{ "cells": [ { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "wd = '/software/fstats_tutorial/'\n", "dd = '/data//fstats_tutorial/'\n", "setwd(wd)" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "options(repr.matrix.max.cols=10, repr.matrix.max.rows=10)\n", "options(repr.plot.width=22, repr.plot.height=22)\n", "#setwd('~peter/fstats_tutorial')\n", "suppressPackageStartupMessages({\n", " library(admixtools)\n", " library(tidyverse)\n", " library(gplots)\n", " library(glue)\n", " source(glue(\"{wd}/scripts/analysis.R\"))\n", "})" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# 0. Resources\n", "- [`Admixtools`](https://github.com/DReichLab/AdmixTools)\n", "- [`Admixtools 2`](https://github.com/uqrmaie1/admixtools)\n", "- [`admixr`](https://github.com/bodkan/admixr)\n", "- [Patterson et al. (2012)](http://www.genetics.org/content/192/3/1065)\n", "- [Bhatia et al. (2013)](https://www.ncbi.nlm.nih.gov/pmc/articles/PMC3759727/)\n", "- [Peter (2016)](http://www.genetics.org/content/202/4/1485)\n", "- [Peter (2022)](https://doi.org/10.1098/rstb.2020.0413)\n", "- [Petr et al. (2019)](https://academic.oup.com/bioinformatics/advance-article/doi/10.1093/bioinformatics/btz030/5298728)\n", "\n", "\n", "# 1. Setting up\n", "To get your own copy of this tutorial, you can copy it on the server from my folder:\n", "\n", "```bash\n", "cp -r /software/fstats_tutorial/ .\n", "cp -r /data/fstats_tutorial/ .\n", "```\n", "\n", "If you work in jupyter, there is no need to do that and you can access it directly from the folders. " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We will use the `R`-package `admixtools` for computation. This package is a fast implementation of $F$-statistics that works well if there is little missing data. It allows for precomputation of statistics, which saves us a lot of time. For this tutorial, I already prepared the data; but it can easily be regenerated using the following lines of code." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "#admixtools::extract_f2('data/world/worldfoci2', outdir='fdata/worldfoci2', blgsize = 0.05)\n", "#admixtools::extract_f2('data/world/ancient', outdir='fdata/ancient', blgsize = 0.05)\n", "#admixtools::extract_f2('data/europe/westeurasian1', outdir='fdata/westeurasia1', blgsize = 0.05)\n", "#admixtools::extract_f2('data/europe/westeurasian2', outdir='fdata/westeurasia2', blgsize = 0.05)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "# 2. Data\n", "For this tutorial, we will be using data from the ancient DNA compendium by David Reich's lab, that can be downloaded from https://reich.hms.harvard.edu/allen-ancient-dna-resource-aadr-downloadable-genotypes-present-day-and-ancient-dna-data. This data has an unique ascertainment\n", "scheme, so throughout we need to keep ascertainment bias in mind. \n", "\n", "In order to save time, I subset the data and pre-computed F2-statistics that we will be using throughout. We will be using two distinct data sets; one focused on Western Eurasian diversity (`europe`), one representing global human diversity (`world`), and one designed to investigate archaic ancestry (`ancient`):" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", "
