnRoskmzVNiafn2sJGUjJO2FAHNrm5zYWsjTIMRek226Cqi8rQi7lUC6tJHpKdL3lt3pCySPnLF/SqCVDwBAwBAwBQ8AQMAQMAUNgB0bAUaAf3L62efLA4o6cRLegRz9Nsbn+L52NAi5FRG61KA+KsqWNkRhlpHD1/afg9b4PokfXPyARiSKzdxUO7JLNKTsn5cEUlUG5/JEG5vlw7tkT8OHEX6C8bDYCpXW4494rccjwFCadn4kTx9yOxwbtjS9mz8Cvrz8cmZzJi4A0cGP2FF0MI9ysPcRfLkRDhsQ4JfKGmJ+hbyJp1hJFbi/gkluH4fzTX8ZjF89BZte1GEqCpSRFTWTOJa53S7Ecte6rVWi8Hw/Vs85MZHAvvl9c0w/TTnsBg3J/hZKqIfj8y1k478oxGJorikE62qUz/jT0fjx02TyEs3Pw+YolWDOyG2Pl5OKuq9bhzNNPx+BXzsbq+BKMGrcPdslRfXVcHxhDra+F9pLO0MVUzo++FEOnkAWLt8Vz6XYabyDdZZILLiPbXH5RX7x7zj3EXimMky5j3XtMwdgeFViR9RnO26s3Magj/eEj2Qwmw0imIbY1TUIXy2N8z7D2pHQPo9a/BX1bFPWTdLVLAJffNR4HnTYFQx5ag61ba7HXsZUoyAhhDQMAMS4Nw/gQO25ZkabN/mCISp3UPCp0olnCU+yd/qvaJ1Iin5xjF81di7UVy9Ghbz7CYmHsp7LhWSj8Vws2bWtCZkYpep05DLs/NQ/X9r8ICRo34OKRKCqtQJpjaltU60+38kNs2E+1Qe6fGGlCgmtNuQKV10nr6VoqwocERyRJpATFOMdqimtJNWYjlA6baePW4o0kx7SduZNUGzkknd0yS6ptWj7GLJGnlgwBQ8AQMAQMAUPAEDAEDIEdFoHAb5h+eOu09TnDh5AgREuKcPCk3txaQk6nQS33QyTLj113H4C9R3R1BFARLnOLy/CzYycinRXDsD0647rfHooSLQZkinALimhBELvv1Z20hhFMK0swYeIkRHLTGLhrIcbv2xv5WUn06zcE5Z0rkJXXhAsuPBKn/Xxgm5thAh0LOyAjrwAjh3ZGZpQxLLkv4vAR3VFawCk/SU9ubhS77NkXXUqp6zGi6eCRIzFkyG7o3TcXN996KkpZl9xcXSgVkQIZJrJENuMnS9D6OZEHuTS6XHR/lJtp9wF9cMghB6JTRQTFFX5cdMnROOX0wVyPyBJ4v7i8EiedfAjCdLGtrIrg5gfORrfSbG4yz0iwu/XA/nSvTIWbcMABg3D1ZQcjQoVLaw1LO3VFUWUmunUrIpFTnW1rK1U/iy7vVIlKbjvRp18ZXWcZNZXPVJBwRxg4Zp+xA5FLaHPKcjF+7DiSwgYc9x+jcdYp4xGKBFGSl8W9JakkZhdizIguyM6gGhdlVNZIJsaM6YM8iokFeYXoNbQPelTlkwAm0WfY7hg3dl8EM6px8GHDccHF+yFKV+JoVhQ53CpjxB59wJ03yK4daPCLxcpl0zEsXlfisQiiQ5ekq7mOW6GUVGLI3r0popKRsV1FxUUk0oUoHpSHorI8usjmY+Re4xDLT2DIwXti8qkH0VaOl8IosrIKkJ2Tj4px3YgO10qGGNk0IxddR3RElMxXex4WdylFfleu1uSC10DHDHTfoy/o2YsOuSXIpptv+eguCnJLVTiI0qHdUV5UQLIpvGUnk/qetiYEOomjmmjJEDAEDAFDwBAwBAwBQ8AQ2BERuJbJR5LSNpP9IU2Uw6XCyjCAjAK/KJgLI276uFefomw6FSmRRTJA1z9NqUmuOMXmEbeS4BpAKT7c+ZBqn0cQtfYrRbIRpGInl0e1KMDJuAKbSLlR8JEEf+m16olBfEzOok4pk9LjJvM6IFHya00jKRyjbYpw+Lgdhc8vHU67LSroiLZgiPGa2qAwL3qMCqEnazE/y9GxUJXcJOFIx1pX6Q54QiUszXP9SVPyq91sY1xBUViLtKlcKlbes9Sp6KIaicsObuHB6C0REo5AE8ugO63KUdCbEO0CVTdhVc/DLNrdzqVYsUutwpOEJSC7GJa13SI/JTx3ift7pILcvoF0SW0Nsx5h4mcUGm40QtLK4rUWj20MsR4yId32kp/9yWA9Ir+6Jlzkran2BBQ5VB3DLSMSVAV1N0HMIjzW/o9SNwWR1Ee/t5iPBFFUWyol3xioLhFFflpd9BqSbR4HW2if3iiw/9lprC/EJ+KMqkopUfmV/GwJ1Ue1RG62YYWPYZlxElANfe07mQpx7JEAKmIsTea9bQhpIaYw5XjTyAtyc8gE8Ysz6kxUpaV5n9fVfG6CwmrYXzxRO+IR7XjJMtluZz/xVXTUIEminrJkCBgChoAhYAgYAoaAIWAI7IgIMIYHda0fhSDuiHCYTYaAIWAIGAKGgCFgCBgChoAhYAj8v4uA+KHkHEuGgCFgCBgChoAhYAgYAoaAIWAIGAKGgPwBLRkChoAhYAgYAoaAIWAIGAKGgCHw/7F3HoB6FdW+X187JSe9k05ICIQQ+hNpig0URFQQnoWLDSxPvFixAIKAICgKAuIVREAQFZArWKiX3kJvCUlI78lJcvr56vv91+x9zgly70u83EeIM8n37b1nz6xZ85/Z51v/vaZEBCICmkQVQ0QgIhARiAhEBCICEYGIQEQgIhARiAhEBEAgEsTYDSICEYGIQEQgIhARiAhEBCICEYGIQETAEYgEMXaEiEBEICIQEYgIRAQiAhGBiEBEICIQEXAEIkGMHSEiEBGICEQEIgIRgYhARCAiEBGICEQEHIFIEGNHiAhEBCICEYGIQEQgIhARiAhEBCICEQFHIBLE2BEiAhGBiEBEICIQEYgIRAQiAhGBiEBEwBGIBDF2hIhARCAiEBGICEQEIgIRgYhARCAiEBFwBCJBjB0hIhARiAhEBCICEYGIQEQgIhARiAhEBByBSBBjR4gIRAQiAhGBiEBEICIQEYgIRAQiAhEBRyASxNgRIgIRgYhARCAiEBGICEQEIgIRgYhARMARiAQxdoSIQEQgIhARiAhEBCICEYGIQEQgIhARcAQiQYwdISIQEYgIRAQiAhGBiEBEICIQEYgIRAQcgUgQY0eICEQEIgIRgYhARCAiEBGICEQEIgIRAUcgEsTYESICEYGIQEQgIhARiAhEBCICEYGIQETAEYgEMXaEiEBEICIQEYgIRAQiAhGBiEBEICIQEXAEIkGMHSEiEBGICEQEIgIRgYhARCAiEBGICEQEHIFIEGNHiAhEBCICEYGIQEQgIhARiAhEBCICEQFHIBLE2BEiAhGBiEBEICIQEYgIRAQiAhGBiEBEwBGIBHGr7gg1tKtYhUOtUuW0anxbyYqmk7L+1co6sZp18eFEocKnVuKqYlWJUCZr4VALp7rcnKB8LqBITonRN6FHphKozBKfjSFtFR3RyTUhHZpyzkmNtEqeiODsdQs1hKpmrp/wqHUJNddBUAQdpZEU2NwgiTXX30pVP6qWocZVpNf4EFSvNzJQfK0Wai/lOPWPayXdwKNW696iqgc8ESQh+iCnRhurFNVZdfd+4QBUHee0vXWLzspXlyeh5ESGUhRDvzBipRNRHcltF0zfCT2Gw2YFpVerKKhgrnWQYD9KD9dMkZsdPKu+/CTNpgv1ZOFQdCTSJD3Hv0svfZJPKuaNOEov1OjSEUjUm9VqaXvqXo3nvGydb4R2scyIQEQgIhARiAhEBLYyBPJbmT5RnVcjUMtaJoNllw30LGNZy/HPMlXOiM+QAZqfsQJXGcV4lMToVm9oeNV1753/9KxHQOgmPZc9JyqNwjnUMnUUmDGpyncisszdfKKn9Fdd/tPS/uEbveVJuN55FPh2dHo0CWhsSeFKWyE/FnVG8noDtaAuWNWONm3xRgbU7KlVRoRIEUJEx4Qc1dRf+vaM/1phzyumqTw1SScGGRWXm/SynoaU3CT0pBf2BW9r7zkuQgiq9wq1fOgHpM8RF7AM9/1eKu//eZTgvvjrWiE9htJC3BZ+83wpBNRCW0tbRWTAppYJ5XpJaXFJnt6SkhtBSG/0G3SWTfWkFdQS3s6JLrqVoV1iiAhEBCICEYGIQEQgIoCtI0swhq0SAbUMtmk1V3SqIh0L/BNn2cQultVazfAfU5tPvoqBnhU5CFRGGUpWR3xiOstu3pLgBq4KJaMTBsge5CMYzMGwr2BhBvOSxHQpkYm8PEXWwEdxVSthVCtNj53K+esWVAQGukioihNX8XJEkjJJhSHbW1K4ngxgtZzLTvCUDHnUnCBhYv+PVGbzURF18bpK12zw8gmAXAXcc/KuQcAgd4HobiYBkFBkVLPtdL/+lkW2PkWqXlAfgoiq/sI6S9/yfsC3l1HLcxZwy+K9zIBXJat+GKDXMf2LQ4/livuZIvrWIZOeShmbqSV5CSpMxCwhsh7nxBgpuqfgxA3BmxWUib5ezXnbV9WPg5rui+Q9jWNhuVbSpbUSWeQFifpG36DbW0VQneTxztCXUUp6JdhUwCYn0Injz4aenhgiAhGBiEBEICIQEfgnRiBD2CJb7J8Yqzeu6m5kbvq23xlBaui9pmay/jxjclfG/KvjXjPjJpGJDbmJJE/QI5oTnZMwRIkkBNszeCcS744L6uuv2KSY//5FqmhfTcWanImkN4OGW1SYskoOct28dnkypqvE5BzRcHeLpP4PJg5ErLcAmftpvf+bpj84BAmpvBRXlSYGlQbiIVVKJdTSsGmuND7EeuoE5zT9lh1DmaG9JbOvPpKUlrclUpUnqUGq/CbZ9adTN/RJcX6tctK4/yb+m5T9j128ZjWEVfKW43/wCf3HFI65IgIRgYhARCAiEBF4QxCIBPENgX0zC03szyo+FVEtN/Bkb8qdg2vLnSaKT09CCkVgEmPu9YmvuhclIWybWbyK6jUqkzMOYZChrhOjl9O8J05y4LELqfF2Ksqv8MRsKlA3Xt+AfK8yhWc098vrnBaqyC0oTrKcEMpzKq9YF0eGTWq4ptxIeIuErzyMWyJ2CzTY/KQ9CshTqA+BpukdEsl1QgI2X6jqFQTXvD9p8KewpP4ppMlJ8ASKTFGoE73evCrPpZBHR+HVO9SRC6DMysObJErLVL7/Z5AefXWRDO8AarO+QYm2JKSClQehrtur89dTVtL/k2Sh7lSoJ4TZnOF2n7Q99///nrgGjlFarloMrLxvJH8vXrOuafp4jAhEBCICEYGIQETgnwGBN95q+WdA+R+sI0vMMDS0FIaGyu4saraWfFlakEXD96BqLC7h5u8mZEgEjaaVsad85TzUhgUoGHZay77aeP7Plesxk2X0yxjG+JYGVQ2xRKJ4aqbaSUkMt3Ox2WTtEs2PZEETRmVq8Qsp4cu8aGESEbfXPUi/ILdaLVJt6sqwxZrm5NUY+keMuJ402exAnTWUspIsnFK2QVat9vNxllokSBhIYFi+ZrOlvu4J0we4TFurCzg/o9qBuHY4FlUq77xpc0tHqBZGylgT0xg1tFb9UELVfhpSSmHI9FmeTpLU+CVSOd3gSN/04cXMi2V4qXT0ebTcCW3AIkLVDq50g+9KmN8oHdVvNjtIDU+uEjS8ttuv9YQEMdz050L6bW5AqIZxJ0Q76wNLU53Utygj00k5QVPd0RNYpW9rARuhploEIq33b5KlzxsX1F5qm007QcAmQ0fRQlf+Aikh92+cprHkiEBEICIQEYgIRAS2BgRkycSwlSKQw6jzBWlkVcvuxN7MQnxE/zQ62D1cuGPc6MYQlhHuDUpaJQ/UMVxkSw0YgllMWN3ZvBBSSjoGtheC6Q1BcI9PajNX0aOseYaEVE+3zknH5L2MCAXxWkSnksGA3vzig8zN/Uau6htc4swfo7xipWBlMKk5yXNqu7nSQmVgH6LWVU3OUt3kPCuIBtRja4sMq34OzBbIfb2Tai6oSBvQoktVK4ji4QxVztNe6Km+4eRl88oWnc9S12oZH2Qegodw90vW6rkjbFUOWIjRUVyFeYdlzcGTDvwLf1RCuzs1k3JicuiRhXmWIe21LH0GfZ24SpaSeP60Y3GxGUGD5Cus7itd9E/E2Oe9+hH53v/8YjOkJUmkj2ehLvIY64K4rOZXsmBRlaMqqWjhoLl9GeKtJ21IL2kSo89/Ff5/TANP/kp4PUwvTlDKX35UReLraD/ovvpODBGBiEBEICIQEYgI/NMjEGy5f3oYtk4AZDhqGKMMZzciRXYw5eSVS0aFYaCmXhniuNvXGFU+LVojARmIXJfybpJic+vda7RnWWimLNegguvHipQQMRnMCQ/TDXRUGgoWgaUOFSx3DVUU+XjdA3qEIENdqqhby5uleYJEEClcVPqWhAwk0H2xOa26CQ1TnSC98p7Ko5rNhfK2RObrnxadMOzTdq+qEdA1DOOU/hAc6u9etc0svKotVQhZCRGJqwhJCARtL1IkXHLZQMXFO6vEi4gqCOmau/WCDG+ZtHnAX/eVvhuvofdhz/WPf9Xoi7mc2lmtS71RQ32NU/2nDLVRis4WlKMsyss/1apYhDzxosBX/8xBqhL5Tqm8uNDnlHZLwz+k3xYU8vca8VekygsctaGeTT5VPn+fbgsKiUkjAhGBiEBEICIQEdhmEEisvG2mPttURWSy3XfzXfbw+k478dj32KB+eMTk02KVxusuuN367z3U3vn2fa0JY1WeHZFJN/L0hQUrEz0rgpgt2vU//A+b+S+72cRxo/B//aNBQy4hBxjI8ipZtWRP3jPPnnj0RTv61KNskLiJyoQs1ORRkqdiY95+edV1tqElZ4eddIjtOFjbXrzOQXPYhIF7qPBclfJ22z2z7JnZL9vb3r6nHbjHDsBBgkzi6dys4qkJ7qnLfvQLW98xyAaQtwMcW3Nla8wNsGOOfatNHD/MChXQhIO9USHxGQfPKUvJVvMFa0eZJjzNf/7NLCvmKvauYw+0/rwg2FzgcznINW2bZeuSDO2dxZ145w1/tpdKdXbix95leaCRV1ZdYNFz8+zf/uNh+5dPHWdTh4cmF5GsiKRyX2nkOdTLASlQbe2w86+71Y4++oO24wjtLFiAbMo5rhcK6j1bAib0Xw4+RNfwborPlmsdcPh+lK/SII66KR+fRG9uIK2GdufoxzlWM7Vcl9XVl23x7G675ne3WK6+P127E75YsHxdzo499hAbtd1gymM4uLzkHlR7fdLw909d0I1aJ8rpOj1Pc70+RxFzvZrh2eMZrdInMpDDEn8vnrxjllXGDbZdZ06xBq1muiXwvz7KRSkRgYhARCAiEBGICGxlCPS1YLYy1aI6QuDWn/zazjn/JWtugXBh9Zad3rXapV9/yW6+f76TAQ3zkzmOvUdIPYrMKyJW21GUKhvsh9992OYtWedmuFJtTpC4YFenVqMMS3UZkU8MegjTHX9YbBec/aCtqmkOmN9CT3laIAno1L06Y6d/5Wb7zukv2V3PriXf/1zQ3EyxjWfvXW0fOfxUu+rqhfbcS0upBPPjIKtVnw+5ueWHmt9x0232h7uutvNPe8LOOetRu+amdXbTn260lRvWMRuN8tyFtLkyX/90FR/aSd/QjiI0EyNCUUktscYu/M4Cu/wX82gprpmHuvmB1w20cwmPaSa4Iu1PF11vF142C88fJAaPolx1RUjiksfn2jnf+ZPNWaS+QjmdGoacgyqxoA8FeqmQQ/VPUcCWlSvs3NNvs6Vr5IVVH/Xu4uc98xs3W1HVU0MjkU69NV0yS1treKw/C9zWK5NqGHe62VKFoM/zVX9BZlVDR6nBMw+vt++efqNd9euldvMfH7c/3HKX3Xzr3dbS2RYeFLFVa+TDXNWahtBqIZvk8xqliwymhNA9v6+R5vWJEk7J3wVOg68VzGig6395hz346EJvK3nFY4gIRAQiAhGBiEBEICKwJVZjROv/NwIYcN1d3Tiy+oeSsd9kdOtL/oAq3g2Zfgoy/7LuLeHCI0XRdI6xX1dPFg0NTTyMaXoJUtqeQ3KhfAo+b0yyvVQiGGDnniOOssKVGQO6MSujWKRQge8kuTrX7Dnr0Ssnk9keePBZ+9xBU9Mig3fHh/GFckUWAo2gojJW5XlK5MpWlxdKpYT99lSUFgrRtW6KH5EHq/f2P91vR37kKLv2t5/lvvTfiCjm0zEktCd43biGSYhMuIMruRm8XdyCDN300C0ee/j219vLtsz+dP8XbFo95IhYyWYTORKCRSpabaBzF8qBf65fbwJuKqa3LZTK0/dkk2SlCYgorXtsiVVaecfS/exUlOaSZdHpyrNvsDOuv8Ief/52G6ik5azVQVSkQw1clDYsIAOKmlcpoc6kSMpNrTKrS6GsYcwF8KqUGF5aYCZsifQFrWNKAk5FyurzecgTFxAwEVNJr9SHfuGlIS8ECQV/2roGi8vk6qxTbBEPrePO7QCaFx5OKckDla35sF4V6wmlIGnAxpMoTs8C3j5cmyuXvmIHvfdKm/fcxUm8+kXwJAZHnTANz03fNtdQ7GyChdyNYXCxytFrDtWJunZ3cOy2q/7wFdt3OqdJUFXUP9UfhbX0Ca1H/TwNqHl/CNRd/cXjpQAZOwDjgfufsQPfvZc5fMhwLzyJwmq8Apz/fi2BlOLnKoU0yFGtVKpq5mWFZDQNslRxZUhkePtyrcehXORL7aj0mruqmrtQauXp058Ib/kghywxRAQiAhGBiEBEICKw7SLgZt22W703ec0w0HweGJuIK8jOC2ey3bow8JJhazLY8PaITslQ9ZVDNTwOo1xDTCt4auowHTMVETnZpKTkXlVLVWIZVriWl6nG3DORjTJxNW1yzrkElpClIYMyHp1X8eUGMTo04JlqlHQMdPld5HmpOfGQydlpd9260N520H42Y+pKe+Hh1e7ocj0pRLJKCNJwxbLKljqsQqrFMuSkknKelvuehvsyxmsMf9RHd4OKyMC4zaCzodOLd1Vt2vRR1sxVHVHSteKrriiv6qs48jMPS9PtKjWtSormZZE9rj0OeTlOlMFW2ZDWohUKbbaoi6GFxBQouIH5b5XgYiIP/kQwlWzhqUTyWAqPsuSrDsT7gjmcezoKUhtURDeJU7tIBZ1LCelYJk76eL39XIvkkIg4T0d5oi9ksF133cfe96Fjg1eZeHno5JUT2amqLoBaqmkFUfBDlpU1gVA6QXvQ3f9JrrBAXtbnXCKDZP26tDCP5hpyGyKSFUEjZFjkxKr0SpVHwhKL+IiU1EFAVA3WueGWqAu9Bzy62uV3zVuRLFpIqIDAjPddFjFyEiN9yOF4gC9VFZ7SV+1YVjxyHVkpzv0yq/NqeDFVsOEM/33XMR+XMsSpHqClfHxUp5ranXvexsquPgD+JdVfN/jokGMhGo1ctkIRHdS3G63RV3St2ApPgQ4ook9e8/nIRLW9vdxTTd/Qarda1El6S089U3oWFSeM9bypXgsWNdt5DBnX0N4y8X4fudJZbVhDvrSSXqqL14criamgtzBJn9syPaWijCSq0if1V6GkS7DOUlYZRcsih8Rl0bG4YaCVIOpyQFfA0UvinlaslR5eHmgLb8ZuB+yR4/2HZDFEBCICEYGIQEQgIrDtIRAJ4lbepvK+yU/g3g+IYHh5LwsOWoDt7tfFDmvvwNODAd/S2m3L17RaV6eGo+rtP8Sm1sKROVV8e4NjyYovtLeQdlmLtbZhDHLf9/jDeMTxZG0b2mz5ijZbs6ab3TFYHbRcxMOEsYoR20L6VSvXW1eZe6yAqCVMMO+tiJeqzCfxNVDaBrvhhrtt5xlT7WPH7WIrF7TZxo3SAYMaZbpbZFhXbdEqIpFboD7VbD9bt75ky1ZtsI0tMomRh/GfQ+d6tvlYt67Vli3rsg3MbYQio5eQkNcD30muaF3FFfbSHLZQKA625cs32rrOLvQeyGeAtbZ02bKlG62ZOZ1yfJUYfivnX3tLK6WUra19g61tawU1PGJy0wW0OCJbBIR/qSdPW2howaDu1gykp8uaOxi+S5oK9e+kLVYs22irV7VbdzFnRXk6KbDYSX0qGOOdFVuztIU6BAKRpcRu5s6JkLRsbAXbbox6VgutNEA+wAUSsLatbMtXttjK1S0QAHSDdZRKVWtvLtn6DZ0Y+Dmb/u6JdurX/rcNEZVQ3dBFtKJU7LJ1q1udBOUr8kYXrARW8oq1tZbAaYN1tJCeemchQVmIfcE6bMOGjC1a3eEvDIp1EAQqj0i1CARB3yCjJkIO1SIIVLplJ32J5EvWbLDWLjafqIIviaswlbmvrLUS99uWl7jP9ihkkderBBNZu7bdVq1qse5uZKsfAUiJBt6woQWSVKPfQW4ppXl9C/NCIUCaR8eDUerK22r6he7VDd3evv/l3SgsEKwKbrKuUhm5bXwgTGCqdJpHuWb9BnCgXVG20l6yZuZHsnYO9TNbsbLTOmhH4yVMRqvxElelH0nh/j7NUM+kfJpUIPHkV7qL1rK+TD8jH6sG1zPctdJetjWLW2wF7VZkvmqFAnIqj3vdLTVbvKLV5i1eZcef/ElINQOG9WKnWLW2Uhf9qmRLV2xEX/W9Mm3UaYtWbrA2vU8ANf2H5TlRbF7Rbq2raCuKZoqwvzCp1DZaSwdeTzBa29xm65rZ/oUGKlC2sS3H2jUrbM0SNqlZzXNFW3R0qSdWGLXA87e8Ys3roIW0m+JELlWqpmR649LXY4gIRAQiAhGBiEBEYNtEAOsmhq0WAYyzHJZ3lbf+8o7IstVBhlqd5iJqiB5XzUtetg995xp7efYaO2mfr9n4MT+1Q0++2DQqUIPeRBKgV9adh6yQXgTtlSdesbfs8m2bPuVaO/iDF9siyJPl5ZXEaH3wUZs582KbOu1ymzj9J/av1zxlmUI98hps3bMr7cBdvmATd/iVffBL19uyTi2Rj2zKasC41WBW6eSMYNUiexji12/PvWz3sf2tecMAW7OuDW1YRiWz2i49/ym77gfX2I4zjmMQKAHD9v7r7rR9dz3BJu70Q9v5sF/a4uXt2MGwDyzTS04/3aZP/hF6/cym7fETu+epRTivRBSABuM6397fvvXui2xWZr2df/79tt/Ol9n3/vYw5XXZSw89ZUdM+hx5f2LT97zIahvM6kXAKPZfP3CFLbqvzQ7d+eN28iV3QHIxujXeMtSEIwRPcfKccKXGyGBkr1+2yH52zu125gmX2Scve1h3bOPSFXbSfp+3aTtdZOOmnG+HHX+Le2/zEJVbrrrXlj/dYUe//WjbecLPbfwe37R7XmYIMXWrz3fbX256yPab8nnbefdL7CNn3a4RnZCTLnvluXvtQ1O/b7tOPMtm7nm+3bBwuZUWdduNf7zR9t73R3byV/7kXOH2H79ke77n67ZIpKVEW2e78dBl7ayv3GCjR59lZ1zzLF6qUCsRjGWzXrb99jrdpu78Y5uw++W2eOkato2kUIalzrp/tk2dcLrtMvOndu6Zs6yNfSA1tNcXCFWfBHS4OQRbjIGlZuSCAuk77m22a3/9N7v8nO/bjhMvsoPeeZPVZSFWEIrV856w9330Mcu0TrYTD7nQ9t/394IWPat29om32q6jT7PJ435lH/jyz2w1nbcTHesWP2Xv/NIP7K/PrLNvn3mjbWSy4VePPNeOPuMKdKLLQN4ev+Ih+9Anz7CldLzKomdtxqF/RW4NYt5pGzo22NnvP82mjbvUpuz8IzvlqqfUzfzlymc+fLY14wGt1hrtuu/93g456Xy8g8Jnub3l3VfaFb+Z58Re+2rqmallNcSUFyLOjbQnZOJ1VDvN7rRf/eJqG/fWi+3rFz5pRZz13XPX2tHvONNm7nSOjeVZes8nL7JWhnNmSgVreWWjfeitX7Ndd/i5Hfne6+zxl+mQkHqz9fbygzfb926aZT865t9s/IRL7Kp/f8RW8FLmiwf/wHYYe779y6dvtNbuLttIffHF2q9/eJvtMO4MGzf5x3bqhXdCEsMzuJA+/68/+Ivdeeti+8ROp9jEA66wh1bypFUbLbu+n31o50/bLbwg+tmpd9i+0y6y3zy9lHtL7dRPXGC7bH+R7brbZfaJM+9AJw0tpqEgmnleCvHtH27EEBGICEQEIgIRgYjANogAv/oxbLUIwEbC3CX5rhTSt/ZurmKkuf/CKl0bbdGjS+383z1pJzx2ni194kh76rfP2xOzlQMC53MEB+O10IAzyWi2PQ55wPY+6gCbW/yCHTi+bOddJeMXY3991j51yGl24EnTbV3r5+z+Px5hf/705fY8dmUBGnf8cffbwIm72jPNX7Rffeb99sBj99hq8jXJKJUHEJeDD7tE2pLn+cLYnjJzlE2aOd5sabctW1PBNzWAeLwW9660q14u28rl/85KrGSe+4q943NP2Me/8U2rtZ5j35wwwM67/jYM4ZI9fU+rnXveSrvyzqOts/3LdtZnc/atb63BbJXXC81xSZabuuzCe79uh9aG2rfOfKu9tOEUu+jIAy3X0mjfPPFCG/q1r1pn5+nknWYnX3mvbcgHLFbP6W8fOukX9oO//sWu/taRlodcZcry3GKBB7brwyYFT4lrzenKVPFmldtt1l87rXnGNLv16x+2uu6cXXf6L+yF6R+x1R2n2sqnv2OVmy6zM258nPpWrbO5bJ88+Wd2xPevsubSR+zAuul25Qm3WzNPYXX1ILvkgt/aZy+73JYuPsnet4O8PYSORjvxvRdY58GTbHHrBXgez7JPbD/eSngRv/nVhfbz337Arvj1sZjsEK1+GyBsCYmFsQ0qFuy5F+bbOz5xoP3uqhl2/ol321JIbmeWocG0y0knL7J9PzjTlrSdadf9ywA790/PUl28Sx119q3P/Nhmfuxw61j2bXvrXll7eiVEnSHKeXnPADyLB1KvBjJFXjkUoPw+TbbB+q3YYL+/6WG77LGqzZ59spWfvsUuuXeFdeCJGz1tH3vizn3NBi603z39DVsw/3j6S9UevfF+O+uWq+2aF35qHaWP26q719l9f3re+3wXWK+4tdEe/XPVvnXKYTaStt5/ynY2b9YqNQchY489Z7bvnvuiD6QMIp/vJ+xy1r9roD1/5X/YRcvG2rKuk+2Ru0+06z/3DXtsPbcLG23kpBF40KA/ePTmzWuwxY916rULrsUuW9G6wKbuNQVOhGcVAil5PkyZMy32qb0WddTaP/LPay/Ic364xB667Ri79Iy3okunXfb9tVae3N8e7jzPmp890J7+S6f9+t94knFfnnb0abZ02gG2rO0UmzfnK/bAaZ+3y+/rROYwW7WsYrOuXGqDvvi/bO6fj7SLvn+bXXV9ix37m2Os+tTZNuumX9p9PEuD6YM0ul30q5vt+c4f2fJFR9jvLphlc5a1WTujCUp4Kx/5j7X2m4efs58uucC+8Y6a/fuvN/Ks4MEc1mZ3rL/GPjy5n337Z4faK83fthPeMtxKa8bYujHTbWnrd+3F2Z+zd0zVmrigrFVw8YDW8rwoCr3E4+NXRCAiEBGICEQEIgLbHgKRIG7tbYonxFmKiArGsuYOhgCB4VTRdRicrzyzBvaStfEDm2zsTtvZ7jvPtAfvepT7eYYBahGKIiau1pbM2opnX7KW9hX2vsMPYWaV2W677273/E5srmCtrV22zyG72ZeOOwzPT94mQkbGDhxiDz45GzpQsUdfftEOOPSdNqahwUZMG2bDRw9xdZx40ps08FBeS7mGZj+/nIii7TDBbMR2o4ir2NKFK93A1EqPs557zN5z2AxrYoEVka7770HfXKsd/aFd0bZq7z5yD7sLD2Adeq3aON+OPf5ge+8+u+C9Ktqe+/0vm333A/gG3VkmZ04StJl7WBClADgZsCm/UrHHX5xj7/3AEJ+Ptceuk+36X98EHur+ZdvI0Mb6QRnbRSMTVQMw15DSVwfNLXPHom4Avvbgu/25h+ztB88gIjRGa67DTvnKNM86fHydjRoxyO658xGuGbrHkEWcwPb+Q4dYNj/cZsyYZPOXv2DNItXMM3v6KTx6B7CgD9h+9hMfQGTV1szTsMJmO/jDM62RhTFFiHEEW7mrbP0G97N9dtu5p+4VyFuBrRfCQ61NFzLWQH+YOLHJDjn0MBtWaLd7HsCLCA3qWLHGbn3kEfvA+9/BsMaqHfi+PWzFHPfJWcuisj0772U74iNDGPaatwP23xPdIeMixsJUnY5SfOAlHmK5cJlm6SHPhvF33nW3nXPRqTZ25AAbPWqQ/fXuu4NOkBYNYnSsgEuaaljto/c/byN3noLHV2IH2Gc//kF7+NHn0J+yGMKcrW+ym//8Zxs1bDA8rWKjpg+3xaye2uZNVLUHnpxvu0ydYk1oVGNl3Z5VS7l/+cXX2tHH7WVN+TrmwY6y6fTXP94ub2+dDRsy2lYs1u6gJfrABlszZ66VxIc6qUxbu00YByHyHu0V5lzI1tvfbnnCrrniQbvy6ofszgcX+zNUZTjo+EmjbMqkCckz2mhranPs6ycda/3pK4MnjbHth420h26/Q05Cu/OpWXbw0ROsjjmbO+wwyt4yY7L9+JzL6X9sUUJD3/vY83bAHjNs5PiR1srQ0D/e+aAdvNMuluExmjRsoM2fi45gs+oJXreMH2Wj6BvDRm7PqIBJ9sLcFf4iI88DMH/2YhsycKiNpk/tuMsO9ugzzvBpwwz4a95nB30xtGWGtqsxJLh///VW18BxYIN9+mNHiv2ilfp38vKBq4AIJzFEBCICEYGIQEQgIrDNIRBsyW2uWttIhSACxXIXxhiztGQ5YpVp5UGdaMGYKgTFL2Wdl3e2MdtNtX6aJNbYYYfuONPWLl5HOuY8aSERPBr1eBx09sJTL2JNdkHamqw/dt+IEaNs4YNP+TDP+kkN9uPfn2e7YHFqcOpAjMQmPHNLN3b5/KqNTRnbbs9d3AeYa9po240ZiYHNfDlRH3qTVlR0gshYxHlPybfSYdivVhgzxqaRa8H81aSU1k0+D3GPfSe72V3A2/H04/OJW8n+gqph1gZNwMh+fjXyzQ45anc755fHYNajcK7ThowbaiNLzbaSe0xZgxhoIJzCAK41/M/ZA9c1J15NTcOsf79Gx28wPGPd0rI1i11STkP5VicqAABAAElEQVR5gO17wDQvRx7bGiREK2e6UazykiCtuR2CX+CtshE2dsJw4hCWa7HvXvJte/8+Y4MuGO0jJjCnckkX+BRxvOVtxq47afogoc52nj6CDdhX2QY2Yc/itZwwZpLdfFtgWp6ExVtemruI+YUDbfup23mVVL5IppaF3X6vUdZIQj3EqgqDefF8BgpmLGxUq+tnQ0eOsaHDhlk9JGvvsXX20sJ2apSzF59k+4vRw2zipJEgVrLh2zMEdFVA8MW5i61QN9BGboenF/JXP8hs0mjkqb9RvvutAVxyhLtVClaXwJ1lwZqBo8bxKfGCAT9bfbctXcdcP5IJSpb2USdxOYoq1Tpt5cqKHXn423RJqLO9dxhocxe8TM8hPX23G+IyZc+9uaNadtt09rXMFMbzsoHL2mp7+pVumzFpotGsjERuszKrpHpYarb45VYbt3sTQ22h/hQ9c3jO7n52IarU2fARk23x/FfQqWRdzGHcccIethhv5JKlvNgg/aihkhLmn+qsRJ/OgPG/Xz/Xzv/B0/b1C56039/Z4s+U0J80pZ9vtyGEaG4785qP2kH7TbBRlCAmPHPICGtfssgWNzMHleHheV5K1OvNBv8P3WdHW7e8DiJOUub7Wv+xNrqJl0AFXp4UhtmMAz/gRFQda/jwfra6WR0wYy+9vMJ2mDpRJRIG2D6TBtqLc1/2PpLVc9Ddzw7cdz/mpdIW/bK2iJchagWt2Kq/K9V8m48sUG6RX/X/JYvoR1xpLIB6rtdHq/BoMSB05c+S9zkOMUQEIgIRgYhARCAisA0iECzCbbBi20SVsMkaIALdHQzrkp0GMyhqaB/GpnwbRTbvlsk8qAztG7zWBmLEjxB7yGGUTlhuc9Ytx7zTgjRFjMt+1pFvgiZi6LI2SL41j0eDC+Q24lkaiaS13SXbDpkyBDsXdtltTzfbow8ttWdWZm2PCkZrBYOzss4mDGZzcwxFy4yznetX2PM2x5rzDTaeVQ7lmdAqlWXOFy5faKPePUG2MmG4HfLWkj039zlKOpBreTzH2piJI31oqhx2WijFOnew5x9bxYI1LNYyv81aWtgAndRVFtXIM3xy8YNr7eHninbrX59k0wl5RjX8FsoiOxshGQb8aaP0OjABOtelBVKSHdjPRg2WrHZWH0V1FmthbRoAbiBNxkaNGe0EUYN3ZQT71gDcduudEqwmaq1hp2kgjgsoNHLlh6xnMZdGwxlq1fnN9tdX1tnsB4v2yLNDrOGtWvhFi9WgU3+MbxfC4jnFEvM2yzaAlUVyI9vto0e/y04/8cv21r3Ps/fuOdIac820vejLEHvbmAFwDL0QkCQKoSF3hB1qsR9eFTgSdbV2DP6OQMaI76w2WxMsrb9cqZDjMaMr9sdZz9pXj9vfKizek2EI6kvPrLD1S/Audwy09k7NwKMdWiHvhTG8HABBkQy2SRlP/qeQLWykkSrBJhr0B7VOuhE9G8ozv66JfFqsyAOErcQwVL/iKwchNEgfTUlAUq2/E6/uJaPtuWcW+WJIDy7ZaMtLg0zNM5bOk2HI6NAZY7mirVjoZtIe/NmCsDw7v8v2zi6xJQ3NNnTicPekZiuDrakbFx1tppcZz9P73vFiyWYNWmj9wH9JdQ/Lr19NyTmbuf0Qe3HeI9a8psOWTDWbDOmc9dxSaxzeZcNmjLMmmly8iCqjRAWS3cH5arvipo/aO+Xt9CAPJGnoU7yD0FpL7tkXa8yx/2jb2po9P2uF3fvkOnvgpRYbu8tImzAwZ8MQmm1j0DZe1YHkef7xZVYYQBtDYuu0EszYATYAz16ljuWjultsxij6F/+glcwxHGD17aJp7bZ89XqGhTbZs08tYW5j2VasYX5hi5b9Ad0y7Zdfh0fQFWWEKB78Jj2NaV/WqrS8PCjVibb72jPZEUVb//zjdtSnGiDB77QdhzdREY0P4KWJvjMbaMOB3g9DowbZ8TsiEBGICEQEIgIRgW0HgUgQt+a2xHAcP3WsdT3YbZ2sLFhjqGg2WNZurukNvwIDH7HuGqx/E4uByF7HgC9g1Hd0dyaGeU3LwmDsYpgrPd66Gl7BQNyIKGtYZs7a21sxgofaS39+zA775i32lc+8xQ45cHu774pm9mfL2cbWNjxr+HFkfbrFz8b3BRnIDHfEExL2Y2MWG/fLeMUWLK/aYe85DB9bCBNmHmRX338lZSnISIV8aEn+HISDuuXQq5JttvcdeYENqi1h9U68lSMwikmS7a63C078uV22cL794IuH2hFHTLQHboFQoIjqJBRE9JiJCARkwPCW4S41WczfjfYwPJe6gqFobJscnCNYIZN/kuEPA8Z5Nicvm4Bs9PwiMsFV5pUmXiEMpnWCCmsSdcxB3tcsWGuHHHaF7ffhAfaRtx1us69tsUdzk0mvMvlmDCOjCsnez4eVatGXLpEpPHafP+0jlh1ess8c8U277uGf2aHj8eCVWvALNViHLzyChgxFzTCHTBUqMvdPw/5C0D3Ni2NlT49gwSH2L2RzQGpCndgvIo9XrK4ukNwc41Erzc32xRO+ZwPqNkLi1tvk/d9HzvcyH28eZJx82taAoZnwUoZCUiYEWJUIiKs2fskXCfyyDodjCyRSiIaQZd5iBs+pt1GW/lgWpsETKXesUBxQV7CLfne+3Xhrf+ayrrMGytnnkL3wvFH9Ooa9QnxSvkmzWmH4WJtaN9g2Pv6sPUc/GdyEB1SdjEVp1MZdeN2kkNqzm5V0f3jBH+2azFPs1UjZLLT01v47ubqjxgyyu+/baMsWs2br0Jodtdde9sKjD9iQ8etsh11HhjoIYlceQqxVn9RvEu80C6XSDHW+ImqxDlRoowJbiGjYrIatll4o2Ns+cZLtdujhdsLhI2zWr5qsq8pkXir28U/sb9dd8KD966G72xr2Y/nNi1X736ftZk3k7WQhG+vq74Q3k2lmiC0rinbLW60a6WFoZXSp2r1mTTDSO+/6m93+xD3WxAIyNbbl+PLhx/PaAi95nueL+ZNqHv2p0N6XDay06kGjDjJd1g/PdZmVYj2Whs7XNdiFP/2offjDF9jB//EXu+LeH9EPG+mrPGnoVmCBIr0acD3CcIYgL35HBCICEYGIQEQgIrDNICCLI4atFQFswGGjGBzGZuXa60xWtjxbMr+1m1tjAwY5usuDJqLVsh6fi7YxgFF1l0o2oGGAp5V1LdoUSA5iZPFWWRAj2PjkhpghZ+jQIZZbjfF6xHH2qV//u33xqB3xNlZsUL3IDfOohgwNHkJlJ30W87sbr6Jm1uWSsWfSDbufrR46bdW6kv3+rAvsyjMgBFmM+JahtgGD1+eOsRqlSE5VG6fLwyUXIEJxctqq5edjiIZG0TYUWvTm4T+8aNdfc5tdtuZP9raheE6ebcGv9ghDcCFMmpRHcBwQ4giJsBKnT5Z5iEUMYieIUo6PViQd5kMIQ0E19mX0h8GZjWRIShokS7P/FPrESpSiaJOwmFDWTvvWqbbXIV+y88/e3fpRnz/W4+NN6iKJ+ZTpIC+L3vLNoCrbHyCjoWhf/NpRtnhx3j75qattxR2fp61ErjLgnJYrLRAMs6z2yJISglPy5AMlQCSL2ueQVXWK9B3Ng9MefDnhTKjRPxpo70ce+TebPJ4IIJQ3Wq7JXWfsCifDqwhGJfTS5u3FLl4x9IPUU7yw8RNPry/1BgWouXtxdUagKA141cdLFVNhMZee9LSD9uns6Gy1r3/3q3bGSRpGiiqIk2Oy24+8GGFlVZK5wIzrX7AjD3q7LXziGXvcljIac4j1xy3snk3pluACV7OBuf52/q+Ot0+950zv/tJUL0u6eIJGDh9oa1evs1mPzbWpe09nPud0u+Gyn9u4vYfYvszZFK9S1dR/VN9AcyGggYHzwsVrGaBQ+2gIKklrbCuSx3P77a9fa/u9+0j75nnvt3F4toc23G+ttBFPp33688faxUfcZZMnHQJxY0XRQ75gP/zqu51ca6sU308CfDI+XJp2UyMoQEQ1XDml4FWUOebjLGRz6dH+CLWRVa9e1NeqwludQdgR7/0vHXrtR3ZH1FBhMBUunpjFhPbcf0dbsPA39q53fd8+/unf29rb/8Wfe6XI+phiTlTRGCICEYGIQEQgIhAR2CYRSCycbbJub/5K0To77jPdbDX79zEeshUbMYvhX+0q2kIMzpnjJ5tGjxW1H0Jbk7UsXm1FZzktbCmwxkYOZcgaFmIVD109JnE9pFAG+IghwyCHA23FWtmhzMUrdzKcDyOb1A/ctwovx672oaMn4rlg24Y29vhrb8JwZQ4jZKWGN2vJCvbiE7rFjM1ubrcFNgy5oolIxwBuYOGLrrWrrGVlg/3yt1+1hx46156661z74feO5X7BZj+rzHiTqniMZHwnwze3G80QwsI63+De0KvYvcauvfV25HbapQ8+YrUPn2zvGcZQv0q7NS940Z5Fm3xeXiPEifi5JeyI4BVhXpmKIQzqP5Dhq3j32OdOW4MUyVArb7BhWkyVWstk71et9yGpsn+h1nwYnufyJBcS6oZxShKVT2RIhAyvC8TAi1+Zt7tve9F2P34A8vDe8P/FjmYMdmnC8FM8eDXaQnMmJbON1VlLyJVHMQdZ1EqsWhDk0x97mw28c7m9CENqHK4hsKvtuRWLnLBUINadorK0jfskyZ+SwhzeOxEpF8/QwQHMByx1t1sbnqVyZ7ctYl/C9+6+txOIwWMmW9dg+onGRpIB35PNuus513NQAxKLG20x807r5T5kVOjCtWz14OOKVW4gosJH9bEaQ3e9Q9Al6tewH6TmzboWDJdkf0cw98BelFUW8ZF3Vp5TJWmg5/VroE+seUFwiadac3ML/fAhH65bwpNZw+tY1TBqMAtbuQ+1Qw8azf6NC+y2v2Vs/2NYuIiceVYtzbHSJmybtMzIoztOBK/5rbz1oCwV+dLTD9uzDz5PaxRsSD9enKzrsMcfx3u60zjbbQR6rVxsj8wZZvvvNpnUgEnjaHClys5qyCb9YoguiavieavQz7rZTsQa8KTLY4eeuXwBD/ocO/9hs8MO39/GiKnafHuqvYOtOBhiTF/7zikX2Hn3H2/d6/5mbat/Z9f94d3QPnlKO3gpgGu7nr0jYW2ZztGgxf6JgcEJfNaiGorTXbXpbyOYe7m+a4V7AIXpmmfm2Ow589COFtAboPrhptGoJRpIuHcnxM73fqRfel+k/SRNz0aJpqroLc3AjXbJzz9qhTtm2QK6r2TnBSuy9DeGBXtjiAhEBCICEYGIQERgG0UgEsStumG7bNJ+Y61/52JbMLsdcw4rLdtk7WxsvRKSsM+uw33lRmPlTw3De2bWcgbUEbAmf7tguY2YMo1UMvY15I2ttjGWtTro6IMGWW4NK4O+vBbzPG8b2UR8pw8dyCIfJWtZswqyw3InDFHNskzI7HlP2fMt7ILXNcj6DWq0cW15W/vQs7aOYsrrhzK1rR3SOgdHVcHJSVbj0CCKza8ssKf7TbUPvn0Gek623faeYvvvPYZFS+rtwTlSEqMXStAJs3JnBlXb+T1jrbphhM1nDR0Nm21fVLIvf/0G6s0czDVFG9c0kXxYpuWR9sDfXqAmCzDXIYTMD6uwdUMu8Z3kMwyDxWPpw+Yw5veZNswaO9njb1kgjfObc7bHuyZao/MW+XPMWiE1oOjzsNhGnqGCxCJXQ0jlk8nhYSwwIU2mvmJFqcoizdTVjXGSFXFNtbAJfBN7RsqLtfjlNdaxke1F8CaplDKMu8r8yEBf1ltjmfVZwa0iJoDgKkNsW3JssM4cvlWUAMuwqbsOpR7zbe4TgdyLmjHQE91k9AfDXZ4hxXcw/66eBWNEY7Rbei0/h3lu62zVkg1WLnfY/fMm2Nv3HAGyDF3ea4aNfmW1LZ+7hL0FaY3mVXba1UuV06bv1B/dVtqCBZDDTKstW7HS+k3bjRUuNzLMUi8pSj78VC7oLHMOhVN4MUFmtl3IaVsI4QFenQyFVPsKRQ0B1cqYeV4KdAhI6gATYW+/qt1589qQBv/e2nu77eLL74cWyxkOunXNvDiQ348t26mfwm57jbA5c16xOx/I2ft3m+gtLzJXoh+EMaHoPpq2P2iivfIIQ0i9LLO//egv9q1bnvQ2zw9he466Ifb7OzrtwGnDjcV6EcH81pezNnWEXoWQSd5h3JlaA9gYIsubGObySgOG7WroLIyK1qYhSC127sQJr+0G9OjcYA2NzOdkZdm1D/fnmZkNgV6Ci9wY2vqy9etg5h+y8o0FcXDalQs8rBltS0PfqFKXKt5T8bxsSb0ZIPHmVzPsJcqzrD64z24N9uLzczknDZ3oT1dvsNvume3101Bdq7Y6rlpIKsdIhEGJJ7qY6U+asTZkGM9EaX3So/FVqwoSTe3r+4+m3iNZE4qFbIgR0dRRz0Y985pjiAhEBCICEYGIQERg20TATZ1ts2pv/lrVMBaHjNnLrv2p2ffPv9we/QvrgNYNtWXLZ9sXz93PZk4Zi5Fas0IHrrDBbTZhl6F27ekXs+z/QOZurbVjPjQDA5GhpPl+mI5a/l9WeZaFYQ6wX57d3648/zL7y63TGAq60L7/o/0xTmv2jvfvYntdM8A+8a5f2h47D7URg2p2/XlH2TNY+SJq1/36OPvOmT+xLy1eZXWjuuyLJx5uq+Y9TjndGMIJWYKg3f3n+2zCAW9jeCrmM3LLWJ7DJgyyEQMn2C0X32o/PuYAHBZt7n3LyDOF/D0/cKSddnJ/+87nzrHxE6dbaeVa+/IXjobwVO2Ln3mHnfyFn9gxxxxkQ0ZVbPsdJ9txBzFQEB6X1fA7efhqGOV4c4r9IIsMvcMPQhx13qlgZ//k23bhqTfYfWMn28JVy+1Xl57sXk+RvwKMSsMvPeBR02wv8dwMw2Y1/E5Wf7F/zrqQySBbrkXJWNijcTCosjopSUTy6sZm7f987qN20edutPtnbMcCMS125UMX2oknXEIOcGDsZGcn+wl6QXUQKUhelzxzeVs0f4WdcupPbdiwSbZkPl7E777LdmyCTKHbRdeeZuf+4F776P0v2eDRg+34bx5sO8MO+zPZUwZ7hrK1hUk9cyereINDwHM3pGJXXPoNu+j8P7CIyVL7+Df3tYOmTaDPlFhBc4hdfdVxdu7Z19qN1+1oXcva7cOf2ClknZK38355up1x2l9syU1DmWPXbmdccop97eSrffSmvJhZhq1qj8CKhhbXWiEsysqSPXm8r3grdZmjTbK8UPBVkbguMV9vu10m2UcO2s++d8zZ9jtWwz3lrAPtw1872h6Y+1f7+CFX2PAJY2zBonn2lW8cyT5/tA6EsLsLgq2JrbzmKMhViQdu6OQBeIab2JZlhB26747owG2apgE2VS3qAg3wJJ5x8Q/thC/8xo47ai4jZHO2fCF1O/cIx60O8jp0wGDrWJe1/cfDJukqBxww1R59aoztNHw4vYC+QL+QB0892yDv0sHfgXBZSdymWfq3u/s0fFZF0xr9Rk63r39hrZ3y5fNsp912tfrG9XbHDafal//1FLPtanbldWfZpw67xG7YX15DelN2iLXUj7TLz/+gFfBAMukY/ETYytaN57GeuaAeIPoZFozK8sJCfbd+lwZ7334z7ZgP/tpGDmqyRatb7Wf/5wPM46QXa3gqpJ61blgtVZpXrJ2VaBXk9VYbfeSze9oJZ95kr9zfagd8eG87YmrBTj/9N9bNc/rKK4vt+FMOtlFDIL9aJAqAsxDXjAQK7BgiAhGBiEBEICIQEdgmEcgwL8tNmm2ydm/ySqlhRAC0OXkzm6wvwZPTzEqjY4cMtilT2UtPFi3G5eqXnmC10Hvswqu+ZB+bWbRFi1ttyo6jrN9ALTSioZA1W/joehu+y0Br7IfHA8Neu6AtWbrBlqxssUljR9iI0QUMSYw/PAzd7d321Lz17E9YsilTxuA9K9lauNfQYQX8CgxjW7aRBWhYWXL4AJuy/SBbuWClDZ0wEoKIcY7HJQ/ZW/7KAmupG207sbWCyJsWSukqdtuceS3Ma6uy9+IAW/ZCm43eaZDv3RcMTvwcVHrZohZbvqrdBiF/8hTcOpAwLdCxfOlqW4oXcOh2g23yhAG2YvESGzZ+O03Lgqh0w7/wzuWLtvIFjFmI7aixg6inhiVSPnotX7DRVq1YbY1s77ALG5j7UETIzsKX8YgMrtiIUQMwnBlml+2gDjL2tU+fhtWWbDG6duCKHTdtpDVByGoQb5nILz1ZtO33wOOGa60KcdF8u2dmL4MvV9nfbrwNYoXTpfPW2nbUY8MKvMDdNRsxfpAvNtSyqNtWr19lE2duR/56VhGt2dz5S6wfrHDSThAUsNB8szyMZA0rjb6yClLeUA8mo/GbsvXIui4bDxbSg+rZ6jXttmLDattxx/F4o7LMZdxgE9iCY9miDbautWxTZ/RHJiu6UqMsddCcxbV4ZufPW24DBg6yHabTp/AG5rUaLfVeNr/D5q9byzy57WzcyEa2lWhmX77BDIFUfumWtS7q9MKKVbYDe+wNayhZe3Pe5ixfaNtPnwTBq7ANw2LL4kWbsv0oMmgOJgMpW+vpB3gu2Rdy5922Y2VXWrecs3ns39fSWoQkDrSJ2l+T+meLnfYIfWbkqGGsuivCxNBOyDGq2xL6XVt1kE2fpkVUIL0olWFI7bNgNXPKCPoZdWFxpY421ZH9NyFHk3ixMIw3B5rSq6GwK5a3MgeyyabtKCKbsY3rNtoiVnHdfWqj99MMC7Hk2G6khBewe127vTh/EYRvRxvEsO6a3KkIqnKvyljNVavBZ5z6ayDPha46e37eCmsvVnkex4BPxpYtXWVj6bPXnv4Lu619qP3mwg+CIgFiP2LMz+3qa460A986zGYvK6PDUFZ4rdm8Octs1LjxNnJwCY97zhbPXWaDh45lX0iND2AOMKT4hReXsPhUgUWt8IQOoI3xzFe72mzW3GabNnUiZbP9YvNGm7cma/vsxGJG4KiFdOrZDuXl+a3WvKGF52WETRzTZCuXttjS5evxLg60yVMZpo4H1UkxnaxK38ji9VbbaMXiGCICEYGIQEQgIhAR2LYQ4PedQVGRIG61rYoN5ot8FnjpX4MtyGegOUSNGI0+v6jAzDEM4xVzn7KxB99nP7r6y3bSuyABGmCGgaiN0mUIihzVYTyWcHVp+FjWF2wRdYJiQpAaxULlqcDwK5BWBmsXaet9oJpoKPF4ZTQNTEPwqpAHednykEkNr/TRbpx3YWO7lwEvnIbblSBZdb5QBoYkhm2ZOvg+g25d4iFhWF4NLwe+N5yMUFa54uQSxFtS0Uqr7EeoOiPWSa5IZFbMQF4r0haZw1dg/qJqIi9ajflnZGMoHQY6SmneVo5hh506okIdhnSNuY2dzB1sZHior8aJ60vDY7OYy1rApcZKrzWG9mkRm5x8jHhaqtQlz/ysMoSnBuFgUCh5KY80GeZvVZinl5OnUvXAki5yv44xlz71TjY02FSoi+tPW2o1yW6GCtbJ8KZ9anoDgByWY4G0sNMe5WhIoBZkka+yStuEUikPTbPUI8NekCUWFCmQX3LlMesAA2a/cYaeZUhCcFUKPMeLQahIawqpVS5nZKH9VG9mU6J7lbpAd5xgML7R2phjWAfmIqsZCFiZOutcfzZqeD6Bk3lrQc887V4FSzUPKjL/UPPzhDuYSgVnQt3UWe2NyvqiQ3YiU7M788KZuqttK5SZQZ8sixAVKUeL3TJlMDQ9OpfyIU+WflnVGwLqrJBDhyJyrIj3lXcTFbUZBdfRKupjqqNW4qTyDPnVUk8qF/mQxQJtoFCkDTL0oTyroZKMZ63bSrl6ngcN1Cbw5X2Ha1ShZLSnT+Vo5yodTf2iwnDauhJzd9UGeuZImAEP3c925u0dkw60gy/9qZ161B4koP3L7TZm3C/tut9/zA46cDtk8mIAnNQfRAPVD3AP81zyIocXF1Tf5ap0X4xGt+mrmZwGkcvnrlcV3EWXnD/T9FgaRi9x9MKF3suH/sLzU3KshYOkEZTHXcIUogamH6j99FFevVyqyQPp7am4GCICEYGIQEQgIhAR2FYQED+UDRHDVoqA7FxtTVDVfmjscZfDuNNSKk4OpTMETESoAcNUzCiHkS9vl4bgYb/JimW+kIw9iAdGvIxw2ZlWqrdiHYthYOhpFUPsRALbGWgVCjZad+veR4bidiCL1jjNMDzP7cEKw81Ir50EunLse4fxKE8bm+phkGrFSlEYrGJ0yjFnq4bHSsRClqd2baxDNw09lAtKc9TKGKiNlKm6ljH0s9oYnLTyJBYxurU9g5vpbqHmrBu2XMdQTRn7+P1M2zZinbux7OQQglDDSBZSOciH+w8RKNIiQ7eMZV0v45dhsJq5J2pTgIBpDVPsYlXX4YBGUAY1QRHVp5s0dRBjOY1wS/FFXjKoKjn3NsrTqAVZSK35aBBC5c/QEPJqaosRrwILm2TQMc+sM5FN0d8MZK4snMEkkGGMe0FGmaqY5lSqWfNa9ZR6dFGHBsgwSJGJhXekBDjL0yhdpK9jQv4a2FRgisI0Dzks6hZtk0WvMkvFptumqI30KiAPRhnN4wMFkbwmSIl4XAZiUmZhpDy+yQxAV9FdpE0kVK8inPDhjcrKOy0SJBRpW202ouZX3UuUSwo2skcZ0MpTTomFa/DVQXaVQwUhEOKc5Z6If1e+v+GYhKRyjxcUvj8lsrzLEqf2UWkibL6SLIysjsLgpJ6o4CxZL1IC+dPOIGX6R84nTfJiwNmu6kBfpwh9svTLAi8WarSTv5CAOGqIpgZZSqyGd2p7l6z6th401wEZlMsVMlhICYJYqTWpJdCDlyeAUK/+rGuadSQLRf3s3Bds4Lw54Gn21z88bY0zp9n0t4yh1qwuqv5C0oIeDO84SMbLXEC2k0W1qxdNCdRZdD9POiEcFvJhZWG9gFA25aexynV4DGlfvSjKI9+fQ+YzsnMl+PCXg3YTrgU94HpGpCwEu4rXV8+KXpnoBZD6jz/T3I4hIhARiAhEBCICEYFtD4FIELfmNsVDZqyMmGXrimyGcXHYivIodGLlMmATTwgGqt7+Y7Bh9Vo/hjXKAOYlvxvTOWdaGHhkxGRl83gZwgT4Rn0FL4N4BRFFSJfolgxFT4DN2YDRXoaYyD7Naa808sg3hvVIHBkxSvFlEiljnw9GtGxtlSUvkzwQJRZKaWDYnvMXbtbxL6MVc0gj71cdxJB1Pvy+1JKcrMitCB1GfB0eFBERJyiqFwHTli+Mc0r3RUhlsRPr7E6EGTyq8oghS3UVCUYjzriCTMuEV7zIBxQOkkutcVpWAE7bRtRj8Gcw/JGIrvqW96YCHk7dqH+iCBpoQZ6QQpyGtUXZ809ML4/+RScNIi8y2iEGAK3SKxAtebjqyoOknAdGtbp0r6g8eRCUPPjl8MapfVSGCI8cjSqx0ds1NLK8RSIB+qh9S5BiFpe1BpE8J0VgClmxXCOtB8mVMLmzkCF9RR6dP+BBaxBJoinL2q0dHfPMOzP2DVRQtkKV3fXEZiC52lxPuggZeVp9gRaVCYl2ogQ5pCkIVI4huxmu6yBIZeqvQqQv9NMJF70x6KUoCmpT/2OBFXnJVLqTPY45Z6E6KdNOtB5CqtRXT4PTJtUbkkMNSIKOwsk7Dy8K1Ne5ow/+dFdL8uUh1jsR9qMnveqlRwedued0iXrqpYKIEa9TPH+Flxg5tTVEV3xWrwYykMYifQnJZCR/ZbixZainl6SGGnuIiohJ6sAu++XTv7JvfPpndvpZj1rT0Hr74ndPsJtPOJC7ehYRCv5OBNU4qhIfmp/HT6CiLJ73XKmfdeagrfRrEUoF1EYHvYSgpvRjeQy93jy3WqtUz4b85f6WByJYZlVV4ar20ysAxwsZFV4IBQ0a0WYD/VfpVDbl+HMRkCQihohARCAiEBGICEQEtjEEsGRi2FoRkO9KhEj2oZalF+2RZ0sLTMhT5eYndtqQ7XeyEz7dxbw65s+RrsCQPBl8bhsn6dzcC1Y5RiQD0DzeJSSGt4xGDEzyVzEcw+57QoYCMMjlAfMy5V0gv+xWkUA5UMK8Q+nILT4yrDOQkMRfwrWMSeUSXZKR6WYyhqaMa5Ur65xLhKls1VNBJak40RAKx+h135jf07xKDZIL2094lCS5umHwocqSQgG1cC7d5FWRfNE10NQpKsnL5an9qMGegdilMkjlQfGqnxeUxClGA/qEBafI4howJCFD3USlFO8fDq4nR2kW7P9QX32L9KhOGtaqhWCcXLtOkkEKx19DI0XENAwTEodEmfcui0aHm3KuPoCeXtfQh9xj5OUGZXRfWiqoT1VpM3klFaN6OjB8h/YTIdNLAeKlFOWrDdyL6Xgok/6ceC04hrNEOrHSX7hwwyO9lxArLKV/yCedCrx88Hjprg3a1f4EecxEfFSmY+2ChL06ifqNyC1+bPqle025r6JUS3Fi7zPIDPWhTMn3OkiwXqSEllFaRHhuSRDBhzr5XVedcw9BCW4Iu6QMdW+CD3l2vRWBMAhyIGW6y1YwzMu89LpT7VJdElTDshZ6EkYU4n1bHRMV1a6qm5etE4KGMusFhoblSmtP4zr3eSY8gyQLXeEc2s9FUI4yqZ+q5koqAqi/DYws8W4T6q5yRS1VCkHZ/Biw9bj4FRGICEQEIgIRgYjANoVA8qu/TdVpG6pMMPxVIS1WUsXLIwO7gFGXx+B0ogMbqDWNsMt/+DbbfRd2DBRhwMslT4SMTZGNHmJFa2tVTnwiwWbF2JP5qHlbKXnQvCzfKiC4f9zQNbwUcq4El5DIIWSBdHm8JhV00VxHFAxGqpQV4WPumg9fleXJR2Z2MGXl6dBAQ9Lg4QkeLQgZ3tIsrpyKDHUnQfIykpRkmoPnXkCuNT/OrVc3U/GpBGuV/DJ2SU9wczdlVho3imEsI19pRTFdFyc7zE0jTvM7Zcb7aEPpCs4ZhsxqGKsrr6PSec5eMhNKkkEtDJmZiGUvb5SMd/cAqjzmJnq9PT7QLn/o+NLKp26QO3jCFYnk1T+t+gpjoO5gHGqEMNVdLRbmbTpBZFhruCY5ldCKmhpW7J5WjYdFTk19BXEi9KEN5DWUJwhPk5NEUsO+pAtFe31Uc3ePkUONwIBgdEvakL5Rk3fXiYNSqgylky9NxxCEfEBL5BXyoTZSsxMveiGp8kR6fimodgf3eg0rlvdc+wsSraGvSq1XJGWlEZGBCAbCKu8sdBmctf2CBseK3QVPpcZJazsV+hvZRJw1ny9Hf1JxNZVNeaSmEIaEoh9Pgvc5kVHpq9L1qgN/nSR7Pu9nuiW3ZIJpFU9sTiQbTZ14gq3W/dVwU5VlDAnWqq+0EvHSAvci8xx131g8R1tQ1MsLTzkibTXVU/hwXgVbtajE6KunH+LB1HBQ9W5xVfU9f64g2CLWrrL6C3U0VqIVbl5v6eh60tOoqPqaeqnyqP+p7+hljWOGGhltW0Kc1AkqKX8MEYGIQEQgIhARiAhsqwjERWq29pZ1g1DGalCU6XdupGkYoUY7hmiGSmLMiuz4HDmNc5O954avSCKGYaaZuMFEB++LjOXUyhMxkUGc90VMNFcrGJIIkH2KDSySItKDfIx2eVpKpKnDOHYbmhzdGPT18pKkcmV0QpikX6AC6Tw8jFcyudHMPU8vIqDAkEgtauKGvOQoSiRGJJcyFUQafcNuzjXnkOVFEKF/aKX5kBrCiqHNKiOkwCBnk/WimB+hLgFRB20t4EHGt7wxXOjjA/l8uJ7m72kenPZZ1KIeDKN0otLJ+UDOQ0UzssrzkDStoOoqBn+TVojMgoc+ElxFH9VBbeFZPa3InkrlAmyll9qh4AveEEfalDAX2G/QtxwktQ+N5LZMeemhb5Et0Q4XTp00p09FZCBPTv0YLqxhyUJMmqsNwxw0LhRSONBTBEZ6eR/xW/IeMq8ToiBCGRIHvZVNw5M9gHs3hERz4dy7zEsCn8uJRJ8fKE18USIRVtLQmGoyaS+aoyYR+RKOIpIpR9KaMipNaKl01vfxCJUtzHxKo95gIICB1wxP7b3PmedlSU+IEMNvIXL91AZeYfmm9VKCviFh+vBVhSyyJA75Ar5eiOTTLyrCB6LH0k7go4LUZvKLk5l+WqHPqGU0jFUL7FQY8uovL1A0DHNVS6mgPDsqlmyIz1/lkvs1NawIpR4qxUPqqgxLDS8+yMN1hf6o9hRt1UxW4eRkUpj5SxFEqeEJrjJipKU+TEFUsWTw4sjnkHn1hH36t0VtLVxDPUIZuqJgopjPKXLLhSdRfAwRgYhARCAiEBGICGwzCGiRmsSU2GbqtO1VRFYYH3k5fA4gxqk8KTJxRR60F5vm7PkSHLLymE+o1T3DCpsiJBhyxHdj0GrlQbcUhRKrkQaTGyOZaMnTZt+yGoOvAlkQQxECUQ35UII1KuNeM/tk7EsT0hHcs6cTZMlg1cqeebxOMm6JIkBnku7m86Oko6JluXIiOWXIg+xXJyaKp14itO6R6VFc8ciUzkoDLpIvIlKhnh4lJoGBrXVYxQVkrntHp0wlDsY1+stCdvIpo1cGd8jnAt3DiOfElWTeIHfLsryZ96XyQq04g52oHHn2RNhUVihbXjaSaZEPokTfZNi7x4hDyVtRWnFTSisbuLmn1MlBIPLyOnm7k1Q8V9gonVrP21N18MAN5j9WqU8Z3b2/qO29ZSFfXhF5/URl1KIUqqzSUR8dvD2DniJtHuffpIf8qSjVUh4tZdI3qhAn7MJ1oKUo67K5Ca9KaWxIKU2UGvlKJg+aayeiLyCS4O4r+rK3H31QZUKc5cn0AC4Z2pP1YBMyI21E40UUOaUu7h2Vgnwq2sIFXBpYjEULArm3UC8qKNVXghWxU1o6rLcVaon/SVOXpy8/VQtDmjiXpzt4VbmHUNYBJl4vBcBQVSGRWjjMP5WY0D/ybNOh+aQDSacXPepbYnPJXQRTafXVZC6sE0AJFJv2gFQ6tmostfjvH315l0Yia/wm9/S3QgOQuUeh7pWnrlpMSLopb1hICM8mb5fCsFueF3TTAj26L8KsFzWhqxHHHwyvH/diiAhEBCICEYGIQERg20NANkIMbwIERC7cyBcJlCGoAwauzHINvpMh58SLFtVQQRlzMn/1j9TEiHr1DbJg3cT0b6XCSuUT0vu9pCzFOLlRSidUgQYE4qZ8IWc449uFydCWzly6ZYmuYnU9IZQdLkO8CEpPh/Tbqp3XmmSK6JOHLEku4nUmIslBgWRheGhvnN9SfRQ49pUmPRUT7qZCdMRQ90jRJWFInMhbIsbLdVmkI1I5Qu7eM8UL6fSONxz509J64kNG0kl4kj+JC+2exnKfeG8914MLKu5JJZfzoAnaKmmaxuWKwgah4Vt6ETyNDjrZ5E5yS3GhZZTCkyd5uPTrv8dPdwieLpWZZkpSE+19Nk2WlOb5dC5sPavyoTmdPvRDpRACahGOpAnp9CKgt4xUMx19zh4JReyCNB0DbkEHyUnz6sWKyghpvQDShqjwTPXWKE0oTaRPeB3h+ZNEm6ZVPZBIcWmv0UrEPp5T5akiXhnVr+dpkCqEvtep1FS7kAIFCMqr+ug81ZpTCvYrnjPF63b4KFZ/M6RYmj7UkxvEk155XZ5/pWJ1+w0MQdf/OQVeb/mvJe+14v7rGm15jlSecv7juVMpb57jP1Nd3zytEjWNCEQE3hwIYBu5O+DNoe0/mZYy53xeGJPLtB2B8yu8WBWGUWaZA5aYaqSSAddLEuTzc+8JTSuTVYafhhPK26EQzMy+xmZqOOgYTEYdXS5WoYZ4yrJ2aXLJJUEeRDeI3ajFieIiVZbsSQxmZcNX5palXweTWNk1d9GX8Hf3WjBOQ3nUS/mVKDFKg6nsNaGmzPVSeUkIOoS6ywOjGoSa6UyhT1qu3HPGEa04x78mWST1IXWcZvEwacERRcpr5cSCYwl8da2tRNzB40Q5la37ePjcJld+YaUhk5KhVUnRObSE6yc6mtMcMe6p+DLlKZ2b5ERonqgPF0QLtZnSy5wvoFsapJfm0AWqLj3UXqoVGLtu0j2kV/upHFTnroZIaiikdFL7yQNLOubIaUiw7mvBHclL+4vrpYIdD+miphF6OgmtEyI1DFPz2NCZ+Lz3FekhNL0U31bPV0GVuOSlheSJuClGOrvaLtyj+CJvIkOpvH1VrAr1svygCPo9Mmgg1EMX9JFMVlb1dnZdRY7kT0OAhCYyAl1zofRN2gd8dEtf7mlGnry+7sWVTHTf5H2HJ06VDvn0nQbl8OeICC9WN6S+P7sqiA/ex+TMMSiz+muO1YYdaERnNb+YrUT8ptdF8zDVO9RC+kZ/4a+xpS5J3swgUbjW5BGU55WXHNJHObX/qbasCH2P/U2JUvdP/OnIV98MT5Rqp79H/veFvL5gLJVRH9J8VS9J+YkJc0spQX+n0NHzoJ5k4EDFa+ul++gF7esYmiL8jZMc7wMcFdSf9IJGceonvlQVf3tC/5REngL9sXHiKx3D3yjh0dNGKkMaumCOiXe0pyApQHQFL6pjAY7CqqLnTCWgb5YxwmX2nxEaKtV7tOeTPHTU1i9oWh8mA1MnPQfk9T8uEqJnTf1KZZEbL3lNfVSrRae6CWvySb5qEjoyp643R/JpzqguvQugn9eRCB99QBL9DdP8XN3Q30SJSduDE+6xxQmPgUaeSJUMz4sPufdCVVsFXQQt/FL9KNVBEd6v/A4yKINrb2MlI1oLKIXXljxZXr5GacizLr3Qj7LVD8noQjT6I+1nPcWCuXpJUAvceZHibagsRIYXjzoPMqRD+JvHTXD00QYqw9tQdeXvJSMhNPdbQcPgNSdDJejvtbe0AAklclRlvHSd+YccMUQEIgIRgW0egTjEdCtv4vCzBcEQl3DjB2OCX6owHw7lk9+yYLIEg4tfvMSA4UdQP4T++xaMBf0Ahh+4V//MKZHiSJfk5oQQfhz9lB/OUI5f+ZeMHcX2TebGlf/IKol+iPUjm3y4SkmThrW6keFFkIsfdG1nrqyeXb/I6K/bnkRkgx97L0/39CFAdYjThQyC1JjwW3wliZL0kuMIuPGg+rpkP/QYkklc6vUMsr3UUI4bF8KpN6+MCJncWrlVFqx0culKiyEUpkDKxBU5kZEoQi8RwieY3FpBUvj6apjSOxGPyep5gvmd6OzGFdFKF0rSBUHDf908B8NUZ6KRJXE+R1Ki+agGoX2CfKxKH3oZCIXfJE/4F674dpAkn4/rrzvoJDUU3BhTWUpBvKcJ5ldP2yjO+wVtm+jiUX4R8oY6uUAiQp3VHqH/CrMkJPLdsCS/D8VUn0ySiCjp0/NCwfX00hCQYJnK8qPiRD8COq4/X0DqrSDzP+SmH6Z17snPHcX5Jz1BET/dFEdXm6RBVujXgbSSXGL4aO6oaJ64nq5Tsh5yIRRjNwTJVpDuMob1X89N8iz4Xc4ZyisZIS1pEKqXRoEQhTbVTRnzSqMXCP5BrvhN0EHxGsKso8oU5hwSYqYYz+z31AhJP/cb4VZy2hOjVg0YEaU29H/ESaaEewF6RtRPExIhBktf07ByPXled+GskGTxFw7eSMJFH92SYjrXs+YR4cvLUIR6Juhx7ffVn12utJI+yusNmhw5qAz/BDoUyGuSKi1f8gBRJMT7vqcnDfL0os+Lp0CVqedKKYMEReija+GpxhHNoh3p5DUaS/X0ZzEkpHZE+L6VtBvylUt/lqS7iJyGQEukbqiuQtWxUqyK8UA9+2AS4lwRTnVULtWFc+mhM/qr+oSfI1s9Lc0RTrQ3LXcVyZe3W3Kua9/CpidDSKbnWQuo+fiNUAnKUV79U6XSkGZUP1bJaT/XyxTVJejlOaSCtyPxak5CkBfOQ8nJuevHuefZ5E6aOB4jAhGBiMA2i4B+XWPYShHQD7hm8tVrcRF5DvSDT4tpGQz26Wa1DoxEfsS0oqO/QdeFX+ugpg0GhP9A8mMY3qzLTNGiIvKi6BdQH34B/QdXR/1qEqcfYv24+qk0UeCn10/6/gj7DW45JQjpQmJuSJb05qCP5lUpDiF5DNwqRqhSuAWqI2n8pa4MosQgULSnkR4616+8R+iOLmRgJxHk0499CLqnj65DnAyHtCbKkaYMkpMrP6gkBR0xhtiIT3vau2y