  1. 'westeurasian1.geno'
  2. 'westeurasian1.ind'
  3. 'westeurasian1.snp'
  4. 'westeurasian2.geno'
  5. 'westeurasian2.ind'
  6. 'westeurasian2.par'
  7. 'westeurasian2.poplist'
  8. 'westeurasian2.snp'
\n" ], "text/latex": [ "\\begin{enumerate*}\n", "\\item 'westeurasian1.geno'\n", "\\item 'westeurasian1.ind'\n", "\\item 'westeurasian1.snp'\n", "\\item 'westeurasian2.geno'\n", "\\item 'westeurasian2.ind'\n", "\\item 'westeurasian2.par'\n", "\\item 'westeurasian2.poplist'\n", "\\item 'westeurasian2.snp'\n", "\\end{enumerate*}\n" ], "text/markdown": [ "1. 'westeurasian1.geno'\n", "2. 'westeurasian1.ind'\n", "3. 'westeurasian1.snp'\n", "4. 'westeurasian2.geno'\n", "5. 'westeurasian2.ind'\n", "6. 'westeurasian2.par'\n", "7. 'westeurasian2.poplist'\n", "8. 'westeurasian2.snp'\n", "\n", "\n" ], "text/plain": [ "[1] \"westeurasian1.geno\" \"westeurasian1.ind\" \"westeurasian1.snp\" \n", "[4] \"westeurasian2.geno\" \"westeurasian2.ind\" \"westeurasian2.par\" \n", "[7] \"westeurasian2.poplist\" \"westeurasian2.snp\" " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "\n", "
  1. 'ancient.geno'
  2. 'ancient.ind'
  3. 'ancient.par'
  4. 'ancient.poplist'
  5. 'ancient.snp'
  6. 'worldfoci2.geno'
  7. 'worldfoci2.ind'
  8. 'worldfoci2.snp'
\n" ], "text/latex": [ "\\begin{enumerate*}\n", "\\item 'ancient.geno'\n", "\\item 'ancient.ind'\n", "\\item 'ancient.par'\n", "\\item 'ancient.poplist'\n", "\\item 'ancient.snp'\n", "\\item 'worldfoci2.geno'\n", "\\item 'worldfoci2.ind'\n", "\\item 'worldfoci2.snp'\n", "\\end{enumerate*}\n" ], "text/markdown": [ "1. 'ancient.geno'\n", "2. 'ancient.ind'\n", "3. 'ancient.par'\n", "4. 'ancient.poplist'\n", "5. 'ancient.snp'\n", "6. 'worldfoci2.geno'\n", "7. 'worldfoci2.ind'\n", "8. 'worldfoci2.snp'\n", "\n", "\n" ], "text/plain": [ "[1] \"ancient.geno\" \"ancient.ind\" \"ancient.par\" \"ancient.poplist\"\n", "[5] \"ancient.snp\" \"worldfoci2.geno\" \"worldfoci2.ind\" \"worldfoci2.snp\" " ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "list.files(glue(\"{dd}/data/europe/\"));\n", "list.files(glue(\"{dd}/data/world/\"));" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The `.ind` and `.snp`-files are text files with information about each individual and each SNP respectively. The `.geno`-file is a compressed file with the actuall genotype information. See [this file](https://github.com/DReichLab/AdmixTools/blob/master/convertf/README) for detailed information on the file format. The text files can be read into R using the standard i/o functions:" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", "\n", "\n", "\t\n", "\t\n", "\n", "\n", "\t\n", "\t\n", "\t\n", "\t\n", "\t\n", "\t\n", "\t\n", "\t\n", "\t\n", "\t\n", "\t\n", "\n", "
A spec_tbl_df: 1119 × 3
indsexpop
<chr><chr><chr>
Adg-185FAdygei
Adg-192MAdygei
Adg-194MAdygei
Adg-222MAdygei
Adg-224MAdygei
EIV004_2MSpanish
EIV012_2FSpanish
EIV013_2FSpanish
EIV014_2MSpanish
EIV015_2FSpanish
\n" ], "text/latex": [ "A spec\\_tbl\\_df: 1119 × 3\n", "\\begin{tabular}{lll}\n", " ind & sex & pop\\\\\n", " & & \\\\\n", "\\hline\n", "\t Adg-185 & F & Adygei\\\\\n", "\t Adg-192 & M & Adygei\\\\\n", "\t Adg-194 & M & Adygei\\\\\n", "\t Adg-222 & M & Adygei\\\\\n", "\t Adg-224 & M & Adygei\\\\\n", "\t ⋮ & ⋮ & ⋮\\\\\n", "\t EIV004\\_2 & M & Spanish\\\\\n", "\t EIV012\\_2 & F & Spanish\\\\\n", "\t EIV013\\_2 & F & Spanish\\\\\n", "\t EIV014\\_2 & M & Spanish\\\\\n", "\t EIV015\\_2 & F & Spanish\\\\\n", "\\end{tabular}\n" ], "text/markdown": [ "\n", "A spec_tbl_df: 1119 × 3\n", "\n", "| ind <chr> | sex <chr> | pop <chr> |\n", "|---|---|---|\n", "| Adg-185 | F | Adygei |\n", "| Adg-192 | M | Adygei |\n", "| Adg-194 | M | Adygei |\n", "| Adg-222 | M | Adygei |\n", "| Adg-224 | M | Adygei |\n", "| ⋮ | ⋮ | ⋮ |\n", "| EIV004_2 | M | Spanish |\n", "| EIV012_2 | F | Spanish |\n", "| EIV013_2 | F | Spanish |\n", "| EIV014_2 | M | Spanish |\n", "| EIV015_2 | F | Spanish |\n", "\n" ], "text/plain": [ " ind sex pop \n", "1 Adg-185 F Adygei \n", "2 Adg-192 M Adygei \n", "3 Adg-194 M Adygei \n", "4 Adg-222 M Adygei \n", "5 Adg-224 M Adygei \n", "⋮ ⋮ ⋮ ⋮ \n", "1115 EIV004_2 M Spanish\n", "1116 EIV012_2 F Spanish\n", "1117 EIV013_2 F Spanish\n", "1118 EIV014_2 M Spanish\n", "1119 EIV015_2 F Spanish" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "ind_world <- readr::read_table(glue(\"{dd}/data/world/worldfoci2.ind\"), col_names=c(\"ind\", \"sex\", \"pop\"), col_types='ccc')\n", "ind_eu <- readr::read_table(glue(\"{dd}/data/europe//westeurasian1.ind\"), col_names=c(\"ind\", \"sex\", \"pop\"), col_types='ccc')\n", "ind_ancient <- readr::read_table(glue(\"{dd}/data/world/ancient.ind\"), col_names=c(\"ind\", \"sex\", \"pop\"), col_types='ccc')\n", "\n", "ind_eu" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Question 1:** How many individuals and populations are there in these data sets?" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 2.1 calculating FST\n", "In general, there is a very large number of different estimators of $F_{ST}$ (see [this paper](https://www.ncbi.nlm.nih.gov/pmc/articles/PMC3759727/) for details). Here, we will use Hudson's estimator which is relatively simple and robust. We can calculate all pairwise $F_{ST}$-values using the `fst` function of `admixtools`:" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "f2s_eu = read_f2(glue(\"{dd}/fdata/westeurasia1\")) #load precomputed data\n", "f2s_world = read_f2(glue(\"{dd}/fdata/worldfoci2\")) #load precomputed data\n", "\n", "pwfst1=fst(f2s_eu)\n", "pwfst2=fst(f2s_world)" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", "\n", "\n", "\t\n", "\t\n", "\n", "\n", "\t\n", "\t\n", "\t\n", "\t\n", "\t\n", "\t\n", "\t\n", "\t\n", "\t\n", "\t\n", "\t\n", "\n", "