8gX2DlnRxJFFcuiu4bBchA1qkQh4CUhHnWlGGm24yQNPADcEt29cnTurg6WQISxhGssvHpNbCN0qro+sbhPhpch0OniHc5Nt7BHv1iUD5Ykacy5ugcmT0N0o5DXdMQpChsr0yHIVAet4nVbBQe5IpnxNsNx7JQwEeR7wcCMFDmeaXVBnfwpUjC6TUMsyX7b0dMBFyGKFK7cH300RXYUi0d1VusR+85bUtC//0IsXl6CswBp2E/F5WqlVaWkK6tCoOxrf3cuqmpW+yvt+j5pom2X0hIRnKRPiiSDpV/1ZvUJDM9Fp149qJlOKTcuXl6RskKvmnVYAbtc+oVHH1WCKJ/s12hmTXF/UAX0dWDeggqAwZyWnQtTILO72g0LOY3E0O7KrJbWFCyexjWeVthrwsdf5MyQMmHPScqiydqU4+4xkEQ2/w9vQ5zSIhqr9YrWRyn3KcBJI/nOuJ1b1gzPtzoDRJndTCXt0eHIngvN7nniqhcugljMrm2UJ3N/j5w1B2/KWjngsho3KS4DiEfugxegjS0IOFKKfqIKwpFU9c8heKuiKLuKB5mtFR40JytTKzJ/EvydDfW20Zqu6kOuUrPMM0pv6JTNWxeq0aVzNEw1+uRBGXpDKUK/3oWkF66y9CaBERekHtnjO1o5Na+j3DGYIGvBhgVS+1vVNLuqw8uPUFVqEOGdUgSVD5+iDU8VGNkuCqpdd9+7j+vuk6oJ3h5VXo5/q7FdKHdqceqkrP33W/8HzKq5Eg3hd0npy5Ytquh1R6BoSZJIamlI6atxv6ItFcd5M2qYzrm6BF3vAyk3ssshT0RRLx7mlVVhdAnAuXbgqKVTnhOqmh34lfEYGIQERgW0cg/AXf1mv5Jq1f+IFnsQmG/1Uw3LVqp4bNaNF5LeVY05CblGQlBl34cdYqjPyw8XOqt9T6IdSyJjKpen4IJUNBv31uNKor6KMUIVWQIQMmvReSh/uSSxnKSxlaMEeLqWilz2DoBwPF1Uh/byXH9cGkxGoKa1/KyFYgEawllCQjI9z1/FgGYbsHGZ5hkR7Plch6tb5BnuqvT1q4jmlZFMVlmHumsoKpq7JVdTexVS03khQRvANCT2/lZZ6pbSQv1Jc0hOA5lDGWWlzyVDS4sencRnCRzjXSoigoIWKjFTSrkJqwUqi2W5ByWvqFNtZQLs+gmabaIgF9lV6vCRKhbnC6BqKryeBAeYyI08c9tZyF9uFa6qKiDEXJzzD21I0zXcsQT8oUnVZNvc3c+FQPUv3UDlJCGVRO+MhgC14E6RzMeC9fX6oDnwr9o3eeXdoeksd9D14ipb7KwEdDJ5Fqc1TSUGO1hfKJdHof5QRbHGNTfZAY+mbvSq2qtD7k8aCjPmnBOqrd8Jx580n/4POViepDpQW915dVPhm2Gii3jgrUQWhLjD9PEkJ5SbFCOPR9YShkPXX48nZU2+kyoO4rpnp+BKo+EGeZ3FpIRmn00kL4Cy0vTmn9WZR8+Zjkc5Yykqq/Ew3Bky0i5knpT8isoxNIRY8jXfCAhTSKk0dZz4rw9Tpw1PYrzsRDTm6qAYSDAxeOiuNtljRQkGQV7TJdJ8Wmbax2UBn6m6GWZTEdXWt1Y0irc3vqqvLDVh7c9WeyD+ZOjNVSeua0QA8lq+r+pfPwxPrzpGHiqof3H+GlEDyjjilpvWfqZQVn6upOYJWFdOFvatBZ+cLbiVBUGG6rmoVPNc90AMbtakhnhf1pVUMJLFRVB/3F0MYmLkXCN/14WhWapug9V+vm1W/yrGyrl23STABLLf6WhFpJIH2XxY30zKnWeicR6B0SRGKFE3160yAh+gjAVCldJyGIRbRqSbuSrEpdRFb97zN/2xxtAcd/RZtWg6amwj1c8zKCmz70WWrrZZc/vWq/0C/8L4H+NAg7FaWciUwXTDqFVMOgs66SSOvkHpl9aC8le8F96sqp9FGbhmdHGYVc+klk6b6n0f0YIgIRgYjAPwcCff7q/3NU+M1WS//9Tn4I07eb+klTVPghCz+QvfUKZqF+OtOft3AvXIWf1PDdm+e/Ousrpe/5pnnCHX33TfNa10k+buln2FPrRz8JQbM0X6on6XrS6Fc+va9MaZpEwCYHpet7Py0nzZ8eN8nUc+EGSp+rTU+VV+ae5Ae5qk2oEdcepRrqEdNF76evRtxAQrin72A86SyENFdvGemdvsc0vVOHnhs9unhMr3RXmY6VQqo7QYeerD05dJJK73u3Bxtu6n5I81rfoUZp3qBTepUelY90HAJein8VSkF0moF00jik6a1nWn/F9zEEJfjvwqvk+33F8RE2fkwz9abVnVCe4tS26b3XKiPN3/eo9GmevvG9+cPZq9IQqb6W9v4eGZ441Ql5fh3K6JHjDJLc3uAhNsnmmriR7qqohN5y0/6hv0GSm2KuqbDpvVADJQhlBgXS815ZId2rr0Psq7+T4hKcuZuUvWk6peoNm7QJ9fW7aZL02Js8nP1dfOg/kiUJvbfDtTL1je2ta7jjQnuAUe5UQjjv1TGg5X3MceN+n7ZxOUFY72nPGRi6uATLHkjTsnoSIjm9mR6V1Snqq6Rv+owGCb15eiW+1pkIs8pOSwvP5d9rw7MCoeyBJzzufRBSecmnT+a0vwfskht97rtGPdevpXNvznB30zR+tyd/3/q9ZmTfBPE8IhARiAhs0whEgrgVN68vHlBkgClvfbUgRHi3Kn+NNkfXjz1vujGG9JP3f9l7Dzi7i6r//3Pb9p7dTTa7yWbTG4EEAoQOIh0ERHhQUFAURBEsKEWkKYpKEVBEREFFEBAEAQti6N0AgYT03jfZzfZ2y//9mburKPj8fF7Po3/Q+012997vd74zZ86cmTmfOWfOcORaVnEI2puPtGClljkuTP0k8N9gNfNSrANZ+Dkr22GC9MNw3/eYxP3dmfJWmiAK3gflACe24llZtGcUpzdQHlYDK5/c6x9cB0/j4+dgGN7Hkw2aQOI3u3M5W1+8U0BNfJ5i1uZlSnC1opxgYRpcTQ6r1FhNYljU4r4HMelMN+RhXQg0mi5+QqYoeClbW7jBQ4ONIXUoCYMygehBC1gAELxl8l03V5Ar7cy8sowVYXDXjO/yL1uPAWcdlrNt4eyBp7jtBetRkt/Zf+kMh5KbNn7MprT4zql3adLH4EXYb4PLV7D3mVbc83ykQJRgFX24VxoGuG1jmEtsFeg3j52ReWXeekU8xZEkNj/6ARWwC1Ya66pwY/Nnp1Ua+qDJnE3jEuk2d3HppK2VvXY4xIiBDLH6bxp8NEoal62MZYBsbRN2sUGpM3v4kmal3wfPW77Ilgyy1qqs7ZcyuOd8lHZ+fvsv7ZR9gbxpy5RpJQ/nnYHmYCXDfdcW11Co7/Es2HL4G5ouWCzMHb9vixR8gYx+rKlpzjkMVqVwq4B7bcFtzXZXt5PzctsOLTSYRDLi4gV+As2hHHPe5wBmrTb+bZvLn12EIRjKXWyWfjZ2ZkXHfIYXzpN8QnnQmLWWOjGXLVZYOd3vgnS6ik4bLmwd9B33ZlvxHLsk6oztc2yTZjjiIkEJCQx42Nj8ntsj/LGVixs2CXPPY4LbLmliQuQoeOUysIi5PQa477ElhrzZnOTAPuZpNFgl3QcD16kCb7mPk6etL7YQ9fNCN36uvQnq5sIpNmP3UssDbcaT7P1QXrZyoY6kTdmP2TzwS/7oB+TtP+5/blm7xg9Qht9MIWtpu+8GUUE2kHd7MKbDuONWQFZsyeV/P/Wyu2kI/pQuDH0rQz9JkW8YosjQJZvv4MIfHAAAQABJREFU/pC1JpkUF579G0NmUjyIIJ+EbOIvv23JDxYxkvozMm26s21Oa/F6hi9peGvZD5kFZmMJpc95X3Ukhv05ZosZbp0D8J3xN9nvY3no40EmPWb5iBHyCPxwOciT3Zid51C+2Q+BZxBHO1KRTDH5wgBzD9pcFfu02pIaLJ3mJTJgV1lboCNYZE1eKk3QmFBvS7i9EfjP99Am/osMhD4RUpMXdA2lCX/Nt1A+fQNLb7DymsGUElMptLkvuJF9z3+yfc9FJr0ZOlpCs2KtH6ybs/ePeRjc0+Gpz7vt5bDfPj74vFvz0zKSvaDPfcJf/Y5vUm9nZ9L8IeVzW1P28kCmkB24SR+xS7V7GfSYDEp1oCC3YdYU6nedt1MgOyTKjocuIZTiXHJXjgM5DuQ48G/PgTCk/9vX8l1awYwP7M7fprUPb9GEpjNUWPYB3Xjrs4ptL9Q2FASrcVs3btPnzvm14nlM8nZFQ8nc5gO6qXOUWT24PKWs1jHRMmkmQQ92UzMmcFS4oD2hFA25c4XD4XnuSI5WELJprK2i/DM/oiOxxwvo5fP/fJB3klPcBlLqZYLNcJB4NGpXIe8vhDpvvvEeN8/6QdIASg6ggAuUD31//r7f6JY/LKBsK64oUD0pFD1Py7yXZteRdUDq5GAZA9vyNKHoSHVHiti/WAzdnE0YnrssAx5uMZmHIwOg20pIdt+NWYKylkDBhDYD2AAsAEkkgDZHfUSh8t5C6my1wMzr76NOQ995z3sJUyih8UArdLlC0GWdO2lFpS+mjt64eji7LhYp0eoXUjr9Y18HFtobmMPNM6XQWRjaJZQxgLrG+30GrrRD/5KkDj/0PC3oMyDPKvga2KQjj7xA69vIJNYVzuszqEPNDKoKb/LNFeeP6wJfQv2TA/CRV8g/jYJktTvKXh43emBZ3AplodY9tlofO/tabeBbFKXaSn5w0YMVEZRrK08G4hmiaSreTRHOiXKsS8UoAZou/vgtevCx16xO8z77sPhjyRTKtaGUI6UOoIwGDZKHCSv9tLXl0kqYcYVi3tvXrHt+dqd+cvtaviP3VtQpyGduWgaibObqTXLmIekN9PJh/KIVG3TM6ddSEw6tRx5Xvvi4dj/ufuQCCDtQg8er97rCAw69T2Y6qX7WvTVlpdH5oPinDYwhwTKRZHHBYhBFYeyhjkg0Yt+ntZs7dNTp3wtAJEMCg2gh82HfF5pxNCByBNoKLHyxnJjGqPfjsSAQ+hR1TpI2BLgEaQXXZJfNZ0dVNJRI0CxxBDnaD1jLI0W0S5nOjFqhbzv03v3Z7+r4K25XDzQm4vCUstwmbnx6N77K9H94Z2XXbRTaHBfHlrUDGpN3BH3HbeL+434i/eCS6xWJf1zPvLwIGs0QsrKyzEcDyUzGwJofN7rrgUwAD1UCXwvoI1H6QoTvkSj88J63OADOcgRgcJ2yAZcGQY7TxuF3xHlmXXfNX7dzhnZx1MtkT5/OPu9Kvdbbr/xep6Hf0y7OO+tebYdA6DN59MevnDlX8cQBWtJMes5wtUsxWauTZ3lJL2J4PPJYCD3wLGP5AXiF3kG6AdIFeSKNXS1TqUrqY2fYmF75+R066LK7SJsHm/N1+/ee1tK2HtzB6Xumifz6++E5uUcM7LwIwb00ZZrAiF1It6/V1Bnf0x6HX8zzQpqH3kt7p6lzuiC7UOQRxyDSEhHakjwQeuh2LZ2Rv/OTbZzs5/R6nfChL2vZdhqBYhIGkizIuFEdvMbIysDVQCvFoB/JI3e3B/PAKcc+oF89tg1S87lHifAgiftnJuJ2RJ54L+V5w/3PCwjhIv8YCwuMKxaTpBeoPBkYNdKeBl8tK+5XpPpMddhluXe72vtdT16mjBgyFeSTOlk2k50R7Vn3sbDMGaIxQ3Iq0kk1Hem0D3pob8aKJH26CHfmQmfEuJH0uaCMYQPwO7jx0z8iyI555Xwj5i0dLHCOuTPJZBXt7mAoOkUtDGGOGuu9vRHeS2u7+sk2avBMngwTtD/5eEBnXPCSgyUhLAf5HX48jeWuHAdyHMhx4D+FAx7Cc9c7lAMRJsQNb6zTXid+Tt++7stavPBunXTC/jrv01/V3KefZ0IFUPUwsfd5f4dnu5heePaPGt10nLq7rO0ZDHE/bqXFE57voEt4VZQPSSvKVj74HAFA2OoXtQLsh1YIeTfJxBs+87bBRdA8eG6gZUtSNC9PHz/5w/rSBT/gWUjA5JtV1GKO7MKsahqSA94Xk89XJnArzyTta6MGnvhRRLqYk2dMOlCPP/06wIaHkJAgYIaVBV996GJ9/VbErJKZNuZ6fmyJch0GAKoGNy7PhNjyFurIC6FOwSIFYGAfkO+DGPlLmpBHli/cDQoQr2tC4w56bcEK8iMNeSQNVIJlA8r9HQuM17VdpFnc3bZZwypna97LVi4yamsF2Aag528oLqR2vlYIXaY/GyQlUFoMxbwRcWvz1gBKrTRTAvQBHFC00Ju5rKwZEtoyEcjiMx+cGQQEpc5159U0SMOWCVRQlCJbvyiD766v+R6UKd8DiCSDKYqbfuC6+H3yDcodvPUVcRvZqggA8FPX3C1oi68BQXs3+yZDyuxzK9Bp6m6AkgaAJ+JWgANpKOkodFhdvWfJfDPJwcqGgt/dYbDgjKzkQYMVUFfJbcDfOCA/hbIZJ98MtPXDm74BjoEYvDJeGCH/LE/IxfLnDFD24rZ0Un/LSgiXT8GWlyhEGNDaghVHJpzcFnBX1eBalAlGRPbCzl9ool5BgPxWaETSww/es6XCVvaYUTJKdLB6uuKAirDoAc3BYkH+aVsSSed6GAs4Eitdind4H7ptWUlgIfvh9ffoU5+5SOBFunBG65q3ZWtLA9na5VawIhsFpFnEw14wOkYMxdwA2yliLAgY9AY4A6Euo4dVgSuv+ImefONmzdpxauBraCR468oYnNkK6SMY3CaGEYZa4WiC/ojm3j2XZJYnLGEQa3rDuGHq3FdgtGUuBJCB9ixf/ccVIb0VemTAXPN44UUcUII62vqNeWhsi2SWX+a5L/PKxyP4rY51m/Wdn96qlxc8qroa5MltYDrJl92WgBgUfUrLcsf2M+i3zIEEYsizAazlyLRkaYCKwDOXnlHXdsCKxwi+pbGWpugnAyGtn7qu9Mg8LJgeHCjYlk7fDwJmRsYKddePH9DwHYt0188vpb48DUA3yyfbyi0alkfnkY2safmBD9y0hTwwwbmG6luWfY82JYJOf1cfCyaDt0jvxabQZ3ieNGAMudOKLBq4bQzmOtau1LqOLdp/9yruuW8hwfxkIx7zN7xj+fUYzTt+jXdNuxff4owrrkYAZ2EJCp7Tv83jVG8+vwFvZDv/ySc0ZsIpYljIXqEulml6iPsGecSjhSxYmne8TbtEQfAeY9262dZ2r+Xqi2vuPY+ow33RtLh02sWy7sBAod2piz0h7P0SxVrri6T8kJPdXQqLkdHsqGIeeg6KZor45ERZGfGCaPZd00c+0ORx0uNDqB/3si/4pdyV40COAzkO/PtzIDua/vvX891ZQyb+H3zlBtUesZ8OOrJBoxsyKi3s1YVf/4J2320XJq4+LF3d6mhG0UGhS2Kp2Xm3nfTUcz9VYQkTH5NbCOThidKmPxTKoNSS1resiCbRHsKkzyRukOhZ0IDO6oIVAStUnpazqqife1InlYGWrYP9A7r2u9fpc+eeEu5nyC+AUvK3kY4ZluSUGvK2W6SdhYgKyt3t67FKYRG08hwrKNDc39+v2XOmBEXW+bisMMnzuwNLSlACBu/aFcoA0VEWDRLjKMHBpQnlJukgGta8yCL7h+9IerBYwYZQ+UCBwTB5uCgn9g95uYrPP/uEJk1scgHhiVfTU7YeWHNF8zfwStqS5LfIoKgyXy8v/IOmz/C9tFq2YbGKoVz7uZVaiM260Vn5owzIM1iIgQ6Cey7auwFVUI7DHdTxvl71dHGHtLbF2YqpZK8pMFn8mMG0D+U7f1tQYBJlGiDQatAbKs73YD21Iskd70ULsJR2TgUXRNfBqhdZkaUtY27xrDssbyADwfpJAvPT4DuNQheOW0kW4jWJwsa7RpVhQCFdaCvoieHmZakzTVYeTWfKZ+PZddAFkp//2KTc1ZZSD9V1vtmCaAiutF3HDIjgAiTbUIc496uzo1f96YqQBqID0BrgnLpMcGHL3kbAeWRLobO0HGb/GnS6bHTAoAR7EcFKpPOxa6HrEUPZtIt1V3sfQDRbTowMzFUaLrzvtjewSGIRtsU8GuSRxRgjbS7LvZXoEIzEfZA+mrWs56EQm8depOGvQaOJC0TRdnzM4PL5wVPfpyu+egHghEfdgIP84tA/HDvXyyfmrCMYG9RaJr0QEY6S4YlBSH8yC3oLeIL9zNWzEUvr1+B+nGzS2AmuSuiBoWg3pIFf1vXbbQRdVDUJjUASFhCQtw7p51ffDu3kTT91m4axxnT0GWhRZ1NG3zdgc634EtIEoMRXS5urZPc9AyGPM+neCG2KpdhvUGbC/KJU5+NUWVdYXEn5smb+KvVWlappomGCyQSQ0w5RkH3cMmQrly1LcMF8jmRwfWWRwONY1FYmL8KEtrMc877RPOUER0T6R/P6bTgF0EZ+ZnKwDIb2gWjTHQjyA67smYOWcy4TF1YGpCcffkljD6jViHKpmJdSLNLZCxiGhTYwMAtXqKcXueyuCa8tv9BtIAPhfHahfA7lYQXHUt/XnfUScPc3zrLV07UNS1FBzixXA4yF26Hb+Q1ow4IXlagrUjmrDWm3Gfll3zMVtJhBEkmdX8oeGC7Wj2ibCG2d3Tbgqptuu9EDuum35ml8oBSe5gvHC02fs5cee+pGFRRCUQCi9F1AufkXrK9mVNJzAf0r8IulJsYRR+zu457JdRlhXMR74v6b7lZvnIqGKwqwpFVCnVigcv8x5yHa4xLdPTSBx4owGrl8eyjQaSNhjINPKRZ7GH/cD+jkvOp+QX3NA5cfmGo6zAPX1e3AvBWYkaUi9zvHgRwHchz4d+dA0HX+3Sv5rq0fc/DTz7Vony+P8hTFBMUEjptiT/dGlO1qFJESrVm0XZ0tCT25aL2mjR6ucpTU1IYtStSO1cKlq7QJFyPv6Tl4VoPSbQNasnRJUGgKyio1YUI1ukq/1i9rV1tfp5LtGY2fNkaFpVagulDuUOSxBC17vYU9NN0qHFahccNLtGnDNm3cQq6FCU0eXweI6VCH51wU637cw5Ys36RoIqOxU5pQ3rapZSuKfLJMLRu3qB1Fc8qMCcrDBWjb5ny1rmzR8uYSNZB369YtKmtqVAnK3vqNy9WyKV/dhUlNn9CoDes61DkwTSte26QRE8pVgFV068LVrCyjSBZGNX7SSNzzmMFR+rq7Ulqxarn1MBWUDNO4McPUixku1ZXRBqx0dfXD0DsTWr1hNZpVUuV1ozWqxpYoawBkiP6xvbNNVYCPdSvXK1ZZqs0b2lFDBjRxylgVxTr1/LwN2mGnKcqPb9WKhWlNnFSi1ubVqh85DMWmR2tX9qptS54WvrxGu80cbTuLlixYqk6UwHHTxqkGa4LYh/TGoiVqixVo3HbcvEhTxO80rqJgSrVvLoe3NVq5cBsnmqQ1dkSN+jp7tHTJSvVAbmO9lU8DhZi6UYTyWnq0cOtmNUwZo+ru9Xr0te2aPXuqYh2bNRCv0bY3Vqq5KKGZPC9K2dIJMGGPj68ICuOiV9aqPdWjirrhahhZrgTL9CuXt6itswOA0quqUaPUVBMFyKW1cPE6FVUAmtjT4z2AkBsUS6OHTRu6NNBdrJHjyjXvmdc0YbfpKJ7wftMW1eT1a9XqPhUUFyAf9TQXaiDge6A1X1tWoXZm2vTG4ogmjK+lVgNYcbcpYcsxwK9pxgjay26+DFt9Fdr0xlr1LcvXU6vXa8aIkqDQ5/V1aM3iNdqcF9Uuk0ag9Pare01cW7q2qrKqXLXDS7Ue5b9t8zYVFJVr7OThUJ7Slk3dgIItQQevmlivOuizlSuJAtm1BVld26mXVq7V2JpilSK7i1tor9YWjW0apcJC+tWS9Up39KtuwhgNq4qps3MNfBuuvvY2dW5nP2T9CGhEgaU/LlixBQAT0fAxtWpIUO/1zfSnLnXT73ZG1jctW6ZEGf2KfGv7veDRiwziVl1QiOtlh9ZtatfyNWs1YvxYjamIqYdyFy1bg9Kf1vDRY1RfAUKi7ZYu2qg2tNqSvjr4XB0U+SDjWABXbejUtswwrVvRrGF1w7RxwwYl8QZoRfmeWluh5fM34B3uwyWimjKzQflesGH8eGXxKm0BCFQdeyR8k5bNX6viseXatqJNJWUFqsCa17yE8YB9iuOmNqkCcLxw0UqCkeIYXVqhMeNqWYPp0upNXSpOFKhj02YkJl8zZ45Se2u32lZUavvizXqlsUzTi/O1dtkqdSJLncVpTWscrfI4ljrAwKbV7QDmWr2yrFmN46tVsKBTHVjLonkJNTRWaGBLvl5duQyv54RmTGMc4r03Vq3XsES52tdtVUd9nqYUUO+Nm5HralWVFyErhoOA4/YerVwzUYmiHi1iLK0dWRv2w/Wsb9eLPRtVzfgxvK4qRIVdtapVbdvbqVNGDTuNUwXgi1YWewDUsbxGW9dXasnWFtVXV6mDsbqjtydYw2pou6ayVtx/k1q0tl2l5XkaP3EU+US0dMU69eJqXgzgHrdjI4sHABd3U2MVPrSvz6izrUZrX9vGWCiNGlnNnNCnRUs3qXugX5NnjlcecutIt3HGFpwj6S9FWrmiWG0bM9qIJbq2f5veWNGeHePzo5pG2VFAc6q/Va+81qqK4hJNmFKjjo4+rVi9VbHeXtWMGalhtXirGEGqMgDhvr4tWjC/R8M67EbfFrw+Mn1t2radOWQUoJnxeAVy2MVCZvnwSo2przAOV16iGxfTLlWyh3Lt0tVqaUmrNS+p0aNGqrSyRD3burR2yWY9VRRT0VEHCoyNl2ur5i/bpKYdpmBBRX7XRhhDPOfEkPWV1JFlk+oCjR/fAC2l2SNhgiW5W+vXYUHdtkrbq0o0c0IdYwvl4bu/eUsrvT+ixkl1yEi/+plLN29rVU1tsapqC7QJ9+xt27YE3tfDo7yisBwx2Bj8CZfnDTdO7spxIMeBHAf+fTjgpcXc9Q7lAHOg1m7t1NQp41A5bAnxqqj025se1sI120FGDnyyjampRcXMT/nsx+jbsFDHfeI29bLyXJCf0u03PqPrvvIKbw3ok5+6RU8/2amqqrg+8umfa/VGJnr2nnz/vF9rbUlM996+Qb/67XOAODOkWAXRNj09d67ueXgtCofdu5gIN/TqzI99Wa+wX6uAuTIOCnv8zof04wfnKdrTqVuuv1Xzlzbrifuf14+eeo34IP26+fpf6Irvz1chYOb8r/xav3wA5At0TKQ7iCsA7dSgEIRxwZk3aOU2FPVNSX32Q1erc3ihw1DgfQl0woW0OLFVrSUplca26/WXn9LPfr5ERdDqVegOcwawBxrSGR+6lYm9A8tIvy686Bltbd2C8r9BZxx2vl5Yw2p4fpuOeN+3tGYV+ff16NhTb1JnnyvtFW+QLtlce8V1WrG9R9dedpVuuv11lbD0f+u1v9a987ezL22VPv2Jm/Ta67zSvU5fveFpyt2u/3r/VVq/1ZaP7Sgg8CqP/WBkZ5viQ/e9okcff0WLVvbpggt/S/qonrl/qc46+WvqLgFIvtajTezN6YEXUQCXDTUR9snkxTYAkkXYB6qH0v+ti7+p+1ZtUn7LgG6//xWABkoxIL+Y9t62YIu+/dWfo9SjKwEUDzv4Gm3rierRR17WJTfNVUFdvq65Yamuu+k5DBKFsMv7LKM2CGnpI4/ohodfVUXzgI4/7kotYc9O5/rnNOeE6zQAMCnZ3q1jT/8RK/RFuvWmJ/XGgm6UwYgef249Lem9W9CLSzAl66F7X9YvbmzG0pfRaUddqKUUsAWQd9rnvqCHfrOYuhTqygt/qLsXr1DBAHvHbKJKsN8ubxPHfbK/kK95+NE+cc/t+tLVT9ImMc17eqmWrWlTvq2iWPVShR1KFqHglm7XcNo/gXKfAPS+8vx6dRX064Jz5gKk16u7vVefOfYbmruERYp8LNHtG3XKB27DbbRIN9/xlDZhsuztWq7Pnvo7dSKWm7a067vXLhQYKrSBgX0qr0+xioRKcGktQMa2LX5Jex91q1bi5tcOD+bd/gt99sYX4Hmr9vzAV9RLn2h9bZ3e89Gb9Qb9pY9gQZ/9xIO4qbIg8NpabVzdhkWJnXFmWmtKZ3z485qPfFfDP7uS/uSKG/SJq59ByY3ojftf14/ufExd3HeQjpfgX/vWPLUsXKkjP3w9FqmIbv7Bgyy2APY7N+ozZ90b3CGXsRjxxc/NVRHPly1eq+3pYhYpYDPSkWZxIYHcFCFndnvMRwa+fe51+vadK4Oc/fyyn+nZjV3qKYjrO+f8WHfPW4o8F+qcYz6vexev1piCqIq2rlE3sn7x+7+kH//uDfbXxfSdS27Vbb9toz37dM7ZN2pBs/T6/Fc19w99KNZ9+uS5N2m5de2WZh3+sZ/q579doQSyf85lv9OiRVsDCIoM26CtyHId8r/2tV5ddPZN6q9gH6AxiVESVjGfGRH1mY35LWE/9DA67JXsEb37sQ1qZ79dPNOq44+/ERfkiG68YaGu/s4zdJ4B3f3F79EPn9d2OtNN1/xBP74D18XWHv3uNy+rE5nLYCUKgW8AVXnFLNyUGrpGNBKx3tS8SSuQu96FzfrIZ75Nz6R/LFmo9550g/pxYWx5bak++I3bkH52ZeJd4b+F7O7Nj7G4g2z2tGzTZfT7NPK9alWXvvjJ+3DLrNSnDrtEawFy3QwSeFNq2T3P64ofzVVLflz3XHWfHn5pftiHaQMi2DHkG8mDiZkt8BkieMd76G759vWMPYC53z+li77JPlzk1GchIkSMJ1TObybXUL1ulSKz9/5gsR55djHlRnT7Vx/W7xYuYixBDk65QNc8tladhRTI/r1vnH+TlmzEhbynS6d+4buiSZEhLIKWXQapLxz3KS3bksFi+DSLTV6qIkzRym067Yy7kcNuvfb0U7r2+nnKB/z99KfL1Ntrq2FU7Vhk8xn5Ny3o1ScOvFwtFVgQNxTqo8dcFsbfTx/7aT2wqk3jWfzrXrZcC7awSAk9X7jku1pJe6xeskA/vMO7c3v11Uvu0gMPtaqkNk9nfuZOFphgiwOFMY47cJR6SrTg9Vbls5hyxkcf0QYWvZIA9c9d8HN1AZZXIusP/m6xOrd265yjv6KnN7LEh/WztWujPn/CPXhySCuWr9B3bppPhkxUYW8uRHi4CxcjbrjvL/Z6edOj8Dz3K8eBHAdyHHj3ccAzR+56h3KgnygsdvvJZPqYlDn+Gdc8X3GsZxhIAmAcN228hpXWatak0SpGqRjA1TKRjzUFpbmhrk7rV8zTiV86ghXtNbr3j69pnw/PVkPTWI3esVavLgLUoTgka8bp0DGjtdv0Or2+ZC0KCWUMoIihoKY7WV9tq1Dj9CmsVNdq/YZKNXfG9Z6dx2rsuAbjPPUDUJIJ1M/+Ur36zBLVzxmhXXct0uJHtkFtsZpZvZ0xZweNHV+unXfdQU88/ZJroYrhUdWOHqd6rHcOqBMrYKcTljK7PW7EYjdqzHBNnDFWkaKMJtRXA9J6NbOpXoWAhMLNgOWO4arbqVGTJo0UtjVUeZQJ1I7rHzpd7zliF02bsIMKNm7S1u2Ag0SNnl1VrmMOqccal9DTrNLve3SDJs5uVNEWACYKtt2qHJFPRbhxEZQhg9Jb0ptS27h8jZ8RY19NlTa/BOOLJmj6DuO1jJX27hX5GrErGmdnnwrzKgA5VC1Wo6bGWlWUxjVl8mhurNDtt8zTwfv9lw6eM1VP/fou7nXrR09vU9PeH9d7Gkdqz5m1KkShCx2S+ln5K62rUKyI1f3JWCzqa8D4Uf3hgVc0a9eJmjIba886otU6GIf3VKGYRaE/TjsYIEYgJL+IOpFhy7pmVVTtpzGj6nXhYbP02K/uEDYdlOYoAUewBpF+3u9XqmHHak06pEp5WAtanuLkstF76PWnPqfZU8s1ZY9idSzAetjSrsUr12jXQ2dpEhbC0U0Eioi0Ww1DN7L1BAUdUOK9njHkpzhWiR7Zq4q+Ai2+b4ViM8dp3M41OmBOg/70a3hMcCUHwUlgPasfheWyqUzjJ2ApHMjX8/ev18gDKjVpdqHGzyzXQAs7ybBSJ/Ocd6FG19dTr0JNGD2Sg7+LWHAo0fjdJmrqhPHap7pSW9ra1BbN0xubonrfYaNUU1Gi9S89p8WRNu04p1ajh2PtWtSqrtXr9ELPWu2452jN2KmO9MsDqE/APMezrMSiVlbco8mTRqmoCOtufg0WtTrtNWWyhufHNOWkU/XgtYdjGR+GNXmz1qObFhS0avXKJdp5zybNRlZ6AMG9A1txj+vEylyvcdPHalxRoZavi2sdbnq77zqBQFRjzEWsfXGV1WzDql5OkMqISgEVYDridBSpDHmaMb1AR7x/jDILi9W/JY3yu1RzDpukmXvtqb5N27E6d2n5wleVmD1DU3ccq6kz61hI8UISF7KPUUfDRyBbLA2Mx+vAjTfQ24blGYvM6Hp98KKP6/QjpmrXiSM1LbJJv3hinnrQxec+uVAHHnmAJu44TLNnjsAqQ1RewGBHdYUmTR2DlbAXLwP6yoRKlRGl8g306U3LWjXnuNFYeqapobRcrz+2WSrv08oXFmvXvXfShIl1Gj+8TqvXbEHeSwjElcRtdLiGl5aph5WqzZt61DiuDhlsUlEBbsiMfXZTrGpi6EnlaeemWlqoSy931Gpv5GocfSbdskAPv7JQs/eeoJP3mc0etjuJT4plKDFH0bJC7ThtjGo3w43aSlVT1vzlAEtYEyUVPV/x4riGleerDKv0hJE1ISBP3vByzWyo1E77jNdm6t3J8LjwofUq3q2CutVpnyOHa94tixzLBb6yeAYYKfRYMLqc8a1WwyuqdPVd79M0PBD2mDxVax58QUvZCLoib6KO3adRO2P1qkDafo9VcL89xms21qrd96vSj3+zWhlcnF9nYcrAMsO+9LLqclVUlGrM9GEaA31e4fnd3c9r2m4jdOAhO+jV58oYC7q1vXWrXlzYhhXWi4kJjRo/WqVYeY2D3/+FWfrUxw/UnGmjNbmoV088g/URQHX3H1pZ1Jmu6WOrlWov1Rub12vEPk3aaU6FVuNhkNyEHDInxQDcGIL17PP92vM9Y7TPrDoW+8rUgdU9r6ALYIznSqxYk/eZo+uvOViTdqgDZG+lTVkCo5xC2jAG3HxiMV4V43bS/vDwwN1Hqb5lqTCEau6zr+l9h07UZMaekVV5enb+VoI3VSpRwP5Jz0/JKrw3mHP6Nui3j/9Ju564sxrHjlLDrLF69KUXaMxiADLBZWh3lTVr532r1TR5pEZVJ7Sta71aWCjq27Kjdt4d2mdO0pZFS9VbxByxMqaD3tukmlICjf3xcc0v2aKpu49GlqZpK14jjnbURW8MjtNGgsgBoyxSwxf+Z5dwPRpTydyV40COAzkOvIs5EPS6dzH9/9akFwL47CrkwyC8WDx02ZBnKIHNAMUTFz1W0weXSzkawfYq76UAs2zp1jpcJWfuzlNWRRNszP/y5+7WqMLVeg2zTtc+Bi+ACQdb4CouB2Bs411/sTWIACQ77bKjLjv/XHVUfUQXnP9e9i5t0bCyKvb6ZPdbod0H9y12AJGR9DIr3mvOu1eVnSgWO+5vQnFPTKmA1WXPplW4qG5swfTAFQFIOAKg99eFMOx2aUWRGcZK8K77NOiUQy7X9392AZM6e5rAM9kQNdQO5XPcjBl6/otf1cWXHqhLLjiKQBKE9GDyzgexYnDTvQ88qz8+OU8L569nXwwTOKv4jaNwteNZH9EdYrihfvKTP8JdcIu6kjg7Yf2MRct4SpdAyUv4uAnKdJ0cARX0oZISlOtQj3ztv9ccPfPY77R7ZYPGjK4NCa14ObKqd6klIx2syA/uvyIAS5IHl1x0E+5T0qIlq0gf08o3FrKXdDafWXWm6DJMZ0HVALhFfFwHDe19MOhcIY22OeJeSsUlKHmZDvVRBz8iNT/sl4HebMAJcnQjwk97kDpgzNQpKErIRf2IYQTUwfLsDaIshke88s3VSXCQ6nI7chHTsLRaq9c5dGqZqgsr9P1r79HajQsBo7g1w9++VKeKbdJMxjWmoZ48nDOXyxy8wn6ecJO2w/JjcYrg/jyqdjj16VMNbo3Nb1iR8r5L9iCxT9B7aAeCaQJ+k9e8p57XmA8fzdNCYsWUs8+P9GYLj1NR6oBLYQ+uz76i3k9GyoIEIffhW1/fAC6eaLDwpWIELoi8REglNW/Zro2LO3TmGT9E4d6iXXbeWVu3tAVX7bPOvBmrU7eWb4BY+JblJW1j62TYi2uB8J7dPurPPVjqKhaiLHdsL9Y3r7xTiBLpKRUAG8H91kacAVw3C3B9S7P3aRiu3VdceZcu+9aZqgebbVqzGXc+FN+hPVa8m0cbl9ai+PvCtXMACxPVDnwbgzulqSABixgsbLAwsXVLL5aRn6ki3qyt/USVZJGlp71TZVhSDdirKgAMKOymFfQObbYqmVseQbhcZn4e+2hpf/hYiNXmlVc79Ytb79KCxbiesjDB1kdVYq7vgq8INvsFkR/ytGU/j3HKQgCZKi60EJAGuiOIVjQvpsu+QLCWilV6efEW7bAb2r9NmLhRF4XZJ4O7Zjnvem8m4wF7w0L9oGnyLmWAtE6df8bPdM33T0JSaF8LBvIUwwLlgEWWXjtZl9YU0D+RE95uwf3d+w+d/ajacqxWbbaVEtQFuJ/voE1YarHGVgOSvSfSHgjZXuCFBzhDERlcZMHl4XI0zELcbX0sBfGG1dPcEu6v2bpCG57doLPO+oFGdG1WvLAdfsBL6hwyZDEDJ/nQdt69XALAufi6u7V+UY9WdLSpo6uHvlxjCBPghPdaplr7dNv3H9Dc3/5JfYs2qG1SmX7xk836yFnf08hRkwjK82MNY2BK4vKdbTwK7GFRCBkt9EJCdREuuYBwokBf87Xr9NWr7ldlfQmLRHNDP3PdPIRFOSZn6YLtuvHGH6odS2L1rEksLHAfi1r56BpqSWRYFuqWPLdYV55zq+5MbQLEryYgFex3A7F40gWi7CV6WBHTRxkLWBnciAuQgySy7GBGDiCTz97FTqLMXnbzLZq3iIT0Q0tIxlFXqcDiZes0qn5HPnN5GmJPul19q5CHLYxfLifKAkqEdsokGO/cubjSLCqlSGu0GCHd1Rf9Qr8qXYtbcR8LP17yslhTFuwxL/AgDleERYUUngBt2zv00ssL9anTXsCbIE/xAkPJXo1kLPfb3FErbt8rXu/UJ0/HStzbzqJAI2OsrfymwfMv5NIH/KYlwxXL7mh1Df2Tu3IcyHEgx4F3LwfCFP3uJf/fm/LgwokVZgCFNEw3npGs0TFJBeue76JUZHBh83ToSSvOLBumUB4146Kz467Tg+LmMBT9HMNw7jkf0KRhSZ2GsldfZuW6CzfD7GTmIAop/GnCtzAJFqqaoAZPPHaVph5zP6DnPp00/j1hC0qYp60Boi30E6gmaMW8WJhfpXM/c4omAwQT7FezC2sEhBNx2DlPqcFFzOou3+w3hqJmy5/LjDPROxCCj+K4+pbLdeUFKzV95rFqW3s/RyVQO6JhGkDZeauirhB3xa9rpw/dqTWrb9DNPzwzAENH4Lv7xvs0d9EWXXzVGfrqG38IilE+91Nob47lmIeCG2e1+/IvfxRlnLD3oKmR1TAWxqVwm0LvDkpExsCSKiat8AFkY7jZDrCP0Y0we+YM/fC7P9Mbjew7e/+BvIDCRhAEttOF5zhvEj3SzqJcgAVHQfzMmaewVzGuK796Gve7VAD4/3MHpEyHvTEfvO6dB2+s0lsJ9r3AO9xSHZQhBH6gLDzFLAbhChyE3abOt1K0nwOAOP80dXdwTz+BtcHC54AOIWhLeIMn+RzPkX0TQOKADa5IRGcceYX2OmSOLvv6V/TQQ3dRAM6z0AAG4eJkSj472mcgw4qjL2uhg5cVJwNEYsqoJF4eZAFyOBYFFP5nRctywpKHgYtNp/al409pPk6Qri/72KLxEqW7s23jrB3cJYllcsAmG1/OFDnz+yF6JwJjG4UDiHiHZAzAHQlWzYRqGsfpyxecyfeUyitjWvdoApA/Ruedf0qgo6ec8uGXAb9r4iAuWd64IFiAUITWcX2RqY6uTZo1/Ww9O/deXfnLz9PWvk1b9UM3aeKAiz5otRyMw7o5bNhK7bDDGXp56RXUg8i+KLFmRRLF2Psro2i1PsrC2TuISDRe4DUL3Ht72ds7BGa8gEHfQ67y85Hli09SMe3QWhnBco37JfWPu39lVxco25py9nK7p6E732OCb7ksxhGLiIHMvEce1lmXPaqHHrhKvywZqTuRNQeLPf3jJ+mO+x7QoZ88Rn/4zcPa47ATAxAzOPEKgANGBYGkTztwkeXTUXg/+cnDNW1SoVjPUGUFtepZBoPwdCC5Ly8SRWOlSD99G/nKjgbQVNKqn913nT505O9Z5PqoXnnuR0F+LSs+85CVKUg3tCOirfkLE1Pcx+7vigQFPpbuRpLZs+dyDPKM4Hgnn310aYC4x5Mo0TmdixkBG0hICngXDVG2+MqAkCYKs/tWOuJQP5TNFx/PMXn0brry8g+osCWlM1nkyWd1ykFynIeDzSSC0zgLR7z/2WPO0q6f/bY++uFi/fb2xSTBFZVFFtPjfmLrk6tx3GGn6Kjjx6ugJ6K2Wqy6pDj65FNYqKLPsicv0gmdLCbB2my7wmuDyyhjmccdHwnj7nXJ5V/Seeedr04WpbyA5xp4+y6nYGjty6/psot/re//+Cu65+q79Qa88KJSHv88m5gz9lgYVtaoc847WTOx1n3+EoyuI1112ol+FUXeHFHUZERpfx99EWdMa+8nzBCdx63TzGLgWf91kS766ffUVTofPvI2aeNexEHiYtFSeAPTfIX6sMe0JKLPfOwk/ex3j+qADxyil154Vad+9MMMPTAdGvlPgSwXBvQXZQ/ugM761AnadVxSy2iressYbZAh+iyNG+oR3jHdBChKMRfZ02LsuBm65MuzfVd5ZSl19rbCI+YHD9r4esex1o5pGquvXXZqaL+uEufn2M22GfLZmSJznnUHqeKWJSobpClbJo9yV44DOQ7kOPAu5ACjXO56x3IApWzHcZV6+jWCWpjIwdby+U0D7CGz0lqI1SzFPhIrF5620uzr8wp5MYE0HmW/zKF776vJqIFRVpczsRaV10tVo4GRmRZ1dbRbnUDBNFDEhyyFYpUoCoqi7Xoh0h97etK4li585IO49bRqoJTgAvgW2SKEOY1fpOP9EL4cbbNqOHvKGvpY+SfoxjpW2qEnikbSyb4lK2AGi+EAcL55FbuLvSkOEO9V7XYUgHxATbAS8PtLV+LuhhL61FNrMTgQTTKzgbdQ1lDY0+Q50JinVx4/Sm3NL2l+J4VbYUg264rvvKavnX+6hpPX9u3NWHDYF4MWHgWsllFaIsG+s1SrhsGLyjqUw84NWF1YPgcARuGbmZ3BPSppZZwgFwWsjCtZAbbFOjloVpgxKqGOpS/oF8two6pFwQEZplGOHEXPGeDgyedB4GQFHMW0clhMIxpjBBiZR+2KlV8WQZlqITUqMXzZiluYL1gOaAUo8DeBgpMFgSghsLsPK1qvNTlWwiMoQAbqqMW8hQqMcjyA1u1c8skvgsulwYqVabaCcvWrvQdVMYEVEJDg1fABFGGSqIgImd0+zwHlBsdBxcsLtfL53+m+VLs+cNb+uM4tg771AHiHPEL2LJDUq62lmD+lQTSzOaGEY4XJAMZoKigjETTiKQv/OrQZnjgyaLynF1c0q/cE17Es4foYYaU/bYWZ8/KcIWsNHLMGZGEvbDq9mZMDAAK4APejmDtAU6K/TIneCl7mwqKSwqJIhSgUOaNP2NIRgJyjUVJn17MM0J6IbKQPUEwBER77tik6jHRlfRo5kmAVKMAdrQAYDPE+CzLsN4KJccTDl9sqjuLvPZOuV4R2uu8Ld+jQ75+u/PJlnOXZTt8jb+qRyYMXvJNMtwM2HH4IwIp15ZvXHKKrPlmrr9/xqkowo0VxncaLGrKdIel5P3gC8NVRUvspn1oRWKiY4DKuERfKrNu8shIgVtSiylFSzdiY+rduBPzRH3Gl7CYQkxupt9uAEPnlWzrsOOUu7ZNdmuEmRKYM/Gk3Y/P7H9qsG+79HBZFaevyuTy2Co2BB5flgeeatdfhF6nh6DMBurCBdkuEVQfaxjAWejGlIWq8w0speFxWh9I+HLgQYw9xGxZEWxcLejkEnUwZgTIA6QEKNrSzS70tgmZumvYtKqzSfX/cVyNKZumBe3ED9Bl1RMAM560SvMfeB8rU0F8YLFlIs+t9vICImiBsPmoLQVC6sDRBqhLIXx4IycsyXSwoBOO5aQS8Oa3zDbzlV5QVkGQky7MY/cfHMrhfxb2A1JcfXH4rWLToHLkdd1KpeuyAWlYtYQhikY12d4aRvE7KsVUzo01Lliky+hidfDB0tXRCyzoWkJB3p4Uiau7uDRAvUV7dVlXUxlVe0anOtathZ1QF5XFcxgnYQr8LbuWgQ9YNKIT+gmCXEMyom3aM9BLEKcIDQG+EjpWoxlpPXQ2BC5CjDP0piln7ul926tMXnYCbP021vUW9LD5h9GP/bJcKCTKTTx+PMP6la5ApNoRW13sf5RJFWSDzUoLHpBj91wsNlvHuZiz6LABxlK3Ko7QFY2U+Xg4vPHCv6k8/U9PHb2Sbw/qw0DBA3+xL4cILkC8rJ3JxeglyyUVT9uVRPn9jjJUbnnhFBx11iQ456TQdNL6S9iIVndrDXwbvln6N4Dtpi3uVX8/cMyKmUew/7d+8Lpyza9kKZ6oCGt2Vw8UcESUYTSTew7xH0KwxMQ1vzGA9XU+daOPEMPVheXf7xYrps2UbCa5D3xrBIhH7bi2lSMFgZi7e3ynHC59e5cHdn5GHf7krx4EcB3IceHdzwKNb7nqncgAjzj4n7aQFP10TwMLQrBNlIspPOxg8ExIroWsJCmDlcwBFYAClP4KbqYNKLHx9gebsMTPs1YmPGMEewgKCBjBRc939o7VavqAjgLF+lFyxAyaBxuRDiA0T8gBvEQK4pAkuEnYvEbihpnKYdhpTzfmFuEcBVFhgZkJkP2A/ATA8eeN21zipUX24+WxduFbff/BV6MsPQRbygwWxJCgeVmh8pUqJJLekNUynYDmsemTIij8L0MzOTlGmmbvszgoxCgDf4rgl+XhHVJkQ/KbVKlVfjUYWNhGgg3sAvK7OxbiLEgEQrMuGLy16fiWpUMpQLDCghmwLiJJXjuK2dhFKN8m++a15RKqzCuVp3TzlDxO+zxK0ZpFvJYx6ekU5GirNc7wtZ0+v0mPL06otsXKKZkSb5FlbQm3Nj7EaPUh3P23x3oMnaOGSl4Qnp8741K2kienkvWeo5ZUnSC1A4zYV4doZDJBGNrRlxCv0AMF242JftUSGZS9PezOqarJG5dU98IxiB61E0XIi7q0lAh9Jl2+wGrdCxWRoHfQXdz/C3TwOyd6gieN31yisT1byfFi4SW7Yr05ty9nM1FlNRM/lmrR71v1xwkjkh+d/erxdicpmDvhGUtgD1b0Z3vD+GytfCkq5OZcNpx9XcVkRe1lfVHsnUSl7vZhADWnPNPvgnnvmdapWpSeeW6PxO5vHWRdUEBWLGCnydcNTCPXa89i9tfnF1aQZrq7N7LdEUU4EBd8NFCPKI0r1qjVBuczEi9UDEIjDC+89SvTaVY1MuDK4+8aQP+fcsNtuimymvVgHeOqpZi1fW6BRk2cpb3MzrsfY0/m5+6a1lgLyBUw4uAsgPbWpedCywn2Kj3cRWsltThHL167RtKrd9acFmwGH25WPfCfZTwuS57GVWhRS3MCxB2FQJ8wHjJ+60+Fq39KsaePywHobtR6LH0sXPOM/yn0C65Xbx66SCaxdrnFfAYr5mqXBGrx1dVSbY2uVX5PQiGFj1bI8NIduum6euonqWDdpopLLWKABpW2AvgKCO7m7Bnc4yjCc84HgvudfA7RRoesDQPM5gtVFwwGWuEOvZ+8zJpUB8PBlV/1AN9x4hp767dd07klz6MAkZ1ywGy3oILhn2pXVDLKVyF65VeVVWvms4U9G9xDs6U9P8byAFwHytmS5jyccIdlksLjR1d4BEHbFcZ9tIwObYFWvXffdXc2tBHyxbLA6kYxBENYnciMtwWQAZhH6v4+QKR3RqFFEm7Rjw+/nz9eEmTsyuvkd79e1pFJ/XB9tTTJf87jnv+aDj4awXKdL2e/IZjiPOwFbAK6cxhbpDHuuTdX4QyZo/p0vhsA+Nud98KyfEByZgDomip8kY0wBe2m9M3pr6xqOHiIHgjKtWYBMA45GlNUqb92TWkdaTvhwi2jHqRk989JqPiFXv1+pnz70dKgj3pWutteA+IAbNd4W7Wv9hTwB8pP3msCewSKi0ubhXbEluMVHqWOiz2Ofc0N+CglMFbYjECRm63r21bKARJ6LiLJq0FmOG/HE6m49/WJXqGtkeCuumSkNWwOB0QKd9cU71AyQD8fbYMEvwmI6sapXWxk25hIVt0HrVQWz+nBXyHiRh0iiLes72OoJnf31Wkok4Rh9IWaTOatfhGrS3uzjbZ776zDnDLARdPm2flUhG9/69k/1k++dp98/colOOWUP/C1oFoDd9uXrvIU1eMNEihbhsjI87MNcSMAjN9wD927SM09sdbeE77h1sxfb5lRzyqN9BJnvz5QT0XiyYt0v4jIdUSsTw70Efypjka+kz3XPeqo0zpqsvBVEK6bwPvbi33T7ej506xs//BNn07I0QX/BoMw463IoEbntpX52Sc+uPoRCc79yHMhxIMeBdyUHshrUu5L0/wCiUdZOOfNjuu7ee3TuZ7+vHQgis+/huzGpAxxsIeJfRRXh0wl28K3v36ujD9xFIwEXmQyaHXP6goUL9JsHX1JJeiv57K0bv/cNfeLjp3FkxHt0++3z9YnTroWJ3g9oSIgW4ZDgtrQF1qKcYT278ZvX6bWBSu3OTNiM4hcbGdf06RNwafu19tqpRKccfSCWMuAptPocsmNPOFo/JMpq8cA8HfTpC8gJ0Moqs/eIuYwBrCXov+GaOmuKzv7SXZrMCvwJx+ytPjbBJNjv98zzL+iuG2/X7gfO0o3fn6dHH/5O2EMyeeoofeX8n+ry0/bVH+bO1RPoUQcRBbEHBa+B8PqYIlRcQeCZsQ36+tduI2LlYn30Ex+GAiyOTNwplD9TYfPQJRecpdM/eq4OP36clqzYqhF170Phdzp4y/yeTgNeYIldPBM2C/K5HyU0kUABIAdbR+bsOUt/fDYJQIJXKI5JjoiwBcPMnzClUcuXLtLN33tGp5w2DjoO1eH/9Qn94fn5Ou6DJzqRjvnALF1z7RW6lH1JS+/7vU7+8EeyABFeusAo0UN32HG8rv7Gg2r7cJ0O3WeqTvzQMbrwK4+qf3ZUlWNZ2iZt3Kv/pK9k71A+WuS3v/miRvT+Cberj6i3A/siikwNx4h89ZorkIFtuvfBqyjHjmI0OW1GVTTnvXvootPvU8Grj2vaHrNELCCV7rKr5n/h27ry+vFa88wvdeH5n1JXV7sOPGBPXfqVizVqdEyHHrkvxzpkLYg4Vdo4pL323l1fv/TzRC1s18kffT9HO+ByaO0apq1Z0akbL79HT7/0mq666kvcpAp+iT2aE6dP1nWX3qHG4RN13CEH6ohjj9aXT75Dt6IA/+bxx/XNH18e6pl9iTYnOM3mta/riuvv00cIShQsC96bxZVCEY7RgLbMOpqt1XwrcRWjm3Toe+fo3C98Q9vaB/SjH1ykfIKfvO+QPXTuuV/GUlBLgJI9DOuCQcC/qquHscdwDZbpO/TBQ3ZSqdvHbt/WvJGPQ3CDO+6LX9EFJx+qk2kfxJDyaRMWOxzQI5ytxuJBlH77i7se0pYNpXpy7h901LcuVqQ6X3vB70svekgnzk7ruPe9j/6MFQWw5HZJG/iElqKtCORzwzcu1hfP+oa6Fr2q0875NHu+6AMH76/Pn32h9thjhLZuZa9s6YGaNm0Hjlm5Td/71o+wiEZ0/Ins02XBIQi168bCh082dBnu8FGs0UgwtBIUhwAtl134DdWUDdOJHzlB31j/p7AH8XOfP1vVw47X2Ia4SjiW4Ylf34w3gcFS4BZtDzgPC0GACNrBRz/MmL2jPvGx89XcPVE/+9nLevyxm2EO+3N5HoAUFCRBn6G/QUc9snTtFY/ptEMJmPXi63oVV8jddp2ku+9+UX/8zfVZes0Ro08C/liGLckxL3TQTwP+KyzR+V88TZ89+1Ld/dBK/f7hW0mFezhtZvdod1G7J2Igo3lpHxR6cstepp8+NGuP2Xr9lp/rWzc06uwzDsDq5FP6GOMo0LQzpKlp9521+w7P6BOnfE/DE4t1xBFHhDwDUWSYwm2zgPx9XuW4ceM0b97v9bPrlqsbn8+dCNZUXRxjD/IoffjkL+m4w/fXfx17AG67s3XOhy7Q5V8frtZ7fqkP3nFZAI7e2+fLY77P7JxJAKKrr/itek6pYFyYo0OOOlI/ufou/eGXt+u0W24JCwt+I4ILqIcvu372mz9hrJemTm7QNVd/l6BMk1msmKBlBFsimS68/Iva6wtfV+EFJ+njJ0zSB084SmeddL0+cVyhytijWkNf9EJacAOmjheQ/tyzr9G+U0po5+OYSpApQLJdXZMg9J12ma3v3PiixqxaqBLqG2QZvvelCG5FeTvvTGCqumKdft631Ptqhw44/GAVjcCd+fTTNLzyI2qqHaDdunXLvd/RQROLtd9+c3T+WffovZPwCsCKCKTWpZd+SccccyrjzD667oan9OTjPwl5B3H3omN/+5DYwxDajooWgW733HMy4PMLBEGart3gp/dGp9muYa8Gg9j6SVO064z1uvjCq7DGJlU9Zg6VT+rlF15Rz7ETVIK3jdvafM6OooN/Q1PxK3QuHuauHAdyHMhx4F3IgdglXO9Cuv8jSE6hxCSZuE85tl4xDuKO2C1nWp0m141U/Zgq9vsVqpBIiPu+Z7g2EnhkTF2NalFwm3ao0JRRDRpZU4rbURcRPDlnDCWgqT6h/YiA2dGbr3Mufj/R9QjbwWRZ34AL1vBigtREOKesWg21wwhbjyKEorTrnD01Aovc+rIafei4Q3D7i2m/9+ymqs6NSlWXaUoj0fdGDOcssjqN5ly8MRNGqrI8ren7Hqb3zmmE7gRnsw0jglydaor7icCXr6lTq9VYM0wVjSWaUVulXiwU4yY2aRqBDmqn1mvGhEZNnzYCRbpEn/z0ezSuiaA4mGUOO3ZnrD+4ME0gYuEBe6sJF7PNKCOfPOsDrMYP7aGr0lEHNGkTLrRz3n+MDt2/gngeKDdF+Zq2w3CN5ow023X2nF2rSZy1Fledzvra+9jv5lD6KLZRXGJxBxyBr2Fj03CNJzLeqGljNKokgztWmZqaylVEQIwY1sz6SY2avPco7Uh0Q++dGjttuKZPbES5xwpTFddOAOBu9uCMmzJBFZUZ7TSZc9I4X/Dwj+ylMlzwhFvjQcfO4fzHiE457xjOa6tXQ2ER8DXiSP4YG2ivPaeoMrVMA9W1GtdYqok7jNPM4SltIvDJUUftrdKEgY+VUAKi4Gq1/+xdlWleoxknHKADd6wDOMf07HOvaOa+R2jngnwdcc4+mjmLCIConXlE5GwkiuOoumqsG1HtOqFCbYV1gKfDwmHahZX5OmrfXXD/W6sTPvtx6gkPSoo1cTRBVUry1WOqH9EAAEAASURBVDhtV51w/AyV4T5YgJnS/PMh897Xt99BDRpWMVoHvG8s5+NVA7Jjuuaq2/Wdq7+oVtzYPnr2qZrdUIaraw/PUCgLSlTfWK9dJuBaxnEQU8Y0qmJYtY7eYySWhx4dccLhmsgZen2s0juIi60/RexVOuyIsURHzFfTWNpsNBFQJ1UTrXWERjZyDt+UBpUR0GfGxEqNGmd3QVsR83TwgSOofVQHvW9vrOq0HRF7950zCguTaRirD35oB4C265K1/CU4xuCIgyZyPlqEgBrlqhuD7EyuYiGCsxoB56OmN2m3hjpN2mOc3jOnSbUEpImXc47fzGrkYTQAlX41slSjx44m2ucMrSfIyWEfOlYHE7k2Sv/eba/ZGtmzWc3lwzQFZN44poEow00aVV6CUg1Nk4YDUss0vGmYdp2GXFYUacdd9tSpJ+4GCMWSNYZnRAIuL67Xp758FAF5OKYB/8OD96nXK739ei8gfp+9RqmkqgxrGaszKK5sOdVue09WA/TZ4jm8aQTROBs1ojCh6buMUV5XgXZmIWjfI4l4PKpRjYCDLiIijzvleP3yxk9rj52mqr09T7u8d7om7TJOI5G/kRPqWRih/4O8GibXsKBF9M7KAh22/xitby3SOef+l2oYZxLY86bvUKJdZoyxUVsN7Fce11SjUiJ/7rPnbBV2bCIyapE+fMx71EC9m7sqOR7naIApJi4u73UrLByhie9lLBw9ir6HvIwu0ZipjYrTL2xtm70bgaJwuzzjc8drBpEw7Q0wfGyxpkyrVTkW7oaRRZrAGZiV5aWci8r5mDUVeArwIi6khkA1RFA+aKdJ6uhfz/mbkzWKSJqVRDItITrmxFkjCfrE2aZ4Fpxy3CxcRTtVR0Cus07dPfRbI1C2Sapxh7GMAU2qL6rGkl+l3WfmayERpg/+AH3zwGEaVlOj/Q9vUF3hWADMgMZPHafSqoxO2Hs/pZpXafaZx2ofxpQoqDceZNFAHBCfANzsMl7DoyvZX1iO7FcTobRO24lee9gpJ+mIvZuCk4YXMLy3tI/+4sWJqopK+sQIjRlO1OudS7EylrLIM07HHT9HVfUFqi5DRndo0OHjJ6sDN8tp48cyJo3TrqMj2kpwpbPOOoKANATeoQ+G5Qvmh4ZZE1TLAs9+xx2snaeVEPinRMnCAiL+VmvspFEa1jRGs8qx/HGW7JnH76kqrKh5LEZMQqbHTq6nvdhfiRznt5Vq/IHjderZxwRL9vaVz2uXMz6qO274oHYCxN52f7uOPWwi0VKnYUFcp1rOVt1n11rVFJUT4Vks+jQR/KxaX7rkaI1qoL1pSi9+ZWIDGjOjgbNfm8LiW/1Y09aAazcLM/s2YUUdpbq6Uh182HQV5fVp3E4sMCJL3p/qJZQjDmokEE9c4wGRJ564S7BMljOHTGqsDntsGTSw+HtR1dAdvrBwYagdMaD3IkbuynEgx4EcB96FHLiUiwVUtMvc9c7lACvaSZTVWHBbYc0fBZy455wVVxa2PWSYiAbw8fKKdj5RIWxLsjtOEW46GSZwhzixopAg+EyaJXvmTVLgEsO/KOdZ5GExSKOcpFF0rRhF2b/ln7BTH39CQ49+0sSSnWzsZ+8a32OAoTj5Ow07yHjPeyAJQ56qGbTaeFXeuhZRJnnuabIgWBYIrMADKy3h8GeXSL1CtEjK4Ih78sAa5T2G0OszCdNoe34/abMMEy5xXcN+EivG4AqUTdJiqYii2GUAZj47zlvEXHPXNIHyaLXKQm47UiFfHDSlH9c919eRLSPsF0NHDu6C3gvJUjQZYy9gT5ZfDG67gZO2kTH9o3QnUJQMzIzzCmyh6s9nHw/QEz46SEUP5TjIkPkAo8mf1XP7h/HfbeDi49QpYk0SrhIuhaKwwKCkBouGFcI+7rEhMdBLUI98IlhYCbEF1EFiMigxBl72MM3ywuXxBcDTw3v5domlbW/4xk9Ut+dpev/e1AvmOGjNAPzOx8Jle0qE71lOYPFiL5cNvEmiVMa94Qll3JEeI2hyEXytvE8nTT2ilGNupGOdUFSIldh7CXHrg+4QaIU0trVavtweUQzVE2p2081bntQ+w7JueN5La+nxsSp2b862ki3RRO2EN3HLnXOxHNKu3n8YRQZo1RBkhBd4mT7hgBLIrO0T5i7iyU67HpUQtdcmH/cKW8Y81IVAF9xz/W0RcrExrCtuhjSmY+fAyZIskECcBY8LrgUXxjTgw7zm1dBWcbsC+yK/fmQ6Di0RR2ah0d0jcK7FgoTEWAYIMNOBP7B5VsB399s04DgvjS80eXoUHsA6HTeAgyFR6mRLRpTKRFgoSuPiGMVi4uZ1/WgyeEQbeKMqGThQRj+Kej79IIXvpvOPu77w0pV0btjM4BOfeOY+6Lr2knf2bElsS+RZQHublggu0narxg/cOnCQ6cNGHaLP/ulB7c9er5VLt+LundHUSYDcOOdEEn2UF7LlwKQo7py+IizimCcpRyelSxqDJfPZR8o4lrHrHzcLB4rxUCWIELxKhTZyfeCBo7DAsz76D5CXWnovMZE6A5DDjRW60mYI9fHF17Cf0LGMWWOAZvhHvhnaCTs/T7P5Wg7i0JVOsM+Of4OjZOA1YhYC2cRj+CD3lvq0Fd533pTRTz1xqU15nzJl9nMmKF7PrjYv0ecZqyzFOCU6E+6zZ9Mu0fDR/PYQbrrw24dC+MBPhmNYaHbaLM3+P6LjMubZJTkraBxy77LZ9+vKRu1uG+qLRLptPLZF6JNZB13GTuQXixmjKM6Uzh0p5D27ANOs3EEeGHhs3+uhXxXaAkfn5ORGmEV7kNas7MaFNQ85cb8IAV2wQvZSH7YcZr1XGG97vCBE2uyWbOpJ/gnaj9EqlOHxgVvQSF/DRTuBZbEH94oCaPblPkRiPkAnNKW57zHRdEZxNT1m4uE6e96vtDdOEs+/uFa3/Sajmy5rJIFlknnMLsx2kUauPE67f1NZtbM44WBfBYwAkRT7FmEZVYEjkEJRZpvBo/u72zWCK6zr7ZnE9HjqM1kOmBWnDrYCe6QgZZDdDGNElA6RIpPsOGBrI6strod/gpy6tGyZ4UPuV44DOQ7kOPAu4wBjqjdX5a53LAc8U4VJl0kIxdiKOVgRRcGuNUzFnlGZuKNMmpEA8JhoAWIJJnbPaQZLcYMtJu1+Jq84+9ms1Fp59FQWCzMyeTDTW4HEqxLwYAABCGRKdXh3K9d4uwWFL+jwnlT55zRR7zXiu13LYoStd35WoJ3CmoYhH5450EsZUOHJN44GYGAVAGoo2qqXlTQr7Q6NQJWpQ9RnXFGg65OBpqCA8l7QIpw/9TPctR7m/DMoV2ne91QfYbXc0Uyt3IQJnoLDvk0AazqEGXWtoBneBiWBd2JM+Oie/hQUmjgP0tzwHrCsZZG03PNPIpxvYDABr1HwDGFjri959FOmo5fmm9aQX6gpaa3EQKd5SSlWXOAgn6ygUZ+Qlm8oPxmUYvPE+CMNv1I0ul1XfUxESBjayy6LWaXXPHEgjSTKdrDiAebCvj8XRta9gC3zJTANmt0W2XDxBu9wgjKte5qW7EEb8NuaL/VPQUQa5daPgxJGvUJergvtY3XTypbl07QlCH6SsRCg1DoIR8Y0kI9Babu2EFTJQAAHV9oobg3TfB7S4iA2jTbr/HyshDnXT/2dcww6EtYe7SYM6Altxa8o5QXoYxZSriN7mq4CVHADgSh9wYFeLIvmhavvfmG3T8tPlMKCEk2+tgL7suKH5IQ6Z1w+/GUNAcWQupMk8A6epAyESJxtP9TvwCc4ZZTA23GUSSu+LtZ0WAbDwohv8AMMhcYsWb7lXuGSHak0i374RnnurY6k6cdBv4Zm0xfnC03HzWxb2KWWqrmmiAQv8tCWEMiiECoAMLEibJm2Um0V3qCabyYm7HUMeQFqkiwuWDaMP5N2r4TPB39gN537sQu1Qy2eDGUlOu9SIsGiqMdgToR2M59NgCNbhkUF8jaosQxnDHrI17U1fw2QWN4g/6ycmQDT4XZ252A0IE+PAdwLT7L9Mc+C6tUwQGOaADlRwGcol/fYFR1cZV3vsO5JQaGPQVOwJvHNrAhlAloGTC/MCfun4V2Wl9TaZRiIwEJYBfc9OgEMcLl3Io97dkX3WX+OAuUyMmFvLOOt+eVy4HfgMHmZCo9FHpPcOnHK9kDp8SCISkAsLs5tRJbhHWgG0UTJx70vyCvvhKMwaNvsqMlzAjslqYN55+ztqpsI4JuaBtmERmQbAcr2KUchonr5jFsD3HddGV245TJCo9DW1ClK/4HNYfGINshzf6Qvh94Ir5AQqoIUUgfT4PHPHdd8N9APzHPtXJzlkMWVuIFukDr+UJ7Z7zIDrIan0bDFgXfsFXP0LH3h1K/iLeMxNapzLjiHd9znGG2Z6xwxN2q5otJeZEtS7zh0FZCPF+IiMQLMhPrQV7xoQ1mIcKiDaYLgQOfQntQwRoT6kXRwvghtTf5O433eEW84dJ/ldxhR/MHMfPPlQp1/7spxIMeBHAfe5RzIWRDfyQ3IBOSJK4Rc9wQeaGVS5H5Q5LnhSTuKoug52WdFWYkPEyNpnN4WKSvMA0zgeZiZgpJvrWcokdN4aZ8rgsJlEOcVV3IMyovz8IHnVgY8KYb8uYcew33++hF5Z9NYIfDkzcMwjRq8ogw5NWnCOWIhL+6gedp1KqtM8J0kBDPE0hgqF9630uPyDMWsDHgfYxqF1Aqey0xRN1tcrLylmLyjWIyy03V409QCcrHquUKmwQAR6OBv3psWSAmKBgXzN/ygGFpnNflWu0x3hPfTKBTZe4P3rSA5Iyvp/I2BVG1pcclW6azUme+8yT/nT/sN5QkvrdQFpcy0cJ///DKHqaO1Jn7Q7b3AH/IPK/XZRKHudn/MOACD60VO5uMASrNBr/+FDK3dQ0MXkQ1T8VL2zJCSsv2GywhgMuRJMhcZ0mc/k4R6I2WhTnzmO9A5/DZoCmAXnnlfn9nlvVxOlJUS14NnATS6nS1URKltI1gMrmZFlO30ljuDtQF440PpzTu7Ncco1PLhNg51Izent2WVzCCQ/UfhSfZrP2kN6EMP8SvIhZFV0FOhySA1yL1JDI2O7MD/0L7+TRrbOyMpMwjK+R5B4bRS7ieuk2Ut4eeWE6dxOb6cFqU7EyKuQIOFJ/DCD7wgYcXa9j3n4Tr4JbcxfDFA4ntITrYprF2hT7j9TT+J3Wds0zStMR8DY5KgKPQK+nMSfjkP0xGsz4N5OpV5biuzQbPPGIwh/87AFnvLl1vJ7eQ6miYvrKClh35v0ON8LYP9AER7MDhCZztHLPRT+YJCXA2JqmmeJ8g7wwLUX/jlwkMRZOveS59CXg3AncYWO9edIrM//PH+ZRIGSsiMz8AseBCqz+cAtLntd0y5eRKUdctFSOQ8go0MWt0n4QsyZZl2aucdRgXaIisDLD6ERTVbwagk5Yc2RZ4De/wOt+11YX7Zipc2WKOf/3ld1czhXUNYt7O56HHFAM+Nat64nQ3mAgHQY8BvEQpVgcEeIeLkYZmzRAQLb8jI7W1o6v7Fw0C/6xhYQNtkFzcc/ddjoi/gU6hjdswNt7KsDMDGCzfuR2ROHibC4anM9+CV4Sz8A22ZeDd/WDxiQcrPzcvEm/qT+eKAQHCMjwA2LJHmmT0dzNus+HMjzD2WeS/iWLSordvWxfDXiysG2s7HbsLRQCcPPd4CvNvbsBiDuAuRtSLOr7Rl0FwNP7S1xzrzzOVYJjze2qIYLtPDB4tVEj77uUsOfcVP/MWNMTjmhcTcSvHdvdWVCL1j8K9zy9hyzBzjPF1suOePoU5uVMtDdtHUT7M19afcleNAjgM5Dry7OMC8ipoXllrfXYT/51BrlSY7Uf2lzm+ddsJE+JcE/4efnLOvt5aZvf+v/D1Ey9vRM8SnwWeesAdJzvLmv3v3X1mHf7ysLN3/ffq3r9Vb7/4jef33JeWe5jiQ40COAzkO5DiQ40COAzkO/CdwwPiQpbLc9c7lgFHO34Czf6m2/zdlv0MZ9RdINMivN5Gd/fimG+/QOvyzyfqXis0/uzK5/HMcyHEgx4EcB3IcyHEgx4EcB/5pHMhZEP9prP0/yngI/fzLMc4/AimcZojA4HPzf1TpXDY5DuQ4kONAjgM5DuQ4kONAjgM5DuQ48K/mgC2IOa3+X831/2l5Bob/MnA4BPZM5L+s0P8pR94+/SDpb4asb58wdzfHgRwHchzIcSDHgRwHchzIcSDHgRwH/h4HcgDx73Emd//dw4E349p3D9U5SnMcyHEgx4EcB3IcyHEgx4EcB3IceMdxIAcQ33FN8maCiMAXQoM7Eqmj9jmKm+M3OvLg/+WVtbs5+pzDeTtuUTLpct56+dlQXCOnz4YJd8ROYtE5FCnXm9O8NYe33nlz+qG835oqe2fo+ZvfCW6uRGB0tMpUiCqYjYwX+GQigxusA9m8/eW8hur95jr8beo3l+1nKSIaDt3727T/2+/pUJ8sr7P0vR31f3nu8pzun0XP/7Y+ufdzHMhxIMeBHAdyHMhxIMeBHAfeHRzIAcR3UDu9Vbkn0DZxhAxast7AuH2+HU74X9chC6JcPm7H4SfmQ6Pe5hpKMwSkhpL4PQOmocvf/9FrqMxsPQlxTn3/Nv+hvFy+yxl6Z4BD4YM7rL2lB38cBv0vV7ZuWca9PbB2nj4PbOiv3307+ofuDf31QdJ+559xDbHP+Yfy3raYwWeDBDidf/4e7/4ZdObyzHEgx4EcB3IcyHEgx4EcB3Ic+PfiwJs16X+vmr3La2NgELAHwCA6eMB0VvH/x4HX/4QFlBZAkt95M9D72zyyB18bsJqOLGC14dD0+gD5IXDy9yyQf5ufvw9Z4obedRn+ebvL9w3MnNY/iUT2zCrT4oPL3wwH3+79t7s3VJbr5HpkQedbU2bbJIvUXPYQUH1ryv/tnb8GfqE9zOq3A4ncDP/8lx/TNVSf/y0VufdzHMhxIMeBHAdyHMhxIMeBHAf+8zjw9lr4fx4f3hE1HgIoVvT9OYCwcDKywZiPS/YhvD52+f+q2Yw4Bq1qfHS5Blqx6OAB1X+HK1mgZCubf3zgcXgtpM7mwaHqgLj/yeV84vGs1XIoj6zV769zSQ+eUD4EgkJaE4DxMh5AZfZIZB+bHk4z9sHQgz//Hd+cj2kwGDPQ/QsNf13+0Den/Z/Wcejdf+hvaItsm7icqOvI/7/FiAaHSEqg1zQ5kdP8dbq33vmHaMglynEgx4EcB3IcyHEgx4EcB3Ic+I/jwP8V0viPY9w/s8JDQOWZp17U2tUt6u3s1yO/eyJ4UGZSb1b9hxT/v7h2/uN0Db3rNwYtVgAMwwuDpGeefBFr1JvLyuZs4BQLFr6IbvvRHQGJGMtkeOfOX9ydBU1vfW2QrLd/YAA0/9VXtal5a7CAQcTfBWgGSqtWrdbLL78yaCnL6Nknn1f39j4tXrJCW1u3h3f/tiR//9t7g0SFMl2HO++8K4