A tibble: 528 × 4
pop1pop2estse
<chr><chr><dbl><dbl>
AAAmi 0.049421180.0003878861
AAAtayal 0.054642860.0004206249
AABasque 0.033709740.0003165638
AABedouinB0.031397970.0003027369
AABiaka 0.012560800.0001514436
Surui Ulchi 0.046151050.0005242951
Surui Yoruba0.087935670.0005744330
TubalarUlchi 0.011394110.0001463168
TubalarYoruba0.047035160.0003102144
Ulchi Yoruba0.055551420.0003697745
\n" ], "text/latex": [ "A tibble: 528 × 4\n", "\\begin{tabular}{llll}\n", " pop1 & pop2 & est & se\\\\\n", " & & & \\\\\n", "\\hline\n", "\t AA & Ami & 0.04942118 & 0.0003878861\\\\\n", "\t AA & Atayal & 0.05464286 & 0.0004206249\\\\\n", "\t AA & Basque & 0.03370974 & 0.0003165638\\\\\n", "\t AA & BedouinB & 0.03139797 & 0.0003027369\\\\\n", "\t AA & Biaka & 0.01256080 & 0.0001514436\\\\\n", "\t ⋮ & ⋮ & ⋮ & ⋮\\\\\n", "\t Surui & Ulchi & 0.04615105 & 0.0005242951\\\\\n", "\t Surui & Yoruba & 0.08793567 & 0.0005744330\\\\\n", "\t Tubalar & Ulchi & 0.01139411 & 0.0001463168\\\\\n", "\t Tubalar & Yoruba & 0.04703516 & 0.0003102144\\\\\n", "\t Ulchi & Yoruba & 0.05555142 & 0.0003697745\\\\\n", "\\end{tabular}\n" ], "text/markdown": [ "\n", "A tibble: 528 × 4\n", "\n", "| pop1 <chr> | pop2 <chr> | est <dbl> | se <dbl> |\n", "|---|---|---|---|\n", "| AA | Ami | 0.04942118 | 0.0003878861 |\n", "| AA | Atayal | 0.05464286 | 0.0004206249 |\n", "| AA | Basque | 0.03370974 | 0.0003165638 |\n", "| AA | BedouinB | 0.03139797 | 0.0003027369 |\n", "| AA | Biaka | 0.01256080 | 0.0001514436 |\n", "| ⋮ | ⋮ | ⋮ | ⋮ |\n", "| Surui | Ulchi | 0.04615105 | 0.0005242951 |\n", "| Surui | Yoruba | 0.08793567 | 0.0005744330 |\n", "| Tubalar | Ulchi | 0.01139411 | 0.0001463168 |\n", "| Tubalar | Yoruba | 0.04703516 | 0.0003102144 |\n", "| Ulchi | Yoruba | 0.05555142 | 0.0003697745 |\n", "\n" ], "text/plain": [ " pop1 pop2 est se \n", "1 AA Ami 0.04942118 0.0003878861\n", "2 AA Atayal 0.05464286 0.0004206249\n", "3 AA Basque 0.03370974 0.0003165638\n", "4 AA BedouinB 0.03139797 0.0003027369\n", "5 AA Biaka 0.01256080 0.0001514436\n", "⋮ ⋮ ⋮ ⋮ ⋮ \n", "524 Surui Ulchi 0.04615105 0.0005242951\n", "525 Surui Yoruba 0.08793567 0.0005744330\n", "526 Tubalar Ulchi 0.01139411 0.0001463168\n", "527 Tubalar Yoruba 0.04703516 0.0003102144\n", "528 Ulchi Yoruba 0.05555142 0.0003697745" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "pwfst2" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "These tables give us the pairwise $F_{ST}$-values between all pairs of populations. Are these values big or small? This is quite difficult to answer without context, as it will depend on the type of data you are analyzing, the amount of data and the scope of your study. To provide context, one often looks at a matrix of $F_{ST}$-values, which can be visualized using a heatmap. We are going to use the function `fst_plot` that I wrote for this purpose. It will transform above data frames into a matrix, and then generate a heatmap using the `heatmap.2`-function. In case you are interested in details, you can see the function definition by just typing `fst_plot` on the command line." ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "image/png": 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5FSpUpVf7hnnnkm\nKirKysS0WQI+Pj5Lly79/PPPnZycevfu/f/+3//76aefhg0bJiJff/11vmqq/4Bms/no0aM9\ne/bM1Rz+/v6bNm3Kbyjl6cnf9zdLTU198cUXRcTV1fXnn3+2FMjXgLcttp5G1Q6iPEN/f38R\n+fPPP7WXe/fuFZEePXpoLxMTE0WkefPm9kpP5wGVRLPd8cpsNt94kEuXLm3btq1Pnz4iEhAQ\ncOXKFSujqe0ttgiow/Z9hLi4uKVLlw4ZMiTnfSkqVapkfYTKlSuLyM2bNx/47u3bt0XE19fX\nymjKm0Ntembdt6/yDaiWzg+n+g+o8/TMZvPt27dr1KghIn5+fgsXLtTu8RsVFbVkyRJtsNDL\ny+v69etWRtP58VlJQJt+/5YvX97R0TE9PV17mWvA22Qyubi4eHl5FWV9bRfNFgEXLFggIo0a\nNbp8+bL5/27AxMRErX9+9dVXD/v4ypUrV65cuX//fu3lz9axY3012dnZS5cuDQ4OrlevntFo\nrFu3bs+ePb/66qv83lP6zJkzrq6uIlK/fn3th3SNGzd2cnL67LPPwsLCtMs6y82craH/DrNl\nyxYvLy95kEqVKuX3ovWBcfKyY31tfcphMpnCw8NDQkKqVq2aq9YeHh4ffvihfdPLa8+ePbt2\n7bKysJL0bPoNYutrEKCYYsAbAAAUhUWLFlWqVEnV1WBOt27d2r9//6+//nro0KHbt28XLIg8\n7olK+aLdyCsyMlJ7+eyzz/bs2dPy7oABA2rWrHnnzp0nKaBFSkpKdHT0b7/9tnfv3qtXrxYg\ngi3SkxwP9DKZTNOnT9e63IwZM7TnjudrwNsWW0/tDqI8Q3d3d1dXV8vLuXPnishnn31mWeLp\n6VmmTBl7pafzgLbozwqPV4+l3Uk1MDDQyvJqe4stAuq8fR8oJSVl69at/fv3t9x/3vrPGo3G\nnBswL3d3d3d3dyujKW8OtemZdd++hd+A6wrEXvUtaQF1np5G4QxRnR+flQdU/v2r/JHqJa0/\nK58ir1bRnCEUxtKlS0uVKiUiWVlZZrP5xx9/zHlAcHZ2jomJsT6a/juM2Wy+e/fu1KlTAwIC\ntEewuXEYetUAACAASURBVLm5NWvW7O233y5AQ4RZx/qAOjzleCCTyRQRETFx4sTqOR61U716\n9UmTJkVERHz77bfNmzfXFs6aNavo03uEfD3TWnl6yr9B9H+EAeyCAW8AAGBzOZ+W5Orq6vEQ\ndsxw0KBBn3zyiapo5cqVc3Jy0kZSzWbzlClTck7O+Ouvv0Tk7bfffpICPlq+fkxti/Qkx4C3\nZtWqVdrfd1544YXU1NR8DXgrT0/5DqI8Qy8vL2dnZ0vAoKAgEdm3b5/2MiMjw9HRsVy5cvZK\nT+cBlaen9nj1WHfu3NEeWBAfH29NebW9xRYBdd6+Fvfu3duxY8f06dPbtWtnNBotRwkPD49e\nvXpZH0f7c+SZM2ce+G5cXJyItGzZ0spoyptDbXpm3bdv4TfgA8cpH8te9S1pAXWenoWqGaI6\nPz4rD6j8+7dbt24icuDAAe1lrvHa3bt3i0iXLl2sD1jS+rPyKfJqFfEFV8FcuXIlNDTUkuSS\nJUsaNWpUsWLFLl26HDp0KF+h9N9hcjKZTDdv3rQE1wMdnnLkcvDgwbfeeqtmzZqWswsvL683\n3nhj7969ubbknDlz5HF3JFKentlsPn/+/FtvvdWlS5fn8tDuYmL9NbXy9JR/gxSLIwxQ9Bjw\nBgAANte+fXsR6d69ewHuW14ceXp65ryUWrJkSa6xovLly+drtoH+Az5avn5MbYv08g54m83m\niIgI7Va6zZs3167b7ZWe8h1EeYZt2rQREe2Wj9evXzcajZ6enpY/i//+++8iEhAQYK/0dB6w\niHc3W6hbt671A95qe4stAuq8fXfv3v3ee+916NDB2dnZ8vdEFxeXTp06ffTRR/v27cvviNSo\nUaNEZODAgQ98d+jQoSLyj3/8w8poyptDbXpm3bdv4Tdg3r/h5ny8S/ny5Vu0aNGwYUMnJycR\ncXZ2DgkJmTJlir3qW9IC6jw95XR+fLZFQLXUPlLdXPL6s/Ip8mrpvPtZI1+3fNB/h9E5HZ5y\n5FSnTh3LyUbZsmVHjRq1bds27d4Aed25c0dESpUqpd0tvwjSM6t+prXy9JQraTsIYCWHRx8F\nAAAACu/EiRNOTk4rV66sVauWkoAG6yhZVwH4+vqmpKTcuHFDe6ldHP7xxx+WAhUqVDh69OiT\nFPDChQv//ve/u3bt2imPRo0anTp1KiUlxY7pPVDr1q0PHDjQrFmz6Ojoixcv2jE95TuI8gwH\nDx4sIsOGDVu0aNGoUaMyMzN79uyp/aL84MGD48aNExFt2N4u6ek8oNpoN2/e1GbjWVm+8LKz\ns69fv+7u7p7zGdKPoLa32CKgnttXRJ577rkPPvhgz5492dnZzzzzzNSpU8PCwm7fvr1z587p\n06e3bdtWG8i03ttvv+3i4vLLL7907do1LCzs1q1bIpKcnLxv377evXuvXLnS09NzypQpVkZT\