BUW+GyYGsoRfav761dvVrzXpn/ts//OvWbv/29kt/+fsCGgzwwb5qbt+jZF/705gz//DlAQuhat2aNXppnnmQB4t+v7Z9fzX3IcSDHgRwHchzIcSDHgRwHchzIceAtHMgBxLew5P/fG0PAxMAgo2r96tcb1L5gjTZ29GsbpMVigDhwRTaEDPvNAuzBCpgaUCbJ30GDoGuRJGDLWy9eBvj1awBg5OcWgRjBXWyh5Ir0K5reoIWPJtWTzpaSHizNjzORFtJ08alTc7+7RmQDWCKX5Ab99JE3AjURQEq2HpSV6lcmlOO32/gZpCnQ5v2DXANpbX5lsR7vIJ9Ah983nQ7KM3ilB9Pydc36qOa9upVP2M8irXrt6XXKb87XkjUr9WhfWnkQlDHtftnVSw4EGm3TTFHzN4ffMRiLpnBpTUb04L3PkIL6pP+6WyTf9EZm2UI9tL5PvSGvQasjeerPdRyEZoP0doUGSQ7yOmQ/xAHo6uHGX6hJBWRofgbYNwiAU8pLdmhdJhHaJzKUPrxGOu+7BNAmly3WnStpU3KMks+AtmcL8294nc5AY+7KcSDHgRwHchzIcSDHgRwHchzIceD/wYG/1oT/H4lzj/+1HNhlepOev/97eiFSoaYJFSro364TP3CtvnjdbxTbtFpfu+1xrQHcnHPZr8F4uEdG+6SWjZq579k665zblNrWp8suv00PPdOqN+a+ppnTT9HDD69RLwAungIudSV09J4f0S03P8br7Tr8+G/qI5/+Nrcb1FfWo2JcWq/47BVKke2pp12vSy+7VdHuKl1+4Y913s2/Uvf/x95bh9lV3u/e99q+xycTJx7iQAKUIKFQ7IeXQilOoVCsuNsPLVqKQ5DgEggQCMFJkJAgceLuOu7b117nvp81Qznv+3LOH4frbU/mWZO995JnPXKvyXXtz3ytvIvoiqIkMe3jafjmgxpcc8PHmDf9Rwwdfi4++WEt0oyfdOiyuuaLL/Doh5sxbXkSl9z2Guo3bsNDT7yFOx//BAgnEYgmEAq7aFnrYZ/BJ+Lu6z7gesKY/0019j7wErQyWY/bvB4HHf4kvl6wBm5hCcflmls8fDrpcxx/ylNwsgF8/doSDDnoSjS0hDBj/GTc9MzXaKjNYvLzk7DXyDNRmY7Q2rYVg0f8AbN+3AaXjOWF6/HCY59i4dRq3PHEu2JknHL0RZj05lx89NZL+GZlNSZPXIh5U1fh7tvH4dkHJmPl7GrM/2gOhu56PjbVCPRa8NzTP2KPPa/EdyuWoHZ7EC8++zJCyY04+bRXCXtB/NcxF2De4m3Y8MliFPS/kBbPTVg4bxGG7X4apkyr5jNwcMult+L+xz9E7Y8bMHiXM/D2G5PR1FSDb2obcM0VY9G0NYRJ976COc2rccM1E3DkX26kxozLzLciFm7FzTe9idRGB8veX4aNi2px//0vYUuWDrde9P/fX147mlXAKmAVsApYBawCVgGrwP+VClhA/A9+bNEyxtXR6vbB5wvQt2tfLFu4AEec8Tv0LChGlmUvmlsTxmLUlExwFQHG4EUwY8Z0vPPWo4gXBLB2XSsKC2M4cL9yzJm5FfMXv4Q5cxajnpk/BSw/fD8T4ye8iF5dCvH9zBk49vdH44UnbobLEhdh/ma88/J07DnmQMz86ksceOiR+MNJx6G52kFVXS3+evoJ2LpxPYclaHpBHHjc0Tji8APw4H1HYe367Zi75HnMnLsNIVnDWH4iT8rMyNIVyKO2tQHV2zZjxJ4jkUjEUF/VCodZU6ORAB55+BV8OXUCWurWYN72avww92u8Mf4JfPXlfLzy3Hhcf/tpSCVrCJ0yDzIxTiyCo0/4AyZNvghNLUkceNgAPHD7HVgweykqq6rQs28ByuIF+GLqDK7xVfzjwdewdUsLVi6ZhCmfz0FLTlF8YZxz2RE46KDRuO2SE/DWm1Nx7TWXobwsgr0POQxrZq/Hp9O+wO6HDMKt99zGa3/Bbnt1wX233onFi55F5/ISgmoj5vy4GPPmPoxhQ0YQql0adV3KE0J1ZRWmTpyLf957I/bYpQfXcC8q1z2NIcOH4JO3Psfc+ePx6ksTsG5lLXYeOALXX3oMbr3xNixb/BpOPPkIeMkksikHw/fYDfOXb8DS7dvRp6wcJ501BhdfcRUmff4jIiFaGL0I+g3siSXrWlDZ0oLuPTivVBIR43baZrn9D/59t1OzClgFrAJWAauAVcAqYBX49ytgAfHf/wz+lzO45MJj8MmHi7BT1y5IrK3Flq5hlG6pQsKj1U0UR/7KBORvyH3GAe7/hz9iy+rPMV1xedko+vYrp0tjHh+zj136n4YPP/oS22hpk2vofv+1N7bVzcW8jxfRQjkSL7zyMaprUygJpFC5ag1e/Hw+DjlxDBpXrMBVV4/DhZeOx0pCWGFFMXYuCKFvl2LfQzIf5jxS9HRca9aSyzjGHbamdRPBkM6YDl1FOd900EUilEIymkTQbUGwc0/07dMDiWSO1sMCrsfF9O+3IxwP4tDRnTFtcTP+duUJGPv0i0jUeNiyqgGx3iHsvc8eyGVaOBb7DhE6vXokUhmQ0xDpHMHg4hQCySbk6KbbZ3g/1GwF3p64gNa+0zB38VYsX9KKXQech+lfL0cDYzoD+SKjR8bz5796RY6W2jvxwNOTkavYCcvHT8XBZxyLNLWuz1Yik6N7K/X7w/6H4r/fm4ko5QwWE3RpwX3y3VXoxJlFaaEN8JWmNbKIz2nxii3oWlaBJnrZ1sa7EvwJuPTUnf7yHOw88hp8OPkrdCqpwLtvT0V9QwInH30MjrrhaVoH4yjLphBKFGLI/iPw/uypcHcZis7Nzbj88nH481m3Y+3mFJ2Eg8hkirDPUfvgpSlvoInQT8dWXPDXk1FCjZyAdTE1v5z2zSpgFbAKWAWsAlYBq4BV4H+pAL/a2u0/V4E0Bu/VD733LKaFTclj0kgTBLywIggzdLskIpEzTFF1LcKJYPHbX+GH6jROOOYgZAhhkVAWpbRCDj50ZyxeNx6zZj6IwQW0+oUa8N1Xc/HljCaM3LcfWst2wnfj/oDLLr0dW3PFhK5CQlczKhly6G5N4OlvbsB3Uy5GMMR5sE8wxo15PA2X5kMEVMY/5uhuKrtewMvJ4xVNjAcMB2M8o8ygKThuFLFAAZAI0GbHudMlMkd4RCiN5uZKxOmOmnMbuVbyl5tEp0A1zr1hIo47/iSEvCZypoeIsro6aYQj/EScRkSX7pXMfsr4RS9awP4IiZk0rakEP8btxWjBbI224NizR2L1qvH4Yvx1GNi3BIvWPoVPP74cnUl3SQIxvWjhFhTynTGO7iZMmvMqPpx0M7olPUTL0ti6psXMOZ4LEQQ1d+CMRy5HxWcTMH9DPefUFRPGnoum+a9g4nuzkI2wP2oVpGenYjDdPIEtV6iwSqNNXGTPfroPLmSCnn+irnYiSru7eP/bx/HCk19j/0tOwl3DB+Gp+57CstIhaClowpjCcgRmr8BOOw9iaGcJLnzoVNT9+CRuPOc3aKCVsJCQPrJ7BPnFi1HrlSJUHEKwgBPJy8rLT7tZBawCVgGrgFXAKmAVsApYBf43ClhA/N8I9G+/TOLxyD8urWXd+3fHgMoUGrv0RmlRCfIbG9Cd3/3zBCThkoDjgymT8Odjj8WG7TUI88Y8Y88SjCYsdRgnRwoa/9J3SMqs5biYP2cRzjv9ENQRqKrXbEeo7yD0GtAfPETfAV3xzG2X4tn7H0fFwSOx/sN5WLGhCf2KXERprduY7Ip0BROhcG4OXUzhxJGm9VHzCMQDhFJgYEWftoQsdH+N092xpgGN62vQo6AHbVtFaN5Qgw0NDYhEilEcK0M24+GQfYdDxsEZi5owqmcURdEICqPN7DeDQb/pj6baZqxctIbgR9DUxvXJIJovJwARgqIESC8ap+UyT0jMIkhI7FlRBKcpRWAG7h77GpwQaZITf+Od2UjmuB7OX1bAZNUW0+VRo4Zh5YxpmDtnGV01azDgyEOxaNo0pClhlrGSBQ0OhFtbt1XizGvvRHV9NbxEDVpbPVx+061obOa8icrphiTdfEsR65nCkKGlqE9sRRnNi0WJVX6qGfLtoN8M4r3ADfc/xWylwtQYBgyuQNWGrdiLz6ZTRQ/E6RLsaZEM+Wxym41l1Iu66NIE/Lglj4+mLUEBFWp16HLMB7D7HoT9pcsQ4bpefuRZNBNQPc/8hpj12TergFXAKmAVsApYBawCVgGrwC8pwG+ddvvPVUDZOFn4PBQgbuQwkOAy7flvCGdNiJR0QQkteEcddANGjRxlLHdax59OOR57DP8r9jvwCFITC6cTEjLEmWOO3BN77XE+WlocxAldSut56EGHYPQuZ6Jrn51QGIpi+PAz6D4ZQ0EBs3PSbXXwsBK6J6Yw6HejUbtoC5557E2UlsVQHCrAGefcjotvOg9pWsRMzcFQMfbfewyOP/YqdO/VCSOHn459R3VjglImkmFqzd57jsYHb36CdUtq6Oo6gjGQcXzz2RK0uNXoTJdVjyCcbknjqktOxZGHnY5gYX/sMXQIorScvjhuKkbsMgh/PPNEJmq5Dz269Ef3Lj25WhKfE8ahhx+K/Q87H0119cxgyoysXJsXZlKbXIIGRlaP5HL/dMwfMHzAWTjy+JPRd1AXDBnxZ8JUAWIhuoKqTiLbjBw6iEl6Xsfvj9sfn0z8EHPmrsJX336FXqMG4uJzzsFH732KYXvvhpcemYBPpszFAw8/gsOOvgwDdh5AOTO4+JI7sNc+Z2KP33RFtChAkK3ECy9+gRP/fCSOOfE3uPKGO7BwdTX+edtl6D7iPKxdvAxnnH86DtnnUnTrP4BW1hD+uN/x2FaVwfRPPzUalneqIOgTZ5mwR9bZvcbsRRfcAkQKI5j16Rycdv7VGH3gSHipNBk9yD8j5HDkkfuhsBMDWKl7MMuMprQuOqZGpH5D7GYVsApYBawCVgGrgFXAKmAV+GUFHNa10/dOu/0HKpCnqya/23NjxBqfEnmPNQh17BIDPJ71C8ubQEC5ERIImBVGDbiphUt4ixqwIKbxHNvwiEUfECbYZXi7ujO96LfA3Modl8FxwSLeQfdN3SOPUvmEalMoG2Hqp00TE5B5TDTj+C6aP3XFRrrsMUmNw+Q0zJ36021LP/sYdSMOxP696HZJ02bAdNo+97ZmZspalP93DLIywfKnLgwf5oMJ9hv5Wd8pzjpm7vB7YyfK2Kqlt2+cDyfkH+VZ9oLJfQKKRZRfLDOy5vM8VvKdn20qayFn2RQDB4nQ3PvZXNkdk8n+NASlNWr/PG+oP6ugeUS83LYi7rTpp3OyH7bf83PJfQUameSnmAln2udNYf1fDj4TrjHM+XJKtesa8OzfX8TIm07FEQO6G73UF71zEf/ZlDWe3awCVgGrgFXAKmAVsApYBawCP1eA5dZYbc4C4s81+Y/aZ+5P/hDyTBIYw2EGPAIkRXkcyp1SUKDIvyDdC50cKY5ullla/fJOFGEBleP3kaOLaZiAYax9IgZCnsu4QR0HwnRhpJuqIMeAEssi5GOqschkL7SuBQifXjDFNmECB28UAbJv8iuyHETWqTBjBtNBWrk4t6gmpXlx7JDmznjAVCaBWIQ+laIdkt73076lS2t/7DWwGxsSgJntU2AVoutrvg2aghzXpSVTGmhyYfblcZ1eMM4pEH8Jefk0x4twDhzPdEBLnmsoWnTJNoylbGfbLK9FchElXaVbrACaNxEEXQ7MfDaM62M/UZWE0NqpiZLrMM5RdQUDDkWTmyZvdjhuhrGPBiK5HoftgqTtVkojZotLGyaF4VMBwzBp1aQVmPvEaP6wvdEgyBFaEWb2UaGlJ8BX9+I/zidNlo5zSIVXqhSHk2ciGj5Th/p61Fuhm3kl6OHCA9JHfqq0KeczGZb1qENFz+5MWsPYzwjXx/GiGphD2M0qYBWwClgFrAJWAauAVcAq8EsKWED8JWX+Q87L8uYRRBg0Z6BKFCSICqqIPK1iTpAAw90AKUJAYkCDLpYBQZbMjSQOh1Aj5sgzEUveixm4cdlvgOBlYgeNdS1j+vQIl/p7gW4N0rXTQKD6J7W4IQFIlPsci0QVoEXQgAvnphrxQiq21A7f+cZjjt4GMAQsnvGRjVim/glmGscjLQW5Rq0DLmGJNREFVi5BLEyrXpbuteYiryspTiifRpYgatYlC6uglDcLnLKyZHLtYU5M/TqkNSrIscNGD0GkYE79Ey25Dl0NGUtqmCY2GRCzhK8gNXN4f16WT1k9uV5HtC164/p1jSpxXLZRe7aiGZJQzrPcNUDKech+K4iN8Jpr6kXy6bHvIN1is3oufH5aGxGc6xHIy86rEQPsLotwVtDOtXBiIYmlcaWT5qFijezbo05mrRzb/IGAmWL5Vx9keC2g6/xx3Czv5z10YbWbVcAqYBWwClgFrAJWAauAVeCXFLCA+EvK/CedFxGIbLRxv81oaADJE2kJAIzZiXttzfwPooFu5Y/ZBC8GfIRughLdq2t6qQ8CEOFSQKErxAluvKYDboIQHfv96aSARu3UUrYxvre31b7f7b/mxGv+/ExL9Wz61noMrHGyAlZZ7WSh0wwNNHHftPWbm9HUg9YWMAPyqk5wU1/aTIlEf5fvXO3/1Ef7Ovzb1IViFmUlFFjJOqf+2iU3fZvzfof/Wj+PjWa+UtLAn0fbZNoOpaYAW8/K7JvV+Hq13cCO1Ks/L92tIwGoY8T5mbY/Caxzvk4S1YzICfty8Ij/8m0L0FWty2zUwW5WAauAVcAqYBWwClgFrAJWgV9SwALiLyljz1sFrAJWAauAVcAqYBWwClgFrAJWgQ6mgADRmhQ62EO3y7UKWAWsAlYBq4BVwCpgFbAKWAWsAr+kgAXEX1LGnrcKWAWsAlYBq4BVwCpgFbAKWAWsAh1MAQuIHeyB2+VaBawCVgGrgFXAKmAVsApYBawCVoFfUsAC4i8pY89bBawCVgGrgFXAKmAVsApYBawCVoEOpoAFxA72wO1yrQJWAauAVcAqYBWwClgFrAJWAavALylgAfGXlLHnrQJWAauAVcAqYBWwClgFrAJWAatAB1PAAmIHe+B2uVYBq4BVwCpgFbAKWAWsAlYBq4BV4JcUsID4S8rY81YBq4BVwCpgFbAKWAWsAlYBq4BVoIMpYAGxgz1wu1yrgFXAKmAVsApYBawCVgGrgFXAKvBLClhA/CVl/m87n+eEvRzfUvDQgrz5Ad913MzzatC2md0ssnCR1Ckee/rM6sU9dpNCA09nzCuDNLiLjO7L8qLr8h6Xd/M+L8+Xy/sbdQAeIp/P8r5WtuMp3qf+8mbMHNuprWuG0qfpOO/fp6Zw1YHOczKcivZc9uZpbXyZfvL89LIcgWNoOjyZYfu863E9vEO3qhvea4bNUo1cjte0Wt7AszqvNmrrmnXm4XL+Zg5aG9eU5ji6rsZtyzAaGG3Z1my64GoSQJqLTfGHe0jw3dfL70IaqZccf6gm+9TAXDdPqwtNhauk/DzvH5g+k2zQpElwCE+6aNK8Qato155iaEiOzP4lEA91TZ17XIPmodF1Xn3rUk77nLeeAVfuj6lzdrMKWAWsAlYBq4BVwCpgFejQCjgetw6twA6zeH3zb1uMwx0vyAOeM/vcddqO1cTT3wUIJ7zmGWIIIu84COUzBAsHTiCArAOE2M4x7bJw8lG2cREgmuRJF4FADDl2E2AfYpKgk0cu4yIUCfOOHO8LGggJCT6cAMcKIpBv4X6UYwfg8jhIUsmzpfrU1FM8F+eY/rzYinPxHMIRL6o/HiATcBAmEHEqyAfNBY7DY845SIDKBfKI5EOmP4fjaseVBtz4y852XBh7M5tu5ysfyPAM78lzvEAOQTekhSEn8AuEECK0ZsIuZ8D+8gFeIqHpXo6Z8UIcN230EGCqQ03L5TX1HcgSwCKaR5b3B3kb9zmao4tcjzoSMga9mNnnFa5ByBhGiDpzOLZwDOCF+e7wOeXZj0NYzlGHYEjzpv7sKx/UOoIGmIMO12A2oSH1Zf8BiuY5ejbUmC/1kdez0V1csxf0r3HWbffaD6uAVcAqYBWwClgFrAJWgY6kAL9r6hu03XYYBQgP/pd7wSABxLzaz/1slYaPCEO0YOkXwCPcqTWJjKShYx0JQnTR4IzeCCcyOmXITIQPcpuOBYf6LXIIpOFIxNwgyBSEGg5Vn6Yj9c/z2tTvTx9t58xJMxivCEvbN+21H7Wd55iaZ4CE6nLuQcKY7gnQskl8MxIIpMzGW810eBAwE2ofz9yi2whUMs9pejwQbXGeLi2lDiHLaGH6JUzTIhfgerQcgabr0garA8GkuU3oJfgTfFFbXnPChG+CmGYolQWAP5uBmWKQJ3TuX1d8u56/FCEfr7CDPAGYoxmDoZQIBjk/3al5a16mN0pDPVzCruv6PQopjRxcm/4koJ8cn6N/UjfxTnasvv13f88c2jergFXAKmAVsApYBawCVoEOpYC1IO4oj7v9O70oQfsO3S9FUQYbZEUq+AkC5JEYNMTC87SSZcO0TRGeYrTWyc4lzIrJZiWXRnN/mJYsAghJS117slyJanQ5mCJ+6I44oUTWNbYgSGUJKRFarloFjrwaEaVxywcEObQ28qz6iskZ04tzj9cd+knSUmn8LgltXijKsyRRvsviKGtjkI6UxhKo9uw7S0INy4rGMZ08AdUMw3vZ3iMVGYsnrXw6bfiPn7yRx21r0WG+lfOWBU96yTqofkShdFslaDlOhK8s50xPTnZUmKIeAlTDyVw96S0i91W2DQR4QQvjPD1aJfOEzKAnfcWRbaBmZpXmVT4E6SLrHfsyrrocx3FjaKUZsjjPPg2kEhFd7hMI1U9ec/VSCLsR3tq+EkIo553V4Fyo1hsyfqi0EobSnGMhwjx22X+AEzeWYjbilM10Q1x2NuIhrPnoZrtZBawCVgGrgFXAKmAVsAp0OAVkQbSAuKM+dgMpXNxPX/YJGG1ujFknQVgoIpsQRggieQapeeFYe/gh3SOBUnGZYR1am+h2GSbE5GU1M/0J8bKICsjUjmO1kutidL2Ux3IoxwOxD6+1sEmU95A9jLukwzg9WbQ0F4+wKMuj3B61GfdIvhujnOZvxvLdUOUCqy1EKM1yXi7dPmN0qUQmZmAtRdfSAgX3hTwiZxBR9h3kOYFoULGKprMYuU8urDrivZykIM5zGDdIQgtwXxSYC7NbTZFriHIeIe6njftlnm3ynAMBTe6aQtZsmO6n/vpynJcsqhGBGNctEKdkBETucNC8LIrGxZOLyLEPtheIKl4zS7gLEkQFwZE0O+FDaCTTh9Uf5yF3U7MGWgET4QAKqG2a0yUfUnMjNwGRjflM4aZRHSpBBS2cAYJyhmuW0ZfdcFyOx3vS/AtBjPseBdU6ggRzV+61BoM5eb+17rCbVcAqYBWwClgFrAJWAatAB1FAfGi+M3aQ9e7gy+QXfQGC2fQpoPDhweyYfZ4jaMmi5VuORBcOFixYibOOuxgD9/0bPp7yA2IkG3IbscFc5id/TQg3gp2PpnyHSR9N4RkSB8dY9PUiHDnqaKzd2sQmQjxRC7Bz+a647raX8NA/Hif4kFn86fAeQpkfWNc2wwwqaxrMeZ0QHKpfzU+feglg9GIvfAmhyFbqlANtXlWPF1+cwDE4R5LUuLvH4upbnkBzUvexjenPj/3zj9WXTqsvnmG3xFTuCxaB5554G/VNTWhOZ/D2h18aABMMBtkuSFEcmQ7ZUpGDsvg9/9j7uPrqh7F13SY8NvZVY5m96+ZHkSK1LVqyGk8//Y7R3CPQ+mvQ7cJMroTDutRMkBpwaFHlBIRmr73+AS685F68MG4yyIKcHS8IkKnrrTffjqYmWifNeSXWoeWQi9CzMZ3ywozPvsAnM2bRUhjGHTffitZkwnjOMgUOGzkY9/RrqGshqBMS1bffP6/wXtqGTRu+2c0qYBWwClgFrAJWAauAVaADKqBv+XbbARTQl3/FzOVyTLciM5tcMgl67YlahCcBUoQSsQQQpQWJvCFQI7iM2ms3XH3S4ajelMfvD9+HlkEKYgCElia2j7Iv43pJfAkX9UcwXWfcRpXQZdcxu6Io1QnJYMRAjuLkxDJDOw/EdfeejS7sR92JO7jLefFXTt1xU7KVAK2Z703+FBecc4a5z7QhsvibPpUchtY1AhnzcfLeuDiJG62ZPBuLlKO0uIL7hCjOddakZfjn/LEoNG1yPuBxtkJXsymO0PxdRL3Q1BeUqyuxjJNWNtSSwm4I0rgng10+LtdXblxniJqZTVpkCWjhDOqaG7B8lYMHn74S4ZSLU8/6E8GQLqjRYgKrgyFDB2BAr97+bSS9thmYZyMZZDcNsZ1D91xdEyBq6V5BEZ544TokE2zB+QY1phpQyGuvvwbBIlpCKRQdX7luxoRq/lI3xBfblEihks4GCq+4/gZEigoMpCujrUNX03iUGhbxHsVZ0kSpXsipjOFk7CKhUc+g/Qlw125WAauAVcAqYBWwClgFrAIdSAF9F7TbjqCAXCf5E2TgWZZAlGKw3JKFG1G5vZlxevzyTwuVT2qkEH77F1IIMug5SqsY82g6VXAZpCbX0S2LZmD/Qy/B409+irrqJtz70ES4zQFMnPwJ7r/8BTx+/wQsq62Ho0QnvL/IaUagxMOlF/wddVUiK7pmkrBkr/KYoXPx4jW0pE3FhHfexGfvL8SYPU/HJU9+jeymFRix+92ob+5LsMpjzidf4qILHsKDD0/GtTc/h1P/+gopKoJrLvonHnrhGxbeKMD7b0zD+b+/H5ed9RyPHdxz60O49+5nsXhZM+o2N2PVxkZcfu29+PyzJRj3xBR8MnMuPn5lKQ4deT7uvu0bLrYRb743Hcec8CCmfLQRx448G9uSDpKMQ8y5rXjmsY/wlzPuR2t9BHXzNuGYvc/EtDoXa+fU46hD/ob7Hv+eMZskSC7S3bQZTmfiJfXcun4OPpj6PTbWJ/DBOwtw6nk34ofZmzB1yjJaFzfijN/fhX/c+womvPUtDvvdpfjo86UIbG3G+IdfxJGHn4O7J89Eq/nf6KJ+VSM2ZQMoLojStTeIZ256FAOOuQPNbP/Y3+9ifGcrXnt0Ie7gXIPZAkx69WOccfatOOP8J4C6AO66eRzuvncaMtuBZ+8Yi2lzN+CA316H7+dtw6YZ6/HwP17HjfdMof8qH57I0CAiP7jp+eup2c0qYBWwClgFrAJWAauAVaBjKmC+knbMpe9Yq3boTqhgPJVr4Nd+3HHr99h998dx2CH3sCwFLxHA8jRR0a3YLNxP/iIQoGmK5iyVO1BcXAHh8sFbxuP4E0/Bqy9/gsJYCbrkG3D/q9MxdOgoXH3/Obj0mtMxpKKcsYm+VY12J7gZB/v9dhTiBeyHQzQlc3hj3Ez8uHwtGhqyKAt1x8knnoReAyJ4Y+L9qFnbiC8nLcEbX/4d3Yry2LCiGU/NnoWxD1/Me2tw1i3nYK8DB2LDogRSCRdzZ21Akua5rVua8ewb12PQkBBW1NfjjjuvwDXXnotdhpWgU89iDOrWFf944EZs37YeA3r3w5GjB+CeCe/iswXPonr+dLQmmhEuDeDki47Dos1Lcefdf8b7n/1AV85CJp2J44ILf49xL96KonIPpb0r8MgTN2Dl4mV49LY3cfrhJ+Kr5z/BNrqfKnaydnsNtiZZxsJL0wu1jBBejO6dCvD7P+7Dtd9DwEsjygDMnv374G/XnIPdhuyG2d8sx+kXnY4JU+cz5q8Y8+cvxCcfPYHJz3xkoF3pfkb+pgvGXTUW495diNX1OXywfj3WfngbirsWoywcR6IpiwfGTsKG9Uyc05IgxFfjkXF3ovewQVifqMUtfz8PN1z7X4iWg3PIYu36tXjptTuwzx6D0XvvnXDNDWfjxhsOowWRJG+2Nusmn5vvOuz/jrRdtB9WAauAVcAqYBWwClgFrAIdSAELiDvKw6ZrqeBPrqRyGVy/eS33ClBT30xulNWQLqAqB0GXRaiOH0EwQMhR/TyaAuEoIUpW5d1phFq+Aceetz9mznoUJcXAyQfshzseeRkVA3owBwz7y9YQJJj5k9Yt+SMmckz0kk3jT388moCo/oB4SQQnXrA3Bg3thURrLUYO68eeE3j5jZmoTvdCeWkDBu/XF2tp3Zqzcj2SsVIEokNo1eQcIi4quYZu0TTWtGax59HD8PrTf0ZvwlaiglwTSiIcb0KqOU/LZ5bWUmUE5UbeUSl6/VIHmcmmX7f+zJ5Tjypm8VSUY9dUClsaa5AsiDMBTBFaYnmUl1WhJlNE50ttzBLq1CKTazCxfdFOUYJiLaLpAFYS0k4662B8OPdO7BSlfkxqU9ZrGIYFlWGUWnICst5K2ZxqHhKYlbk1y2yj4Goeeu5F7HfAcMJiAQ47eR+8+I/TjPXVKdiJXdF6+WMKERrvmP8VBxz+W9zz+MX44Z3PsGp1PQJdd9LkdJE4X4xM6wbkdonguYeOR6iY8aRFIST4KIr4nFOJJgrUTFdjdsbnkHK74S8nHoRxY2/Ca699z05k2U0im+F1/T6YupR0WVX8asDPYWtiEs2A9s0qYBWwClgFrAJWAauAVaCjKaDv0nbbERTgkzSsRypg+hQ8NfYM3HnnkZg48W5ax/z6fGaZKsMgqyGZUfZDvQzlMdFnPqRSEsDuB49AtjKHR59+i4ABPP7KRHz+9jh8N3UOHJ7wGKuWYoEKkxhFjBFzGHcXwV23v4DGGlIJtyyz0qhKBp0kEWF9xBYee60J3hPHnkM4bksrarY1Y/PG9Tj1lCOwcz+Or2ymKklB99Q4Z+ay4H2PMo7HuX1Ii5vi+woIpY7KQhBKA6rVkVBWVKWMaduYxVQkpWyrwXiUN8TQh5YyciU2FxZjYLe+zELqojiTQyzD+/KFCDEbqgBTMw+11DIdawm1ZOQjBU0ycUsJx9vzwN6oaa7H8898SrxS5tUIyjp3RSLZwjg+2lAZyyk4Vz/BhhakFeJHeAwRwOrWtGDMXgehoJQZRZlptYxtPv70B3B4zpvWR96XpwFYW5g/G1ZsMPtVyVYM7l6B/OqV5lgT5LQR79oXXTiXL6avonWYz5Y6BWgdjjIGU08wzWQ98bZMsnpS9Q0J3HPfw2hu4XNn7GQqlaYlkgPqDwUKfBRYy7JMN2U/BZA/nH23ClgFrAJWAauAVcAqYBXoeApYQNxRnrlAre1HTqZlpcDNt+yH/fYrNblLzDJFQNqUopRcIJQiU5i3WDqMBJPaJAkUF956AS784y3MdBnGVmYY7T50NH7bl9BBX9V9dxuG66+9E9+tr/GJisASoGVPfNHc6EOhAQ7Sj/pXBUKX5RRYAANO3E+QMnjkpRgzcjiG9N8NV10+Dheedyk2bHSRdls4qQhidF1VjGQ2F0DnkhBWzlmJb2etp0sr2Y2WOdFUwIsixcmXdY/i9VcmYfJXlcYiV1ZRSjwkdjHhTMrUmYjhkYsvxX47n4GuvzucFlOmdqHFsavGYJxmPs9yHy7BlePJiDZiUG/stf+5WLWJZ1T+I1pIWE7hmjv/jNPPvQjbtoS5pjjdSoOIl5Zit93Ksd/BV6K0tBjprEmVg32G9seAA0/G6iqmkOF861el8Mpzb+LF8dOw+6g9ccDuF1IrgiUXmVatQ46eM7U9KCnJ9v03p2KPgcfgwuuvxMA+AVx0+GGoGHM5mrbQQsn+WoNFeOCi8/DlRwsI3LLeMtkPtVCdQ+6g9/BBuPKcsUisV2mTNL5m5tlRu5+EUaNoiWS8aCaTwbl/eoZtSfDUSesWpjJDDbUTruqXwm5WAauAVcAqYBWwClgFrAIdUQFbB7HDPXWDhVw1acJUZ6c1LCA3SOXEDND9kO6mPPIjGVXuXcXsudFV0mOiG0fF/mQm0ynBDUHJYQZT9ar7lOYmQAtggNZIvxSESjAI92TXlLWPvqzcZKlcO+NbVA7dEyUFITzyz4fw/K3X0arWwKQvpZyHrGlymU1xVmYGxsUyyeGjeSbFCagf5jbNJBGKxNlznkXelck1SusiP0PKTso55eVK2Wae43FW7dijsEw5SsVUjMCkIU0xmsyrGtBcuSyeE7ipDAY/dMJfID9auR8j0AUNgKpBiIDVQmtpEQfgxXA7YOkmQphRkdf+X5uvrudSF2qYI4CHArrnX/N1Of+g/FeNunIB9vX7qSuWuVDG2iwaeZdskz/bWHPSUGjbKc1ET6V9IbLwGoMyz+To/htyC/g4WzmSlNGi7WYVsApYBawCVgGrgFXAKtCRFGDImmMBsSM98Z/WSkgQJ5hNEMYfmgCDuTQTpwj2aI1iPJorOx6hSaiQ5XW5MQboKqri6wpl9MLCKKVV4Q+thCmW1wgJIk33LChPABV4+bjE6Dq5XNJCplhJeqli67K5OO28N9BztwpoLKxuAABAAElEQVTcfsdlGNaFxSmyGV6jJYuvCLEry8Q7KvOgOcnaGaDFK0iIEpt5dEkN0pLocUAVoTeLIrD6xd75nuWcIwQ4uokqQY+5T620DtOncDbFYvSFbXUFOTw7ZiSi3ye7DAlu5YqZlxY8wYKIinIM0qXUkY8tIUzuqHnOU+Uz1LcbpCZ0gZVILuMSQwZ11Ye0plZ0jc1zTo60VD1HdutSb0GZ+lHtQ5UrCfJcnjpo7qE8fVODUe7zPMUTpwe45hzHoIMpQZadkGYdzkUA6JH+cowxlPaCXHnjKr5RwOjwHi9P8KYl0q8Hyfs4H9VADDCm0/8LgO60m1XAKmAVsApYBawCVgGrQEdSwAJiR3ra/8+1kifaN9nAZF0KE3byAie+GC3HRC2CHMIFQSRF+CEP+sBBSBFH5BniJyASEZKJCCTCDUGi7iPI+RTDhrzIBCoZWsKUL8djgpRAlHY8t5nni40VT1a5UrES4wM9gk2OEClAzAtSaZH0SDhCl5juN+xCqx/BLeDSuqhjQRXHVj7OgMpvyGrIPmQh1CaYCtCymGWtwBAhMk/QdOiO6bAPR4DIkRyOKy0CtMrlRVUcK+CFGc+Y4rxlVZPbLK8R2mTok0uvEvwI0oJem5VT0Oa4dPeUXZI/hGb1EaCFzlgGObbHcT1+BrQQrYdwlw/Ltimgo1Mu4dNPKCRIJ7hxvLCXZNMY4zIJi7wvR7D06xfyk+AZ5MsLsQ+6iQaVfIa96ZkJ+yJcqyvQ5vWM9BFUct5Zl/UXg1KI2vC6S+BVDCNXzZcRmZ92swpYBawCVgGrgFXAKmAV6CgKCBD1TdBuHU0BwptHAHINzBAFCERhejumZD0UbDCWzqAWrUoqnCHQEroIRFqdNDOHEirIX+QcAxs+VPiQEeWvFFO78BbBFO+VQYvupnJnleOk4CkXJbjkCUwsC0FiAbkFpeIUwo8gxeN4uk2xhHla2fRbKtgySXEIi/wnYxznxBt5jYftDMr5JAlPXIdpzAuaAoHIISTJeqYIQgNUWpksnHLZ1CV2RFkIxXzj+YDLrK/KHMN1yOVSVkrpoIylslDqUFrlCX8hrZkM7DKmT5bMsAFijklOpi1WyUEJpARMWldlqZWV0BFhE64NYIcUA8nxNB8NI/jTNAi5sp6GpQuT+zi0KgoO88EsP9W3by3kKtlYcYRaEydCV9WceQ56PtSTLzKmJqhV+vdl4zxHq6QE1JPhNVMDkXNTz3azClgFrAJWAauAVcAqYBXomArwK6zdOpwCciek5UyJVuSSKCsaIiHEGO8m6x2pxFiUSElGGrIHrVDaJQQS28gbzHpJpJGbpI75QoDAoSbMqMlOjJulQvESvKrPMF0zHcJHlOOZjdZEwRAizTwv6xsBhRRDNDJwZIYOEz05F1n3BJeG5MK0TJo+dDOtXuzbIbDKVuiYsht+TT85j8oKqMyeMDGW6ofur23Q55pYP53jWpnIRVAo11fBqdbnEbQEUx7n7AUVsUhXVk44YOILBdg8xZcyrwrsxFVBgqHvduoQtuX+Kqsr58l1sFuqJMxVTKHWSMsoza5ywZV1k0MZ3JM6zEPK/kWIBbxP1j+tT+1J0epILc34BEWth6Sey7fyLOMcZcrVnHikyEgNr4yrxh2X+gowNZYelgF77evFxyZINf3y0G5WAauAVcAqYBWwClgFrAIdUwHznb5jLr2DrlowwE0WM+GY2E6xZ55MYDIJEk901W/mAxTRzocIcxd/ZdhEfKJPuaQy2tCckJHOv9BGHYQbxfOZmDdjtWQ3bZcEZsIlY71qgzKlsZE1U1fUD1HQH5dQo/bmJPf9Pb0rR6rOKnaPOwQynfPHkMOmTnFtxjInC6H/6+73JZOlQIqwF9T82RP7lnXQWBEJwGaObfCmOEAfzvxxZB/Vj0ZXcpuALI+6R/Pgp5x0jb3O9Ktl+Joq66grC6OG08zZ1mjA9/ZNs3AUy0n9TOIcutdqJGNK5Y7iJ/XgzDrZj6ysoSCtnGrEN7NyWh25MPbhPxtppBF/2rQuTUKb+dBsOC+7WQWsAlYBq4BVwCpgFbAKdGgFbJKaDvf4hTW+Nc8kkCEoCChkhVOphYCxCpIYCDbiBh8b6ChpAIwwYixv7INEFiTcCOcM/NDkFyGQuCI17hvwYTyhXE3ztEpmacmTK6ZiELWpZIVoSrAjuNJpVp1gH7zH/NAKqfZy4xTMaEpso125aWozxd3bwE7WPf+63DxlDfQtm0q0Q0RkW17VIPowDVlcUSDGsheewFLTNh+Me6SrrR8fKNdOWi95zRWkab7sQBJoTroWosXUuJ8SPj2u20xN8YW8ZnQxA2q2bcNTHw2vAfPKTmoOiOiam158M1ZcsporyyivB/imuwIag3NQ7KRuFGALRY1lk1qpja6bjYsMGDdbv2PxohLVyN1Um8FV/VHAgCPP8bqsyrKU+k9erexmFbAKWAWsAlYBq4BVwCrQkRSwMYgd6Wn/bK15uiwaTpA7IoMABRKKlRNMeYQrXTMxewY5jB3P5wgChtwwBX9BuX7KDZONlXVTVq9sluUlZPQjHGlzlCiG9QbpaMl9wZASvHBMEpacVZV9U0Ajy57cT2PsxaU7ZJ79y6IpOxlP8Z/QR30agjJ2LoNfbTAk+JFrpxLIeHRlVRieXGflLqp7BHCKZ1QLAa5Om2QwsixyDgLUAAnNJKbhnL2kzvqb4Ez+o/xLilm3uVnz5mXZCAXW0kMxfjrXDpvMh8ojQapgUuNp2b5eSobjBAhjnJfmbtSSZuYlbbjLeYaU1IfPI8cONB/TzsyfVQu5PmkuSDRurbzLwGHa5CJlxlg63XJdUk4zExxqFn4spfZ1on2V/rGA1sKhtLCbVcAqYBWwClgFrAJWgY6rwM+/IXZcFTrSygl0QTfKshW04nFfiVBmfz0TF5/9OE454zq89t4XjBskfGTb3DcFRiQTAZlYY/bSlfhu3gIqxjZ0zVwxewXOO+Fv+NNZd6KypoHIwR9a1bK0or322Nu46MIHcNFF96NqI2MNCaCKAVRcn9CUFetNplN5fiqGT8AiTFUfpsSGBhQVcWjZFZn7VGY1c8rAks5yDVUc992PphF0s0yPQ8DMpHHt9Q/hh/kJxgASGmUhFMExho+5O3k/sUkxhzxP3iJUElwJeixrzxFY6qPVxduvvo1tlVuxcMEGLZVzFmBq1kouw+64PrlwwqnF1effgzPP+ge+/n4RrbCEObGhGUUlMdjYbD6q0YyKm668i/cKTrmZJfLNrIof7FPzEzw+eMtLOPnUK7F8fQt1oxXWLD+AH+d8izmzt7YBq4kKNR3J8hiMBPHO489jC2FdJlE+Pj82U9pRK9kcVSpDgwv9/RevcWPEpjlvDuybVcAqYBWwClgFrAJWAatAh1TA/2bYIZe+oy2arpWKbTMbP5Xqkx8eSyYIBjwWUnd1TgcsvaCkL4qHU5W+vX73G1x8cCma9/otTjn+EBQKcMgK6k8soXLutHXxHdi2vQVV1U1mH8Sx3rt3x7h3n8RbNx+Pg696Gtt5RdCl0grrv96Av976Vzz21PXo3qcYgQyBTuzDV1jpS0Ve/A0MOs2or1mHuVXqV23ouqmlaMggS2Ew42eIMBehuc1jxs+owUDWHzQ1EPNoINAtXdvAxgUooFtr3bx6jBy2K4bsXqpFEv6UhIYdMgNpNCdIzSNDEHMJUEwMSkZTbUDaM2m9TDBjqfaXLluD5tYgmio5T/0vIUQai2k6gkywheeSBC1+phwUdt4Tr758Nu7/769MyURm++HUCaC0/EUZH6jNJTgqy6mW3fzeRmyiG6ux2/Ky2gh+M5xLkslttNaJd76E/N59MeGNh9G8bLlxXw2jlbqxVMXaeiyliHouQYJj0Pjryj5ab8basHATkpk2IFUCG2UrZcilXHiDTEQUNO63afOcVFcyYGIifWun6cC+WQWsAlYBq4BVwCpgFbAKdFgFLCDuII9eJRfkDqmMl7K2yVIl/nLoWyjWcujAyTr1hg994lGrf8W+JQkSgbTKW/AzU4d7HngTC1dVoaYhgSXzNsIjhK1ftR7vT/weUz770ZwXZhaEikySlECcMOY2oqE5jarNqvlHN0pCVQsL36uYQr61HvMXNmPWnEUGOp966kt8PWuVgcDXX5qKf/xjAgqicaxatgpfTp2D777ZhAWLluOtdxcasPv43Rl4fOwkomEB1q/cipULN+PZRz8m9wQwZ9YSWkEXYGNNFdccxLwvlmHyBx+jqrYVK+ZtwGefT6ObZgjPP/kZHn3tQzQ0udiyrQHPPv82ttfmMPb+iaipUb5VR0Uv8NFb0/HjzHVYvb4Stc1NeOHBt9HCOoc5Aun7kz7F02OnI5lm5lW6z4IZTp2sIDDGddWjmczYtLUed973HD76ZjEa+UzWr9iEye9ORfXmHD58bS6qwlG2JihuAx68+1XMX18NJ+Vh7cpKvPLWN3pYmD79U+wx6iADgfsdPpqw2YpXX5mNJ578AulsFK1bamkhXUODZop6rMNNd7yChYsI0/ofzWcZ518ANq9K4PZbxmH11masp64fTZ1Fy67cY4mmdF/NG99cDsY5alC9t/2CmD37ZhWwClgFrAJWAauAVcAq0PEUsIC4gzxzP0qNvKIYNVLCyjVNGDTwRDz62EQDHLmMkrH8HAYUDyeHQ26MZ8uRdbyUK8zBy88+gv0POgoPPPkCQkUleOftLxGsBlYTMo445EwcsP8RKCotIEqSQmiJU/KU9yZMxDnnnIothKpqA4g0WrksMF8QpS2NFsVcEnff9waG7bIrZs79EeVlnTF/VTOWfDebpS/64YzT/4Z0MoUZ02YwYUsG77z5LerrCGevTkft5hSqt1ZhxG7/hdemzcbCucsx77s5nG8cM+cvxt577IPf7nEIKjp3NTC6yx6DceBvD0JZeRxvvvwBRo/eF19Pn4/dBvVDoMdgwuNXmPTe59h50HC8/tanOHD0aHz91UwDTqBL6nGHHoA9h49Bn4Hd6TY6A92Ld8KXM5dg6Yr1aGnJc7w9MWveOmMl9FhCI8hENyro0b9fV1R0Ap7/x3M4+7xz8cOi7diWzeGd8e9h1+ED8MGb32P07ntiYXWtoj1x/cV34eyTzsQ7X65jspsgXn7uXYw5ZLSB5nPPOxXH/uEGbKfuIrdVC+bQlbYrzjnvcMRLd8J3n3yFqjrhrIvP3v8cF1x6Gu594AO4tFB61A85wuH1T+KCv56NJWtrMWPK19SGpTcI0HIxNZDIOEV/02c7ILadsh9WAauAVcAqYBWwClgFrAIdUgELiDvMY6f7pYoCqi4et6sv/w6r1+6Fq6/8DOkEE56ofh+ti8ZCZLjAd30kKZgtzQA3J15EYAxi7vhKzFuzClWLuyFQA/y2OIM/vfwJdhpzAKKl1YgWNtJAmSEeMj4xlMH2ravw+oZBuOHIERhalkdxH3ZJ19bOsU644tiHccXlD6CSlOix5mERS/X9ZvRuOOXwgVi2pQ5Ns7PYaRTtm12TaJxWyfjB/ujTazh6FhEA+w3FoQfsjC2bk3T5XIt1i+Zg4eo6VKEcPXcZg4OHNuLb6iwaClLIdG5CoVldE2ErgjDdPEO0jJWUjUDXcBrNmxZiwZAS/Lm8F1z2lRjcDSguxNBoP/TpUcCsqnnU8f4s3W6beam5vI7JWD0cuf+R2HPPHKYuXY41axjjuKQI87+ahw1bamjNJFS5nfDpp3NwxL7PYE11EmtpQZzVdQD6lTVhmNeE+GZGU3Ybgm6dYqiJ16J8FHBQ1COIb8CiRE9MXDAPS2gtpb0P3XYuQkFpnKyWxa4nHY/PLz0Shx52Kd5d24iqWRmM3I/NIrQIN27A3qccgZam5ZxoIS27W1BaEcLee/VF1bYEMZC075bjpXevxfa6TdiyjrGh0Sy67DwUabrtugREJTDVb4NcX/2ssEp5o03+xW2/FObYvlkFrAJWAauAVcAqYBWwCnQkBSwg7ihPmy6myozpBRqNVTCd2cQv/EmCYT0YWseNLqWEIDAGjaYvbn620JwCBmlbKiEdtDIWUEe1tZXo3acM9zx8BOK0iB167IGY+Phz6FkRhRuqI1SoKHuEgCHojOCaC+7HFZeMpvEtip16E7h6d6NhkcCVqMWT79yAxx+9AsVePXbqMpAxeglktm3Gg+8uIOuk0G+fcjQ1dUKSYLsmQEQLRhCKFCKaZL3ArE8xrYy3i3RzMHLvEtz8pwMQozWyIJhBcyyDuro0E9HwelJurYptFGDxPv7TFqGvpRMsRLKVGVbZTtlMN9RzLsVlTCbjsYRFnOdoSaVI+s8gB90QIa+EVsEAYwajJVkURgtQmI8ikSKEdi3GvocOwlG/G0J3VGrJOMRDjt4Tn35/C4b3L8CqeYqF5FxYx7CyOYlELocSJsiJFjL9Ti7FcRiGWEp3Vf60YAUGDO+JO27cl1a9EhTGCgywmeeTT2Lvs36L8a/fjoeu+jvjF2nl5bMT22eDBSjn3wGC4TIeAQ2NTXzSPM7GkG4SuBeiPNaAq+9+D1WJzijhfEKhQoTjMZNx1tRs9H8J+Lz1w01vemkAu1kFrAJWAauAVcAqYBWwCnRYBSwg7iiPXl/smfnSAAQh59lx52HUyH54/PG7TUkKc0GxZkzM0r6JBwwr8tOUqCAh6HjI8J2xyy4DsKVqterO48XX38Qzb7zGuLiVTHKiLKMmp6nhiVXztyHHjKejh3TlnQ6WLVyNRQtWmTjDcJhpVdKtxKgc4pEQ0mm6PkYimPvtdOx74D6IMk4yHA/h7Qlv44kn3sNRfxjNeolMBpNTdCNj5VQGgpbIaCyCoUP6Y7eRA7B21SZjGTT1AGkVTdItNSTqysnypRnwvgihh1CpaLs8k9PItbasrJNJctPqBtF7QF8CpHGQVSlGM460kzLCpQKuOcd+pY/kSrlMIUNX2i6dS9Gzd0+6pvZAc3Mjx2ILtuUAfMuhMF6AGGt+xOmmqvjEMrq8xosJ0i6zpHKg4oIiOCS5ZvqBKl9rz65lGDWiOxoatnJ4WvBUmoM98WZU0bdU2Vy7d+1EF1yXFsIyGoBVnIMb3URV5ELPWu379uvLlgT8ZJpjEhoZW1hTuwXbGFe5/5gyRJXNlM9ej1/3mPef7ftjmgv+tfZd+2kVsApYBawCVgGrgFXAKtDhFPgXLXS4pe9gCzZ0w9Qn+VLCQwP69s1hzo9n47zzBpt8NaQKLlgxg0QMQRGtSirCYBLa0DqWyoURqYvynIuz7zwRd17yIKZ+uRnbmMRle9G+OH9PghIzje5TNhQvPvAqFm1tYm85/LisGmtrCnDH35/A5OnTkFDh+PoCBHIhAksLOUyxikSSZIaJXgRxCfToW46/X/8oukRKaOErgZcIoXF7A1ZuZfyiW4t0KMtahGmkIgnUM8NN37IibPlqC6467SU0dCplXhauJU2LXDOhjMjTl+e+/3gKvl+5nmMx0i5GGCpIcnaE00yK56LYdZfR+O6f7+HC11/A8L2GwWO/GVpPG8MqeeEx62cD2wNxzl/lGzcvXY3pMzZwug5aYnTbZLzjXvsNwNR5r+D6q59Bc4IWPekZbMWiL9fgyosfx+qNWbqjluCMXp1w4V8ewtLKOuR7RtDkJZFxCzGiy8649KInsPcFZ6IJZbjmgGNwx/GP4LM5sgxyzU20yzKJDM3A+Gzyj7j6irG49drHcP/tN2LY/t0wcfxc3H3vBCQaklwXn1WmHvmCFgwe1gc3nfsgKmlZLetB9k1sgtupnIlWa3HbDePQpaIzWjMZhHIsK8KHwfQ0HIP2X8KzH434c0TU74mPkdyxm1XAKmAVsApYBawCVgGrQAdTgN+Njfmjgy17x1uuXxJdViV+udf3/fbv/O3f9Z0WYoGi9GifojUrT2uV/DBVQj7o0t2UlkFWgeBxij0QfbxSujtmmfUyj5hDGKHLpmoVhkRR/PRYN9DJsDQDY+IEgAz5M1yhxJjCQEbByRDGfVoNuaOyD1GWoFAj/cY5LC6v65u/XYH5tBruMXoQ3nx2Mq6+7EROS5NnbBzHCdB50hPU0mVTQ7CevQFcTpjhlnKsLOQc2Y7rDOu+IJ1IOcdgiC6qZlQOwuQ7CJnO2JBWRd6rRQTkXiuLJediXhyTK2LGUNoR6dJJZXyLHZpZFoMoqjlzMxUMac2T1S8TVqEQ6aizvgUwzG55SSulADmybJgoScurYkBpWaTxku6+zL+a4brUZSDNGodRTd0c5uk+69B116G50XPoNkr34ZiEDfFlViUdaZHleHG54WoL+3UVtTK9VEokpL61FlpHZbNU7cuiLDWjBVLrzocKzBzNPDlhWRm1+e9m175ZBawCVgGrgFXAKmAVsAp0IAUcbv433g606B11qSqBbr7oa4HiCMKdjwo6oY1AxHemojHvHvFC8BAgFebpwuiGCUN07QRLOcgupz6cHGPneF1V+ng7m/M64SVPS6Apl8D9EAEyottYF5C73CEqKQZQG49Vd09z8zvkOCQ5l6U3xJlqFe5aCLemGQu+XozDjt6XI7FGIaeo+oRkKI7FHb7ElsKwvIm286Eny1Qv5FQzB1dz1DAEnxATzaj+Y5BJe/KcTybK8QSG1CQj90+qIFhzVQ+R4CkQFpQyhJNjUA/eI5XMMghgHq2gIbqYBglqssBpne0gHqbLqsN4RdniHPYdZL8ePwWBLtvngiED1R4zvcrV1eN1/a9jFUIty+hlNONcPCb+yRMKVYeRWMmLUbanvuw9y8KQ2tcjcBivqfhPgagejGdKmWS4BJUpkUqMo+Q1tdWYcgiOcI2mvaFG6hfkuqWXaF0vcx/7Nn2qX7tZBawCVgGrgFXAKmAVsAp0RAWsBXGHeeo++Pg2KH7nb7PcOQQb4YyhHZnktPEwTRKQ5YtFD9iYWJGNIxARkbGN4tXYTD0KHEJ5lWQnyBFsjI2M5imPCVecQCFBjrDBn7ChHUM8PEcQYx8FdFsVcRjmYEmFPCFOiWIckkkuRKsa4UoZNL2AYJZ9ZzmXEK2V7CbLOSnSjhhFIOIJURlj6bJMtCMLYIgWvlAuw35oq+QAMn4FPM6TO2lCboTQo7qQcNKcq7L0cByaH02eHvVJUJU7rUA6z0Q1Qc4tILMb3W2zrN8omJaFUHGAquQYpCVP5wSeOZr6gpyP4gDNsnnOCcZk1DSWTEmaDrIgPccxepnMsgRH3i/LbZDPxGEcogyILseMyxpIl9wAqY4zYhIej+vi82G7DEtWBLTWbFBetaa/EGMiPSbVITbTKqg1Ems5pkzAeWlJis3RTTXsMUEP2/iuxMzsyiNRcEbWSFos9aFyG9KY5mC24xo1STazm1XAKmAVsApYBawCVgGrQMdTwFoQd6hn3v6tXqSgl44FMPrGL+zgsX+K+/6ursjuSFqgSyb3RQyEBcNJwkNd4psnd1TRETdjbBIJyRLF5uo+YAzRaiyklMsmLW3qSpvgzu+In0Iq2jAJeuxVNxqwM800RxZvF05qHiGTsIVAydv1MmY3XhO6hpQ5Rverph/nYtqoCeehFsx9Y+agNrKeaSyHEzXAqB7kj8qb/B+und35tnS2FFiaOzSEFqH+Qu1nCGtat/pjuQn2y4EIh757p/rQeAJu3amRzXVSF/+z+WMqxpC7Gl+ASizkJ+UM6V0ycw7ShXsym/pj6wappz65ST8zN8mrpEF6Prqqa20fnIyG9JuxN7NmzY+WR+qsHtXU71n3tN2oXbtZBawCVgGrgFXAKmAVsAp0WAWsBXFHefSGCQV1slTppSLq+tKvmEK5ebIAYTsOGAuSCi3QQsVzBYQ4ekAal05DFCSLVKiB1qVSc4/wUhYqwaYjemTvinkM0LXSHIlaSBpBp4bHYWYiLWbmTN0gExk/2LdKNPLI30Qlxk/T2K7YmyyL7IIWsCyDHGW10w9YCILRd2yrhDCcI++L8L68/Eq5BUxsot+HWRJpyOW4IbrGarCMghPDGbrA8lhARkgKGEBj/B0baNpmHRpN44umWHrDZUxmUNTI7KMerX80xNHySMscoStPoQL0fVXkofoU18lC5xG6XN4f4EJCuRY0hUoQo9uq3G99H1y5vbKdcQeVdU8LUHymkDpMa6GstAoCDdFKyks8+gmy1Yhr11zbsVZHRlhpaTergFXAKmAVsApYBawCVgGrwK+ggCyIFhB/BSH/M7oQqpEW5PMoaBCACCLMQds50Zo5Jn60X6cFSs6cspuFWHvP2M9ojRIACVLUlcBJrqCKyRNrebSQhWVVFDQRjEwrsk6GnpwCLWXJzDFNaMiJo4UdhGkJi5LgsoxTDLMmofBHiBcS1bFfwaM2fQQEadrTgZmj/2m8THmOjpY83+YyqmYCNE2M0Bige6juyzpNrHFIt1GlI2UnGbq3ql2YzQR7glHXETjThZUnTIwl901Ibp4LCShpDyFS7qdcQ4QYnTV6+C6jdNIk0LFOImEuSZHimqfhO+5QFpcHQVods7Ru5unKGSWousqWyh9/fXINZb1Hwq6Wad5y7EhQzdqLemqat+Ik5UoK9qVzTIlj3mkDNGtQK78Ds2ffrAJWAauAVcAqYBWwClgFrAL/RwqID38y6vwf9WRv/vcrYILhREycioCFcONv7ScESz4Y/sSQhDHBUt4EnumyIhL1Ejrpmo8qgjhTQF5ui/wxLo25NpiRRY5nfPdNQRWH51uIyV9kG5MzY5AukS5hMBxkxBvH04wcYwXkKDwOtM+VsJYnySn2z2l3xeQwcjttt1waqyR70BI1uyBjDGVtdE3sJIGK+w5jEIPKWsoGipEMKuOoBhXc8sPfNFHuSQPuyK3Tt0ISjmn505wFgFpPhjfK3qjkNYJpY4XUPTwKEFg1j0C4gDDHxuxE9QxdvuSOKtBUhlHTiNdlBZT+nIpZp5mLpiIZ+annQZ/VthXqpKbJcRRLaiym7Er3s5200trtZhWwClgFrAJWAauAVcAqYBX4tRSw3y5/LSX/7f2QGv6nTYAodNHLd8k0ZEL0aKs24UMIDwR9JqMlYUPIoZdJJkNLoQ+JQhRZs/jJFKNmJMKP+hUm5QRGPJRrq7E2inaMdZAOpwQblchwWEBesYVtd/NenuSR4SHuK5mK4MiPGjQ7vN6+qZWcTLUOoZW/aWUmuYqAjggnKPYItSyowY5opWQSG9eAHi+xi1xbbKB/d7tevGB2/U8lOVW8nlxJHVkXOXm54gZYO0OGSllSlTxGLrIOrX3KBhtgghedUpwj/+hiliZ05LQQYZsc7zUJd0iGgkjdJWOhP7AG53nJaeahN42tDrUmHrZpY6CZDc2tPOvJLGo3q4BVwCpgFbAKWAWsAlYBq8CvqIC1IP6KYv5buzIg0TYD7XuKQeT20/kED+J8EelY3B3ZYkIJgYbgtn3tBsxdugXJVB4DhvfFEL6ijOPLs/SFNnIO6+1xn6UWtjTUI0uo7NajM4oIU2uXbMaKZesRGdYb/7VLP7KNQIuWxGQQsz//HtuiERSUxrH7PsNRQbOXgEqQ6BDi5FXpjyBYFFTqQz6gIkqV4SDo8bSsgmBdQLlnylComD/1EOZBPhDHurVbsVNFL4QrQkjQ5TW8rR6fL1yAMYf/DhV0Gc0z1s+hdTRAd1HBmayRKk0hVDPjKLZQfVOrMNe8bsNmlJUVoLWlET169GepDy5UVknNl7dkWCKCDqScCNdZ7eGtuctofI3hyEOHG6Cs3NSIgb17GoDzGFNpgJWSr928EX1Y1F5z11jKmsphKRerPYbotsqTUfnw6n8lATQtuDWrpzDifd4jSM9yPWGVI6FFkd6zdrMKWAWsAlYBq4BVwCpgFbAK/GoK8Cuv3XYMBQhCcmc0myx7QiFCj6BLhEfUUN0/JVoJ51lcnhCS575qV5R26YHcsmUYO3MtevTqjGLW/mO+GCXjJJPQLsh4QoT4Yvt5Szfhx4VLmQKH8XmhQhSVRTBs1ABsemU21iaSaKB7ZCthrIa1Eu///AeMHNQbQ3t1R6GyaDLhjOoMqgCEqjEE2K9cT5ErxMZlW7CWAMrqEAzDk7unCMqv6uexnUfroEvA5Kk2Cx4Ig61cVSumvD8dLduUiAco5uuTmUuZqTPAferBhDP5IGcrl9c8+9GKlGjGgBU1cWPGQqh4Qw+EaEryxZR52Li+GvPnL0VCbKgYwHDKzIHdc3zZ9FRyI4rNS9ZgRlUTujQ14pm3fkRlxsObEyebgEdZGMXLAmHB7zdTZql7E3uY5PjGHVamzVATfpi9mWOzviGJj7honouqHfoATWuowi75zCgvz4kgzaH5tG9WAauAVcAqYBWwClgFrAJWgV9LAX1ftdsOoIBcM+X1mVOxe7MFUF/bhExG4EM+oalKmTn9sEI2NIBk3lBUHEO/HhWIlhejc0khMukEtlU2oL6+Cam0i4Y6whFdLdOJBBrr02huVtIWEg8hrnvvHhg4pA8iBTls2rgeza1JtLKeoSxd+aJi9B/UHX36dkampQmVNa1MDOqhsbYe2yub0NKaQiaRQlN9ChMmfEj7poO62gSqq5rRxDHqa1rQ0NiKLPurrW5ATXUL551FTVWSfaSwrbpZlIVEUxrp1oRZo5a+iLBZUd6VPJhDFe/JZLNobUqipqaZ66rnccaMWVXZiKbWNLZub2TcocBL/x1cWg5z5pXjXFubgK3UkcUUaWFNcexmVDc0022WWnJsWTU7deuMAw/cFe9/MBXxwiJcfukFfBAu6moaUcW+G5plvRV7BtCS4rqobSXX6dIHtYUaV63fhG+/myfHWFRuq0GCGiZb+dwI6jVV9XzxOXCsPDUVN8sCqc1/N7v2zSpgFbAKWAWsAlYBq4BVwCrwqyhgAfFXkfHf34lcJmUZC7IIoKrrPfX4avx2zPM49ZRxhEbOT6YnQoaBCr7JOuXQvOWylqDiBtNOHQkmwoydwLM3PoHKpjAefvhrZFtCeObOxzBlNvDd/C1obSAcMnVnNsP4PPajmoJPPPgUVufi2Ktvb8ye+gU2b61EgaBu2XYceeQdeGbsp/jm3ffx6pfzjcWwYct2NBA2J45bjpffmI7FyxdixIjB2Fi5Hedc9iTWbsvj8sueQOvWzbjuhXcxc04jalbl8fHL67C8bj1uvPlVNNC187W/T6VlMIYU51K3RRAme5uL+pYCQmwrNi+YhSte+QqRhgheuu15LKxJY9yTX2DKx/OxfcMKvDb+A3y/ugqvfLUCi5ZvJb7Rysj7M8koWsieSQJmQ2UOj14xHomWVrz5/hwsbkjg3ZkNWL2xgaNJgCYZVoGiRmxYVkUXXA/vjf/eAGLNNkKwW4hrL57AY1r8srX458vv4/vtLZj21jykNiVxy8V3YUFrIUrzFWioAa6+7GH8MH0efvh6M374oRazpq/A8rnAhO+WMtaTsY7Mvhph+Q+ZJgOyvtrNKmAVsApYBawCVgGrgFXAKvArKmAB8VcU89/bFRObGPwzOUbx6vipWL/KwaT3p9EiaJwZkaNFyidEzVS+p9qEjHIkZfKVQMxkx/z6o1n4zagz8MB9TxqoPOe0o3DMKefigDGD0aNfMbp0jaGI1kj1IK/WS666CIHOxUjVt+K4447F0D470ZoZxm59hmHS5Ntw/kVHMAFnFAMH9UckEsROO/fFl++9gM3LqxEt64Yhg7uia0UWy7c30cUyj2FDy1G1eTN6DStDQyaB5Ss34cD9z8Ct199At1aOw4EHDCrCtqUL0JRrRVlFEXbeuTPdRrWWIDp1j6Bbd0JX3EVZ704IxR2smr8MQ4fvhK7dyrFlcx12HlyEWKGLWHEhevTvRktig1FBdr7uPUrQrVspYvEI+g4NoV+c8X60GM6bNw8H7XcVbr7ibqRoXVRyngihMq1yH26UcZdpRMmYIbrKgussKgth7BN3oXJdAxh6SabLoC7ZiG679UGMFtWGzS0oKe+CnUf0Rb61ldZTxityzAgpPRYNYfGqTfjjn24k5J+PJK2Q/hMWFLLchVxT7WYVsApYBawCVgGrgFXAKmAV+JUVsID4Kwv6b+uOTCKLnlxNWWUPfzx5XyS8OvzudwcjEFN5BSZWUbkF+ZjSEkWCIXAwt6Y4QyUnmL/GydTzDehWFMTW1vfQkP4AJRVA8/r1GLX/IVjGOL9YOsaahgqEa2WPGYIg+2Mfh/dtxay1KazZ1kLX0RbGOKawuLQVERYfFLZ1ppumF4vRthnAI5c+gMOv/QvKS4vQvaAVb0+ciymz8ji4VxHj9UpBgyAaVV8xFDa1ADv1LMO66qnYlJ6EHqWMOoy0IM3LxdlSgmc1V5umJZFTV9pQbh4DHE1JCloAgxH+ivNfqEgFNwi0TAITZuyk1i+9cgV5JCKyhkbp0qnYPhW8r0eI6ytleQyFXgbzKYRyKXQf2AU/1L6CuuVPY9fexdSB5Q+DTFSj7DWZPGLDdkKC6w1QT68mjLdffAe33/cAylV8kQwZTpdwnkVgIlh0jhUgVJ7E8FF9MP6ZT7BKCXF6hVCSoXb5MIIZF7V9SvHh3GewtfFdnHHACFog+cxyBXyWZXzGtOIqY47drAJWAauAVcAqYBWwClgFrAK/ogIWEH9FMf+tXZFtVGJBcW4seY8rLxuF2tqb8PHHf0WM18yDJph4DFTMEI7gKa6O9EOmMjlBGXcoexiZB4edPhqrFlTjv69/DAk2efj7NZh615lY+t0MdPZakWqqRwMIWUm2z7Bn8uL0xVHsVrEZC+Z8ikU1SYJVFD1blSmUFzludVGewCUXTmDp6jUob+2B+l4saB8M4eTf/xduuPQ4dKsoRDHrK0YIUyFTKiOCaKYQ/cqDWLZ0Ie575CO4TTXsrtT046GKa+kFj1OpUwQf3WWFiBGuK8AMO1HqoYSoTMmKwaMHoIjF7L/+/jsM6NODcyolCDIzKa9HU2nOUmUr2JbHjluE+kYHDfFyZDnlCEVpLCxARSyObkuTeG3OZgKrXHJZ1TBfjr7ZOFZWRnHIsF7oy0RALs97dP8MeOXYuCmHxMg0LaOEU1oH+yQy2LspgOnlUYRLu2Drskqcf+ZRtNaezvhFoHbdKtS6FUh0zeGEonLU0U137oKNmP7jIr8UBqeo+oxcChP2CGjtZhWwClgFrAJWAauAVcAqYBX49RSwgPjrafkf05NcTclK6NQpjnjcRMr9f8yNj14mNINUHsp69MbIAV2RcTM44eKL8NzYl7D//vsxWUwjjj3uKBR3DmJA/94Y9Ztd8M6kSVizuVbGNnz80Rc49YQLUciENN2H74JuXbvQtZOWrlAAQwcxUYwyufBft759EFeKUsLWeZdciBuvux9HHfU7REIFOOH4y+hGeSMWzl+DEbv2pIsmsP+Y3UhqIQzt2xVDd+2H19/4AEVFEXQu7YuhnKdAcLcDRhJpQzjh2KNx439fhbr6FgO4/ft0QafyMkSKyzGgO0GQrY/+w9E4nWP85S/HY6e+MS7dwaCBfVBRQDfSLsUoLYrzHCeXy+KYYw/G0+MeQ0tLHaGbcx/SAyHO5dQT/4iHHn4Mc6dPRb/e3dirh5Kuxfjs/Rn4+70v4aZrTqelMYeuXUsRKKALLjWY+NabuPH6v5mKHV36dsM5Z5+Mv5x1E8epR1nnAuy+++7Ye8x1OPm0G7ByTSPuefAezJ+3AEOH9MLgXbtg3bqVePbZp3HomNH+M9Qj46byF3IMtptVwCpgFbAKWAWsAlYBq4BV4NdUgPlJ9A3ebh1JAVkJTaF2E8dGp1T+BshgJ/ujDG76qwH50sCWjrUfcNOsJ0gHUVMOgnF3PBvLsxwDSz2YO9hH1vTnl7NXshs5ssZVeV5urSx94Recp2VNxfucVvYRx+vjluDsczsze+dWTP8qjN+fMcyAT5Tol+UdIf60z0FspLn6JSp4wM1jnUNWRDQnabejZc1hCQ6N7G9J9iO7qOyqul99af0hlpKgAynvCPOYWVp5Xa+waaH/EloB3Ti5G+ZLbqGatrTQ5oolAznaLVngsM2i6ffORrqd5kiNQyTmOB6tmnT8NRPgbEnvGf5EONZjN92Fc+65GzMWbkDTxjU46aiDOWyeHqsBY7nkFM0mi2GU/aoLxR/SsZXuwbR6qnyH3awCVgGrgFXgf7B3HgB2VHUXP/Pa9k3vjTQSkpBCSYBQQhEQsAAKWEAFbICoWBAVFRUQC1Y+EEWqgKFX6RA6hJ6E9IT0upvtu69/59z7ZgtEBQ1hk/3f8N7M3H5/M7Pc8/63GAEjYASMgBHYBgQ4ItENqtsGWVkWOxwBKQ03aVHKUIKDx1wt/TJO1Gj4qdM5/NLeg4gWcWijhI1kTYBi+me5SX2ei7c4JeREFm2XHGJZQiucPLm+KEURhRJXR9UO97F8My2L2hw+g1S+lJvCRzB+TBX2P/B8fO9HT+BDn9yNaTjQlWo16xZ+UdUoAGnVdE7DNnXCPRbzmWbWWYNjKdk0jlTx+FtHqVbN4Zy/HD9Z1rUky601GEtWRLB8tcm5DK2IHPJKvYtopoib1McpDmMUhFxshkM4XURu7ZHPcasQApAM07BRoQDnJAZB0klIlsiAFtZXq6hyyGmWspZcWQthRRHzT7BeLSqIjrMLnXJOcNVZxsCue++JaXt+AY/NvAvHH3MIWbGMHBlwHmM6xhZSAOvuFLPNWVo4M/zIchljnEAr05ozAkbACBgBI2AEjIARMALbkIBZELchzB0lK1m2uPU6hY3kFi1nWlSFC7xktUk7RZB+N9CKoLK7yb7sFrJxiolCS6ZHCiD9k/HZrazJozaxD7IUVBQtWizGaReK0DRPlD7qTH85ik8JG5WT5oIrFEnSSQUnCRWjVczlSwtangnzsj6ynhJbgfZxZL3zLF/1klVQARoGqn0aQWuarHVZXquMQG2hpKOtjTkrgZbwYSrVmwKLsZxG9sUrPcvmvD6tj5Oj0BUHpc+wDpGAFWUWKjhNy6EEo8riOFJWT+Gay+kdd5zkUFNVgv9JUcYp7ChcI/o9hs0JaE0VvwwFaywqAF7oZZz89HFijJhkfeLk52yf3FcxE/Px9O00sZqvxpszAkbACBgBI2AEjIARMALbgAD7luqxmuuaBCQTpXh0oGCieEpqyKXEW1YizMkvSTCqkMIX40mu5CmeZHyUiPT6xItJiaQoh1JKCAUUNM66x6TO6qYsaEWUpJRIjEjxSV/Rm/ZAZ7VkUifK3EYdyptCU4NM88xP6eQCiVnl74Qoy2WhWrw0iFIcsn66yDKtdKUvgoKPwtWJLNVe4pbRVHG1gTqUQo2XbD/Y7ojyk8KkiMu6CBzkyvLSHFOqtip9lvMRZcVTeQE5iYpEqwSit1YyropQw3XC0mMUmCqCawS5xXBU1YDiMKsTJaRV1YlzJlCxSugthCyPLJ1q9bm6MEWS/DVnBIyAETACRsAIGAEjYAS2JQGzIG5LmjtEXpI2kjGa3CYFo4/sYbIo8hhqDik3N7aUR6aQksrLWkexo6OGbGrLCuUmJ8ucZhnKSSzR/OeEkISPYkhzxTh0U8NCdR2n5U1O+x4GHIqqHCQ+keWQTSWnD3VZwakycs7Xn7pvH0EtUMlFGl5K8ZZzwzl9Q7TiZ1iHNE2DCYpbKbc8rY1qBe10LK6UHzFhXcSAR1cJxpDNMcn2aoMO51iFHC17AduoT4aCkiNB3YI9ztrJFIEskWIgEeoYkRrTudqLoU5owZSFVC7QuZ8U6sNcWhfFXfuWML1L6GvmquiaH4a6rOzLCBgBI2AEjIARMAJGwAj81wRkQSz0ev/rPCzhDkdAwqZw2904UD9s0YtEJ2F8i5xgCcPo5fWOUzkSRjHpEq94XHy/JIviU1JJBCm+zHgFgaQM5B9l2Uqai3Irihzn/jE8o00YXWaca8g8NfpTUxtVS0ksL6P8t/KTmJPjjD+ee5GoPN24Vokz+nuLo0IlGt2gTFduqDp9brJxsj66KLCQNlNalessksrXlaFIPpW3RqpExSoES3e6Ibvy5qYZrJaP7VOLh+pLlcdUvKBi9DZHxddCObpme1h/5DjslOldywqiULkVSlOJLr0/sVfYc7BvI2AEjIARMAJGwAgYgW1BwCyI24LijpaHlAuFh7Ny8VQSTEMntaVhTENEKVQy/O1AAym9zJF80fw+CjNaBiV1OIaUftxsXucuHu1/nAcoyZalVU1xYxla86hfvJQKc9LiNzmGURRywZoUB5fGKYicaGJOEoYB/bRbI9dApbyjHGM1nPRkRgrzMwBd8kJ8X4abu0hRmuHw0KiGf7p6OZnFvFhrpleLlLf2fFS7VRctvkMYDOEnkqJNkQvyMIZWLw2d0qoe0m8pRvecmJ6cuOQO46riGkLrZZ/sk44TjyrD6zwKRzdcVhLUt0tl5gMtsKMWKg9vle0gBguVUE6hE1ORd8NxQ087GgEjYASMgBEwAkbACBiB/4GAWRD/B3g7btKCypHkctY2SRqJEw4ZlXXLCRTJNUkQOS9VJHA0P9ELHfoxnvdTykJsl97JHPowTxVBGSNZI5tfjGa1IOIXknFFSkRy9VDlG0ofL+dkFfNn2sDemSPDMihbVVvnWAEfSzVQWfqiZFITWRfnXIAXsa5VFHKqW1uwIhRKd56cL9haljLydsrQUqlCnDiUUqTTt6yivg2+TG/TU5t87cK2tBWjmiilbzclMoe+egurFgzS8F+xdVMhFatQvZzMkC6V9wvb4DztywgYASNgBIyAETACRsAIbAMCNj5tG0Dc8bIoKA5X8cK5xBYVRyi12qRIOwGo+IruAn0Mf9E+v0KwIrn/vN0rjOGGYSqpS64ytQ1Gq0QrSCoFSgbKHvl2VxCj8mZgm7QMSwgtc4UILrnCfLgTW62CtF1erSX5xXlcskJapWxfD9n42jul8BLUx2uL62vXWgqtlG1i2AtE5eOEpCtEtkYteSPn08qw6fJ7eyXefu3S2JcRMAJGwAgYASNgBIyAEfjfCNgQ0/+Nn6U2AkbACBgBI2AEjIARMAJGwAjsFAQ0xDQcA7dTNMgaYQSMgBEwAkbACBgBI2AEjIARMAL/PQETiP89O0tpBIyAETACRsAIGAEjYASMgBHYqQiYQNypbqc1xggYASNgBIyAETACRsAIGAEj8N8TMIH437OzlEbACBgBI2AEjIARMAJGwAgYgZ2KgAnEnep2WmOMgBEwAkbACBgBI9B5CWjPYnNGwAh0bgK2zUXnvj9WOyNgBD4AAjNnzsTEiRORzWZhnZkP4AZYkUbACOxUBLgoIjKZDCZMmIBolDsc53KIRMxGsVPdZGvMTkXABOJOdTutMUbACGwrAmPHjt1WWVk+RsAIGIEuT2DVqlVOHOpHNwlGc0bACHReAvbzTee9N1YzI2AEPiAC+nVbTkezIH5AN8GKNQJGYKcjEP49NYG4091aa9BORsAE4k52Q605RsAI/O8Ews6LDYH631laDkbACBgBDS8NLYc6hkLRyBgBI9A5CZhA7Jz3xWplBIzAB0igONI2+j4I2hZUyPE0m6FlEVl+9I8eNDZmkGJAE9Ksc5M6P6p7ln7tnIufZ+R8lr46+gNyzBD1LqbLX1/mjIARMAI7EYFYLNY6rFQ/wIU/wu1ETbSmGIGdikBbL2inapY1xggYASPw3xPIpCX1vLvkovPR2JTGbpM+hE998kOUhpR3FHp5dnIi+ajTerlIDtUrluL219fglGOPdAnra2rwf3+6DFW1teg+fBK+dvqJKCtOuLAsf00PggQiOc7DieXRktyCq695AF/58idbO07hL+zWkfL3wb6NgBEwAkbACBiB7UPALIjbh7OVYgSMwI5EICIZ6N3kifvipz//JdasexNr1q5GlIIuFsQRRwyZLK19/JktgWIE8RaUVA6All4IcmlU9OyLb3/72+iWiONbX/sCyktKEQliFJYx5lHEFfwYM67IWRTHG2lQ7O7SqtRwDqTOzRkBI2AEjIARMAJGYHsSMAvi9qRtZRkBI9CpCWhwKAc/IRb3lj5VNpf1C9YMHtCP82YyeOi+2/DEU8/juJPPwoSxg3D9ZX/Agvocjty1DE+82kzxmMHxh+yJWCaHVFMTrYQZtDCfWHMNrrj8r/jEZz6CNxe+hAEDDkb1ujXo1acSs5/5JxavSuGp53pg7z0mobhIytELRbMgOhT2ZQSMgBEwAkbACGwnAiYQtxNoK8YIGIHOT0DiUE77H4YuKIyzqNnSiLrqWiyYvxAXXfwT/Pry2zGw/0cweY/J+NS+M9Cw4mVMLweOpTh00xaZVYSCM8oMlOvjT87CFIq/uuYMJu85HbOfWoCFS1bha2edgjGjuqP6+mdwwL57+amJhT3CTByGd8GORsAIGAEjYASMwPYiYENMtxdpK8cIGIFOTyBcHibTpg8xZ+4ruOinP0JleV/06NaD8wipAoMkmhtbEI+X0er3FFaurkGUf03TXIAmyVZyZiLjcCgqN4KOpDMahYqNmzfjwYfvw2tzNiFeOhRVK5/F5P0P8QvctGxGJl/i5jdyjRs3D1HDTE0gCqQ5I2AEjIARMAJGYHsSMAvi9qRtZRkBI7BDEIjFnMRzdZ04aQqOOOpj7nzj2lWcOygZmUMslkBlZQJnfOMM3Hjba9hr1wwiqQonBrViKbiATVr7KMYiTjAm4uU46aTTMHD0GK6EmkRlj3K8OW8Rpk0eyGVQu9Pa+HrBfkmBqNK4CE64LLwr3L6MgBEwAkbACBgBI7AdCJgFcTtAtiKMgBHYMQj4AabUdpxrGLqkTIJ0Gfr1HdgXJaUJ/O2KGzFx4jg01Nfj9mtmoqpxI/oOGI5lc2bj2edeQYrDSqUjs5R9W5iBJOVRR07HI4/cher1CzH3+YfQd/ixGD04gldeeBHo0R8Nm9bihRde4gI1WRc/XMU0PLpK2JcRMAJGwAgYASNgBN5nAgE7H+q7mDMCRsAIdHkC+mMokXjHLf/AsZ880Qk1KjZoHqLEHnIpDiVljFwcOV3SUEgDIe2FtB7mYsjqnFtgxBmYjeacSHTzGoNm+pdwFVOmDQvJtyAdFLM0xmd6ZLkwDtPnlT3nQEajUbeaaYTDVM0ZASNgBHZ0AqtWrcKQIUNsZMSOfiOt/js9AU5vCZdf2Onbag00AkbACPxHAhKHclmuQConARhwGwqpujRXMw24vQUnGlLIZZDlhvZBwAjc6oIhXkxyDmKEv7m51VAZLevOlTxGgUgrpKyDGnaq7TGoBPnNT0DrJEUgVz/NcsVTuVAU2hxEh8O+jIARMAJGwAgYge1IwH6a3o6wrSgjYAR2DAKBzHh0zngXpJ2Qi/LCjTyNaguMNMM0FFQSL2gViJq5KANjNpqnUOQwU84+zMlqmJN1kEd+lLNb5dSVIWkprcjp4LkkBSfzcsJTvhKn/ugu7MsIGAEjYASMgBEwAtuBgC1Ssx0gWxFGwAjsWASy8cJvZ25J0VIn4uLSau5LbSkprFTKU6rChMaGuiRRF9f9YQ29FJ1x/B9berauf5NgunYuVuazaOdlp0bACBgBI2AEjIAR2N4EXJdmexdq5RkBI2AEOjUBGQbNGQEjYASMgBEwAkagCxIwgdgFb7o12QgYASNgBIyAETACRsAIGAEjsDUCJhC3RsX8jIARMAJGwAgYASNgBIyAETACXZCACcQueNOtyUbACBgBI2AEjIARMAJGwAgYga0RMIG4NSrmZwSMgBEwAkbACBgBI2AEjIAR6IIETCB2wZtuTTYCRsAIGAEjYASMgBEwAkbACGyNgAnErVExPyNgBIyAETACRsAIGAEjYASMQBckYAKxC950a7IRMAJGwAgYASNgBIyAETACRmBrBEwgbo2K+RkBI2AEjIARMAJGwAgYASNgBLogAROInfima69ut1937u2VpG8+zzD/z4e2xnZhrX4Fb5dP4dxl1y66i8treSnMF8dvF0dfWfpleOlDvJRSKgAAQABJREFUXEBe59l2NVB4IYk7U3rVL+fiMKjgfCylVqjL0uWlePJrF18e7a91Sefj+aPLgh4ZF6CQrI8RRnKxFUgnv1aneL49YZkdggvxwmzy7dvfLqKvtSeUZ3tVRqEGbcW5YtolCusgr616yzPnaqcsfTV1LcbMnX7y9vdDLRdr/acvnftaZZFGNs80uXc+J0qvdD4ff+687MsIGAEjYASMgBEwAkagSxMwgdgJb3/Yadcx1BYF7VHo0PsQ3+3XuZxiOongjm09f4aHUXTKjwRMa3jHYJeLDy8EOIWSpTRJMczVppBY4jDNT1hme4GoAsL6KB6FCLNzX+0EjBM48neiR/GUSqIlLFvVbC9CFdfn7HP3F9Q/rAmdK8TXyTXQ5d2Wl6K0+auVvj2+DeG3j+Kq0JpUNQ3FWaunMnO1Vbmu9cxOYkySTUX7j48v8ejapURybRH8ecFPTVCQmKiGTjsXTlQHfRTBJ1eAStNHfmLnKuFQpHnPJBLBOnkp6GP5tP5cqXx5bTEUYs4IGAEjYASMgBEwAkagaxKIdc1md+5WB6yeOu06Ohet57m0fIT+JTynCMjy1rW/e/kow7MIgiTyQVFrWtf9D/II8kwfSTn/KBg30EcCg2mQKBSWYYjyYckBBYPi8DygXyLHOHRp95MCv4II4vwXOFEmoVXM+ElXTsSlT9GvFBGW6wSJsnTqR3nSqZ5qU0TXceflhYrEjhqmsGamKeZ5hu2SBGQm+QQigRdEjlIkjqjyZqjqhDTroeSsvz7yz7pAIKpqBoosMaT2kAvzzrM81VLRnMDyubnvIEfaEUdAidlG8WC8Qp4xcSXHIvGPeJEbdTFEQeWzrhHxVQKVqyPDggb6lbpzL1TZvkKegXgwPxbt8Lgi+BUjY7ksi1RTYjnGY91cKxg3nmMdfPYuXnGuzF2ralEPl/7u7rhour98NHyxQSws3qW1LyNgBIyAETACRsAIGIGuSaC9xOiaBDppq51WUOedn2xEQssLE+kepwOkS/LObkax4gWWOv+g8HFp1S6Xxl95QSMxpmt+dJDycGm8V8SJTB9fKssFM6ITl4wipxRyEijOKWN99F/gRaTXIl7MqL6uLJdtmFpezF+5uQgFf7WXefiWMltQ6Dpxq3oXHlWKsQIJl3HeiVzJZ0m8NHVv3NVRdfA2OwkfSShlLkEs8RVx4isQH8J0zZYak6Pg8k5iTgJP6SnycqwvgyQ2YxS3XtSy3sw2Q2EaU9ZRL77Uuoi3aRbykg8jOk6+rU6g6lqOByfSnVinyKR/jnVN5MTHh+va/0jAKjKrCLlJD3vByVrSzzVcdXX11jMR5h/erfDIIIY5jk64FuLJ25wRMAJGwAgYASNgBIxAlybge6tdGkFnb7xkjgSSblW72+VERUH4uCZQIbR29qUW5MJjeB4KgVA46KiP4rWPq/hhXJ3LMVxibatx29L6VPpWXdv8O54rP7mwDC/l2vxCf+Wh8/afUHEqtvx9Ge6s1RymMO8UqjDnnBj1p77EDqFhVoXIOig8bHM77w7tkn+hBCf4vHwN07pUzEY5tTldtbuXLlR5tNa01SdM46Wdz6UtZluuPqWu/cffpzB1m38Y3nYM49jRCBgBI2AEjIARMAJGwAh07KUaj+1GQN39sNPeduYWOVEdXJC+FI/DK+mRo7jJSQDxv3BYZ5ZDBHMaJphTPA3p1GIyjJCTFUkRZWHUh+m5WEmon9xCJy4NrVUcrpnTkE2GI0gVrmkOY/II565FNAkuaKEVM8l4acoaDlOl5TLOsjKaV8dhq/koLWqRHOPKyqV8VD6d8uawSx0jeQ19lZ8CZDvM0k8yTa1jHgyX8S6CJubPtrBYtYrV4BcDFFdDVAsBeVn8VE03SY/+LpxCWu1wAUrDoaOaf+cKVj5Kz7xZT1ems7bRS/FbS1OdNNxTcZlfhPnRkuezkFTPMbYbw8ooiqOhnqQc01BVXjMrNVntymmYqIayMossM2CLmRfzZlsDWiQdCydamcA1luFufCwzLYSLTsA2ZmX1ZPaOQZYnvPBtpwVU9XNFk6OsjhwOrOxUHfdxdREP8VEA6St/5qs81XpxyykTFy4Pc0bACBgBI2AEjIARMAJdkUB7M0ZXbH/nbHNBeDgRxOGj0QzFGTvwGQkXduA1Ry1HgZSlXElpHCgFVcDxhplsi3x4TfmWkiBg8yQsnb+GHHLgY9rJTYYpvpM0FB8SDjHqSi1E4/N1YGiRzOWcfGB4MUdoBli0qpliKUFBojlxzMsJNArTfAuFCcUK81L1NZozz3mSEpWuHkyfCfOSpZNxZWvLZ3w9JQ4DCR+6MFqeJ/R2ZeQoaDUP0cfwwyNzFG8R8nGrdLrho74dfuylG8DqxTMzyTrhpGGv5EBWGuIZkJOcmqDhpk4tqVacj6f2yTnRpHYpD7VLQk8iTh6Mm8tSHLv71ezT63awGkHGSTS0ZHnktUS7E9sqX/M16a32KW1ecwmZnUPJxAFVm58vyWRScBrCykwiFK2UiYxIxenmh/IO8HYLJynT8cQJZ8l0nbPOrEeGeWgIru6/2p/NcKYpg3UeYWJXPbZX9yBXGLasUHNGwAgYASNgBIyAETACXY+A7wV3vXZ3khZLrG3NsWfP3n2qpQmbVqzF8qpqVDVLvCXQUrUWGzNcTCZKa1GmBUWyQHHuW4bqIhahAMoVIcsefyRGyUArUU7iI8YP1Y0ETjSuWXWSBBJXOkrs8CDxEaugaJQgpIVNQkcyg3m3UEhE6d28bi3G7Xc+1lELUWcyTQP1TYziq8zlJZGSj0h8aX4hLYoUKclUBJvrmpFhfnEuSJMpWCnzFF0SMJpHJxHrHTPNl7HMhBM8MYq+HK1tGaolZz1lvZkj5wGyLUwXoZBDugWb6xtQRWEVSVNER5uRzUows1EUYJlYimIrTSsft3xQcymg8rQgxiT0KDpzjM/WsQ70l2qiX0pJeZphflu2tDijXirbyALTrDI5O0Gocy6iQ57plnqsb6KI5ETAHOsX0Aq6cX0Sa1ZXMVuKSMKLMW/V3a13KsSxRkSoyAJZgFmXfEDLKQWvDLs5qUNOasznZFUVG1oReV/SWYlzisMo65TJY0uS6jAhC2MaLdWrsaGBXGICzebwH+INvN/80UB1kAWX9dVcRsjii0YkyUj+oLjP8L6xZMYhU3NGwAgYASNgBIyAETACXZaAeoXmtjsBYWcHfquO6kSrkFDEzH5yLY7Y9zfYbbdTMWHMeVi0ALjpwvvx0rzVDC+i6KD1jHlIQgRc3ZOSD9RjHFZJAcHznBMlXNqEyqgpygVcJHAkCCSctHqoRBH1gqxLWmhFNsoYBYsEZJO0EgVYhhawYkpEjUisrW3AyPGDUVRCjcFSU06JRKRPgWQCKWaZpHjSsM5A5iiW+eQ/N+PCn1+DGpnHqG1kLWuWBU5iLaBgiaiuFIQZDsXkMFZprwwrlaUAlqKTKM4psgSlFB4FZJZ13bC5ESccfxHqNmzG939wBV5dQlFIkaPaprmyqTSYhGcky8oKp0S0/CQK2cIIBVmMIjrNVWGR88Irz/iyxGbFhbGWLFyFC394K2qZrDhK8c16p8gnojyYZ84tDpTAgufm4Cd/fpp5RZGm/5b587Hb/j/GN38wk8WpDhTNaktQ7OruR4+msXZlEnNfW0MGGdaXFlbmlyEaP5CX4jxd5NreQjUuMR9ES5HU8NFIGZo3J3HHg7N5D8iZ6f7yw4vxm6ufcu1uIuo4AWS5imwm79uvNWdVvnvyeF9b8qVceZU2aVpR01z1NiEBrSeB2ZkzAkbACBgBI2AEjIAR6LoE1F8016kIUGE4R3tPUwplJf2xedMD2G38RPzil4/TL03RpiGGjETR4MShLmQZ41FWPD9EUmGyLjGMAsP5MUyroWp4ZNZZ0qjTqLmcHmWYk4YSjoXsJawCio8sy6PBCnXVdRSrQyllFDfKPIoYgaLMqzGKDeZNceWsZs7EGEP1hiSqqylO6a/KZhgnoSowD69GOBwyGUVcli+l1YF1SKkSjB+RB9sVkXVP5agMOonaLIe8lhaVYcP6ejQ0Mp7yYLk5pvEUmY4neQppjfT0ZTKl/JiZ/FzVmb/0a+scTxXDT3NTBqtX1DvGKtGZVVW4y4sWQ3Gny9S1oKraDQBmFeJYMncJynoOxfXXncVrxpNQZ9uyGk7r2qNUxfjn/c/itlsfpoXPDSB15ahc2V5dXRWNbZQB2N8Tlad7TNtsMsCWWlocFYdfyfoMauvcLolesMvyyGG17l6onrIQkl2ejZb1VtZLpdOcxbTMpbLKuva4HJWrOSNgBIyAETACRsAIGIEuSCD6E7ou2O7O2WT10yUNpFYoKBYvqsL9D8zHWV+fiNnzarBo+RqMKs+j114jcfWP/oTLb3sMhxxxCDYsXIhPffz3eO71+djryD2w4J5HcNynf4txU8fiiTuexIVfuwr5CX2x+9BBlBZRzHv6VRx3yqXYtLEaw0cMxGeO/h5GTJmGLXVLcPOVj+Cic69F2W5leHnWCjz2wJOYMnIAvvGT69G/Yjiae1QhninCw9fcg7N//k/sOWko+vcuw2+/8yd869e3YsyECVj+6mycefrvMWBoD/zivEfxwisLMHTPySjdsAbHn/xTNKTLsd9ew3gPorji8pk456zrkElVov/ALH75y2vxwCMvYp8D98Hy5xbgmddfwIuvLEZLXQo3Xvt3iqAa/OKSGylwOBw234Se2Ur8+vf348FH1+Pw/fvhOyf9Eo+vW4wZ06ciTqvhnX+8Cy9XrUCstDvuufkJ9CxK4KRP/QRHHD4Cr7yyFPfe/xZG9ynDb/5wDYbusht+89Mr8cCTL+HIQ/fBbTc/hZuvXYmS8d1RXrsZJ376a0iVDkH/xjpcd+ddGDx6V/zfb+/CwqcW4uq738J+B4xAv77dceMvbsUDL0ewcfV6zH3lIVxzx6uYOnYXnPb5C2iBLMLosQNx4QV/xG8vfgmfOvHrWLHhSVxz1ZP40//dhLrGBtx590uYMWMSLv3e1fjFFVdj6ocOxfxHXsAVf74bv7n0BozcZyKW/nM+vnnJA/j4Ryehb2UpXrj1dfztsZUUnHdjnwMORLf4OnzppCtx773PYPhufXH9pTfjhbkN6EHqJ336HNQmBmLv/uX4/iXXYuqhe6EsXU8rczGHLHMuKe+LnsSu7ObNm4fx48c7BO7Hja4Mw9puBIyAEdgGBOrq6tCtWzeXk/1d3QZALQsj8D4RuICOZgVz251Aq3moYzfcWfu0womsVTLvcHiijEe1FIxVm9MoT/RHWbQB62cvxc2LirBxXXfcfNUc/OGiK3HMiYOwbNUSPPNMCpdcVotvfvMExFZvwmW33INdv34CrvjJy0g2czXM2hR+fubfceDJ++H0z52AG79zEZrGjcfvLnwK0Te74VdXXotpX/4ILj5vC4bmRuDhvz+OB55egIdqmrCe4x/3HTwQc19Yg19dlcRn9xmG31LgPb44ifuXV+Ocg7+Av55xOWbe/zpO+O0P0aNbFtMPmoTR44qw5+Q8fnjJIpyw30dw3Q9/jaerUmhpWIT/+10Dzj/1i/jLBT/HvKVVuPCSjdjYsiuKaeEqS2bx5MPrcMc9Vbj2kSYszk7Aa3dW4Y7nliA2aDKee6yKIjTA4GExHHfqsXj2nocQPfIYvHxnCxa/sV7k0CeRwc23vILX5mWwdk0vnHfhmxhc3B9nXvoy5mzoj0Vzy5Gr4XDeucuxvC6Ki36/EQP7D3V3YOguvTF0cBE+sXcCn/7ak9ht7Km47JzL0Fhahpk3bMI1f2jAy8lKTBrXF4P274bddx3KQZ3AhJHdkB6+Hgd9+FjcfNHrmFu3CXc/8BbGDxiCe2+9E4+9uA7XPFKBP15yJv544Zfw9GPM67anUVR2AH510SYUrazGnbfMxvkzn0O8x8H482/eRN0LTbjzxZcwYr/puOnGTZgycSD2//AEjBigoa+cisgRutn4GvTrvxeuumw+nvzLcqzPrkOqZyXufbQJF11yP/r1a8SJ587CkDEn4ZofXIlF61vw6tLFqNfzmOjOIac8aihvFxeHBGDOCBgBI2AEjIARMAJdloAJxM50653RRr10Oh5iHHpYX12Dz372F7jrnhvwhS8exhl5CaxaW43uFUXo26cPXnj+Jfz60h9j9MhjsG5lHutWN2NgyXrMX53BiF3HIVUHlNJqVd9ICxE/DVx4ZUNNI0469hj07Rmhde9NHHfMDKxYuZzWqyZM228ajvnoDA4brcMYWp4CLrxy3z1rMWPPXZBsasLgwT2QytTjsKMPwXFHHYq33lqBUWPL8csffQcLF21APefbJVOcOchhl+OnTsekyaMwZfddMaBHJea9sRCJHj2QL69A1YrVaNmSRrICOPSIXTFoUG+sXc2FYCpS+P73j0SCC7uUDyjBiqWNWLm4Fs889Rx2GTEGmUwaP//pt7DXZG3VkEKvvr3Qd8QwHH5Mf1Rv4Uw+LvBS1C2GxctXcNRkCUbuMQKLX1qDubPfcvnNnTcHH/n4EXh1zstIcZVVrawa5WIweS70Ek3EMG3qXjjrzI9yGGeSdeqP4bT29SxLYNmypRg0bDBqmmqwJd2APSaNxyUXnI/TTpmKQSx/7IQhoBbjvFBgwKB+6LdLL0zZU3MSt+C3v/weTjllb0zZ9yAsfauOltst6MvhsPvtO5rtqUBLzToccNRUjN9rKA778HQM7DMAzz43H717dkev3gk8M/sJpMj0+OOOwvT9p2Hz+kb0GEmBOL0/4kWSpEALFzE66hMH47BD9sDyRa9j3qLF6Dd4LEOKsXHtBkyYNA5HHz4di+e/TqvxUKyr3sKFdbbggvPORF+NPuWkSk5/5DBTv7Kt8jRnBIyAETACRsAIGAEj0PUImEDsTPdcK7Q4kaixptx+gNbEylg5vvjlS/DynOtw2IfiXLgkQEua626mi7HvtENx2umn4Jprf4/vnXsNKioncHBgCS7+8Sfx52sfouVtIcVhJZK13XDGmSejvLIczUlumZEo5yKZXHiG69U0JSOgLkJjUz1SnItWWlGCknJN58ugW09QJA3E1X9/BQfuPRJpipQBAyspqho4x64c5dxeQ1s1rNucx9dPP53iqC/ns5Wxvl/CF479EW54/TU0t1Rxxc1GZOqrubhLKVZXN+Ir3z0Xuw8bykl+XAynRHv8AUU0X6VbShEUNXM1VWFIobxvETatyWPtska8+dgLGDFmsFtUp6yM8zBZF60Imijh4jhclKeRc+sCLnSTbK7E0ccfganTpnLKXQL9R/ZAUaoPrvjt9Rg0ui/bz1VLi/OoaahFMssZm5wjGOUiNZqDp70mExVxClwtv8PBvhSN2ShFa0stpw7G0dDcgvN/9mMMGrMLpu45BaW02pUXkycZZHi/NHuPC8xyi5FmrhBa79bUKeICPzEuuPP6nPm49E/X0Eo4CJMn7Y6qVfU47mOXYOjA8RwiygVqSpq5cEwTyrpzAR1WK52u4FzNBEaOHo+zzjmT7eY+i1zUJ8JNFtMt3CYj3eTKddZm8nPzB0takIiTDYWf2tbQEscee0zHAfuM4xBbLmiU2YziBHeabGzEzy65FAPHjcK+k0aAt5tt5XxNisSkJmiaMwJGwAgYASNgBIyAEeiyBEwgdqJb77vm4dwvLlITJNFUkcXBMzIYRzNPDwqIZu4/0bsP0G9Cd4wblcfc55/Ao7dU47obj0ef3mspdrh4yagY7rns65j76v0oG12CY06h5Wv5EgrLAMVl3bm4C1foXLUZ2hVj6NBKvLWoBv17DELP8gSWLl6LlatqucUGRVGfKuw9fRcSGo8Zu3Sj9TGNXkEFSrg4zZvzFmH9mjpaIXti/usLMWjKqTjgwEFoSK1Ev6FZrrY6A8/f1IwyitHGxmaUdKtEtzFxnHjiONRtegYr6msR6Z9CSX09raQ5LjRTi7K+3OeQU+CoTSlWOB+uTxrdu1Vg/wkDEOmVQ79hlI2sezRVjxIJaD69VRSebs/BmgAVfZtxxAH90KeyGmvWLqNwpO7rPQDH7bUHBhel0WNiCYYQ3pIl6zF66C5scwUaNtdg9eo4Uo3F/FB8Z+s5vFWvhRa74YqrDRRl5buisqgIR8+Ygi3LHkLLsmpcf/1NGDp8PG66aTm3nWxEUEWRKactJrToTGNvCksKPVopSyi+/nnnUpz12eOZ61q8tHw9Er3y+PA3JuMXM89Ef25XkeKqolpgJ0ErbcAhxeP6cjXWQWWYOrUb1rx+H7evqOYQ0gwaMty6QhlTzKUbtXEFrZ+sbp4iN+CPA+k0t9SgwO7bK8Cu44swYXIp2dZwvqbE72AUF8Vw+KHjsWHldUi+8Ra+9t1rsUbrAdHymeMWGqW0unJJHd8W+zYCRsAIGAEjYASMgBHocgRskZoP4pZ36H9rLUzfJW+btO2lYi3n/dU1pHDE0RM4sNTHWcWFT3Y9bALqX1yB51+fh6M+vj+G9k/jxkdWoiwew4wpY/Dyw4/jnqfexEmnHYJetA89e/NixHZtxgEcJlrOhUf79Epj5h0LKaDSOPQT03H/zS/hxK8fjGEtjbjpjmdRvSmKAz42GgfvsQsaavNYs6IIp589GI88vgmHTu+O+S8uw4sPV2NRZDNO+sQ07DuuP954bC7eWjcfU6aOxNoNG/Hc/Bp87OQ9MXVoGZ56YTYau+2KT+7eC9fe/iRqKWJP+PBU9CypQHZ9E657Yg7GHTIJJx4yAiuqanH8R6eiJK7tM2gt4waKe+3VF70GFuGoj+2F1LrNGDFxKIfX9sTq5Rvw4SMnUlgl8PR9c3Egz59jWxZUr8XHPjwNvcq4NQRXDW1qTmDWS0/gzG+fgCn9ynHvY8/hG986CnuPGYg5Tz6F11esx6iJvbEvh3ymNlRh30NGc50WCs6SGF546Alkuu2CTxwxErfc/g+ku/XFvrRk1kZrcN4vTsWKNxbjkIPH4sF7FmHQ0J4YPKgH0tXrsZEi+sP7T8DGVStx8HF7YmiPcvzjn09gxLjBOHy/8XjxkTdx4v5j8edLLkfTsImYMqEYIwf3RbceMQwckMKUj01DsHgdnnz2dUw9ZCoGUj+WD6jAKFp0A1pB99t/AG67bQ4Ffn8OSeVKrst5/8cMxXAK4EQ0j8996lA8+PACzJ+7Gnvtw61JaOU8+KhJmDJsAG79x51oLhmC4w/vh9eWLMXU6XuhQpqY98XNg9V5F3e2SE0XfwCs+UbACGxzArZIzTZHahkagfeFgBapCfJ070vulum7JCD8HRQjr+WnDRjCBUO0JyBNU7REaQ+9CO1GbmghZaOPR8/W+Dzt4GgecmHaU8+79v1/hSq1Slx++Tr87KW/49dXfZvCEtg8r5Zi6XCc8dfL8M2D98Tfbr8Hn//UfrjskrtQ3XwkfnzhIMairuCnfZ7OU18agsphkm2t0yYcWnaH2zIwVRG3WJD1y4czF3ehrRq0GT1r1ZbQpaHxkKJRpWl4qYQ18+pQeMiM+wqSlbYBWT7rKUz/0h/x459/H2d8crLLJ/x6B3l6aCeKmDJVelVAB7d5iK93mNYdWVyecyXdyrNMpdK1o2GRu2+K4SundUE5qrW1PW8tX4gTP3wB+o/i3M91y3D3rB9gEOdl6m5751vnig69mHMbZUJz+clPpwUW7kplMlCLHXHYrAoNqWjRI7fdBX3dfS/Uyd0VfuU4PFUhEbagrSyedkE3c+ZMnHDCCRx6S7a0VpszAkbACBiB/43AqlWrMGTIEPu7+r9htNRG4H0nwH5PYALxfcf8nwrwIuKdsdSt951/7XsX5354+qfYmSjn3rEvn9W+f3Tc1Y7GHx9fXdkgwz0KpQ94EdBypE5unhseuj0QnZjIMh+JDBfbxdMegE0LGvHCyoXY99A9nRUqqjKpJJLUC3GqHO6zzqGfzXid1stseiimHFDK3CQqKJLyxaydd9pkPs/6SMtlOcfPWaUYGslrrh5FoYaHagN5V2/V0wudgAKxhfWIUTjGaM2SclWI0imPPMMz0RbKQrVbsozz9eSvYlU488y74aGMz/R5fiLMuyEXd3sJulU63f6AbFdBY4lnlMMvveNegBSmAefhuba4OaFqDeurze7pmWdYhFzyrKeuUzxK/GWVIYd9yklQRAKKeldP7jPIY0ziTHVmGm1BuGltEpu5kuvQXSo59FOyUu30lYozzxzFbZCjVOZRvOJpti3uFV1APnJ5jcV1Zai+nMspMmLFcwdP993lleczwmeCNKNkIbRsArcroQ/H6Sr/LK3JRRSV+ahqqx8eGKELOxOIXfjmW9ONgBF4XwiYQHxfsFqmRmCbE5A+lPHIXKckoA66pIksajGuaMouO/WB1hDhLDN9QUY214932oOCwsWX1GizRQXs9EsTZbm6pwSmczzI6iRxpTBpDKUuHVGEw3bdw+WZVl4UlSqwOMNCiyjOuHBMJFKEiXvtioCCKeXqw9o4q57Puu2bgQXxIj8nTlkXiROFFLSOi6GayTdgZbgtvKL7SIxI7eLqo7b7WL7COneRXAQfXcLJGSHVfoq+CMVxlouycB0cpzQ1z05yMuSgPLTdvYegWvFarFxJ9KbIVfx8wepZqIpuize7slKk6NIptRiqnkRDp/ugFJLBOlVc76Pv3v1j6NOPiluZUajlufxphv8CCmrHhiERtkHCU7WIS6ByRVk5laGsKVuZp8pQhZyXO3oVykhOSJKD+/GA6dvF80+IT63s0hSbRVz8SOjMGQEjYASMgBEwAkbACHRdAiYQO8W99x3/dl38tlpRJMSpASR8vAwAFz3hypqJMg7D5MqWTMqFSCkqdCt5IfXA1S5bOEwwwdOIExASETIBauigZGTMiZWCgYyiTZs6xFHMIYYSJDkKuTgtSslIDdNLsFQwTosThWmtDEMhx+mOXGWTK2nS2iRLnoRUluVKkILz7zLRhBO1HIHJtLQzUoDEqdASKpT/aagj12RxYoizBOlBl6twgxslIqVVNNQzKtHn2p90NY+jzOs5RldTaSyVhvUiLNbI2ooS986QJZFtyaCO2pZ1pJDMyCrHXGVVDJWQyIis2iCxJ+teqJHyEli0yEmXZWMcLutK4VBSmlMlzpS2JFPLsrqzjfRhXDmXJxd7Ub4ywUY5JDgfsN60JTpBTvNunivJyOCY443NRYsozsiCBcseG/BuRCnGc9ES8iFr3mdwcRmFOHGonFk1WTKdpZh5cNohPdR2tZs10HWUy9TqWveE9y+vXRqZnwSyrJxaLlZ2RcnMOO8jFz1FMe+dayZTmjMCRsAIGAEjYASMgBHoegRMIHbSey7bjqRFmqKm1OkObXPAjR2kYIJS14eXKJFLUADI2iUBQZnBDn4cRRri6QQKbzHTSABJZSpfCS534zmc0O2pQFlWwuSpGEWdcuH2DlQkFEYcaqjIXLAl4GIxyp6bQFBvUHi5IZOcbUfLltMjFCNZrqKpkuISg8xJ8/ki0SYKOIqyHLejoICJM28/BLKE7eOgSAoZiSeXOeMrL4VLuEi6OOGjK4pbZ8tTM7l4jXNsN5exYRpJOrWN22RIdPGK2bDOHEqbKGH+FH9UY3E3/JThvBZd79iuLNvpuFJwUm3GJGLleC45xRgUquLm2UXzFFEqQF+RbhRrXH3U1UuVl4zUha+TU/Ycfqs4ActJ818+pqGeFGdsh2Ll0/yOb+YJBSG3Ccly3maU3CMRbkXClVR177x9kdmziLi7jxSstObGmF+OQjjNNnEtVubBO8i6NvJQyvvnqumaU+IEu+6lt27q3rNcxZdIpXKlrGcBegLMGQEjYASMgBEwAkbACHRVAur7muukBJylx3fxnTJQ115++pYLw8Mr798+Fs/9JWPrVvvUSuudwgsRdChEjklIUaBoTqCzNCmEwiIicVGYZxeRuGB82d68K9SmkF8hVxfH59v+2z92rkhXpq9bIaMO+bkLRvQ19ykK1SwEFfzCiC6QFxJ5NMlpfqbaGOF8zZwTtS5i4StMGx7DOoZxfJv8leL4eIWWFq58W1yckGVYhzAb1sGnlt3RDWr1Bk6Gi57PVaKV8WThc/kocVhSeB7G9SHyDc/CmhW8Cnn6Up1fwaft/O1h7dvqY9m3ETACRsAIGAEjYASMQNcjYOaCD/yetxMY7eqi7rpujrtB0mIUFvq03jD27yUonHPqoF0+vG6NWdABnMXYqi5cdi6hL0HGM2VPu5XPT988bc3R5V8I4uaJhSy97ClUKKD9ibZLOoY6i16h7rQqhgnc4jK0joWuuFBIa/aFEyeUwtILVdKATjeo0123erLOrURcMfpy9S6ILNemQr6RggXRt6stnaqhKD4avwtpC8l8dTkcszVO+wBm5vJzVQpj0Kd9HPII40gg6p93svzyzIHr7tOwWi6uS1/UVibTeL6MzzC30qiLE3dxfGtkPfY5czBpWx06tEeJVH6hDi4PJSskLFwruTkjYASMgBEwAkbACBiBrkeg0Cvseg23FhsBI2AEjIARMAJGwAgYASNgBIxARwImEDvysCsjYASMgBEwAkbACBgBI2AEjECXJWACscveemu4ETACRsAIGAEjYASMgBEwAkagIwETiB152JURMAJGwAgYASNgBIyAETACRqDLEjCB2GVvvTXcCBgBI2AEjIARMAJGwAgYASPQkYAJxI487MoIGAEjYASMgBEwAkbACBgBI9BlCZhA7LK33hpuBIyAETACRsAIGAEjYASMgBHoSMAEYkcedmUEjIARMAJGwAgYASNgBIyAEeiyBEwgdtlbbw03AkbACBgBI2AEjIARMAJGwAh0JGACsSMPuzICRsAIGAEjYASMgBEwAkbACHRZAiYQu+ytt4YbASNgBIyAETACRsAIGAEjYAQ6EjCB2JGHXRkBI2AEjIARMAJGwAgYASNgBLosAROIXfbWW8ONgBEwAkbACBgBI2AEjIARMAIdCZhA7MjDroyAETACRsAIGAEjYASMgBEwAl2WgAnELnvrreFGwAgYASNgBIyAETACRsAIGIGOBEwgduRhV0bACBgBI2AEjIARMAJGwAgYgS5LwARil7311nAjYASMgBEwAkbACBgBI2AEjEBHAiYQO/KwKyNgBIyAETACRsAIGAEjYASMQJclYAKxy956a7gRMAJGwAgYASNgBIyAETACRqAjAROIHXnYlREwAkbACBgBI2AEjIARMAJGoMsSMIHYZW+9NdwIGAEjYASMgBEwAtuWQD6fdxnmcrltm7HlZgSMwHYjENtuJVlBRsAIGAEjYASMgBEwAjstAYnDIAggcRiJeBvE888/j1QqhVGjRqG9eAzDd1oY1jAjsAMTMAviDnzzrOpGwAgYASNgBIyAEehMBNpbDu+++24MHz4cBx54ILLZrKumRKKJw850x6wuRuCdBEwgvpOJ+RgBI2AEjIARMAJGwAi8RwKyHspJAP7sZz/Dfvvth379+uHiiy9GUVGRsyyGcd5j1hbdCBiB7UjABOJ2hG1FGQEjYASMgBEwAkZgZyUQWgdnzpyJc889F71793ZC8bzzzkMymUQ0Gm0dgrqzMrB2GYGdgYAJxJ3hLlobjIAR2KYEwl+4w+M2zXwnySwcLqbmhPOKdpKmWTOMgBH4Lwnob+YNN9yAKVOmIJFI4Nprr8XZZ5/tLIfKUn8rNATV/rb+l4AtmRHYTgRskZrtBNqKMQJGYMcjIBGkoVLWmXnnvQvnELVfjOKdsczHCBiBrkRAAvCoo45Cz5493ZzDY489FpWVlQ6B/o5mMhnE4/GuhMTaagR2SAImEHfI22aVNgJG4P0koE7Mgw8+6Iow69i/Ji02GjJWXl5uIvpfY7IQI9BlCOiHo9BKGIvFWhemEQAJxUGDBjkLYvi3o8uAsYYagR2MgAnEHeyGWXWNgBF4/wnol26tuqel2eXMgtiReSiaJaRXrVqFSZMm2TDTjojsygh0WQLh38v2Q0n1N0P+8tOPSuHfkC4LyRpuBDo5AROInfwGWfWMgBHY/gQ0BKqkpATFxcUmDv8Nfglodfps2Ni/gWRBRqCLEQiHnYfD88NrYdDfCw3dl0g0ZwSMQOclYIvUfCD3Jt+hVF3xxzV9I5/TPkE5/pfhdx5+1yCdAVlFYlBWV4qXz/CYlhcy9M3meeajMB+m4Tmng7tQ+Ss3dx3GYYj8XX7MwUXltfxyyiurCzmlZCxmyFj85PiP5atyjOLqzi8XW185llKoiwuXFz9hfJ2aMwKdmUA6655YBPynp5ePNB9lPdx679L+mdcpAzJIu6bodSi8DApwp+6dCL3dC+BfGv/OuGRhrorlPXbAb5tTtAPeNKuyEXifCITzkyUG1W8IhaKu5cyC+D6Bt2yNwDYkYAJxG8L8n7Li30035EJ/QAsiUb+ypdQxzWeR4Xlef1vZv5RA8z1WdlR5leFligFOlPHCdW35RzmnNBSQ+WySwzr4y506oMxL2k2SU51e56UOcC7pzl1ihqvjywEhyKWYLxOnWY56vBKIyl+C0afVgRmxzoXsWo+M5pw6w07iKqE5I9CpCegpziEWT7TWUu+Ve1cKTz4CvQV0ep4z+smF7yA1onu8A74NWf+W8NTJS727ben59uqFkGt38K+GPAqeLoJ9GQEjYAR2bAKhKAxbEV6Hx9DfjkbACHQuAiYQO9f9cB1K360E7r7rWbz4UhWa19Xg8mseQI0UIgcFx2ldRKDRwRz+xk80kkcJw2LqW0akIrmEdHUe/5j5OK+L8PLjz+LqO+egJRdDhunyvOuxfC3zaEJLJMksM8ynlD/rybpBW2SqCVf96gUs2ViFOnaA//ynu1DV4A2AUUrFgCIzmksgFyQ5XIR1yVNcRqIUqXkklZcLpzerklV1GC+KGuavc37MGYFOSkA/ivBh5txDPvByvFw852VsSfkfY/J6eTIxrFuzAfWZJmS5GF+cz32U8QKpvHwKGzaux+Ym2hUZVeIyyqMbTOV+mZHY5A8vre8B31W9r64wRiycuUv7MgJGwAgYASNgBIzAB0BAPRJznYaAuomtPUfMfWMprr/mFax7YwvueOxR1CiIndCcRJ4sFbQ2ZngH1akN0tp8Nuq6mrL35WqiuOuex9nVBV6c9TSuu+d1PzlcsV0exerWIp5nmpxXbtlcBLlIC5pSm3Hdn+7E9bfPRlM+hr/99i68VbWZYQGimSii9NNwVxbnyw4SaGFdYlSDCeaVZaEZ1lXVpXalYOSEdArZfESWFbOQEIK5TkogfPsSkXJXQ2m+v1zxO7y5tso9x/rVI8ufVF55+lmsr9rCH0D47ukZj9CEyB9bkG/GE48/ikVr1rsfSpRJQDXo7PqMq3dWP+IoX/+q64xDsHRtr4YomDMCRsAIGAEjYAQ+YAK2SM0HfAPeXnzYR5TYO3CfA/D1s67HTAqrKXvsiYbqWjz8+Gpk+nXDQbsW4bF5K7DPvnth9qy5mLHnGLzw6iJsaSnFhz7SG4l8EYelUkiygCBNy16+DMsXVmH54kUYOGw0xo2owNPPz6MYLMbkSf2xds4mbKyI4MMHDOZI0jSK8n1wxV8ex6EHH4lYpoKGkSRmv7QYdevy2GfaGCyb/xKqW8qRjeYQ50Ie1Q1ZfGzaECxbuRbzVtXioA9NQc8i9YE19FTd32J2ijPuLOyEv73tdm0EOguBvPvRRJotzc2e49i4sgnB8AxWrFiP5pY8qmrqnbF+9arliKbq0ZgpQr4lh/FjyzFi7AgEfXpjw8rFXLwlhurqeozdcxKKZVJ3ln+2MnzR/RvaWZpt9TACRsAIGAEjYASMgP/h2jhsbwIdJZKu3EfWCH0i1O1BBAfvOwoTyhfgwvsW4qtHHIv7fnoprltZixt++QBefmYZvvObuzG/Joeffv9W1K5uxGnf+jVW9ylBiYaLcmhoNpJi9xYojRYhmt6Eb5x8LTYs7YOSkZV45JbNuOWq2Vi7oBkXXP4Ezjh7Jvru0ovd1QAluTiCQZU4kUvXn3/yhViZHMshqRGKzmL87o41uOJvb+LiL12GJ+a+iR9ceB8efTKBey9+GE8/uxxnn/cnPPBCDWbezCGldDln6ZRE5Ef5upa6IPsyAp2QQEG5yRqIFkTr5qNizJFYv+h2irql+OONd2NT9zLkWjLoFnsVD9z8Q6yM9cGVF/0I8x5/GPNXrsNrK6uwgbtj3DLzMiSzL+PZe8/B0+tStLLH+VpG3VDwOOclypTP2Y58M2Rhp9NXq3CUhzkjYASMgBEwAkbACGx/Am5k0/Yv1kp8VwQqgSOPPhCVFXkMHliKNcuXYtiEniihRbGuJY005yJy6h8X1Igiw+Xmh40YgimTehVEmFuSxhVTu6UGZeVxnHjS0fjhhd/FslXsxM5djOdefAYPP/IPpDjyc/TE8ZgwtJfrtGrN0iAR4CufPx4rFs/B2k3rOY8qirdWLMNjd96OusYmpNI5DN+tN3VsHtP2Hoze3SLYsKkOC5YuxYOPPoBkstGVLcHpXeHMOsAFHnbolAQKz2c6rfm4Ad5atoDDpSN4dcEbvMyjPplERb8+GNC7ByLZRhRzLZsegwZyTm4LN4vPoyHJdzKhucF591727VWGXpVRLFmx2jXXDS2VOGxd4j18PzolDauUETACRsAIGAEj0AUJmEDstDedHUf+N2gIe6xFzU5m9eKw0+Z8PeIBF6aJxVCaiCBOgZahpYOj4JBL1iPBjmmEi8SAwztzmTivucJpUxSRiv44/bu74KqrTsfFX3seZb37YeLBu+Nrl56Gfcf2QpplaRkOicN0NINUshzDBzfhi58/hDn0QCUtl8/OXoCjPnIoEpkGLsrBlVWjZRSoLJ/WkpIIh+Blu2NQv3H4wQUnYeKBTY5sFE20HjYxXwpG9YX1MWcEOikBzRGURgyitMLzXXjz5aexZfNmvPy0HtwapCpasIWnqWY+9M5Sr7m/mnObQEmmhSNIS9BMu2At38tErs7NC442c55vVG+mHn9+RygTc0rf9kq410L+mtBozggYASNgBIyAETACHyABE4gfIPx3U3RKSyFSrGVLshi/z25I/r0Bc7N9MGZsLWLz45h9TQutdgM5b7CImjACGjF8r3NACg3rcnj6IeC6uxuwz6iNuOJ3C2luPBjro6tw5EjOUVydx/MPluGNhcs45zCNSnZfi7hQTYRl5krrsbqsCYecMB0j8Ro2UnNGsgPwxJNLuKhNd0RSORRn1iCeaeYqjkAtlWiv7hsxsl8Cz8zcxI41zZ9ymRJumVHG+lVqfQ9zRqBTE5CA02NaGm3RN5Y81oTzz/kSDs+9htlVIzEgGcO+jVnMrd7CH2k4w5bqkNNwUVeSRJLisCxZh+60EPbke1RDUZiNcbXfeBF65Fu4+rBWDw74QwzTMYxvlFswSotGUU9SVroNYzo1H6ucETACRsAIGAEjsPMTMIHYye9x312H4vijx7MDmcMRn/wEqutewocO6oXhu++Hoz4+DrOeuQpf/MoUlPRO4IADd0dFjLdUo+NKE/j0SQfiez/4DvY7aiK+9NkTuPLoGlx+2fk459QjMPaoIdidi8o8Nevv+OTHD8C+Bw5yS/HnaQlJFHfHjMOGoFtZOXafOBaf/uqhGD5iILpXZHDaKZMxbXof7HvcVOw+aiyOOGwihgwC9jtwNIaNGYavnPUZNNTPwXEf6UfLJp3mVOrAj7Sr2UcIwVwnJ5CDRoHKVY7eBZV8lw75wsmIN2fx5S+cinO//z1Mn74XKnqOwbiJM9CDD/eHD/s4ho2diJ59B2LUkMEYXBrBlAkzEI8OwsgpR2LkwJ58h9Nc2IYClCMB3L6gKqDdC0GdaM4IGAEjYASMgBEwAh84gYCbs7fronzg9bEKFAj4m+IXykBDN6BM21rww/3YmjnnsJx7GuY4zFObbqe50VqCe0vkaIrIcgn9BOVYQEEZZLKoT3NfwpISlAfayZvbU2S5LxvnPyUjHP5Gm2OOG7nFuJdhoAU0uBy/7BqyaDTHsihyHVktpMGVHLOMy92+uc4Msrk0h5hyaQ1aLfX4RDTGLtfMPEsQc8PnOFiV+y9qgZwS7RCucP6nPrd+keCpOSPQSQnozcvh1pl34xMnHOvO9Y5Fggb+wML3kA+vNoXRjx9uT1Cd01oYc77Ue5wfzLeEH+4Vmi7h+0hByE0SZY8sycp2mEdLVDZ3vX385mJS7oXge5vi+xzjG0K7IkN2DJfi3Of58+djEhe0MmcEjIARMAJGwAjs+AS4YGa45vqO35idrQW+i8guJEUY3JZsssTRN1HkL9lLjbBTKsEVU5+W8wZ1pXVC2T9lILuwFJIV8RKPJs9OKVc1jbg5i0l2TsuYN+NGlIM2vVd0ZcQT5l2iZf4V7EpgHVQeO7quvIhkpI/q7YM6L6GglARkIloh1YV2m2xQeHppqPqpS/xenCSmdmJhnq5RrqGFDHSueVy+s6048gmdUpgzAu+dgJ4c7uXpJB1PuXqvBoWC4jAa6HnT8yhBqJdMzx599FIUHHcDdU+ru2QwZyi6U81ohBOG2vClneMw1dAl9JLtgC78jVFHrcJszggYASNgBIyAEdixCai3Y67TEqDkkTnvHU6dsA69Ul6365i5U4W3l0zKxKcJ1LF924RAySs/A0pplEG7/JT0PzkXPSxP5bTv7CqQ12HW/ymv1nA9nmw/O+na9qNje5Sn76yH0d9jjcNkdjQC7yDgfwrhTxv8zSMqBegebXvC3g7KjSBwPzK9PcSujYARMAJGwAgYgR2VgHrd5jotAfVKt/Z5LxV2PdtCAnVw9dFtD88V1D7O1q7l915d+/zbn7+XfJROLqxfeO19Q8EbXtnRCPyvBGgEcy40hGk3ijyHaxd8C0c7hARkMczlOAydH7MehlTsaASMgBEwAkZgxyZgFsROf//UY20vsEJx9/aKt9P6TkfpS2kL6Z2fn93UupK+81M4O3cF4ei8lHXriS7ejVM+/8rJPsmeNvPsOBBU8d9bQa6U8MtZV72l8r3l8q/qaf5dnUAoDCPhPoXumfVDSb3FOiTU7n0LvbrgMULroQnDLnjjrclGwAgYASOwUxMwgdipby87oRpeuTXnFFFo2ZBi8kKpLarmA4Z+PM9LoHkZ5Q8KVzrloXjs6DnhxVO596y4lFh1dT1q5eCdy0dhYeZhxuE1j2Ebw6BCbH+pb8lK1VefwvxHlx8X8clzdldrujBPRmt1rYGtPnZiBP4TgabGZtx+++3u2fTPnlKEz5c9Uxpaqk9RURGGDx/OqcwRd21i8T89WRZuBIyAETACRqDzEzCB2JnvUaE/qkPYJW1/7n3bR9I5PxRcWns0wlVIvSvEKVy1dXTloZzD3BUSxtV+cP9CnLbm0/6kLY/Q1y9aoatCvZQ76+Y7kYyv8XwumY7vTB/m43JgXJ9OeTGui0+759aSuXy3FtA+Rzs3Av+aQGlpKQYNGoQ0Vw2OxqIF8RPG5w8Wrc9j6Nfx2D68/XnHWO+8UtzQ6Xl/L2nDdG8/hnm+m/zC8tqnUX6hf/u8JQq1iql/L/VK2jvXno+dGwEjYASMgBHYUQmYQOxEd25rnTBVr0O3ixcFiVQIUSiX1achMHCrkMrK5oWd10myEMovvNUSfvILO6KKy4+iSE/SO6ApMcuVG6N+0wt6vhvXoZYugTqM2RxXTlVHl3OUtAqqFptx9VIMhWe4ummM653msgzi/nCMp/AIt+7wnVRWjEI3XC01x4ZK+DIaooyfSXNrAK7Wmk6nEY/7oYD5PPNqFcdtdW/j1uZnZ0ZgawQyfC6nTZvGoI5PjZ5PCaN347Jc4UZbyuzMTpzmzZu3MzfR2mYEjIARMAJGoMsReHc9nS6HpXM02A1t49L6eXAopfYx5Ceb11L7EnjtnKxyupPOW4tGMCoX08+5oZsKYCdV+k19Xbd6Ka/zFIzuQ+uI26tQYb4MbVHRupE3vd+1c/nrS2qT2VHMUefR0RYZ1Z6JEQpG1k91oDjUvooSh04RMo4EoTrfUScOFUUWQm+9URty3McRbssB7cPIGmYTFIfa1Jwik+Iwq3bQsQvvjvZlBN47Af8MBe6FUuqsey71TqTToTj0cbaWt/9Rg7H1wwfFoa5Dv63Ff7tfGFfiUk6CdFs5/+PLv657WJ7qLhfWJTw6z7d9bcv6vS1ruzQCRsAIGAEjYAQ+IALWk/6AwG+t2LcP0dIQz1xKFog4RZwXdRHuKygbILtv78hCXUmJsEg068SSs9xJjGn+odvau5CkXVKdUofRSRwqrkScLHphOYU0/+GgfJz27DCR0dcnoLjLStcybycO+dSls14MKltnUfSVcB3isEOqI42BjKBY6pwzDa2aPlwUGEAuzvKoaKy+tyzaYy1i5v57AuG7mOUDJeu1hl5HC/Ps3HPpnsmt5y/RFJNVXA/2e3QqV+kkLpXPu7VWvpdi/l29VL7KDgWq4oYs/l2691K+xTUCRsAIGAEjYAQ6NwHrSXfi+6P+pYxi+SxvE8VVJvvv7XrqTPo0tHpwyKYzqDnhJQXYqrRaW9zafZWoo/jKZbQhODuoTJhOhYM6W6O/qxOfZ5hzwQLI/AJZ/DK6ziFDJavhprIgqr7OWsOjOqBqgzqkqrauJfgUKcf2qJOezymcPNSkCL+YWY5cUmnfkVWQt5S8q+paJCPwNgJ6sPQM+WdYP7JIJOoZ1NBrf+RBz+VWXPgM6yiRFQq+rUTdqpfStU+zrSx0YV1UqPL/V/n6d8+LRNVFn625f+W/tbjmZwSMgBEwAkbACOxYBEwgfmD3Sx2vjp0v5+M6ZBRTuTReeGQRZkz4Jp5ZugULX9+MI/Y5BVVNFH5SR9lCR1aJeJoKsm5gqKyOLVWMe+S5qG9REPNqLYYReZHTcFX6qcObZzpd6FvDQGvWRXD0AWfi6n88h2SGcZWW1j7vVLaXmr5/nHEtUKj6zq5G6ktzGKlc3pkUU7j7rln48c/uxsuzXsWFv/wrqPEQsNMdSODJsQ5vvv4aHnl1BS84pDbPfJlfPluDEz75a6xeraGqGbYshYybX0jrjCocJNFU3Yivf+P7qOGwOGpc5x9wWK4EpuPEaKHIDAqdfnqZMwL/lkBUDxPdK089hDmLViGbrsat9z3FZ5c/wvAZj0TTfDf0kwWdnjsd6WTlzmRSeOC+h5GL8e1jHNr03UPIwdB8lfRsK7bEl55RfnSi/3gMggyFZRMe+ucsNLU0uXdU4f6noSR/DHFJ+SXnfZXcK9a0z9td6z3V+6sS8pj97CNYsnw1XnnpBUYtiFCm99n58mu21LkKab6wKqZ6P3rnPajW8FpGccJVCXidZz3d60R/LYilmujbNURRCnXQwZwRMAJGwAgYASOwYxEwgfiB3q9CL+rtdWCnLpDgq82jbmmAH17zd04PLMPmJZuxmYvN1DbXI90sKyE7nxRCzbyuRwOa003sXCYRa4pgyWpgY72fS6T+aUM9y1JxTNAsdSUBlUoyKIumdAvWUFSCnb76jS2Y/+Iy7PGhcZyi6Ie7KV1NXT07hM3Y0lLnhKC6gkhWoa62xtU+STVatXEtRR8tfBxS2tTYyM4yy928CC2pJtYngz0m7oZjjvsE68pqZJrQ0ljrOp1o3oIXn5qFpY2qY5JiM+U6rs2b1+CttVm05BJobmn0nd1YHjU1rEM0hoamPEoTOZz8hdOAojiStbWIOKtNM6pq1qrZ7CW7mvKgBvNjzgi8CwJ5Nyaaz96mlXhjyXq+dQ1YsHqLe/b9/MQWvkoFKzsfq7YnS/NjA6xbWcXnL+riuOL47Ok6qgWX9OsFnb790+kz8P5Z1NVtQEsDUMKVVAP3t0A/8yg231eNFvfJeeJP3aXLU383nLcLcLVzcykD1G5eivLuvTB50nj3w4yzFDIj/UlwSo/pZs9+SaqQZdJX+fC8dtkK1H8jh1IAACbjSURBVLDeHFDgnLLj+AIGqT10aYpFimL9dOTkqhOkPq4yd/kXLu1gBIyAETACRsAI7BgEtOqHue1MQJ0m37UMe3Nbr0A6lkSyqBELZgaYv0cU1dFuaJz1DE6dXY1pKzZj9JSRuPYft+HpFSUoSfVBn4G9sWDpIrz18qkoyQ7EpHG/xpV//SgmTQA+Ov1WrIxvwKx7L8NzP/4Vzn8zij9e+FmcfuJQ/PKL1+IPNy3Bkd+dghENIynIdsUPzrsVd/3lM1izuhbfOeFKPFizGt//zJfws8tvx6W/OBWf+VASEybdj/JhC3D1TZfirOMvwxvVG3Hed09BbvNy/Om6xbj0/N1w1pfnIRNN4YAvn4w5D87HbS8/ixaKuz//bQGG7XEQZl0xHlMP+wPyRT1wxk8bCaIv0FiCH53wbVz9RIANLbWoXtaEzx12AZ5fl8c/Z52Ds069GT/93rl44/rvY9djPosbZ92DS276EY7a50+Y/MUZOHf8MBz1uUvRkO+Je+d9C3v38augStpWtq7munXm5msERCDnlBZt1tE4EsnNqMMYlFL85JJ5/OnSX+Hs887AOb/4Pb7x1S+i7tk78fzCPEqGJbF8VQnOO/tElEeW497rbsMG/thx4uc+hbp5s3HrY0+j14BBGNuvNy316zBwn0MxfmglqtZvxF033YLaot445bOHYtbTD+CVOXnsc/Be6Fu0EQ/MXoflazfgM4eNxFUzH0FpWR+c8KlPI1a1AH+4dRaOOGQfLJj9LFbVtWDfoz+L8WUtePbJp9Br7G7ozT8xjz/6ICpKo1i6cT1WLlqLgcUleH3Oa1i6bBEOOvOHGNK8Cn+76loMmHCkZiIjzjmId91+BzZv2ISmZIrvTC1WzX0Ls+5/GLGRB+C0o4fj1utvQLJ0GD590vEUlFw9mKMFJBq9shRBOl7++79wPpp9GwEjYASMgBEwAp2LgPsRuHNVyWoT9qqa2OXqs/ueOHz3PB7750v8hX4U6iNZVLLTGo3HECkN+Mt+A37+uy+ivEcKXzphCnZPvIZX569BY7AFv73gBMy591Hc9dfZ2Oczk3HW5z/FjuhjWNtUjcOPHojjjh/EEmqRLQlw50Mn456Z87DP9Mno3aMeF/3mFCQSSRRFc5i/fCnuvOorSMVa8MQ1F+PZW+/DLTcvRPHeFXjm+b9hxTO3oNveo/DUH76PV2+4CgtXrMDvbvg6Ftz1Os6/bArO+O509G2gRZH1DmIJ5Lji6PHnfARje23C/bfOx2EnTMSV//gBXrxtI1qCGFZuaMYtzy/GPx7/FAaOqcSChTWYNmNPXH0Fh77OnIVjD56E2U/cjVcbSrH3xG7oHtuCqsVrcfjHZ+DKb+2Nv177Kn587udxyrHDcefjz3HYHQUix7WWcxVKc0bg3xIITV7cOkX2vThXyC3tXoH6tZuQpUU9xk9xhAslcZhlRYTvIOcHL22I4vSvHo7x46ahW6QJTTVNqK5P4kPHH4Ky0jJnDVy4fDnOOfsr2GfCGLy5ohq9R0zC7rsMcO/f4gVvYvqnT8dnjjkYby1djINmHIZxkyahZ69yiq8GbiOxDJ85+TjMe+UNfOT4T2DGYYdi3eYGLHlrDT79saMwcuggDBoxFOd8/TQsefE1ZKPlHBFQgwP2HIcHH3sFnzv9q+hepNEEMZSgN6qL8ug7egQ+88kTsYBl33TX0/jcl7+N0b2aMZ+iMNe0Fq+s2IJTvvollCX4o0q2DrPnzsPp3/0Oxg7ujiYO5+4/aAiHnXI0gkYx0DoaZ0siGlIeKkIe21/+W+YWaASMgBEwAkbACHQqAiYQO9Xt6FgZWTEi7GB+/hMH49prbqTQYYeRW0DEOUxUWzokiosQ5dDKHn1L2HEFJo8fiWE94thU08jOLGhB7IHm6nqsZmfvwUefx4P/fIid1Vo0tjTjwMOnoizG4WFoQjSRwOBh3CYiW+oW5MjmmtCze8J1+tLcx7AfNwzfe+IwrFy1En/9wxVI0qq3lMPu+o/pix5FWWxZuwLlQ7pj/MA+HFNah1xRCSZMKUXd2lqMmtADo3fti1LXNA5pY5ui8QR6DilDBS2k3boNQFXtJnaot7A+xRzMVoQt9axTcXeMGtcN3XqWoIad7VlPPYab/n4ZBWYppowfjVmPPYR0SR8M7d+dw9yaULNhA4fQFXGN0yzWrKvG32+4Gs89dTcauXqqZoG5dXjccLuOjO3KCHQgUBA4WTexj3qHxx49KrF88RKuh0RZyCHLRQn+0MFnKk5LuCa4Flf2pJRsYdwoSosTSHHuYLduPZAoo/UxXoTqjfXYXFeHn533PVrzHuYPJcUYMHg4n0uqUb5f2sOzmT+MFPGvcc2WLWhJpt1QUf+4Zlh+b74VfI4zWVx+5V/w579eyTRJ1DQ2u+GsKVr5cnzAi2Kcf8x3J5nij0g9ejFFGvWNHHLO97GivJSlcdwC65jh349oEbeI4dDQ2oYkSsp7cNhpHHFaO9dt4lDzbAuS/EFF1sSikgSinA+dSmXw7fN/g0cevAf5pib+vRhKOBxCKx3NBbTe7kKd/XZ/uzYCRsAIGAEjYAQ6PwEbYtrp7lGha8WOao7WwkaKtUMPosgaNQprNnGTBw5zy3LFiBx7j5mmYv56X8EhnLQMBCXg2E1OU0pgS6KEArEBQWOMHc1ixHp2w97HjcS5h49HUUsWN73xCIfMsRPIbmcJ+iGa6sZOHofPxbgoBuf4RZhfhPEiZeXsHOZQzzxK2Ukcwo7yyV+dik0bq/HEI7PQkl3LjnGUVpM+nCOZQjM7sNkYhSafKu60gaAigUxzC1JcvbSJVQvYIY3QIpnmPMlUMecZ5hOo7B9g1cI0nnhoIY45YzjiuWaWxeF62majmXOfslEK4VLse/honHDmDKSqh2NsfADOWDYfwyaeybJLUZkuRUW2J5oj7NxS1kYpFE88/mCM370SDYNHcj0fClP2ZONugY1Od8OtQp2QQELqiC7DBZ369umPOa/ezWdzMp9hzvnlIkiaoEdd5oRcJNZMLRZDjEIpHWcEvj/RLUk3Ly/F96espBTRbj1x3k8vRiwRxT23cqgmRSGXUqKoK6NlnnMN+XzG8o0oKSrjrjQVKM5u5A9CXLAm1o3v1ko+1dRtqQZ84eyfY1ivHH9wieDxZXq/Kfb4CSKapZhHOS2ccb5nMf0iwljxaILvdgzpSAXf1CxSkS0oT5VQANbTqt5IwdsDe+7WHffd8VcUJwZgxn6jqVlXoIwTiPkXhVuvBvw7wS03mO+FP/sW/1ZoC49aHlMUuRzBwPZphqT+U4n6hHJR564aoVWR1+aMgBEwAkbACBiBzk8g/H9556/pzlpD9aIKzhkt2Nlzjv6RTAu6cyVP0Dp39KG7oGduARL9KtE8J4Z7nqGIosWghJ28KIeZpuN5pPhpYkexkr214pYy/OXRJSgf1x8HTS9H/uFq3H5vNW65dxXFVDeUZv6/vXONkeusz/h/5syZmZ3Z2Ytva3s3vjux44TERECbm7g0aQtUlQi0pKBSUqBC0Er9ULVC5VJRPvQitXyg5QsSoLZpQ6kStZCEgAiBJBCRCziOkwBOHNvY66zXXu96dy5nzvT3vGfWXgfHSsDOzkb/156Zc97znvd955lzVu9znv8FwhQGIipj85DddcdKq/RxbKRgs3HLiiwILcfCV4vfaM5OVAo2NFy0Hx7YZJ/90v22ddtaO3jrSdv9FCrDVdeYfX/GPv/QUZsb2Y6qiO/kgNlr1ufsa/+Z2gPfPW7PVzFxa9esr1604aRkVchkjiikxzDde15+hgTayTVqdhLCt3r1gNXmHrf//feiHdk/Y5tWz1pzb8l2fWO7/ev/3WvrxlJ7zWjLLn19Fsxmhqs43rHOph/ba3sgxW/aWbSf7Db7jy/HdvejezCsa1qsRb3UDi+OwDkRyG7ITlyjFSohTztSlPot61dZPU8AGql0Jybs6GTDyhXSq7RbtEE579ThiB0ro/5FaWKNZbHt27UfslW3vmWRrSvO2uHDE/b4U/ttmgc8bdqUoF5S39bUYls18ZztOVGzAZTHagOT6ZiHMxzLEa04wQScmDW2fPNme/rbt9uBJ5+zA+Mn7eIVVTs6M23l/n6bO9G2fYcIXrWygmIYBVXS0NM3rZeC+Yw9d+SEVYgEnOabqJr8PeCuaJUZjwc7z+z9mf3RB26xd7/vPTZUhugObLDS3GE7eXQaE1L8MAtrbRmWDEcwf/3Bw7vtxCwRg3kgtXx5JQSO0kMfWOJpZnhOfP2gI+AIOAKOgCPgCPQ6AtGnKL0+yVfj/M54qH6aEwZFAukgfDbrkD4Wk9e/cQt+Rpfazyf22s3vv8HuvfdHtnZV0d74li0oArO287orrXmsbte8bjNKxqRddv0OGx1bZz/9yWP253/2Lrvqyq321J599tRPHrJPfOwPrXXsgG24brtthoh1WIBOjE/Yv331dvvEZz5k27cM2/j4frvhrVdj8ol6gGIwMTlrN9xwBcpEv/3T5/7ZPvTH77C3/ebr7dl9M5DOz9stH3y3Hdi9z76369v28Y//iQ3WWrb1is32a5s22m1338c6dQ6/qp32uk2xNftSGxqp2ej6UVtO/2/YvtXueGCXvenN19jff+aLdvN7r7KVy6u2bu0a++Idt9vlV19uN990jT33zJN2/8MP2kf+8t22eaQP9bJhl15/lV2xut8OHJ+065jfQ3d9z56bqGOS+0b7+j3fxHzusH34L95lKyHOORbbYojz/PvVeE35dzpfCOTw+3vcduy41BKi8ZZXrbFtW9bb5EzbtuPrN9Rfs4ce+7FdufMqG129ypLGrI2sXY4yjnoNvxwbG8WsepP9aM9PbXTdBtt40YitGVlp3/r2/RDKhAcc6231SsxG+yCK+DEOr1ht99/3IGao03bt1a9F9YOEot9tGBmCyDXt2GxqG9fhZ7hmNffcuB0aP2I7r9jGA5t+u+/+R6y/hsqI2vjIo4/Y23/3HVZA7Vek1bGLxmzL5g32tTu/br+B32JcGcSnkMdC+AFX+vusXCojLvbbmlXDdtttX7UnHnvUjiUV23zRCtuwYbPdeedddt2111p15bBt23yxfeOuu62f7751y8YQnbVSHcBPObaJQ4dtzerVQcGUCfnCv21he2HF+fqJvB9HwBFwBBwBR8ARuCAI/A0FF5uus80FGcI7PRsCPG8Pi6hs3aQ9kZfgzhRM2DKCKJstqRmku+iU8BeSzRumpUnR8gSL0TnoYqGfGDOvrAvaswA1K1uLlWpe53fI14aqGLfxYpLdp/og6mBbuQIhTHmUhBxqRsJCNUZNSFFIEuzCikmmL4pXNVEdSi1M1RixhflcrFxw7JHzPixMtYFXJIvdEp+cwME8gSwsxpQUnQSDO8tjqtaO6Z/IFTn8rdAPrUSexampSfvqHQ/aISIsvvnGt9gbdo7ha8VUGSfLC8d86DCP31SGkr4CWIjpoe60I4LfMEYTRbREtFSpJrJ300JVKCvfYhIcpTCNS1Fs8jKc8+IIvBgC4cq2W4kOfPPv36TbDxPuhCtJ1yPKWbjV8EUk4FJmn6/8f1ybXJLtGIPrkOSTvkm3Ui9Ipe9AGjkJU2msUCnci3qnXZ77TH7GSlcTcX3LZ1A3ckc3HQq7HIubqPgl7md1kSMYTEIfug/ykMAEv0F1qZypIaeo7jnVSP1XP2pPupwCvoLyd1Rt+EKMHVJ1ZBX25OM/tNv+6ysonWP2e++7xS5aJo9hGawyL/39oU8R33BLqQvmq5tc/1qkudj9xG7I8mt11+kRjFqEvwHhs7sbtv3NEXAEHAFHwBFwBHoeAdxXWKl76R0Euosp+RWxStQajZKpXlAkfJAIOKEooBxSEmstyAJpgmiFSPOQobySD7KY1MnijfKZgrqxSFQQenInBtLI4i+McWpAeqIx4e216GPVyvlhkDAPEbwOSmanxDI5BMhhZBaxWod2WOSqq1QBKzirzUo2p/CFmgdjaZwmBLSsCKb0ozxwIXl39zsOLB+0W255uybcXR4zRxSUFGVT/XFK6F/zSohCGrHoVv+dMMY8DqkVmbtIp7rNJ/ouLOi1DznUVxalDUF/1KcXR+BFEeACokS6flX0wIXrMdwOXLu58FSEeq6pBPNSXY+6p1I9NOHa7+g+45juv9ATRBEmGEhVuD45saXrWL6KXOMdCFyOfpWuU/kFIyKkhgcuPLDRNa9ZKHG97h1dx6Jr4f6ihlMyrqaxUsbRNc+9q4ci6q3Dn/c889HfCc0l5Q9HB79mma5qrqprRznbtn27feLTf8eeMi1SOKa8hpHOTSCtEFXd17rDRWYDBjpbD3sYSn+TdI/HzNmLI+AIOAKOgCPgCCx9BLqroKX/RZbaN9DzeS3iQuluBs40/0VYnLHio0m26GorVUORJ/v5BuuyMqtTKRAs8Fi4EVmGtSbttLgMEWJYaLLAK7CAK6AcljsEwtB6NCwJCUjPWlILWC34pIiwdGRL6gULVcZLtdDDX6mlsfiMIIcJKTVaNBbJzLMqZF0cGF2707YGgTzqUu7SOmMqibYKHRN1NWgiuUyN1Jj5Nt5PKBhB9WThreMdCC4Ds4ECyOK2BS51ncJ4CtSTyzEHFqAFBbhhQa2Fr+aqqacEuolSsEE9SZiDdNFsbBay6pJ+Y+aopOYt4ebFETgHAroVVfKYMIcSo8JxRUews5DGgesOCZ8adG2ekCjaaURE0SbVEfdFwgvex6XOAxSu5yBehwuR+43rUA9i8qSoCQ9kGEwETn8LwvMU3rib6Jl8oLpHuX91GwRCqNscCwDRvcDKuAeKtAnNwk3MBJAXWwyIpyH3LX1CbsPspXzyd0IPlSLu76YewGhAXnnm2I6qRGjV3TSJqk+12upBDnUZvdSfG8xe9b0glPqboPuyw33c4e9QOBdM1ANf5YwicurFEXAEHAFHwBFwBJYWAhn7WFpzXvKzFYHS0k0LqqLkQC28tI5isdlm4SXjUetUMC0lCAaLsUqTZaJOok2bsPmKCaEFaLH7KasyLeSkkCWYiBZZuDXpJyq0WKRKcZMRJueyqJQ4iJhnxVa3T/pNqcfQNCODDKKhGAg1gza0TzGdi1k4tjAh1eK0zYK3SbsKi+c4p3QYTCTwS/LDSdnjeMoCVeZt/ZA3jck6MhDD0Dn7WqyqEGyfA2GTfqSeZEaibDHRTJVkI/v+oT1vtNGLWgrv2mdhrO8YSkGmrvNFW2DA+6nj84f80xF4AQLz102Ha09FJtEYeHJ9ZUf0EEdFptnhCtY+UYOzRw+6Fyiq43Ti72ovK1x83FHhlVXQiOu+qzOGqrjbS9jJbgU2MYnOpsL2gvO7Y4TxNI4mwyuMmOte6eHvAvVqq4/w2b1P5uu4K0L3Ioy2rHsvymaAInabr4bvlI2jSpVu/1SmKKTQxFATrBPmAer2L/rrxRFwBBwBR8ARcASWFgLdpfnSmvSrZbYvXDqJI2Z1+Cuxraf20uMmu4vF+fbk5g6Lwfl1o1SEYP7Fp/ooclyh6TOTTio4UeeqnUoYZ8GKTwZo6gtdMBxTG5FIFbXVErDElZKdr+Vgti1VUnRSxqBaT/eHcTBjY1EtU9ewOOxOWueE0t2f3/VPR6AXEWiSxmH37t0hGmgw2+7FSS7ynKQwqsgkPpDDRZ6PD+8IOAKOgCPgCDgC5wcBD1JzfnB82b0onIRIUxZgJjCtzDdPpmHQwjnUhIMzc3brnd+0R6fGMaHMntZXMdecIsG9zM/IUR9KHfJWVXwW0TxMyBD8MCPDUBMFLx9MVNU/LzpRXTOewfyMyIecoVckQofSl5mvamaYdSowDoFqpAQ2UCL7G2UIJFSSZIJtmYGifEaoG5VK3gZqffaBG99sO4iqKBNRMrrRh8zQMGdlS8tITZVgohlT5cOLI9CrCIjsJJgsK4F9Af877Qe/4F6d8CLOSySxWMQvmk9h5cURcAQcAUfAEXAEljYCrHlyThAX6TecJ2d5/JKUyF3/8rLF7Cpsz0HGPvk/37J7jjYt6o9tJuWTkPJz+OspibzMTFPMPTOKBx0rNCCDaHa8ZGoaEbSiLTPPYBqn3iF0wReJY5iPNpD8ClrUsfiVC1NTQWSYlNqpzJDwvkrS+jaEchrHpFoDs7MUHyein0oZxPPPTpL3TdEa8/Rz7VDFvvzb11s/iblFUMO8MIOVOWrWI/6Q2nAFUeB46WEE2lzTEffHPDEMvnjBBLOHJ70IU3N8FgF0H9IRcAQcAUfAEbjACIgf+iPfCwzyi3UvnhS40ikCpQr8Egkbn+dJ/AwHnzh40NrDF8EEm4HIIWsQcIbQ9iHCpwxDFalQRBF1DrUv0EwIYgvZroAdaoTKV5D5F8dz+DMG8gdpaxHMpqRIn+Fc/B6JYS/yKE1QvaoMNiCOIngQzD46LDKmTFD7pAmqXwaN5UkJaRRhfGxiBhWBNvg+BmcnTQpCmKPvjP6yq3mE3v3NEehdBEQOVfj7GJREV8Z+8bcSOVSRyhrHmT26E+lfxMlrHAFHwBFwBByBpYiAE8TF+NVeVEmDlCk8KMdnYVKzWex7gtXgiSi+hSoYK2Inn4lMPUUupQDKfBTqFbpFVYTyyUiUejwTqVR9Vx5kR4qhDD4hjDqgIDmoIyJvCZFC80QpVF07Iooj5yusfawIM5ynoDOyF1V+xaAecKp8H0UAJ0nypnmE0PiQUQW4kDJJb+GlSaRhQLX24gj0PgK6xt3E9Oy/k8izisjhPDF0X82zY+W1joAj4Ag4Ao7AUkPACeKi/2KQqvk5LGBO8gRUgvcQnJ6Q8yJw4nOKRJqH9eU69UD+FGlU4eYD+aK+jf9ildQOc8EkDrNOlDxRx0AbUQTF0cqY0CVEsklpl4uUhJuYpJBQhaiRL2IKMU2LDCgiCckrYpKqRNxxvk5bWnFI5FQzl66InTIKZDl8D9FFHQ+Fz7CpifPqQF6hrezMN8ia+bsj0IsIzJOg+c9enGMvzMmJYS/8Cj4HR8ARcAQcAUfg/CGg1bqXRUUgU9RO6WpicNn/4EuoSKYy0gwZySCKTZFGfrUy9TEELw+ZC0FhwhN9TuRYAVNUuGDYXvjVMmNPoovC+7SoS4IqCF3DpC5C7ivB26T6xUpvoUHoM0fONLk6tjBJzdNvVmTaKpKaET1tS6lcWMLuQh74guML2/q2I+AIOAKOgCPgCDgCjoAj4Aj0BgKuIC7K7xDigQbiJ2KYk78e/xV0BuoVlDipiko6H3dmsfRsWhEzTyXqVv7ESqllN61djtlpbI88fcB2FeT/V4YbJrZxbLVdOlW3b0xNQCbpVEnvQ9H5BRTGxI6Vp2x7bsByK/rsZ8em7NeHBu36YtVmII33HJ22Z+sNK7eKNkvgmwjFMidSyliXErF091wzqJGKhtpJa8x7lpcMWlv0rPmjK2Kaqu8TmGV3dH1kVHdBhW86Ao6AI+AIOAKOgCPgCDgCjkBPISCdycsrjoBoYGYyGoS1+R1YlVwCdVC0ThwrRQosNyNMOhV5tGh1/PyuHttgq1aMWLJquVW2jFodAieL0HyjaTsv2WY3XLzZ4oYyIULYIG8psqDMTGVuun14uX3ykitt6/Ayu3zjepTEsu2ZnLGN11xp45iXTs/WkQtTmypBVCGsClujkP85iObOkVEIK/3gYxgRfVVRV9Wv9M12lOCjSFvNX4SXdtQGyhi+LVX6Pl4cAUfAEXAEHAFHwBFwBBwBR6B3EZiXl3p3hq/imZ0iTDIr7dKnYCl66gD14Zh4PJXsimwN9sVWPzphdz72Y1Jg9Nv2laN2+Pm6rVw2YNVW05aXi7Zj1Qo7ANkbGhzClTCBcJKWohFZMjVjRyYP25qtG61cKVmN/uutjk3jl9hsEN6/XrfLNq238aRhUyfatqxagXhi2lqq2Ei1z1YODNqRY0dJq3FqSkwNikg/muqpqYet03vZz/jC/azW3x0BR8ARcAQcAUfAEXAEHAFHoDcQcIK4GL8DvoSKBBroHuSqI8c/CJVyGEYckx+hjiLFUV2HfFVCygrRxBYOhHtPNu1vr9luT0b99uwzz9oXr73YPnLrj+29N2yz+olJu2TFkP3D9Vfbo8/ss+Gy2eWbLra9B8dtfM2I3X37PXbj+hW2r4wxaNqyzScnbU+yPCh91Wbe3r5tk73uqm1WmNhr//id4/bhd15rI8em7Qf7jtjm9rStY34zjRa5EcvW6pAnkain0hklGipMTVF+iRFOjmzLpFXfIWiMTH5BOB7qvTgCjoAj4Ag4Ao6AI+AIOAKOQK8hIM7hpUcRyEGwCkmV5PQQQ5lwRi1MSUv2yN4n7a+ebNrnrt5hHx6csefbJ0h0bzbXKVmzsMLuPXbEnti3x5YPlu3u/ZP2o1Le/uXpIzZMwJk+LEjrBKB5OGnaA3OJ7aoMkhQ8CfkN55Ihe82KNTb54Pft+FTVnq4O23cOYbZaS+yvH52wXY1Ze+D4SZvqX2bNdtEGIZjVZmy1tD8om6dhdKXwNBa+5Qg4Ao6AI+AIOAKOgCPgCCwdBJwg9vBvpbQQIoUR8pyS1MsPUaknxgaW2Vfu/YE9duhZ23TZpVh4VvgWBJZBcCzX2zZA6oqc8hny6xYIMqPYowX8C+GEKJQElKG+PtsKAmWzjqdgroW3oHwGG6TWaNLnJXawpjyGbTt+5JClzZxt6R+wEoFycm3yI9Jjwtxa/EuNoDVtOvbiCDgCjoAj4Ag4Ao6AI+AIOAJLHgEniD38E+YJBBOnmJgWlPMQL8I2CmF+1tasGbX//sjb7MiaDfap7x60+6xmH/3g79hPaf/zYcw9RzbZist22p1HTthR/Axl8HmimrfxfrPnhsq2b9mIPXNozt57+Wb7gw2DULzYxguxHVydoDTut/HRMbt8dI2NwSSvuWzUPrp30v70pm12pFq1D73zrVacOWY1zGHrhZRX0+aiWRnI9jCSPjVHwBFwBBwBR8ARcAQcAUfAEXgpCJDjPDjDvZS23uZ8ItCFvROi0ojCQbAgXfpQsJeHUfTe/9kv2OSy1dYqEDwmqVBPNFPIWKnVsr6poxYXhlAJc3YiSq2vOY08iMrIflWBSBWYhqAyc5C8pkKLlmJLdR5mpgMEopkt9VtSn7YqfT9fHbVO8yS5ENuYsBasUW/Z2saETdfW2XSDzvowbW2m0Eh0SnImWoz/Yb5q7QI+iMypQ3qMmXpi4+/5LavF8qGUByXfJThSZj6I+p7+NOJ8XkDelyPgCDgCjoAj4Ag4Ao6AI3B+EchRPEjN+cX0V+xNjEpEkU8JcmmMSWfNmuXDNtjEH7GdJzAMhqClttVXrrZiiwijBIUp4AvYLJZtNs7ZyaJZrZGnLaalkLJ2CBhD+gnYWWr9Nk2/hwf6bbgxbY3KcpvAPLXSals5Tu14cZg0Gk3LQSYPphfh/1i2tFa2yUoTjqi5daxP9qoKPtOJLZ+0SKMRkw9R+iEHNGcd5tXdDPv+5gg4Ao6AI+AIOAKOgCPgCDgCSwMBJ4g99TudSata+BGeKJkNz9Yge2bNmHQUpcjKSQ1yWIT0iaBRh5ln1FoGKWzb0MmEdrPWiZoQtYhc9TBGPmsogLNFkTilo8iTb3GYenIZkui+EZfsZL5mQyiHDamQEMvZuEEfqIaQv7HjkZ0oowDC/JoinHzmU/wOaZeDsIoepvNCtL6CM8Seuqp8Mo6AI+AIOAKOgCPgCDgCjsBLRcAJ4ktF6kK3E6miyOIXZRe1T58JBK5ujbxInsxQO6h92kJZxBcxzSuNPfRP2TBom+vwUhAazhZPE6FLqU/512YnTpNAKBNIXqNQCa1IdmFlzFHVtgEpVDAcEcoCiQ5bBYLXMJdGoUA/IqPUp0rJobMwY8V8NcUsNUxdcWrYCNvdd2q8OAKOgCPgCDgCjoAj4Ag4Ao7AEkLA3cJ67cfqiogiWhEKYo5IoW0sgVORMV5FzExF4HIQNiWnl4IochcIJJFFM3Koimxbn8iItCNbIeQzj+LXgTS28FVMIX8ctAJ1OqaIqR0IH3at7EM++dRLfo2qy8ZS2xSCGGxN6QP6yTmRfBNFbjUVL46AI+AIOAKOgCPgCDgCjoAjsCQRcAWxV342MSt4XSBYEC1tFFAIi+3Uyq2mteImRBFz0mLViumM5VtVi1ECRdqM/IcKXiPK1ip0gm9iIyoGAlnq1GlPpFH8E3PtPshdzmqzmIoWSFmRa/CateOlweBvGLUxI01JkQE5TOJJG2iURC9REDMT1sjqRC3F5hWC2Y7mrNKISX2h8Ts2V4S0dumhFNCghHb3ewVin4cj4Ag4Ao6AI+AIOAKOgCPgCJwbASeI58bnwhyFU3WpIGRM26hvFPRA3lH2EAl34E9447q19qXDU2aQrw6mnSKMfQm+geh3zYLoYFaCKWp6+qdso+gVIIYq6rFFIBmClWorDDtHONIseiok0SCcicxSYY2UNK88hzTDd7HJPHR+ngl1ohkIaId+s7qYlBtpnjyN5EosoDB+LJokUA6pLyCHJUhoILq8SWsM/ekt+3ph398cAUfAEXAEHAFHwBFwBBwBR6D3EPA0F4vxm4gonaWkMt0kZURCPsMc/n5P0O4Ljz9r+/bvtzx+gG3URGW5z8gdmwv6kfnpK1EiyGACoRSZzcvktVi0WqXPPn3lOhsuE1WVSZSZ12mCmM1K+2G+4cArMVMfwxFwBBwBR8ARcAQcAUfAEXAEXg4CSnPhBPHlIHYh2i4geSJdIS0lJLEjv0DRLJmbst/rZY4JRkxVWmiUdhki087C5WSz7/1v0eso+/wcAUfAEXAEHAFHwBFwBByBC4eA+OFpu8QLN473fC4EFipqgQtmNErhXhTJVNxQZBFJkT299J6dpD2VbE/egq98EX/tMNMikVWDoazIoWYUppbN75WflY/oCDgCjoAj4Ag4Ao6AI+AIOAK/DAJOEH8Z1H7Fc7oU6hd6mU9xoQOQ91NEcJ4Upvgh5qQu8i+jkbShM1z+KJkfo7YuZMnIaMb/tM00mQNjZ0wxqwiqpwjr/Cyp1qRe7IvrmBdHwBFwBBwBR8ARcAQcAUfAEVh0BNzEdBF+goW62jzhOmMaCxuccYCds51wrvYvPP9C7Z9igKcHEEU8rXay4wTxNDi+5Qg4Ao6AI+AIOAKOgCPgCPQYAm5i2mM/yNmnczb298K6s7HGs/d2oWrPlQFx8Wd3ob619+sIOAKOgCPgCDgCjoAj4Ai8uhBwE9NF+D1fOmESEVz46u6GuoUTV4+ZOefC2ldyOyOIZ34z7Z1Z80rOyMdyBBwBR8ARcAQcAUfAEXAEHIGXi8D/AyidDE4QJpyoAAAAAElFTkSuQmCC",
            "text/plain": [
              "<IPython.core.display.Image object>"
            ]
          },
          "metadata": {
            "jdh": {
              "module": "object",
              "object": {
                "source": [
                  "Upload area for transcribed interview fragments of the Talking Borders digital caf\u00e9"
                ],
                "type": "image"
              }
            }
          },
          "output_type": "display_data"
        }
      ],
      "source": [
        "from IPython.display import Image\n",
        "metadata={\n",
        "    \"jdh\": {\n",
        "        \"module\": \"object\",\n",
        "        \"object\": {\n",
        "            \"type\":\"image\",\n",
        "            \"source\": [\n",
        "                \"Upload area for transcribed interview fragments of the Talking Borders digital caf\u00e9\"\n",
        "            ]\n",
        "        }\n",
        "    }\n",
        "}\n",
        "display(Image(\"media/Image_1_page_digital_cafe.png\"), metadata=metadata)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "Citizen scientists uploaded 231 transcribed fragments. A hundred fragments were chosen by the project team to be posted in the digital caf\u00e9 from 1 August 2018 to 8 November 2018 ([Digital Caf\u00e9 Database](https://github.com/jdh-observer/6ig87tC5GKjQ/blob/main/script/Digital_Cafe_posts_comments.txt)). These fragments are referred to as posts. The project team divided the posts into nine categories (see [this figure](#figure-average-no-comments-per-post-*)): 1: Physical vs mental borders (10); 2: Now vs then (10); 3: Similarity across borders (5); 4: Pro border (11); 5: Against borders (10); 6: Various types of borders / Role of borders in different contexts (14); 7: Influence of borders on personality / personal life (12); 8: Borders in Europe (15); 9: Transgressing borders / Recognising their constructedness (13). Fragments were chosen because they could be easily understood or contained a well-developed argument. If the transcribed quotes lacked words or were marked with signs indicating that the transcribers had not understood something, the quotes were dismissed."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "Posts frequently offered comprehensive descriptions of how contrasting definitions or perspectives on borders shape lives and social communities in one specific country or across countries. Arguments can especially be found in the posts included in the categories \u2018Pro border\u2019 and \u2018Against borders\u2019, which was a contentious topic and generated a range of comments, from slightly (such as comment 30) to strongly (such as comment 29) in favour of borders, or from slightly (such as comment 42) to strongly (such as comment 43) against borders (see table 2). Whenever posts fitted equally well into two categories (e.g. post 37 would also fit into the category \u2018Various types of borders\u2019), the category that had fewer posts was preferred. Participants were given the possibility of engaging in a written online conversation about the content of the posts with other participants over the course of 100 days."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 22,
      "metadata": {
        "ExecuteTime": {
          "end_time": "2023-09-15T07:51:41.943894Z",
          "start_time": "2023-09-15T07:51:41.928213Z"
        },
        "execution": {
          "iopub.execute_input": "2025-03-13T09:47:17.031881Z",
          "iopub.status.busy": "2025-03-13T09:47:17.031707Z",
          "iopub.status.idle": "2025-03-13T09:47:17.039788Z",
          "shell.execute_reply": "2025-03-13T09:47:17.039232Z"
        },
        "tags": [
          "figure-dig-cafe-published-posts-*",
          "aspect-ratio-904-506",
          "h-506px",
          "w-904px"
        ]
      },
      "outputs": [
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<IPython.core.display.Image object>"
            ]
          },
          "metadata": {
            "jdh": {
              "module": "object",
              "object": {
                "source": [
                  "Page of the digital caf\u00e9 showing published posts"
                ],
                "type": "image"
              }
            }
          },
          "output_type": "display_data"
        }
      ],
      "source": [
        "from IPython.display import Image\n",
        "metadata={\n",
        "    \"jdh\": {\n",
        "        \"module\": \"object\",\n",
        "        \"object\": {\n",
        "            \"type\":\"image\",\n",
        "            \"source\": [\n",
        "                \"Page of the digital caf\u00e9 showing published posts\"\n",
        "            ]\n",
        "        }\n",
        "    }\n",
        "}\n",
        "display(Image(\"media/Image_2_page_digital_cafe.png\"), metadata=metadata)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "In order to enter a comment, participants had to click the button on the right side of a post. Afterwards, they would see the post as well as its comments, and could add a new comment. When participants entered the system, they did not see how many (if any) new comments had been posted since their last visit; they could only find this out by clicking on every post. This complicated workflow may have contributed to the low average number of comments per post, which stood at 2.23 (see website code [TCS project - Talking Borders](https://zenodo.org/record/8178990))."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 23,
      "metadata": {
        "ExecuteTime": {
          "end_time": "2023-09-15T07:51:41.960244Z",
          "start_time": "2023-09-15T07:51:41.946916Z"
        },
        "execution": {
          "iopub.execute_input": "2025-03-13T09:47:17.041729Z",
          "iopub.status.busy": "2025-03-13T09:47:17.041378Z",
          "iopub.status.idle": "2025-03-13T09:47:17.049271Z",
          "shell.execute_reply": "2025-03-13T09:47:17.048740Z"
        },
        "tags": [
          "figure-post-comments-*",
          "aspect-ratio-904-488",
          "h-488px",
          "w-904px"
        ]
      },
      "outputs": [
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<IPython.core.display.Image object>"
            ]
          },
          "metadata": {
            "jdh": {
              "module": "object",
              "object": {
                "source": [
                  "Page of the digital caf\u00e9 showing a post and its comments"
                ],
                "type": "image"
              }
            }
          },
          "output_type": "display_data"
        }
      ],
      "source": [
        "from IPython.display import Image\n",
        "metadata={\n",
        "    \"jdh\": {\n",
        "        \"module\": \"object\",\n",
        "        \"object\": {\n",
        "            \"type\":\"image\",\n",
        "            \"source\": [\n",
        "                \"Page of the digital caf\u00e9 showing a post and its comments\"\n",
        "            ]\n",
        "        }\n",
        "    }\n",
        "}\n",
        "display(Image(\"media/Image_3_page_digital_cafe.png\"), metadata=metadata)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics"
        ]
      },
      "source": [
        "By 10 November, 226 comments had been posted in the digital caf\u00e9. The number of comments was highest in the first category and then decreased towards the end. Efforts were made to recruit more participants. After five new citizen scientists registered when posts in category six were made available online, the number of comments increased, before decreasing again towards the end of the project. The categories \u2018physical vs mental borders\u2019, \u2018pro border\u2019 and \u2018influence of borders on personality\u2019 triggered most comments. Four participants were especially active during the whole hundred days, one of them being Termime. These participants were awarded a digital recorder as a prize for their commitment."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": 24,
      "metadata": {
        "ExecuteTime": {
          "end_time": "2023-09-15T07:51:41.978935Z",
          "start_time": "2023-09-15T07:51:41.963278Z"
        },
        "execution": {
          "iopub.execute_input": "2025-03-13T09:47:17.051356Z",
          "iopub.status.busy": "2025-03-13T09:47:17.050956Z",
          "iopub.status.idle": "2025-03-13T09:47:17.056370Z",
          "shell.execute_reply": "2025-03-13T09:47:17.055858Z"
        },
        "tags": [
          "figure-average-no-comments-per-post-*",
          "aspect-ratio-768-592",
          "h-592px",
          "w-768px"
        ]
      },
      "outputs": [
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<IPython.core.display.Image object>"
            ]
          },
          "metadata": {
            "image/png": {
              "width": 1000
            },
            "jdh": {
              "module": "object",
              "object": {
                "source": [
                  "Average number of comments per post for each category, number of posts per category in brackets"
                ],
                "type": "image"
              }
            }
          },
          "output_type": "display_data"
        }
      ],
      "source": [
        "from IPython.display import Image, display\n",
        "\n",
        "metadata = {\n",
        "    \"jdh\": {\n",
        "        \"module\": \"object\",\n",
        "        \"object\": {\n",
        "            \"type\": \"image\",\n",
        "            \"source\": [\n",
        "                \"Average number of comments per post for each category, number of posts per category in brackets\"\n",
        "            ]\n",
        "        }\n",
        "    }\n",
        "}\n",
        "\n",
        "display(Image(\"media/graph_number_of_comments.png\", width=1000), metadata=metadata)\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "narrative"
        ]
      },
      "source": [
        "## Termime in the Digital Caf\u00e9"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        }
      },
      "source": [
        "To evaluate the usefulness of the citizen science digital caf\u00e9 for historians, this section follows Achim Landwehr\u2019s advice to \u2018work historically\u2019 by selecting and researching \u2018present references to past times\u2019 (<cite data-cite=\"8820477/RRDDC742\"></cite>, 250). Of the hundred posts in the digital caf\u00e9, six included the word history (post 33, 44, 65, 156, 159, 224). Posts 33 and 159 generated three comments, the other original posts generated two comments. In addition, of the 226 comments, 16 included the word history, two of which were a response to a post mentioning the word history as well (post 224). The second category of posts was called \u2018Now vs then\u2019 and included ten original posts. Among the seven posts in this category not mentioning the word history, there were four posts implicitly talking about the past, which we included in the analysis as well (post 36 and 47 about grandparents; post 37 about the Treaty of Schengen and living in the borderlands, and post 40 in which Termime left a comment). We selected 22 posts and their comments for the analysis. This small number shows that when citizen scientists talked about contemporary borders in Europe, they mostly did so without referring to the past."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "jdh": {
          "module": "object",
          "object": {
            "source": [
              "table 2: List of all posts and comments from the Digital Caf\u00e9 referenced in this article"
            ]
          }
        },
        "tags": [
          "narrative",
          "hermeneutics",
          "table-digital-cafe-*",
          "data-table"
        ]
      },
      "source": [
        "| PostID | PostText | User who uploaded Post | CommentID | CommentText |User who made Comment | Role |\n",
        "|-----|-----|-----|-----|-----|-----|-----|\n",
        "| 21 | When it comes to that genuine human contact and friendship, borders represent nothing, they suddenly become not important at all | Binghost | 30 | When speaking about geopolitical and economical borders this is true, but we need social and cultural limits to understand our own identity. Only when we understand who we really are we will be able to interact with other people | DeadSaint | CS |\n",
        "| 33 | For me borders mean the place where a country is. That's what separates countries from each other. The history of borders used to work as the place which separated and saved each country's culture and habits from other countries. And it also used to defend places in wars. | Gift | 146 | Therefore, the geopolitical boundary protects the integrity of a state that consists of its territory, language, culture, tradition. The border protects the territory but also the cultural heritage of a state. | Thinkerer | CS |\n",
        "| 33 | For me borders mean the place where a country is. That's what separates countries from each other. The history of borders used to work as the place which separated and saved each country's culture and habits from other countries. And it also used to defend places in wars. | Gift | 163 | And this is great. However, under no circumstances should we forget about other countries and about keeping alive our relationships with them | DeadSaint | CS |\n",
        "| 33 | For me borders mean the place where a country is. That's what separates countries from each other. The history of borders used to work as the place which separated and saved each country's culture and habits from other countries. And it also used to defend places in wars. | Gift | 197 | I can relate to this point. The Border is a sign post - hey you are entering a new culture and language zone. I do not see that as bad. It lets people know where they stand, literally and figuratively. But the Border is being used by the far right in a way that denies our celebrating and integrating with different cultures. That makes me sad and angry. It shows how the Border has different roles and values for diff peoples | GamingScorpion | BS |\n",
        "| 36 | My grandparents are still communists, which is to me very interesting, because, you know, there are all these restrictions, but they grew up that way and that's basically the only thing they knew, they feel like it's what is right, I guess. | Feature | 193 | It is similar with people in my country. The older population describes the period of communism as a period of welfare and carelessness. They also say that when they look from this perspective they see negative side. They see it was not good for everyone, but that they lived well if the rules were respected. | Thinkerer | CS |\n",
        "| 36 | My grandparents are still communists, which is to me very interesting, because, you know, there are all these restrictions, but they grew up that way and that's basically the only thing they knew, they feel like it's what is right, I guess. | Feature | 203 | It is actually really tough to pass over changes, that is why the elders are so nostalgic; perhaps we will behave the same way in the future. However, since we are now the NEW generation, we are supposed (and we would better to) to manage and adapt to changes | DeadSaint | CS |\n",
        "| 36 | My grandparents are still communists, which is to me very interesting, because, you know, there are all these restrictions, but they grew up that way and that's basically the only thing they knew, they feel like it's what is right, I guess. | Feature | 213 | For me its fascinating that until recently whole Europe was divided in two. There were practically two Europes: east, communist one and west, capitalist one. | PeskyLlama | CS (only participated in Digital Cafe) |\n",
        "| 37 | BS: The border as a state border wasn't the topic of my thinking because the first experience, maybe this is connected with the so-called national methodology in Poland, but our studies are more oriented on the borderland question not border question. | Witness | 182 | With the Schengen treaty, living near the border is something really peculiar because it lets you get in touch with other people and traditions weekly or even daily. I feel it is terrific | DeadSaint | CS |\n",
        "| 37 | BS: The border as a state border wasn't the topic of my thinking because the first experience, maybe this is connected with the so-called national methodology in Poland, but our studies are more oriented on the borderland question not border question. | Witness | 184 | As an active member of a minority that lives on the borderland of my country, I can relate to this comment. Maybe because our two countries are on relatively good terms but for me, it was not really a fact of borders but as Witness had stated, more of the borderland territory, how to improve it or how to embrace it. Usually, the borderland of a country is one of the richest areas of the whole nation, that may be because is the meeting point of different cultures. | Termime | CS |\n",
        "| 37 | BS: The border as a state border wasn't the topic of my thinking because the first experience, maybe this is connected with the so-called national methodology in Poland, but our studies are more oriented on the borderland question not border question. | Witness | 189 | Since I grow up (I still live) in the border zone (borderland), I have always wondered what the border is. I asked myself how the river could be a border and to whom the river belongs. The term border was untouchable for me. I saw the river, but I did not could understand what that river divided except two coats. Now, I can see that river like natural border between two countries divides language, culture, religion and law. But also, in my town I can see that borderland provides multinational and multicultural environment and that is advantageous. Growing up in a multinational and multicultural environment means that you do not see the strict boundaries between cultures, because they are somehow a compound of all cultures in that area. Over time, people assimilate and the boundaries between people disappeared, first and the foremost by the respecting of each other. | HammerTurkey | CS |\n",
        "| 40 | Borders have a hard meaning because they were the foundation of building a nation, something that united people. | LittleChampion | 96 | Sometimes geopolitics helps in this: in the last century, Italy did not feel complete without Trieste and Trento and without having the entire control on the Adriatic Sea, which was conceived as an Italian lake. However only with a specific propaganda was this made clear to the public opinion and was it possible to strenghten the idea of Italian nationality | DeadSaint | CS |\n",
        "| 40 | Borders have a hard meaning because they were the foundation of building a nation, something that united people. | LittleChampion | 105 | During World War I, at the battle of Isonzo river (Soca) Italians were just being defeated at Caporetto (Kobarid) by the Austrian army, who started to push the Italians even further on till the river Piave. And right there the Italian army had the strength to fight back at the Austrians because they were protecting their homeland, their borders. They understood that if they let the Austrians push any forward than that the enemy will take their home. The border united them. | Termime | CS |\n",
        "| 40 | Borders have a hard meaning because they were the foundation of building a nation, something that united people. | LittleChampion | 150 | The good side about national borders is that nowadays we have a multiple cultures in the world. Also, that is a way for people to know the history of their nation and to know their roots. | HammerTurkey | CS |\n",
        "| 44 | When I think about borders, I think very much about the Berlin Wall. And I've been to Berlin once, and I was very fortunate to see the wall, I found it a very moving experience, because I have always had a great love of history. | Gift | 196 | The Wall is an excellent example of a place divided. There are still Walls that divide - see the Middle East. They remind us that division is a permanent aspect of a Border. I am not condoning that, but it is something we must deal with. People who say they do not recognise Borders, I say look at these examples. Borders are reality. | GamingScorpion | BS |\n",
        "| 44 | When I think about borders, I think very much about the Berlin Wall. And I've been to Berlin once, and I was very fortunate to see the wall, I found it a very moving experience, because I have always had a great love of history. | Gift | 205 | This summer I attended an exhibition on borders where there were many pictures collected by ANSA . These show boundaries all over the world which are extremely similar to the Berlin Wall. I highly recommend it, try to look up the internet for it | DeadSaint | CS |\n",
        "| 47 | CS: Nowadays we perceive borders differently from how our parents and grandparents did, because my grandparents and parents grew up under communism and they could not travel like we can now, they had some limitations and they could only travel to some countries, they had to wait until their application to travel was approved and there were thorough border controls to prevent smuggling. | ArchTauren | 52 | Travelling freely is one of society best conquests: this really helps us to see different environments from ours and to try new experiences. It is a new way that let young people grow differently from their parents, creating the basis for a potential multicultural society | DeadSaint | CS |\n",
        "| 65 | As a history student I'm more than interested in the phenomenon of borders, not only from the political aspect but from the cultural as well. Taking into consideration that I'm originally from Bosnia, that I was born in Croatia, but raised and educated in Serbia. When someone mention borders, firstly, I think about geopolitical lines that separate different countries. | Creator2 | 148 | I completely concord with this sentiment. I too feel that Borders ARE geopolitical constructs used to distinguish between separate lands. I suspect many other people hold a similar view; for example, the media and politicians. But whereas they see the Border as a gatepost for exclusion, which privileges some or others, I prefer the Border to be a signpost for a different land and culture. Something that can be celebrated for signifying difference in terrain, language, food, and culture. By embracing the different, we find out how much we have in common. | GamingScorpion | BS |\n",
        "| 65 | As a history student I'm more than interested in the phenomenon of borders, not only from the political aspect but from the cultural as well. Taking into consideration that I'm originally from Bosnia, that I was born in Croatia, but raised and educated in Serbia. When someone mention borders, firstly, I think about geopolitical lines that separate different countries. | Creator2 | 161 | I do believe that boundaries are born with geopolitical aims, but, strange as it may seems, they also play a fundamental role for social integrity. Anyway, you should be an extremely interesting person to know; I wish we had met in Vienna | DeadSaint | CS |\n",
        "| 66 | CS: I would like to summarize those things that affect someone's perception of borders as context, because, if we want to understand why someone thinks something or in some way about borders, we need to understand where he comes from, what time we are talking about. | LostFairy | 43 | As the author Neblett said \"We are the sum total of our experiences. Those experiences \u00e2\u20ac\u201c be they positive or negative \u00e2\u20ac\u201c make us the person we are, at any given point in our lives. To understand someone's position regardless borders we have to understand where the person comes from to be able to find the best compromise, solution. | Termime | CS |\n",
        "| 68 | CS: There are several types of borders. If we start with the political ones, the first that defined them were the Mesopotamians and the Egyptians that had wars over these territories. Then, with time passing, there intervened other borders, let's call them interracial borders, language borders, and geographical and cultural borders. | SneakyWarthog | 66 | Political borders the way we think of it nowadays are deeply linked with the invention of nation states. The Treaty of Westphalia defined in 1648 sovereignty, that is the relationship between a power, a population and a territory. From that moment and with the help of progress in cartography, rulers were able to precisely define borders. Population census and identity card came later as new technology for controlling flows. We know examples of people on the Franco-Belgian border in the 19th century who took advantage of the imprecision of the border line for registering on the side which was the best for their personal or professional interest. I would argue that borders have hardly been more closed than in the modern society. | GrassPixie | BS |\n",
        "| 73 | CS: Borders play a very important role in defining the identity of individual or ethnic groups. The drawing of new borders which strictly limit the space of a nation of another nation. The ideal nation-state emerges from an organic structure that is meant to bring together all citizens of an ethnicity. | Spillager | 92 | I think this is very well said. And I think that this is the essence of states and borders in the geopolitical sense, to bring together all citizens of an ethnicity. | Thinkerer | CS |\n",
        "| 73 | CS: Borders play a very important role in defining the identity of individual or ethnic groups. The drawing of new borders which strictly limit the space of a nation of another nation. The ideal nation-state emerges from an organic structure that is meant to bring together all citizens of an ethnicity. | Spillager | 103 | Usually things like borders, national identity, national culture, and language or even rooting for their national soccer team awaken some kind of patriotism in the hearts of every citizen of each country. Having something that you care for that is just yours as in your Country makes you want to not give up and you feel close as ever to your fellow citizens. In history, we have many examples where politics used the idea of defending borders and fight for your country to mobilize entire nations. | Termime | CS |\n",
        "| 73 | CS: Borders play a very important role in defining the identity of individual or ethnic groups. The drawing of new borders which strictly limit the space of a nation of another nation. The ideal nation-state emerges from an organic structure that is meant to bring together all citizens of an ethnicity. | Spillager | 114 | This is the essence of nation-states from the modern era. However at that time, and sometimes still nowadays, also economical and political elite and their potential advantages from geopolitics influenced the defining of a national identity | DeadSaint | CS |\n",
        "| 92 | So I can say that political and culture borders are not the same thing because we have an example, not all people in Croatia are Croatians, not all people in Germany are Germans, of course. So we have many cultures in a land-national minority. | DreamBlackberry | 79 | I assume DreamBlackberry got the point. If I consider the border region where I am born and where I live, I notice that almost four different ethnies spread on both sides of the border which have been living together with no wall separating them. Moreover, I conceive this as a factor which enrich the cultural experience of a territory. | DeadSaint | CS |\n",