n3hxq0xPdt2/hN+Cu/2vLli3aDQAGDhwYExNz8+bNQ4cOnTp16tq1a2+++WZGRsbBgwfff/99\ne9W3pAXUeXrK6fz4rDagLb5/Q0JCatSoER4e3rJly2+++UbL88CBA0uXLm3Tps3Jkye9vLwm\nTJhgfcCS1p8DAgIyMzOjo6Mf+G5UVFRmZqZ2GydruD5S6dKl69Wr16ZNm379+n3++edJSUmP\nDai8vmoz3LNnzyPeTUlJefPNN1u1amV9evrvMDqnw1OOnOLi4tzd3QcNGhQaGnr16tVly5Z1\n7drV0dHxgYVNJtOgQYPefPNN7TZRRZCeiHz55ZeJiYmPfqb1Z599ZmU05ekpV9J2EMBa9h5x\nBwAAT7j79++LSJ06dRTGfOwZTuXKlWvXrv2ICF26dOnSpcunn36a8+VjWZneq6++KiIhISHa\ny8uX/z/23jMgquN7/D4Lu8ACgogUQTAURVQUJDEiYqJBAQULBgU1Aoma2FCREMHyjVGMJGIB\nbBGsSKwJoDEGEAsooEgRohIQkN67gJS9/xfzZJ/9we5yd3curPF+Xu1tZ8/MnXZn5pxTBgCr\nVq1Ch3V1dfLy8sLVe7cE4t1MjV09giDs7e2//vprvpdaWloWLFgg0sAYr3pUVBDsGdjR0TF5\n8mTu25SVlc3OziYIIi0tDZ1RVFQsKSkZLPWkXCB29fT19WVlZTs7O8k/IgkBAQEgigUD3tJC\nhUApf78oUTIyMi4uLhcuXCguLib/rCB+//13FRUVbh7Ky8vz/r58+TJ5UdhfB171CKl/v9gz\nENXQlStX8r2Klsp2795NUpqUN6fSL1AK1aM06LuUt8/YBVLR/2IMqU68B+W5F3hN5JWVlRUV\nFfm+i75oa2tzfdEPWHrxaqikpPTgwQO+l6Kjo/X09JAc8upJW4HB/r1P6QSC5OntC94m+tKl\nS2/evCH/7wOsHoE7pjV29UjWXPICsRcYGpr/BvSCNw0NDQ0NDQ21dHR0yMvLy8nJvX37FpfM\nWn6UlJTExsbOnz8fAMzNzcvLy4VIQJ8THh4evIe4Pj/y8/PZbDYAGBsbIy9e48ePZzKZQUFB\n8fHxDg4OAODi4kI+vVIu8NtvvwUA4ZupyetGRXqF09PT8+jRo6SkpEFRj4oKQkUGtra2+vn5\nWVtbz5kzJy4uDp1MS0tjMpnTpk3LyckZRPWkXCB29U6cOAEAwcHB5B8RzucCcHZ2RjNHAHDg\nwAHyAjGWFioESvn73bZt29SpU3mDdhsYGHh4eJw9e7awsFCklPJSXV29bt06DQ0NrlgVFZUl\nS5YUFBSIKgr7+8WrnpS/XwJ3Bo4bNw4AXr58yfdqQUEBAIwZM4akNClvTqVfoBSqR3KIK96I\nl5Du9hm7QOz9LwJXSHXiPSjPvWhsbETrsuPGjTt+/Pj06dMBIDU1NSwsDMXr1dTUrKmpIS9w\n69atAGBkZHTw4MG4uLjs7OyEhITg4OAxY8aw2exffvnl3r17Z86cQX80YsQI4et/VPQgGDUE\nAGVl5cTERN6TpaWlzs7OqB1QU1M7deoUed2krcCgVGD83scuEG96+ULFmA0jeNXDHtMar3r9\nFpV+bTZ6McBzJjQ07wr0gjcNDQ0NDQ0N5bi5uQFASEjIwPzdunXrAGDWrFlC7omIiIiIiEAx\nmQiCuEQO8jqEh4crKCgAAIprFRkZyfsxIycnJ+oHkjQLxLuZGrt6VIBXPSoqyMBkYEdHR3t7\nuzSoJ+UCsasXERGhrq4eGBiIxdIC+sPZ2bmjo0PCfxG7tFAhUMrfL0EQra2tsbGx27dvt7a2\n5g3mra+v/8UXX4SHh4sqkEtDQ0N6errwPWFigOv9YlFP+t9vX8TOQDabLSMjI2hhrKenh8lk\nstls8gKlvDmVfoHSph6lQd8FIT3tM3aBePtfKvhvl+e+YDSRR8rMnj27b4va3d1tZ2fHZrPT\n09PRmaVLlwLAxYsXhcvEm168Gu7btw8AlJWVHz58SBBET09PSEjIkCFDkG7Lli2rqqoirxsV\n6ZVQIPbvfaonECRML3mwj8nxIrZ6AxPTWmz1JLfZ6IuUz5nQ0AwK9II3DQ0NDQ0NDeXU19dP\nmTJFTk4uICCgpaWF6r9rampCwaJ4P28GnvLy8ujoaO4W47CwMFNT0+HDh9va2qalpf2XBGLf\nTI1XPYrAqB5FFeT9ycB3QiBGaR4eHh4eHhYWFgDAYDB0dXUnT578YR/ICwwTzLlz57gzp7h4\n8ODB3bt38coUA6l9v31pa2u7c+fOrl27bGxsGAwGmsOSUOZ/nnfo/UrImDFjACArK4vv1ezs\nbAAwNTUVSaaUN6fSL1Ca1evo6ECmnyjoO/d8fX29t7c3AFhZWUm+w0lCpDYDsfe/FPH+lGcE\nLhN59GZzc3P5Xs3LywMAOzs7dJiZmQkAZHaHYEwvdg3RmveQIUPOnj3LDddtZGQUGxsrkmK8\nSH+BkXKkOb0REREfffSRqqqqgmAGUT1UhrlOHe7cuQMAMTEx3BtGjx49ZMiQQdKuH8jYbPBF\nmgsMDc2gwCDEdXBEQ0NDQ0NDQ0MSNze3t2/fxsTE9PT0MBgMPT093midXNC0LBaMjIwKCgpK\nS0t1dXVxySSPk5OTp6eno6Mjr1nefxhVVVUOh9PS0oIOw8PDV61axZv56urqpqamSUlJg6Uh\nd4lIOIM1MB74CiIeHA4nOjo6Li6uvLy8tbU1Pj6+sLCwqanJ3Nx8cBV735Dy8twvY8eObWpq\nqqioGGxF3hlevXoVHx9/586dhISEuro6dFLU9yv99beioqKzs1PQ1VGjRg2kMu8Qy5cvj4yM\nnD9/flRUVN/GYeHChdHR0StWrLhw4cKgqEcjbezbt2/79u0rV648d