        "| 92 | So I can say that political and culture borders are not the same thing because we have an example, not all people in Croatia are Croatians, not all people in Germany are Germans, of course. So we have many cultures in a land-national minority. | DreamBlackberry | 87 | Totally agree with both DreamBlackberry and Deadsaint. Having many nationalities within one territory it s a very unique experience, it has its good sides and its more complicated one. The minority from my country, basically goes back from the Austro Hungarian empire, one of the most famous multicultural nations in history. | Termime | CS |\n",
        "| 94 | CS: I do not know a lot about borders. I study anthropology and we had fieldwork in Prekmurje in Slovenia and we talked with people that live there close to the Hungarian border and we asked them how the border influenced them, the difference between the past and now, what changes borders brought. They said that borders influenced the past much more than now. | MoneyMobster | 65 | There are definitely strong debordering processes in the world, but we can also observe countermovement of rebordering processes. For example, the total length of borders in the world is increasing and some borders are building up fences. Look at the contradiction of crossing borders in a globalized world: a dead cow will easily cross every border as a steak for sell; but a human being with the wrong passport would not be allowed to travel. This applies even in the European Union with dramatic consequences. Roma people with Romanian and Bulgarian nationality are being deported from France, while Syrian and Ethiopian refugees stay in slum camps before passing the Channel Strait to the United Kingdom. | GrassPixie | BS |\n",
        "| 104 | If we did not have any borders, we would need to have one government or no government. So people would be fighting over land all the time. So, we all have borders. If you live in an apartment you have a border between your apartment and the next apartment. | Enchantra | 110 | Boundaries are necessary to improve a country administration. To be more specific, they are also extremely useful in avoiding that two countries get into a conflict for this kind of issues | DeadSaint | CS |\n",
        "| 104 | If we did not have any borders, we would need to have one government or no government. So people would be fighting over land all the time. So, we all have borders. If you live in an apartment you have a border between your apartment and the next apartment. | Enchantra | 124 | It is proven by history that borders and boundaries are necessary or at least the make interactions and relationships between countries easier. But I think, and I saw this kind of comments, that oversimplifying and applying different examples to such a complex topic, like borders it s not the best. I think when we do that we kind of lose the meaning of the topic itself. | Termime | CS |\n",
        "| 116 | CS: Borders can be constructed, as in the case of nations - a lot of the time those borders are meeting landmarks. But most of the time I think they're constructed. There are borders not only related to countries but also personal borders or psychological borders. | HollowDrummer | 34 | Borders could be meeting points from which the divided populations can exchange their culture and their identity. They are born as division, but we can use them as crossroads as well | DeadSaint | CS |\n",
        "| 117 | For example, it's my first time in Vienna. And we are living in a dormitory. Yesterday we wanted to eat something especially from Vienna. But, we couldn't find anything but Turkish, Turkish, Turkish, Turkish. So I think that now Europe has mixed with Arabs. I think we should use the ideas of walls. Maybe not build them, but use the idea. | CarefulKraken | 91 | I can agree with my colleague, we all noticed that Vienna is a multinational and multicultural city. Using walls as an idea, this is a very unusual and good thought. But I think its much easier to use before the damage,conditionally stated, is made. Imagine, for example, if we would implement that strategy in Vienna, would we have more damage or benefit from it? | Thinkerer | CS |\n",
        "| 117 | For example, it's my first time in Vienna. And we are living in a dormitory. Yesterday we wanted to eat something especially from Vienna. But, we couldn't find anything but Turkish, Turkish, Turkish, Turkish. So I think that now Europe has mixed with Arabs. I think we should use the ideas of walls. Maybe not build them, but use the idea. | CarefulKraken | 97 | I believe Vienna is one of the most evident examples of multiculturality, as the historical capital city of such vaste empire. Maybe looking at its history we can learn something useful about managing ethnical minorities. Speaking about Arabs, researches show that they are little minorities, even if sometimes economically competitive | DeadSaint | CS |\n",
        "| 117 | For example, it's my first time in Vienna. And we are living in a dormitory. Yesterday we wanted to eat something especially from Vienna. But, we couldn't find anything but Turkish, Turkish, Turkish, Turkish. So I think that now Europe has mixed with Arabs. I think we should use the ideas of walls. Maybe not build them, but use the idea. | CarefulKraken | 100 | History has proven that when different people come together in a meeting point, two things can happen: a conflict or new and different ways to enrich the culture and the ways of living. When we were in Vienna I also saw that in the area where we were staying there were a lot of Turkish places, but also many Italian restaurants and I even saw some English pubs. This is the consequence of centuries of migrations and a very present globalization. | Termime | CS |\n",
        "| 137 | BS: I think I have a lot of experience just as a person in this world or as a professional. I also pick up on a kind of paradox that borders divide and unite. So on the one hand, there are different countries with their own laws and culture. For example, the differences between USA and Mexico, not so economically developed in the case of Mexico, but powerful and wealthy in the case of the USA. On the other hand, a border is an INVITATION to cross, it is a barrier. You have to deal with different customs. | Form | 42 | That is a very interesting point. Every country has different customs and if you visit a specific country you have to respect it's customs and adapt. | ArchTauren | CS |\n",
        "| 156 | I think the borders are something that is all the time changing. It is nothing constant. The shape and the configurations of borders are changing all the time. There are many examples in history that the big empires have fallen. And sometimes nothing is left after them. | Reply | 236 | Many experts suggest that borders will change for sure. We just ought to be prepared for it | DeadSaint | CS |\n",
        "| 156 | I think the borders are something that is all the time changing. It is nothing constant. The shape and the configurations of borders are changing all the time. There are many examples in history that the big empires have fallen. And sometimes nothing is left after them. | Reply | 249 | Fran\u00e7ois de La Rochefoucauld said that the only thing constant in life is change. | Termime | CS |\n",
        "| 159 | If we want to understand why someone thinks something or in some way about borders, we need to understand where he comes from, what is the town we are talking about, what is the history and background of the region he comes from. | Response | 154 | This is true, we have to consider that vision and thinking about the borders in some way depends on the environment in which we are. This is a very nice comment, stimulated me to think. | Thinkerer | CS |\n",
        "| 159 | If we want to understand why someone thinks something or in some way about borders, we need to understand where he comes from, what is the town we are talking about, what is the history and background of the region he comes from. | Response | 158 | Surely this should be the main principle of international relations and of diplomacy. A simple but not easy way to understand somenone could be learning his language | DeadSaint | CS |\n",
        "| 159 | If we want to understand why someone thinks something or in some way about borders, we need to understand where he comes from, what is the town we are talking about, what is the history and background of the region he comes from. | Response | 188 | Exactly, knowledge is power. Understanding the other facilitate communication between two parts. | Termime | CS |\n",
        "| 171 | When I think about borders in some different and deeper way, a more cultural way, I see them as much more complex things that sometimes can bond us but sometimes can disconnect us. Some borders and some changing borders have big consequences for someone, while for others, they don't feel it at all, you know, it really doesn't affect them. | Thinkerer | 177 | Well usually people who live near the frontier feel the change. I am now thinking about all of those German people at the east border who after WW1 had to change life after they were included in new countries | DeadSaint | CS |\n",
        "| 171 | When I think about borders in some different and deeper way, a more cultural way, I see them as much more complex things that sometimes can bond us but sometimes can disconnect us. Some borders and some changing borders have big consequences for someone, while for others, they don't feel it at all, you know, it really doesn't affect them. | Thinkerer | 185 | Deadsaint, with his/her comment, pointed out that the question of the border often has to be reconnected to history. History always can explain to us why relationships between state are as they are, and why people feel like that towards borders. For that matter engagements like this one are extremely important. | Termime | CS |\n",
        "| 177 | CS: As for me, a border isn't just a line on a map. It is a complicated question, because a border is also mental, religious, in the economy, for example. As for me, I think borders are very important, because it is the area where one person and another can meet. | Aspect | 29 | Borders delimit the area where we can move freely without damaging the other. Moreover, this freedom helps the development of our own identity; within these limits we can understand what we really are and what we really want | DeadSaint | CS |\n",
        "| 177 | CS: As for me, a border isn't just a line on a map. It is a complicated question, because a border is also mental, religious, in the economy, for example. As for me, I think borders are very important, because it is the area where one person and another can meet. | Aspect | 32 | I think it is less the place where two people can meet but where they face difficulties trying to meet. A border implies a difference (geographic borders for example a difference in location, a mental border shows a difference in perception...) | Witness | CS |\n",
        "| 177 | CS: As for me, a border isn't just a line on a map. It is a complicated question, because a border is also mental, religious, in the economy, for example. As for me, I think borders are very important, because it is the area where one person and another can meet. | Aspect | 47 | Borders are meeting point. Where we get the chance to meet the other, someone that is different from us and I mean different by language, culture etc. So when we face the \"other\" can better understand who we really are. Living on a border gives you an exceptional opportunity not only to get to know who is different from you and see a reality that is not ours but also put in a way our lives in perspective. | Termime | CS |\n",
        "| 177 | CS: As for me, a border isn't just a line on a map. It is a complicated question, because a border is also mental, religious, in the economy, for example. As for me, I think borders are very important, because it is the area where one person and another can meet. | Aspect | 63 | Beside meeting point, borders also enrich relations between people in general as well as the people living near the border because history is a great proof that the borders are not just lines on a map. Every border has its own and unique history of events that defined it as we know it today and I believe that besides people can use it to meet each other that they all understand why that border is there and how did it affect two sides that the border separates. Using that knowledge, people can understand why someone sees or thinks of a border in some way instead of judging the other side for its opinion on borders | LostFairy | CS |\n",
        "| 178 | BS: Have the borders stopped you from doing something that you like? CS: Mm, not really, no. BS: No? CS: But I live in Vienna. I mean, if I go to other countries, I don't need documents or change the money or take a visa. But if I came from another country, then of course that would be a problem. | Tec | 201 | Since many times here we have discussed the Schengen model, I now believe that this is effective only when it involves few countries, so it could not become a universal idea. What do you all think? | DeadSaint | CS |\n",
        "| 178 | BS: Have the borders stopped you from doing something that you like? CS: Mm, not really, no. BS: No? CS: But I live in Vienna. I mean, if I go to other countries, I don't need documents or change the money or take a visa. But if I came from another country, then of course that would be a problem. | Tec | 220 | If we think about it in a realistic way I do not think It will be possible to have Schengen as a universal idea. Not only because of the history between different countries but also because of the economic, politic and strategic interests that characterize modern countries. | Termime | CS |\n",
        "| 178 | BS: Have the borders stopped you from doing something that you like? CS: Mm, not really, no. BS: No? CS: But I live in Vienna. I mean, if I go to other countries, I don't need documents or change the money or take a visa. But if I came from another country, then of course that would be a problem. | Tec | 231 | On the first comment, suppose that is true like you said if you are from a EU country, but if you are for example from Serbia, you need visa, passport, waiting | AuthorityWizard | CS (only participated in Digital Cafe) |\n",
        "| 178 | BS: Have the borders stopped you from doing something that you like? CS: Mm, not really, no. BS: No? CS: But I live in Vienna. I mean, if I go to other countries, I don't need documents or change the money or take a visa. But if I came from another country, then of course that would be a problem. | Tec | 242 | AuthorityWizard you are right: I am from an EU country, but I thought an universal spread of Schengen, like Termime affirmed. Personally I hope Serbia and other European countries will be included in this area | DeadSaint | CS |\n",
        "| 182 | CS1: Do we need borders? CS2: I think yes, without borders I think there would be chaos, because there are too many different people, I think, who can't live with each other, like with religions, because they are too different. I think we need borders for the same ethnic people who can stay in only one place not spread all around the word. | Aspect | 81 | I think that without a border, the society would start the paths of anarchy. Sometimes there are boundaries to tell us what we can and what we can not do. For example, the boundaries in good behaviour. When we violate the rule, it is followed by a sanction. | Thinkerer | CS |\n",
        "| 182 | CS1: Do we need borders? CS2: I think yes, without borders I think there would be chaos, because there are too many different people, I think, who can't live with each other, like with religions, because they are too different. I think we need borders for the same ethnic people who can stay in only one place not spread all around the word. | Aspect | 86 | Today I happened to be searching for some information about the North Korea for an upcoming history exam that I have to take at my University. And it popped up on my screen a photo taken on the border between North and South Korea, which portrait to mans holding hands through a window of a bus. One man was on the bus ready to leave and the other was standing outside. The image captured perfectly the feeling across their faces. It was pain, both of them were crying. This particular photo stuck with me for the rest of the day. In this days the two countries emanated a special pass to nearly 400 families that were divided at the time of the Korean war that took place in the fifties so that the separated families could have a chance to see again the relatives that couldn't see each other for more than six decades. Do we need borders? I think that when we talk about different countries, cultures, religions borders are a good thing, because, within them, we as a country are able to be ourselves and just with the acceptance of the fact that we are different, we are truly able to comprehend the others and fully accept and embrace the difference between nations. And I also think that boundaries are a good thing, obviously to some extent. But then I came across at photos of divided families from North and South Jorea or America and Mexico etc. and I ask myself what kind of borders do we really need? | Termime | CS |\n",
        "| 182 | CS1: Do we need borders? CS2: I think yes, without borders I think there would be chaos, because there are too many different people, I think, who can't live with each other, like with religions, because they are too different. I think we need borders for the same ethnic people who can stay in only one place not spread all around the word. | Aspect | 116 | However, if we think about the Berlin Wall or Middle East borders, we would notice that actually chaos ruled and rules over there | DeadSaint | CS |\n",
        "| 212 | BS: One small river between Poland and Silesia (Bystrica) was a border. In the 20th century it wasn't there anymore but nevertheless people felt divided. Polish people say: My daughter will never marry somebody from the other side. | CrashGoblin | 33 | This is a clear example of how much the territory where a community lives can affect the community itself. If there is a historical division between different populations which does not exist anymore, they should discuss about it | DeadSaint | CS |\n",
        "| 212 | BS: One small river between Poland and Silesia (Bystrica) was a border. In the 20th century it wasn't there anymore but nevertheless people felt divided. Polish people say: My daughter will never marry somebody from the other side. | CrashGoblin | 41 | I am not really sure, that a discussion would help to solve this problem. People there were told, since they were kids, that people from the other side are bad. To solve this problem, it would be necessary to change the way of thinking of the people. | ArchTauren | CS |\n",
        "| 224 | CS: Maybe you have an idea how to destroy mental borders between people? BS: I think one way to really help people to lower the border is to understand history BS: History is a really powerful way to eliminate or minimize such borders. | ShortSprite | 234 | Mmm actually I do not agree with you, because history can show the reason whay different start fighting. For example, in the area where I live there are two different ethnics living together whose relationships are improving with the passing of time, but if you studied history, you would see harsh fights which would remember to these people the reasons why they started hating each other. Concluding, I believe we should learn how to dialogue to minimise border between people | DeadSaint | CS |\n",
        "| 224 | CS: Maybe you have an idea how to destroy mental borders between people? BS: I think one way to really help people to lower the border is to understand history BS: History is a really powerful way to eliminate or minimize such borders. | ShortSprite | 248 | I find myself torn on this topic. But I agree with both of you. I do not think that it is better to not consider history, regardless of how complicated and difficult it may be, because I believe that being aware of the past helps us shape the future. But then I understand DeadsSaints s point because It is not productive to be stuck in the past. In the end, dialogue and an open perspective are key. | Termime | CS |"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "Termime was the second most active participant in the digital caf\u00e9, leaving 44 comments, ten of which included the word history, with one further comment about the past (Termime referred to the past in a comment to the original posts 40, 73, 92, 104, 117 and 156, after a comment by Deadsaint, 159, after a comment by Thinkerer and Deadsaint, and 171, 178, 182 and 224, after a comment by Deadsaint). The most active citizen scientist in the digital caf\u00e9 was Deadsaint, who left 91 comments. Termime also exchanged quite frequently with Thinkerer, who left 27 comments. Termime\u2019s references to the past evolved in four stages throughout the digital caf\u00e9. She started with an appreciative comment on how she considered national borders and Italian nationalism to be intertwined. History was discussed in posts and comments before Termime decided to start to talk about history (see comment 33; defence - wars - 34; borders between historical periods as imaginary - 41; division / Berlin Wall - 65 geopolitical constructions - \u2018as a history student I know this\u2019 - 66; history affects perception on borders). Termime was prompted to refer to the past in a comment on post 40, which was a response to a post and an earlier comment submitted by Deadsaint:  "
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "**Post 40**\n",
        "\n",
        "*Borders have a hard meaning because they were the foundation of building a nation, something that united people.*\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        ">**Deadsaint\u2019s comment**: *Sometimes geopolitics helps in this: in the last century, Italy did not feel complete without Trieste and Trento and without having the entire control on the Adriatic Sea, which was conceived as an Italian lake. However only with a specific propaganda was this made clear to the public opinion and was it possible to strengthen the idea of Italian nationality.*"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        ">**Termime\u2019s comment**: *During World War I, at the battle of Isonzo river (Soca), Italians were just being defeated at Caporetto (Kobarid) by the Austrian army, who started to push the Italians even further on till the river Piave. And right there, the Italian army had the strength to fight back at the Austrians because they were protecting their homeland, their borders. They understood that if they let the Austrians push any forward then that the enemy will take their home. The border united them.*"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        }
      },
      "source": [
        "Termime often followed up on comments Deadsaint wrote. He was the only participant from Sarajevo, a Bachelor student in history whose comment described how Italian nationalists used propaganda to strengthen the feeling that the regions of Trieste and South Tyrol belonged to and should be included within the state borders of Italy (see also <cite data-cite=\"8918850/4A3EZD7C\"></cite> and <cite data-cite=\"8918850/PXQ5C8ZA\"></cite>, 30\u201349). Termime answered incorrectly that Italian soldiers fought against \u2018the Austrians\u2019 \u2045there was no Austria, but an Austro-Hungarian Empire \u2013 MV and JJ\u2046 to protect their home. Borders united Italian soldiers; borders were the \u2018foundation of building\u2019 the Italian nation (Post 40; see also <cite data-cite=\"8820477/G9Y5Z6B7\"></cite>)."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "By the moment Termime reached day 73, she had changed her mind. In a comment, she used the word \u2018history\u2019 as a rhetorical tool to bring critical distance to the discussion, but without having to provide an insight into her own opinion or life experiences. It is not clear from the comment what she thought or to what extent she thought the phenomenon she described was relevant to her.  "
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "**Post 73**\n",
        "\n",
        "*Borders play a very important role in defining the identity of individual or ethnic groups. The drawing of new borders which strictly limit the space of a nation of another nation. The ideal nation-state emerges from an organic structure that is meant to bring together all citizens of an ethnicity.*"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        ">**Termime\u2019s comment**: *Usually things like borders, national identity, national culture, and language or even rooting for their national soccer team awaken some kind of patriotism in the hearts of every citizen of each country. Having something that you care for that is just yours as in your country makes you want to not give up and you feel close as ever to your fellow citizens. In history, we have many examples where politics used the idea of defending borders and fight for your country to mobilize entire nations.*"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "Later, however, she openly wrote about her own life experiences and connected these to the contemporary past of the Italian-Slovenian borderland. A comment she left beneath post 92, for example, reads:   "
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "**Post 92**\n",
        "\n",
        "*So I can say that political and culture borders are not the same thing because we have an example, not all people in Croatia are Croatians, not all people in Germany are Germans, of course. So we have many cultures in a land-national minority (DreamBlackberry).*\n"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        ">**Deadsaint\u2019s comment**: *I assume DreamBlackberry got the point. If I consider the border region where I am born and where I live, I notice that almost four different ethnies spread on both sides of the border which have been living together with no wall separating them. Moreover, I conceive this as a factor which enrich the cultural experience of a territory.*"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        ">**Termime\u2019s comment**: *Totally agree with both DreamBlackberry and Deadsaint. Having many nationalities within one territory it\u2019s a very unique experience, it has its good sides and its more complicated one. The minority from my country, basically goes back from the Austro-Hungarian empire, one of the most famous multicultural nations in history.*"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        }
      },
      "source": [
        "Using the myth of positive Habsburg multiculturalism (<cite data-cite=\"8820477/ZZHXIVV8\"></cite>), Termime presented her lived experiences in the Italian-Slovenian borderland as naturally evolving from the past, thereby keeping silent about what happened in the hundred years in between. She described enjoying her life in the borderland and was happy to sympathise with two other citizen scientists on multiculturalism within countries (DreamBlackberry) or border regions (Deadsaint) (see also her comment 124 on post 104)."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "In a last phase, Termime expressed how she was learning from reading the comments of other participants in the digital caf\u00e9 and how that caused her to apply a more nuanced understanding of past bordering practices to her own worldview. Termime applied this perspective either alone (comments 249, 188, 185, 220, 86) or in response to Deadsaint (comments 47, 248) and also produced shorter interventions. In one comment, she testified in writing, for example, how studying the history of North Korea for a class at university made her think: \u2018What kind of borders do we really need?\u2019 (comment 182). At the end of the digital caf\u00e9, moreover, she concluded that history cannot teach you anything unless you have \u2018an open perspective\u2019 and are willing to \u2018dialogue\u2019 with others."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "**Post 224**\n",
        "\n",
        "Citizen Scientist: *Maybe you have an idea how to destroy mental borders between people?*"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        ">**Border Scholar**: *I think one way to really help people to lower the border is to understand history. History is a really powerful way to eliminate or minimize such borders.*"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        ">**Deadsaint\u2019s comment**: *Mmm actually I do not agree with you, because history can show the reason why different start fighting. For example, in the area where I live there are two different ethnies living together whose relationships are improving with the passing of time, but if you studied history, you would see harsh fights which would remember to these people the reasons why they started hating each other. Concluding, I believe we should learn how to dialogue to minimise border between people.*"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        ">**Termime\u2019s comment**: *I find myself torn on this topic. But I agree with both of you. I do not think that it is better to not consider history, regardless of how complicated and difficult it may be, because I believe that being aware of the past helps us shape the future. But then I understand DeadsSaints\u2019 point because it is not productive to be stuck in the past. In the end, dialogue and an open perspective are key.*"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        }
      },
      "source": [
        "Additionally, the learning effect observed in Termime's comments in the digital caf\u00e9 resembles similar findings found in a study on the use of online forums in the citizen science platform Zooniverse, in which a learning effect amongst forum users was observed by analysing the shift in the users' terminology. The study identified two groups of forum users, one group that already indicated a highly topic-specified vocabulary with no change over the course of their activity in the online forums, and a second group that acquired new terminology over time (<cite data-cite=\"8918850/VDUU7TTQ\"></cite>, 321\u2013322). While the study focused on the users' development of topic-specific vocabulary, the learning effects in Termine's activities in the digital caf\u00e9 becomes evident in her strategy to reference terminology used by others in her responses. Termime used the same or similar terminology from the posts and expanded the idea conveyed in the post through additional information to indicate agreement, increase credibility of the post and to formulate her own opinion (e.g. 'Exactly, knowledge is power', comment 188, 'Fran\u00e7ois de La Rochefoucauld said that the only thing constant in life is change', comment 156). In the digital caf\u00e9, due to its limited time-span, we cannot observe if the posts and comments articulated by other users has determined Termime's use of terminology permanently. We can, however, identify that the terminology used by others navigated her participation in the digital caf\u00e9, and thus would allocate her into the second group of online forum users as identified by Luczak et al."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "By the moment Termime reached the end of the digital caf\u00e9, she had developed a respectful relationship with Deadsaint, sometimes agreeing (comment 87), sometimes nuancing (comment 248) and sometimes rejecting (comment 105) his point of view. The digital caf\u00e9 functioned as a learning environment for Termime, where she changed her references to the past as a result of interactions with other citizen scientists. Termime\u2019s experience was rare \u2013 only three citizen scientists left enough comments to observe a change in attitude. We therefore conclude that the digital caf\u00e9 had the potential to function as an innovative learning format to encourage reflection on the use of the past for meaning-making in the present."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics",
          "narrative"
        ]
      },
      "source": [
        "## Conclusion: Towards Output Criticism"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics",
          "narrative"
        ]
      },
      "source": [
        "We conclude with a reflection on the data, narrative and hermeneutic layer of our article, as well as on the intertwined presentation of these layers within the Journal of Digital History. We propose to upgrade the data layer of the journal to a third layer in its own right, equal to the narrative and hermeneutic layer. We suggest extending the possibilities to store data, for example by means of a data protocol and storage possibilities for data that cannot be made available in open access because of the GDPR. Here follows a short description of why and how our data were stored in open access. We differentiated between GitHub, where we published the figures, tables, Excel tables, audio fragments and transcriptions analysed in the article. On Zenodo we stored all conversations and the archived project website including the digital caf\u00e9 in its entirety. For a born-digital collection like ours, with a Creative Commons license, we found it regrettable that scans of the original Informed Consent Forms with the signatures of all citizen scientists, as well as a list linking the names of the citizen scientists to their pseudonyms, could not be stored with the other data behind a password."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "citation-manager": {
          "citations": {
            "": []
          }
        },
        "tags": [
          "hermeneutics",
          "narrative"
        ]
      },
      "source": [
        "The narrative layer discussed how talking about borders within the three genres of storytelling of the Talking Borders experiment \u2013 the monologue, the dialogue and the digital caf\u00e9 \u2013 led to contributions that revealed entangled perspectives on time. The citizen scientists made use of past, present and future understandings and experiences of borders to express the meaning they attach to borders today. Termime, for example, juxtaposed her childhood memory of an Italian-Yugoslavian border that was difficult to cross with her understanding of the Italian-Slovenian \u2018open\u2019 border functioning as \u2018a bridge\u2019 today. Like the other citizen scientists living in borderlands and participating in the experiment, Termime explained how personal and family memories of the border impacted her understanding and opinions of contemporary border realities and future border regulations, indicating that the past, present and future are intertwined concepts of time that cannot only be imagined but also materialise in the present (<cite data-cite=\"8820477/RRDDC742\"></cite>, 240). Interestingly, Termime\u2019s and Aura\u2019s memories of the past that they used to attribute meaning to contemporary borders during the unprepared dialogue did not reach beyond two past generations, even though referring to the Austro-Hungarian Empire would have reflected the theme of the conference they attended, organised to mark the hundredth anniversary of the dissolution of the Austro-Hungarian Empire, and Termime referred to the Austro-Hungarian Empire in the monologue she had prepared in writing before attending the conference. The citizen science dialogue revealed an overlap in border experiences and practices of interlocutors from different European borderlands. This leads us to the conclusion that the border memories ingrained in the citizen scientists had a temporal limit, which may very well become less important for future generations, eventually vanish and be replaced by new memories. The analysis of how Termime referred to the past in the digital caf\u00e9, in turn, shows that the digital environment can support a learning process leading to a more historically contextualised understanding of border regimes, as long as citizen scientists are more actively encouraged to seriously engage with it for its entire duration."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "We aimed to keep the relative weight of the narrative and hermeneutic layer of this article in balance, offering frequent switches between the two layers. The hermeneutic layer followed an adapted version of the digital research process presented by Fickers and others, and offered a careful reflection on the opportunities and constraints of the various existing digital tools used during the recording, transcription and analysis as well as the digital environment (the digital caf\u00e9) developed for the project."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics",
          "narrative"
        ]
      },
      "source": [
        "After writing the article in the format of the Journal of Digital History, we conclude that multimodal digital storytelling requires an additional step of reflective criticism, which we call output criticism. Output criticism differs from visualisation criticism; the latter proposes, for example, reflecting upon the quality of a geographic visualisation created based on data inserted in a database. Output criticism, by contrast, refers to scholarly reflection on a multimodal digital storytelling format in which, for example, such a self-created geographic visualisation is included. We opted for the concept of \u2018output criticism\u2019 instead of publication criticism, because we see potential in its usefulness for other output formats, such as digital exhibitions, IWalks or innovative forms of transmedia storytelling."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics",
          "narrative"
        ]
      },
      "source": [
        "Our output criticism mainly focuses on the display opportunities and constraints of intertwining the hermeneutic and narrative layers. By opting to add the step of output criticism, we were able to show more clearly how our methods and tools influenced our narration. The video showing how the analytical parameters were set in Clarin Elan for the analysis of one fragment of Termime\u2019s monologue serves here as an example. A detailed manual ethno-poetical transcription of fragments that went beyond the limitations of machine-generated transcriptions also revealed certain nuances in the analysis of Termime\u2019s conversation that would otherwise have remained undiscovered. However, we noted that the technical restrictions inherent in the way the digital caf\u00e9 was developed, which made it impossible for citizen scientists to receive an overview of the latest comments on one screen, probably meant that it was too much of an effort for many citizen scientists to engage frequently."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics",
          "narrative"
        ]
      },
      "source": [
        "The analysis presented in the narrative layer resulted in a suggestion of future choices regarding research design, methods and tools. Most importantly, the analysis of Termime\u2019s dialogue with citizen scientist Aura showed how useful it can be to plan such interactions in future experiments instead of leaving them to serendipity. The analysis of how Termime\u2019s understanding of borders evolved during the digital caf\u00e9 demonstrated how the possibility of following entire chat conversations and keeping an overview of postings supported her learning process. The challenge for the future is to turn the digital caf\u00e9 from a learning environment for highly motivated citizen scientists to one inclusive learning environment reaching out to more participants."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hermeneutics",
          "narrative"
        ]
      },
      "source": [
        "We are of the opinion that the intertwining nature of the narrative and hermeneutic layer could be developed further. The presentation model of the journal, which prescribes using black for the text included in the narrative layer and green for the hermeneutic text sections, creates a binary segregation that does not entirely correspond to the way in which the methods and tools we used influenced our interpretation and findings. We propose opening up the Journal of Digital History for non-binary presentations of findings. We found it especially challenging to have to choose one of the two colours for the introduction and the conclusion. We would also have liked to be able to merge the hermeneutic section \u2018A Digital Analysis of Termime\u2019s Oral Articulations\u2019 with the narrative counterparts \u2018Narrating Termime\u2019s Monologue\u2019 and \u2018Narrating Termime\u2019s Dialogue\u2019.  "
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "## Acknowledgements"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {},
      "source": [
        "The \u2018Talking Borders\u2019 project was financed through the Top Citizen Science Initiative of the Austrian Science Fund, Grant Number TCS 028. The authors thank the executive team: Manuel Neubauer (event management), Sabine Hartmann (website design and programming), Mark Trafford (proofreader), Stefanie M\u00e4rz (administrator of the Digital Caf\u00e9) and Enno Lindemann (technical support). The Scientific Advisory Board consisted of Katharina Paul, Jussi Laine, Emmanuel Brunet- Jailly and Philipp Ther. The Support Committee consisted of Alexandra Schwell, Husnija Kamberovic, Orlanda Obad, Mirko Petric, Mojmir Stransky, M\u00e1ty\u00e1s, Tomasz Kosiek, Lavinia Stan, Biljana \u0160imunovi\u0107-Be\u0161lin, Miha Kozorog, Giulia Caccamo and Marian Mudryi. The authors are also grateful to Fr\u00e9d\u00e9ric Clavert and Elisabeth Guerard of the Journal of Digital History."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hidden"
        ]
      },
      "source": [
        "## Bibliography"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "tags": [
          "hidden"
        ]
      },
      "source": [
        "<div class=\"cite2c-biblio\"></div>"
      ]
    }
  ],
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    "celltoolbar": "Tags",
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        "8820477/2TWIE7HC": {
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            }
          ],
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          "id": "8820477/2TWIE7HC",
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            "day": 23,
            "month": 5,
            "year": 2019
          },
          "title": "Public Foklore",
          "type": "post-weblog"
        },
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          "author": [
            {
              "family": "Grgic",
              "given": "Matejka"
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          ],
          "container-title": "Language and Culture in the Intercultural World",
          "editor": [
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            }
          ],
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          },
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          "publisher": "Cambridge Scholars Publishing",
          "publisher-place": "Cambridge",
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          "type": "chapter"
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        "8820477/3LJPVN9B": {
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              "given": "Helmut"
            }
          ],
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          "issued": {
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          "publisher": "Ueberreuter",
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          "container-title": "University of Vienna",
          "id": "8820477/3NFGF8UP",
          "issued": {
            "year": 2018
          },
          "title": "Talking Borders. From Local Expertise to Global Exchange.",
          "type": "webpage"
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          "author": [
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              "family": "Stange",
              "given": "Ulrike"
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            {
              "family": "Gl\u00fcck",
              "given": "Helmut"
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            {
              "family": "R\u00f6del",
              "given": "Michael"
            }
          ],
          "event-place": "Stuttgart",
          "id": "8820477/6K25WIP8",
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          "note": "DOI: 10.1007/978-3-476-05486-9",
          "publisher": "J.B. Metzler",
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          "page": "181-190",
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              "given": "Jernej"
            }
          ],
          "container-title": "Slovenia: a geographical overview",
          "editor": [
            {
              "family": "Association of the Geographic Societies of Slovenia",
              "given": ""
            }
          ],
          "id": "8820477/7BLBZR4G",
          "issued": {
            "year": 2004
          },
          "page": "87\u201392",
          "title": "Ethnic Structure of Slovenia and Slovenes in Neighbouring Countries",
          "type": "chapter"
        },
        "8820477/7L64HE4D": {
          "URL": "https://movements-journal.org/issues/08.balkanroute/13.info-kolpa--report-on-illegal-practices-of-collective-expulsion-at-the-slovenian-croatian-border-and-struggles-against-it.html",
          "author": [
            {
              "family": "Kolpa",
              "given": "Info"
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          ],
          "container-title": "Movements. Journal for Critical Migration and Border Regime Studies",
          "id": "8820477/7L64HE4D",
          "issue": "1",
          "issued": {
            "year": 2020
          },
          "page": "233-290",
          "page-first": "233",
          "title": "Report on Illegal Practices of Collective Expulsion at the Slovenian-Croation border and struggles against it",
          "type": "article-journal",
          "volume": "5"
        },
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          "author": [
            {
              "family": "Riesch",
              "given": "Hauke"
            },
            {
              "family": "Potter",
              "given": "Clive"
            }
          ],
          "container-title": "Public Understanding of Science",
          "id": "8820477/7R9HBA6T",
          "issue": "1",
          "issued": {
            "year": 2014
          },
          "page": "107\u2013120",
          "page-first": "107",
          "title": "Citizen science as seen by scientists: Methodological, epistemological and ethical dimensions",
          "type": "article-journal",
          "volume": "23"
        },
        "8820477/9Z6R95NZ": {
          "DOI": "10.1080/08865655.2012.750948",
          "author": [
            {
              "family": "Stok\u0142osa",
              "given": "Katarzyna"
            }
          ],
          "container-title": "Journal of Borderlands Studies",
          "id": "8820477/9Z6R95NZ",
          "issue": "3",
          "issued": {
            "month": 12,
            "year": 2012
          },
          "page": "245-255",
          "title": "Neighborhood Relations on the Polish Borders: The Example of the Polish\u2013German, Polish\u2013Ukrainian and Polish\u2013Russian Border Regions",
          "type": "article-journal",
          "volume": "27"
        },
        "8820477/A8PZJFEA": {
          "ISBN": "978-0-691-18727-3",
          "URL": "https://proxy.bnl.lu/login?url=https://www.degruyter.com/isbn/9780691187273",
          "abstract": "Frontmatter -- Contents -- List of Illustrations -- Acknowledgments -- Abbreviations -- INTRODUCTION. In the Shadow of the Balkans, on the Shores of the Mediterranean -- CHAPTER ONE. Mapping the Terrain of Memory -- PART I. MAKING AND BREAKING STATES -- CHAPTER TWO. Geographies of Violence: Remembering War -- CHAPTER THREE. Constructing the \"Trieste Question,\" Silencing the Exodus -- CHAPTER FOUR. Revisiting the History of World War II -- PART II. MAKING MEMORY -- CHAPTER FIVE. The Politics of Submersion: The Foibe -- CHAPTER SIX. Narrating Exodus: The Shapes of Memory -- CHAPTER SEVEN. Remaking Memory: The View from Istria -- CHAPTER EIGHT. Balkan Shadows, Balkan Mirrors: Paradoxes of \"Authentic Hybridity\" -- EPILOGUE. \"Good-bye, Homeland\" -- Notes -- Glossary -- Bibliography -- Index, In the decade after World War II, up to 350,000 ethnic Italians were displaced from the border zone between Italy and Yugoslavia known as the Julian March. History in Exile reveals the subtle yet fascinating contemporary repercussions of this often overlooked yet contentious episode of European history. Pamela Ballinger asks: What happens to historical memory and cultural identity when state borders undergo radical transformation? She explores displacement from both the viewpoints of the exiles and those who stayed behind. Yugoslavia's breakup and Italy's political transformation in the early 1990s, she writes, allowed these people to bring their histories to the public eye after nearly half a century. Examining the political and cultural contexts in which this understanding of historical consciousness has been formed, Ballinger undertakes the most extensive fieldwork ever done on this subject--not only around Trieste, where most of the exiles settled, but on the Istrian Peninsula (Croatia and Slovenia), where those who stayed behind still live. Complementing this with meticulous archival research, she examines two sharply contrasting models of historical identity yielded by the \"Istrian exodus\": those who left typically envision Istria as a \"pure\" Italian land stolen by the Slavs, whereas those who remained view it as ethnically and linguistically \"hybrid.\" We learn, for example, how members of the same family, living a short distance apart and speaking the same language, came to develop a radically different understanding of their group identities. Setting her analysis in engaging, jargon-free prose, Ballinger concludes that these ostensibly very different identities in fact share a startling degree of conceptual logic.",
          "accessed": {
            "day": 31,
            "month": 7,
            "year": 2022
          },
          "author": [
            {
              "family": "Ballinger",
              "given": "Pamela"
            }
          ],
          "edition": "2",
          "event-place": "Princeton, NJ",
          "id": "8820477/A8PZJFEA",
          "issued": {
            "year": 2018
          },
          "language": "eng",
          "publisher": "Princeton University Press",
          "publisher-place": "Princeton, NJ",
          "shortTitle": "History in Exile",
          "title": "History in Exile: Memory and Identity at the Borders of the Balkans",
          "title-short": "History in Exile",
          "type": "book"
        },
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          "author": [
            {
              "family": "Waley",
              "given": "Paul"
            }
          ],
          "container-title": "Social & Cultural Geography",
          "id": "8820477/AUKIAN6I",
          "issue": "3",
          "issued": {
            "year": 2009
          },
          "page": "243-256",
          "page-first": "243",
          "title": "Introducing Trieste: a cosmopolitan city?",
          "type": "article-journal",
          "volume": "10"
        },
        "8820477/AVQJUUMG": {
          "author": [
            {
              "family": "Smolarski",
              "given": "Ren\u00e9"
            },
            {
              "family": "Oswald",
              "given": "Kristin"
            }
          ],
          "container-title": "B\u00fcrger K\u00fcnste Wissenschaft: Citizen Science in Kultur und Geisteswissenschaften",
          "editor": [
            {
              "family": "Smolarski",
              "given": "Ren\u00e9"
            },
            {
              "family": "Oswald",
              "given": "Kristin"
            }
          ],
          "event-place": "Gutenberg",
          "id": "8820477/AVQJUUMG",
          "issued": {
            "year": 2016
          },
          "page": "9-27",
          "page-first": "9",
          "publisher": "Computus Druck Satz & Verlag",
          "publisher-place": "Gutenberg",
          "title": "Einf\u00fchrung: Citizen Science in Kultur und Geisteswissenschaften",
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        },
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          "author": [
            {
              "family": "Balibar",
              "given": "\u00c9tienne"
            }
          ],
          "container-title": "Politics and the Other Scene",
          "id": "8820477/B2EDQNF9",
          "issued": {
            "year": 2002
          },
          "page": "75\u201386",
          "page-first": "75",
          "publisher": "Verso",
          "publisher-place": "London; New York",
          "title": "What is a border?",
          "type": "chapter"
        },
        "8820477/CKCWHURP": {
          "author": [
            {
              "family": "Cresciani",
              "given": "Gianfranco"
            }
          ],
          "container-title": "Italian Historical Society Journal",
          "id": "8820477/CKCWHURP",
          "issue": "2",
          "issued": {
            "year": 2004
          },
          "page": "3-15",
          "page-first": "3",
          "title": "Clash of civilisations",
          "type": "article-journal",
          "volume": "12"
        },
        "8820477/DQ3YL59B": {
          "author": [
            {
              "family": "Ballinger",
              "given": "Pamela"
            }
          ],
          "container-title": "Journal of Modern Italian Studies",
          "id": "8820477/DQ3YL59B",
          "issue": "1",
          "issued": {
            "year": 2003
          },
          "page": "84-101",
          "page-first": "84",
          "title": "Imperial nostalgia: mythologizing Habsburg Trieste",
          "type": "article-journal",
          "volume": "8"
        },
        "8820477/EBJEKEBH": {
          "DOI": "10.12697/jeful.2011.2.1.13",
          "URL": "http://ojs.utlib.ee/index.php/jeful/article/view/jeful.2011.2.1.13",
          "abstract": "The paper focuses on the processes of language maintenance and shift among the Slovenian community in north-eastern Italy, from both the present and future perspectives, and presents the results of two empirical studies. The first offers a quantitative analysis of the linguistic behaviour of the Slovenian community members, in order to provide information about the level of minority language maintenance or the gradual shift towards Italian. The intergenerational comparison brings into focus some divergences among two different age groups and indicates the variables that cooperate to establish them. The second study explores the challenges that the Slovenian community must face in order to encourage the use of the minority language among non-Slovenian speakers. Relying on qualitative data obtained by a series of in-depth interviews with representatives of Slovenian political, cultural and economic organizations in Italy, the study aims to identify some possible strategies for the spread and promotion of the Slovenian language among the wider society.",
          "accessed": {
            "day": 1,
            "month": 2,
            "year": 2023
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          "author": [
            {
              "family": "Jagodic",
              "given": "Devan"
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          ],
          "container-title": "Eesti ja soome-ugri keeleteaduse ajakiri. Journal of Estonian and Finno-Ugric Linguistics",
          "container-title-short": "ESUKA-JEFUL",
          "id": "8820477/EBJEKEBH",
          "issue": "1",
          "issued": {
            "year": 2011
          },
          "journalAbbreviation": "ESUKA-JEFUL",
          "language": "en",
          "page": "195-214",
          "page-first": "195",
          "shortTitle": "Between language maintenance and language shift",
          "title": "Between language maintenance and language shift: the Slovenian community in Italy today and tomorrow",
          "title-short": "Between language maintenance and language shift",
          "type": "article-journal",
          "volume": "2"
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          "URL": "https://www.migrationpolicy.org/article/orban-reshapes-migration-policy-hungary",
          "accessed": {
            "day": 20,
            "month": 7,
            "year": 2023
          },
          "author": [
            {
              "family": "Go\u017adziak",
              "given": "El\u017cbieta M."
            }
          ],
          "container-title": "Migration Information Source",
          "id": "8820477/FA7AKHR4",
          "issued": {
            "year": 2019
          },
          "title": "Using fear of the \u201cother,\u201d Orb\u00e1n reshapes migration policy in a Hungary built on cultural diversity",
          "type": "article-newspaper"
        },
        "8820477/FJ7W3EZ9": {
          "author": [
            {
              "family": "Michalk\u00f3",
              "given": "Gabor"
            },
            {
              "family": "Timothy",
              "given": "Dallen J."
            }
          ],
          "container-title": "Visions in Leisure and Business",
          "id": "8820477/FJ7W3EZ9",
          "issue": "1",
          "issued": {
            "year": 2001
          },
          "page": "4-22",
          "page-first": "4",
          "title": "Cross-border Shopping in Hungary: Causes and Effects",
          "type": "article-journal",
          "volume": "20"
        },
        "8820477/G9Y5Z6B7": {
          "ISBN": "978-0-7914-4823-6",
          "author": [
            {
              "family": "Sluga",
              "given": "Glenda"
            }
          ],
          "collection-title": "SUNY series in national identities",
          "event-place": "Albany",
          "id": "8820477/G9Y5Z6B7",
          "issued": {
            "year": 2001
          },
          "language": "eng",
          "number-of-pages": "261",
          "publisher": "State University of New York Press",
          "publisher-place": "Albany",
          "shortTitle": "The problem of Trieste and the Italo-Yugoslav border",
          "title": "The problem of Trieste and the Italo-Yugoslav border: difference, identity, and sovereignty in twentieth-century Europe",
          "title-short": "The problem of Trieste and the Italo-Yugoslav border",
          "type": "book"
        },
        "8820477/GB2LI477": {
          "URL": "https://www.change.org/p/machteld-venken-univie-ac-at-message-regarding-academic-freedom",
          "author": [
            {
              "family": "Francisco",
              "given": "Lara Valencia"
            },
            {
              "family": "Venken",
              "given": "Machteld"
            }
          ],
          "container-title": "Change.org",
          "id": "8820477/GB2LI477",
          "issued": {
            "day": 10,
            "month": 7,
            "year": 2018
          },
          "title": "Message Regarding Academic Freedom",
          "type": "webpage"
        },
        "8820477/GI2GB8AN": {
          "author": [
            {
              "family": "Faro",
              "given": "Jeremy"
            }
          ],
          "container-title": "Whither Europe? Migration, Citizenship and Identity",
          "editor": [
            {
              "family": "Andr\u00e9n",
              "given": "Mats"
            }
          ],
          "event-place": "Goteborg",
          "id": "8820477/GI2GB8AN",
          "issued": {
            "year": 2003
          },
          "page": "119-151",
          "page-first": "119",
          "publisher": "Goteborg University",
          "publisher-place": "Goteborg",
          "title": "Whither Italo-Slovene borderland integration?",
          "type": "chapter"
        },
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          "author": [
            {
              "family": "Bufon",
              "given": "Milan"
            }
          ],
          "container-title": "Regional & Federal Studies",
          "id": "8820477/GJC3BGW4",
          "issue": "4",
          "issued": {
            "year": 2002
          },
          "page": "177-196",
          "page-first": "177",
          "title": "Experiences of Cross-Border Cooperation in the Upper Adriatic",
          "type": "article-journal",
          "volume": "12"
        },
        "8820477/HD7TRXCH": {
          "DOI": "https://doi.org/10.1080/00309230.2021.2017987",
          "author": [
            {
              "family": "Zumthurm",
              "given": "Tizian"
            },
            {
              "family": "Krebs",
              "given": "Stefan"
            }
          ],
          "container-title": "Paedagogica Historica",
          "id": "8820477/HD7TRXCH",
          "issue": "5",
          "issued": {
            "year": 2022
          },
          "page": "781-801",
          "page-first": "781",
          "title": "COVID-19 Digital Memory Banks: Challenges and Opportunities for Historians of Education",
          "type": "article-journal",
          "volume": "58"
        },
        "8820477/HFYFSL9Z": {
          "DOI": "10.1177/002200949402900204",
          "author": [
            {
              "family": "Sluga",
              "given": "Glenda"
            }
          ],
          "container-title": "Journal of Contemporary History",
          "container-title-short": "Journal of Contemporary History",
          "id": "8820477/HFYFSL9Z",
          "issue": "2",
          "issued": {
            "year": 1994
          },
          "journalAbbreviation": "Journal of Contemporary History",
          "page": "285-303",
          "page-first": "285",
          "title": "Trieste: Ethnicity and the Cold War, 1945-54",
          "type": "article-journal",
          "volume": "29"
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          "ISBN": "978-0-299-15370-0",
          "author": [
            {
              "family": "Portelli",
              "given": "Alessandro"
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          "event-place": "Madison WI",
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          "issued": {
            "year": 1997
          },
          "language": "eng",
          "number-of-pages": "354",
          "publisher": "Univ. of Wisconsin Press",
          "publisher-place": "Madison WI",
          "shortTitle": "The battle of Valle Giulia",
          "title": "The battle of Valle Giulia: oral history and the art of dialogue",
          "title-short": "The battle of Valle Giulia",
          "type": "book"
        },
        "8820477/J2CVNUTW": {
          "DOI": "10.1068/d2609",
          "author": [
            {
              "family": "Bialasiewicz",
              "given": "Luiza"
            },
            {
              "family": "Minca",
              "given": "Claudio"
            }
          ],
          "container-title": "Environment and planning : society and space",
          "id": "8820477/J2CVNUTW",
          "issue": "6",
          "issued": {
            "year": 2010
          },
          "language": "English",
          "note": "OCLC: 1101449240",
          "page": "1084-1105",
          "page-first": "1084",
          "shortTitle": "The 'border within'",
          "title": "The 'border within': inhabiting the border in Trieste",
          "title-short": "The 'border within'",
          "type": "article-journal",
          "volume": "28"
        },
        "8820477/JDSUQQE4": {
          "author": [
            {
              "family": "Kaschuba",
              "given": "Wolfgang"
            }
          ],
          "container-title": "In Vergleich und Transfer. Komparastik in den Sozial-, Geschichts- und Kulturwissenschaften",
          "editor": [
            {
              "family": "Kaelble",
              "given": "Hartmut"
            },
            {
              "family": "Schriewer",
              "given": "J\u00fcrgen"
            }
          ],
          "event-place": "Frankfurt/New York",
          "id": "8820477/JDSUQQE4",
          "issued": {
            "year": 2003
          },
          "page": "342-350",
          "page-first": "342",
          "publisher": "Campus Verlag",
          "publisher-place": "Frankfurt/New York",
          "title": "Anmerkungen zum Gesellschaftsvergleich aus ethnologischer Perspektive",
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          "author": [
            {
              "family": "Steinicke",
              "given": "Ernst"
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            {
              "family": "Jelen",
              "given": "Igor"
            },
            {
              "family": "Lieb",
              "given": "Gerhard Karl"
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            {
              "family": "L\u00f6ffler",
              "given": "Roland"
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            {
              "family": "\u010cede",
              "given": "Peter"
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          ],
          "container-title": "European Countryside",
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          "issue": "1",
          "issued": {
            "year": 2016
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          "page": "49-66",
          "page-first": "49",
          "title": "Slovenes in Italy: A Fragmented Minority",
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          "author": [
            {
              "family": "Moser",
              "given": "Aur\u00e9l B. J."
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          "issued": {
            "year": 1974
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          "publisher": "Geyer-Edition",
          "publisher-place": "Wien, Salzburg",
          "title": "Die Stellung der Kommunistischen Partei \u00d6sterreichs zur \u00f6sterreichischen Neutralit\u00e4tspolitik von 1955-1972",
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            {
              "family": "Nicolle",
              "given": "David"
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          "event-place": "Oxford",
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          "issued": {
            "year": 2012
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          "note": "OCLC: 882953113",
          "publisher": "Osprey Publishing Ltd",
          "publisher-place": "Oxford",
          "title": "The Italian Army of World War I",
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          "author": [
            {
              "family": "\u0160vab",
              "given": "Alenka"
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          ],
          "container-title": "Cultural Studies",
          "id": "8820477/M9MZBR8D",
          "issue": "1",
          "issued": {
            "year": 2002
          },
          "page": "63-79",
          "page-first": "63",
          "title": "Consuming Western Image of Well-Being - Shopping Tourism in Socialist Slovenia",
          "type": "article-journal",
          "volume": "16"
        },
        "8820477/MJPS3VKP": {
          "author": [
            {
              "family": "Sitar",
              "given": "Polona"
            }
          ],
          "container-title": "International Journal of Contemporary Economics and Administrative Sciences",
          "id": "8820477/MJPS3VKP",
          "issue": "1",
          "issued": {
            "date-parts": [
              [
                2016
              ]
            ]
          },
          "page": "87\u2013104",
          "title": "Political Boundaries, Consumption and Cultural Capital: Cross-Border Shopping in Post-Socialist Slovenia",
          "type": "article-journal",
          "volume": "6"
        },
        "8820477/MV7EBIN3": {
          "author": [
            {
              "family": "Cauvin",
              "given": "Thomas"
            }
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          "edition": "2",
          "event-place": "New York and London",
          "issued": {
            "date-parts": [
              [
                2022
              ]
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          },
          "publisher": "Routledge",
          "publisher-place": "New York and London",
          "title": "Public History. A Textbook of Practice",
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            {
              "family": "Nadalutti",
              "given": "Elisabetta"
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          "collection-title": "United Nations University Series on Regionalism",
          "event-place": "Cham",
          "id": "8820477/NK838DI9",
          "issued": {
            "year": 2015
          },
          "note": "DOI: 10.1007/978-3-319-16471-7",
          "publisher": "Springer International Publishing",
          "publisher-place": "Cham",
          "title": "The Effects of Europeanization on the Integration Process in the Upper Adriatic Region",
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            {
              "family": "Zimmermann",
              "given": "William"
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          "author": [
            {
              "family": "Frisch",
              "given": "Michael H."
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          "issued": {
            "year": 1990
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          "publisher": "State University of New York Press",
          "publisher-place": "New York",
          "title": "A shared authority: essays on the craft and meaning of oral and public history",
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              "given": "Andreas"
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              "family": "Tatarinov",
              "given": "Juliane"
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            {
              "family": "van der Heijden",
              "given": "Tim"
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          ],
          "container-title": "Digital History and Hermeneutics. Between Theory and Practice.",
          "editor": [
            {
              "family": "Fickers",
              "given": "Andreas"
            },
            {
              "family": "Tatarinov",
              "given": "Juliane"
            }
          ],
          "event-place": "Berlin/Boston",
          "id": "8820477/Q827WAU3",
          "issued": {
            "year": 2022
          },
          "page": "1-19",
          "page-first": "1",
          "publisher": "De Gruyter",
          "publisher-place": "Berlin/Boston",
          "title": "Digital history and hermeneutics - between theory and practice: an introduction",
          "type": "chapter"
        },
        "8820477/QA55V2AY": {
          "accessed": {
            "day": 20,
            "month": 7,
            "year": 2023
          },
          "author": [
            {
              "family": "Mulle",
              "given": "Emmanuel Dalle"
            },
            {
              "family": "Bieling",
              "given": "Mona"
            }
          ],
          "container-title": "Sovereignty, Nationalism, and the Quest for Homogeneity in Interwar Europe",
          "editor": [
            {
              "family": "Mulle",
              "given": "Emmanuel Dalle"
            },
            {
              "family": "Rodogno",
              "given": "Davide"
            },
            {
              "family": "Bieling",
              "given": "Mona"
            }
          ],
          "event-place": "London",
          "id": "8820477/QA55V2AY",
          "issued": {
            "year": 2023
          },
          "note": "DOI: 10.5040/9781350263413",
          "page": "105-124",
          "page-first": "105",
          "publisher": "Bloomsbury Academic",
          "publisher-place": "London",
          "type": "chapter"
        },
        "8820477/QDMEEP3Q": {
          "author": [
            {
              "family": "Newman",
              "given": "David"
            }
          ],
          "container-title": "Journal of Borderlands Studies",
          "id": "8820477/QDMEEP3Q",
          "issue": "1",
          "issued": {
            "year": 2003
          },
          "language": "en",
          "page": "13\u201325",
          "page-first": "13",
          "title": "On borders and power: A theoretical framework",
          "type": "article-journal",
          "volume": "18"
        },
        "8820477/R3T6DDFA": {
          "ISBN": "978-1-4438-5199-2",
          "URL": "http://eprints.hud.ac.uk/id/eprint/31678/",
          "abstract": "Understanding people\u2019s lives, emotions and intellectual reasoning is crucial to exploring the history of communities and identities. \u2018The co-production of historical knowledge\u2019 provides an approach or methodology that allows for a deeper comprehension of people\u2019s self and community identities by encouraging a diverse range of people to participate in the research process to uncover the complexities and nuances of historical experience. Yet as Steven High has argued, \u2018there has been remarkably little discussion of the public\u2019s place in the research process: how, when, and if authority should be shared between university based researchers and community members.\u2019 This chapter argues that \u2018sharing authority\u2019 needs to be expanded beyond oral history, in which participants contribute to the creation of primary sources, to a sustained and collaborative effort to develop new ways of knowing about the past by drawing on perspectives outside of universities to produce new knowledge. A blurring of the boundaries between academic historians and communities in exploring history enables multiple voices to be heard in the historiographical record.",
          "accessed": {
            "day": 31,
            "month": 7,
            "year": 2022
          },
          "author": [
            {
              "family": "Ward",
              "given": "Paul"
            },
            {
              "family": "Pente",
              "given": "Elizabeth"
            }
          ],
          "container-title": "History Making a Difference: New Approaches from Aotearoa",
          "editor": [
            {
              "family": "Pickles",
              "given": "Katie"
            },
            {
              "family": "Fraser",
              "given": "Lyndon"
            },
            {
              "family": "Hill",
              "given": "Marguerite"
            },
            {
              "family": "Murray",
              "given": "Sarah"
            },
            {
              "family": "Ryan",
              "given": "Greg"
            }
          ],
          "event-place": "Newcastle upon Tyne, UK",
          "id": "8820477/R3T6DDFA",
          "issued": {
            "day": 1,
            "month": 4,
            "year": 2017
          },
          "language": "en",
          "note": "Num Pages: 290",
          "page": "94-112",
          "page-first": "94",
          "publisher": "Cambridge Scholars Publishing",
          "publisher-place": "Newcastle upon Tyne, UK",
          "title": "Let\u2019s change history! Community histories and the co-production of historical knowledge",
          "type": "chapter"
        },
        "8820477/RRDDC742": {
          "author": [
            {
              "family": "Landwehr",
              "given": "Achim"
            }
          ],
          "event-place": "G\u00f6ttingen",
          "id": "8820477/RRDDC742",
          "issued": {
            "year": 2020
          },
          "publisher": "Wallstein Verlag",
          "publisher-place": "G\u00f6ttingen",
          "title": "Diesseits der Geschichte. F\u00fcr eine andere Historiographie",
          "type": "book"
        },
        "8820477/RVAR4E8B": {
          "author": [
            {
              "family": "Frisch",
              "given": "Michael"
            }
          ],
          "container-title": "Letting Go? Sharing Historical Authority in a User-Generated World",
          "editor": [
            {
              "family": "Adair",
              "given": "Bill"
            },
            {
              "family": "Filene",
              "given": "Benjamin"
            },
            {
              "family": "Koloski",
              "given": "Laura"
            }
          ],
          "event-place": "Philadelphia",
          "id": "8820477/RVAR4E8B",
          "issued": {
            "year": 2011
          },
          "page": "126-138",
          "page-first": "126",
          "publisher": "The Pew Center for Arts & Heritage, Pew Center for Arts & Heritage",
          "publisher-place": "Philadelphia",
          "title": "From a Shared Authority to the Digital Kitchen, and Back",
          "type": "chapter"
        },
        "8820477/S957L83I": {
          "author": [
            {
              "family": "von L\u00f6wis",
              "given": "Sabine"
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          ],
          "container-title": "Post-Soviet Borders. A Kaleidoscope of Shifting Lives and Lands",
          "editor": [
            {
              "family": "von L\u00f6wis",
              "given": "Sabine"
            },
            {
              "family": "Eschment",
              "given": "Beate"
            }
          ],
          "event-place": "London",
          "id": "8820477/S957L83I",
          "issued": {
            "year": 2022
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          "note": "DOI: 10.4324/9781003169376-1",
          "page": "1-9",
          "page-first": "1",
          "publisher": "Routledge",
          "publisher-place": "London",
          "title": "Post-Soviet Borders",
          "type": "chapter"
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        "8820477/SHCB9CC7": {
          "author": [
            {
              "family": "Di Michele",
              "given": "Andrea"
            }
          ],
          "collection-number": "Band 4",
          "collection-title": "Schriftenreihe des \u00d6sterreichischen Historischen Instituts in Rom",
          "edition": "1. Aufl",
          "event-place": "K\u00f6ln",
          "id": "8820477/SHCB9CC7",
          "issued": {
            "year": 2020
          },
          "publisher": "B\u00f6hlau Verlag",
          "publisher-place": "K\u00f6ln",
          "title": "Soldaten zwischen zwei Uniformen: \u00d6sterreichische Italiener im Ersten Weltkrieg",
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        "8820477/SPKKPYX7": {
          "URL": "https://www.reuters.com/article/us-pope-wall-idUSKBN15N1ZW",
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            "day": 20,
            "month": 7,
            "year": 2023
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          "author": [
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              "family": "Reuters",
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          "container-title": "Reuters",
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            "day": 2,
            "month": 8,
            "year": 2017
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          "title": "Don't build walls, Pope Francis says",
          "type": "article-newspaper"
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              "family": "Tyran",
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          "container-title": "Europ\u00e4isches Journal f\u00fcr Minderheitenfragen",
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          "issued": {
            "year": 2022
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          "page-first": "241",
          "title": "Zur Situation der kroatischen Volksgruppe und ihrer Sprache in \u00d6sterreich",
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          "volume": "15"
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        "8820477/TY8XC6F2": {
          "author": [
            {
              "family": "Panayi",
              "given": "Panikos"
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          "collection-title": "Civil Society",
          "container-title": "The Cambridge Encyclopedia of the First World War. Volume 3.",
          "editor": [
            {
              "family": "Winter",
              "given": "Jay"
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          ],
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            "year": 2013
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          "publisher": "Cambridge University Press",
          "title": "Minorities",
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        "8820477/TZKQ8RTH": {
          "DOI": "10.1525/ohr.2003.30.1.103",
          "abstract": "Shopes discusses the concept of \"shared authority\" among oral historians. The concept lies at the heart of of the oral history enterprise: the dialogue that defines the interview process itself and the potential for this dialogue to extend outward towards a more broadly democratic cultural practice.",
          "author": [
            {
              "family": "Shopes",
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          "language": "eng",
          "note": "Place: Oxford\nPublisher: Oral History Association",
          "page": "103-110",
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          "title": "Sharing Authority",
          "type": "article-journal",
          "volume": "30"
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        "8820477/V4LJQEAY": {
          "author": [
            {
              "family": "Appiah",
              "given": "Kwame Anthony"
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          ],
          "container-title": "Multiculturalism: Examining \u2018the Politics of Recognition\u2019",
          "editor": [
            {
              "family": "Gutman",
              "given": "Amy"
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          ],
          "event-place": "Princeton",
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          "issued": {
            "year": 1994
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          "page": "149-164",
          "page-first": "149",
          "publisher": "Princeton University Press",
          "publisher-place": "Princeton",
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        },
        "8820477/V5MRJS2B": {
          "URL": "http://www.siberian-studies.org/publications/orhili_E.html",
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            "day": 31,
            "month": 7,
            "year": 2022
          },
          "author": [
            {
              "family": "Pagenstecher",
              "given": "Cord"
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            {
              "family": "Pf\u00e4nder",
              "given": "Stefan"
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          ],
          "container-title": "Oral History Meets Linguistics",
          "editor": [
            {
              "family": "Kasten",
              "given": "Erich"
            },
            {
              "family": "Roller",
              "given": "Katja"
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            {
              "family": "Wilbur",
              "given": "Joshua"
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          ],
          "event-place": "F\u00fcrstenberg/Havel",
          "id": "8820477/V5MRJS2B",
          "issued": {
            "year": 2017
          },
          "page": "185-207",
          "page-first": "185",
          "publisher": "Kulturstiftung Siberien",
          "publisher-place": "F\u00fcrstenberg/Havel",
          "title": "Hidden dialogues. Towards an interactional understanding of Oral History interviews.",
          "type": "chapter"
        },
        "8820477/VIN7VLMB": {
          "author": [
            {
              "family": "Faro",
              "given": "Jeremy"
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          ],
          "container-title": "6th Framework Programme. Priority 7: Citizens and Governance in Knowledge Based Society",
          "editor": [
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              "family": "European Commission Directorate-General for Research",
              "given": ""
            }
          ],
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          "issued": {
            "year": 2005
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          "page": "1-40",
          "page-first": "1",
          "publisher": "EUREG",
          "title": "Changing interests and identities in European border regions: A state of the art report on the Italo-Slovene border",
          "type": "chapter"
        },
        "8820477/VJUN37LE": {
          "DOI": "10.5367/te.2014.0387",
          "author": [
            {
              "family": "Michalk\u00f3",
              "given": "G\u00e1bor"
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            {
              "family": "R\u00e1tz",
              "given": "Tamara"
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            {
              "family": "Hinek",
              "given": "M\u00e1ty\u00e1s"
            },
            {
              "family": "T\u00f6m\u00f6ri",
              "given": "Mih\u00e1ly"
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          ],
          "container-title": "Tourism Economics",
          "container-title-short": "Tourism Economics",
          "id": "8820477/VJUN37LE",
          "issue": "6",
          "issued": {
            "year": 2014
          },
          "journalAbbreviation": "Tourism Economics",
          "language": "en",
          "page": "1319-1336",
          "page-first": "1319",
          "title": "Shopping Tourism in Hungary during the Period of the Economic Crisis",
          "type": "article-journal",
          "volume": "20"
        },
        "8820477/WCUQEWBZ": {
          "DOI": "10.1177/0038038518762081",
          "abstract": "This article conducts a critical discourse analysis of the Hungarian government\u2019s National Consultation campaign on \u2018immigration and terrorism\u2019 in early 2015. The analysis draws on a discourse-historical approach to illuminate how the language and contents of the consultation draw on the discursive and political repertoires of the post-2010 Orb\u00e1n governments and how, at the same time, they are underpinned by particular elements in the history of migration and diversity in Hungary. The consultation framed immigration as both an economic and security threat and conflated asylum seekers, economic migrants and terrorists, as well as regular and irregular migration. Nevertheless, these discourses would later feed into the government\u2019s response to the large number of asylum seekers who entered the country in the summer of 2015 and would be used to legitimize the actions subsequently taken to tackle what would internationally come to be defined as a \u2018crisis\u2019.",
          "author": [
            {
              "family": "Bocskor",
              "given": "\u00c1kos"
            }
          ],
          "container-title": "Sociology",
          "id": "8820477/WCUQEWBZ",
          "issue": "3",
          "issued": {
            "year": 2018
          },
          "page": "551-568",
          "page-first": "551",
          "title": "Anti-Immigration Discourses in Hungary during the \u2018Crisis\u2019 Year: The Orb\u00e1n Government\u2019s \u2018National Consultation\u2019 Campaign of 2015",
          "type": "article-journal",
          "volume": "52"
        },
        "8820477/X2SCIUKM": {
          "URL": "https://projekte.uni-erfurt.de/ddr-kino/",
          "accessed": {
            "day": 19,
            "month": 7,
            "year": 2023
          },
          "author": [
            {
              "family": "University of Erfurt",
              "given": ""
            }
          ],
          "id": "8820477/X2SCIUKM",
          "issued": {
            "season": "2022",
            "year": 2020
          },
          "title": "Kino in der DDR",
          "type": "webpage"
        },
        "8820477/X8S2B2KD": {
          "URL": "https://oralhistoryreview.org/ohr-authors/sharing-authority-cop-out/",
          "author": [
            {
              "family": "Rizzo",
              "given": "Mary"
            }
          ],
          "container-title": "Oral History Review",
          "id": "8820477/X8S2B2KD",
          "issued": {
            "month": 9,
            "year": 2021
          },
          "title": "Is Sharing Authority a Cop Out?",
          "type": "post-weblog"
        },
        "8820477/Z5VWIYTF": {
          "author": [
            {
              "family": "\u0160abec",
              "given": "Ksenija"
            }
          ],
          "container-title": "Regions, Minorities and European Policies. An Overview of the State of the Art in Western, Central Eastern and Southeast Europe",
          "editor": [
            {
              "family": "Triandafyllidou",
              "given": "Anna"
            },
            {
              "family": "Anagnostou",
              "given": "Dimitris"
            }
          ],
          "id": "8820477/Z5VWIYTF",
          "issued": {
            "year": 2005
          },
          "page": "130-139",
          "page-first": "130",
          "publisher": "EUROREG",
          "title": "Regions, Minorities, and European Policies: A Policy Report on the Italian Minority in Slovenia",
          "type": "chapter"
        },
        "8820477/ZZHXIVV8": {
          "author": [
            {
              "family": "Thompson",
              "given": "Helen"
            }
          ],
          "container-title": "Research in Political Sociology",
          "editor": [
            {
              "family": "Duina",
              "given": "Francesco"
            },
            {
              "family": "Merand",
              "given": "Fr\u00e9d\u00e9ric"
            }
          ],
          "id": "8820477/ZZHXIVV8",
          "issued": {
            "year": 2020
          },
          "note": "DOI: 10.1108/S0895-993520200000027005",
          "page": "45-66",
          "page-first": "45",
          "publisher": "Emerald Publishing Limited",
          "title": "The Habsburg Myth and the European Union",
          "type": "chapter"
        },
        "8918850/4A3EZD7C": {
          "URL": "http://www.cirje.e.u-tokyo.ac.jp/research/workshops/history/history_paper2008/January14.pdf",
          "author": [
            {
              "family": "Cattaruzza",
              "given": "Marina"
            }
          ],
          "container-title": "Center for International Research on the Japanese Economy",
          "id": "8918850/4A3EZD7C",
          "issued": {
            "year": 2008
          },
          "page": "1-6",
          "page-first": "1",
          "title": "The Eastern Border in Modern Italian History",
          "type": "article-journal"
        },
        "8918850/GEPQU8AU": {
          "author": [
            {
              "family": "Jaschik",
              "given": "Johanna"
            },
            {
              "family": "Venken",
              "given": "Machteld"
            }
          ],
          "container-title": "Post-Soviet Borders. A Kaleidoscope of Shifting Lives and Lands",
          "editor": [
            {
              "family": "Von L\u00f6wis",
              "given": "Sabine"
            },
            {
              "family": "Eschment",
              "given": "Beate"
            }
          ],
          "event-place": "London",
          "id": "8918850/GEPQU8AU",
          "issued": {
            "year": 2022
          },
          "page": "67-84",
          "page-first": "67",
          "publisher": "Routledge",
          "publisher-place": "London",
          "title": "Dialoguing Borders in the Post-Soviet Space through Citizen Science \u2013 Ukrainian Borderland Perspectives",
          "type": "chapter"
        },
        "8918850/M3C5QNR7": {
          "author": [
            {
              "family": "Van Houtum",
              "given": "Henk"
            },
            {
              "family": "Van Naerssen",
              "given": "Thomas"
            }
          ],
          "container-title": "Tijdschrift voor Economische en Sociale Geografie",
          "id": "8918850/M3C5QNR7",
          "issue": "2",
          "issued": {
            "year": 2002
          },
          "page": "125-136",
          "page-first": "125",
          "title": "Bordering, Ordering and Othering",
          "type": "article-journal",
          "volume": "93"
        },
        "8918850/PPQDKB7W": {
          "abstract": "Abstract \n            Citizen science evolved through multiple disciplinary manifestations into a new field of study and a participatory method of enquiry. While most citizen science projects take place within problem-focused natural sciences, social sciences and humanities help understanding the human dimension and open a broad methodological spectrum for enriching scientific research with new approaches and for boosting public participation. In this paper, we use a meta-synthesis approach to explore how citizen science is practised in the so far less addressed social sciences and humanities by focusing on the role of the citizens, the goals and approaches of the projects, the tasks in which citizens are engaged and their gains across projects of diverse disciplinary background. Our findings indicate that social sciences are gaining more acknowledgment within interdisciplinary citizen science projects by addressing \u2018wicked\u2019 problems of human behaviour and agency, while humanities are in quest of a better-defined locus in citizen science. We conclude that social sciences and humanities still face considerable barriers to infiltrate citizen science; the payoffs are substantial and already rewarding for several subfields in social sciences and humanities.",
          "author": [
            {
              "family": "Tauginien\u0117",
              "given": "Loreta"
            },
            {
              "family": "Butkevi\u010dien\u0117",
              "given": "Egl\u0117"
            },
            {
              "family": "Vohland",
              "given": "Katrin"
            },
            {
              "family": "Heinisch",
              "given": "Barbara"
            },
            {
              "family": "Daskolia",
              "given": "Maria"
            },
            {
              "family": "Su\u0161kevi\u010ds",
              "given": "Monika"
            },
            {
              "family": "Portela",
              "given": "Manuel"
            },
            {
              "family": "Bal\u00e1zs",
              "given": "B\u00e1lint"
            },
            {
              "family": "Pr\u016bse",
              "given": "Baiba"
            }
          ],
          "container-title": "Palgrave Communications",
          "id": "8918850/PPQDKB7W",
          "issue": "1",
          "issued": {
            "year": 2020
          },
          "page": "1\u201311",
          "page-first": "1",
          "title": "Citizen science in the social sciences and humanities: the power of interdisciplinarity",
          "type": "article-journal",
          "volume": "6"
        },
        "8918850/PXQ5C8ZA": {
          "author": [
            {
              "family": "Cattaruzza",
              "given": "Marina"
            }
          ],
          "collection-number": "35",
          "collection-title": "Routledge studies in modern European history",
          "event-place": "New York",
          "id": "8918850/PXQ5C8ZA",
          "issued": {
            "year": 2017
          },
          "publisher": "Routledge",
          "publisher-place": "New York",
          "title": "Italy and its eastern border, 1866-2016",
          "type": "book"
        },
        "8918850/VDUU7TTQ": {
          "author": [
            {
              "family": "Luczak-Roesch",
              "given": "Markus"
            },
            {
              "family": "Tinati",
              "given": "Ramine"
            },
            {
              "family": "Simperl",
              "given": "Elena"
            },
            {
              "family": "Van Kleek",
              "given": "Max"
            },
            {
              "family": "Shadbolt",
              "given": "Nigel"
            }
          ],
          "container-title": "Proceedings of the International AAAI Conference on Web and Social Media",
          "id": "8918850/VDUU7TTQ",
          "issue": "1",
          "issued": {
            "year": 2014
          },
          "page": "315\u2013324",
          "page-first": "315",
          "title": "Why won't aliens talk to us? Content and community dynamics in online citizen science",
          "type": "article-journal",
          "volume": "8"
        },
        "8918850/WGVEPWZA": {
          "author": [
            {
              "family": "Lyon",
              "given": "Cherstin M."
            },
            {
              "family": "Nix",
              "given": "Elizabeth M."
            },
            {
              "family": "Shrum",
              "given": "Rebecca K."
            }
          ],
          "collection-title": "American association for state and local history book series",
          "event-place": "London",
          "id": "8918850/WGVEPWZA",
          "issued": {
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