+5c36ubN28+cuTI7t27\nd+3aNfC6ST8U9b/S3z6/JyBnGO3t7YJetJKSkqysbHNzMwC8efNGWVl5/vz50dHR77SGqE1A\nv1kslo+Pz86dO5Gf5P8SdXV12traenp6KNIHjRhcvHhxxYoV/d42iA3gqlWrwsPDvby8jhw5\nAgDl5eW6urqrVq06deoUANTX1+vo6IwYMaKwsFBUyQNAc3Ozmpoah8MZrCksGpr/DMzBVoCG\nhoaGhobmv8+lS5e4vwmCKC4upvTvenp6ampqlJSUdHR0RH0Wy4T7zZs3b968qa6uvnz5ck9P\nz//8dNXYsWMfP35cW1s7fPhwADAwMACA9PR03gXvZ8+eDaaK/aGlpTWIMzsUVZCXL1+eP3/e\n0tJy8eLF6IyXlxeLxXJ3d584caKo0kpLS11cXFJSUnhPPn/+3NHRcdasWVevXh02bBgWtWn6\n5ebNm4OtQj+8fv06NDQ0MzOzu7u716XKysrc3FxlZWUhj8+ePRsA5syZ8+2333IP+yUuLk5c\nfaWRysrKhISEO3fuxMfHc9sEBoNhYWExb968uXPniiRNkvo7AK/j1KlT27dvr6mpEXKP1G7g\n6BeqM3Djxo1XrlyJiYmZP39+QEAAt3nPzs7evn37jRs3AGDlypXiqE7zX+TixYsA4O/vz/fq\npk2bjhw5cvHiRUEL3u95+0xF/0uPr6QHZWVl5GFYX1+/79WysrK2tjZDQ0N02NraCgB8t6i+\nWxr6+/sTBLFjxw4AiImJsbe3x621VKCurq6jo1NcXNzV1cVisQZbHaqgtIk+ePAgAHz88cc/\n/PCDsbGxrKysBJr+f+BtAP38/CIjI4ODg2/dupWbm6ujozN+/PizZ8+amppOmjQpKCjo7du3\nH330kaDHB7eDU1FR+eCDD+gNGTQ0kkMveNPQ0NDQ0NBQTnx8/ED+XWBgYEtLi7m5OUk7DATG\nCXc/P7+IiIiSkpLg4ODg4OBJkyZ5enouW7ZMQ0ODvD7vEGZmZo8fP96zZw/aTD127FgAiImJ\ncXJyAoD6+vri4uIRI0YMooa1tbV9T7a3t7948SI0NDQmJmbEiBG3bt0aeMUQVFSQ48ePe3l5\ndXd37927l3vyxYsX8fHxR48ePXLkyNdff01eWnt7u5OTU2Zmppqa2vz581NTU1++fAkA2tra\nKioqCQkJM2bMSE9Pf09cGgw68+bNwytQPOMkMzMz7qQqL6WlpVOnTq2srBTy7Jo1a4RcRTVi\n5MiRvIfvD5s2bbpz587ff//NPTNkyJDZs2fPnTt37ty5YrSlEtZfql9HTEwMtzyw2Wws86dS\nBdUZOHXq1J9++snb2xtttlNSUho5cmRZWRla6gCAnTt3kpy0pXkfKCwslJGRMTIy4nt11KhR\nTCazpKRE0OPvefuMvf+lx1e4aGhoELJlWUtLi4yQmTNnXr161d/fPyIiou9VtCRsY2ODDtF2\nVfTVM2BQpCGy8N6xY8fGjRvv3bv3X7Uu9ff3/+abb06cOLFx40bxJFhZWYnxVHJysnh/JwaU\nNtH//PMPi8WKiYnR1NTEIhB7A2hkZBQaGrp+/fr8/Hw0b7N9+/Zly5Zt3boV3SAnJ/e///1P\n0OOD28FJYrNBQ0PDC+3SnIaGhoaGhubdw8XFhe95DoeTl5eHPD8fOHCA+23TLzExMQsWLEC/\nhUy4c7129wtBEPfu3btw4cK1a9fQUywWy9HR0cPDY+7cuUxmP5sOse8vpnTD8qtXr8zMzNrb\n242NjXNzc2VkZCZMmJCbmxsYGIg2U//5558uLi5XrlwZFPX6Zf369ceOHZs1axYK9CVt6olB\namqqlZUVQRB2dna7d+/++OOP0fn79++HhIRcv35dVlY2IyPDzMyMpMCjR49u2LDB1NQ0Pj5e\nR0dn0aJFUVFR6DuiqqrK1tY2Jyfn6NGjKPZYX6S/POMV+M4VGJH2BnFJTExEgWB74evr+/PP\nP5uYmPj6+ra0tPj4+Dg4OLi7u3d1dd26devChQvHjh1bu3atEMnIANHQ0BBNLF6+fJmMPkuX\nLhV06d16v9zXMXbs2Llz586bN8/GxkYSayQJ6y/219GLGTNmJCYm2tnZnTx5Ujy/5VL+fqnO\nQMTDhw+3bt2amprKe3LGjBmBgYFTp04V8qCUN6fSL1DK1euLiYnJP//8k5WVxdfXS05OjpmZ\nmamp6fPnz/k+LuXtMxUCKUXC9hne+/IMAGFhYd9//31ZWZmQe0hOfRcWFk6ZMqW2ttbGxmbT\npk0TJ07U1NSsqanJyck5cuTIvXv3NDQ00tLS1NXVvb29w8PDWSzWq1eveFenqE6vhBru3r1b\niPDz588XFBSMHj16+fLlvOeFLBC+cwXm4sWLmzZt8vX13bBhg6KiIsmnuIg3YBZS/N6tIYeq\nquqwYcMw+gOXvAHkS0VFxZMnT5ycnND7Cg8PDwoKqqmpMTc3379/v6WlpaAHB2bAJggUXMDc\n3DwjI0PQPe9WB0dDM2gMYLxwGhoaGhoaGho89DvCcXZ27ujoIC8Q7YW3s7MrKirCq2pbW1tk\nZKSDgwN3EV1TU9Pb2/vZs2dCnkJ3enh48B5KMq7DLrAX4eHhCgoKANDd3U0QRGRkJK8cOTm5\nnJycQVRPOE1NTTIyMgBQWloqheqJAdoRsmXLFr5X/fz8AGDp0qXkBaIl87i4OHS4cOFC3gSi\n6OzW1taCHseegVIuELt6gigqKjp9+rSfn5+bm5uPj09YWNirV6/EkLNt27Y5c+YgNRgMhq6u\n7pQpU/T09LjzelZWVp/+X+zt7VFl7wvaSJGSkoIOp0+f7uDgwL3q4uKir6/f1NQkhp5i8269\nXwcHh5CQEPFeJV8krL9Uo66uzmQya2pqxJbwbr1fSqmvr3/06NH169fT0tIaGxvJPII9ve+b\nQClXry/Lli0DgPnz53M4nL5X0e7PFStWkBcoIe9cBiJw9b+St8940/vOvY7ff/+d+5ScnJyC\nAMgLvH//viCPXDo6OklJSQRBlJaWAgCLxTpz5swAp1dCDUnqQ1497OnFLpAXDw8PDw8PCwsL\n+He4O3ny5A/7IERClFgMVnpJ8vTpU5J3zp49W1ZWluToggxSPkAlA/ncIwjicwE4Oztzt6Ef\nOHBAiARpKDA0NNIP7dKchoaGhoaG5t0jLCxM0CUWi2VmZoY+Zcnz/PlzJpMZERGBolBjhM1m\nu7m5ubm5VVVVRUZGnj9/PjMz8+DBgwcPHrS0tESuztXU1Ho9hfzUcd0F88Z4Fg/sAnvx5Zdf\nOjg4PHnyBK0cu7m5tbW18W6mHj9+/CCqJ5x+I2YNrnpi8ODBA/jXsWFfvvvuux9//DErK4u8\nwLy8PFlZWa6PxF5MmzZNXl4+Ly9P0OPSX57xChyAAtPc3PzDDz+Ehoa+ffuW9zyLxdq0adOu\nXbuGDBlCXpq/v/+kSZMA4Ouvv96xYwfXlV9FRcWePXuOHz8uLy//119/kfQoWFpaymQyp0yZ\ngg6nT59++vRp7tWAgIAxY8bs27dv//795DWUkHfr/WIPryBh/aWUzs7Ouro6AwMDSTrfd+v9\nRkdHa2lpCbG6/uuvv5hM5meffSaGcDU1NVEdrkp5cyr9AqVcvb5IW9D3dy4D8fa/krfP73l5\nDgoKAgB7e/uTJ0/yDWstKjNmzCgoKDh48ODVq1fz8/M7OjqYTKahoaGjo+P333+PXq6CgsK3\n337r6uo6efLkXo8PwAhQEg03b96MV5l3q8CcPXuW+5sgiLKyMuGOAfrCdQiHC6oLzIMHD2bM\nmCHoamtr665du4KDg7u7u8lI27Vr1507d9atW3fu3Ll+/dWRQZoHqIA79wDg2rVrwm9wdnbe\nsGGDkBveuUkJGppBgXZpTkNDQ0NDQ4Ofd8vbUmdnp7y8vIGBgZAlTwkhCOLRo0dXrly5evVq\nRUUF7yVlZWVfX9+dO3dS9Nc0/dLT06OmpsbhcFpaWsRzVScqVFcQOTk5JpPZ1tYm6AZlZWUA\n4EZ47RctLa2Ghoa2tjY0u8HrcQ4AOjo6VFRUVFVVa2pqSAqkkYSurq5PPvkERQQ0Nze3tLTU\n1dWtrKx8+vTp06dPAcDGxiYhIYH8VNR33333008/rVu37ujRo32vbtiw4ejRo3v27BG0haIX\nqqqqqDahw/Dw8FWrVpWWlnJDQqqrq5uamiK7DZGoqKgQEqFTPG/Y0szr168TEhLy8vKKiop0\ndXXHjh07c+ZMvnHThSPN9fft27eqqqoEQbS0tLwnQWoZDIajoyNaVuSLiYlJU1NTZWWlqJLf\ntwqCCw6Hg/bqvT8cOnTI29sb/eYb9P2HH34QVeZ7Uvyw97/S3D6/E6irq7e0tJSVlQkyepYE\nDodTWVmpoaEhSVQRSpF+DaWKP/74g8xt8+bNk+RfWltb79y5w+FwbGxssO+kFxVlZeU///yT\n74pyTEzMhg0bSkpKgLTPfwA4c+bMl19+aWZm5uzsPHLkSL4fzl999RVJadQ1gFi6JOy5Fx4e\nLuiSeDYbNDQ0/Bks03IaGhoaGhqa/zBomDGI3pYePHhw9+5dkjd3dHTIy8vLycm9ffsWow4E\nQXA4nOTk5C1btnAtJgFg5MiRW7duTU5OPnnyJPerJiAgQFThLS0tUVFRv/32mySeYCWntraW\nyWQaGBgMog4SEhAQAADm5uYD9o9UVxBU3vLz8/leRaHXhLvs6wXyd/348WN02Mvj3L179wDA\n1taWvECMYC+B0l+k0bK0kpLSjRs3el36448/0G6GkydPkhc4evRoIQUG7QQyNTUlKQ3ZdnPb\npTt37gBATEwM798NGTKEvHoEQfzyyy/9zmWLJFDKaWpq2rp1q7y8fK80slgsHx+f5uZmkaRJ\nWH+nigV59dzc3AAgJCREpEQJAnv9jYqKSk5OFnLD7du34+PjhQspLy/P+RcAmDFjRo4Abt26\nxWKxRHLAS7x/FQQvI0eO3LFjB8YgAn3BPmCTXGBSUhLyJcvLjBkzhJd2vkhz8cPeIGDvf6V5\nfDVgSFKeFRUVMb7fjo4O4R+DMTExZ8+eJS8QSw/Ci6Oj4/Xr17F/sdKITWlpqaenp4uLCzqs\nqqoyNjZG7R6bzb5+/bpI0rAXGABQVlZOTEzspbOzszNSUk1N7dSpUySl1dfXf/jhh8Jbe5Ea\nfCoaQIxdEt7co6GhGTBol+Y0NDQ0NDQ0+Bl0b0urV69uamrqZUstCHl5eWdn519//fWXX34R\n7kWKPGlpaZcvX75y5UpxcTE6o6mp+fnnn7u5uVlbW6Pd0FOnTl2zZk1gYOC2bdsOHz7s7+8v\nRGBZWdnOnTtbW1uvXLkCANXV1dbW1vn5+QDAZrMjIiK4n14DjLq6uo6OTnFxcVdXF3bzAlwG\nQyimdV84HE5eXl52djYArFixYsDUo7qCzJ49+8yZM/7+/pcvX+57FbkT6OuGUQjTp0+PjY31\n9vaOjY1ls9m8lxobG9euXQsAQjz0CgLL+8VeAqkr0rjKc2xsLACEhIQ4Ojr2ujR37tyQkBBP\nT8/bt2+vWbOGpMDi4mIZGRlBCowaNYrJZBYVFZGUZmZm9vjx4z179hw5cgQAxo4dCwAxMTFO\nTk4AUF9fX1xcPGLECJLS0LPctLDZbFlZWfLPCgevSSIuaV1dXfb29oIsCA8cOJCamiqSBaGE\n9TclJYXkH4nH0aNHX716tXXr1ubmZi8vL7RiJDbY6+/ChQuFG2R7eXn1a5C9b9++0NBQ7uGD\nBw8mTJgg5H5uKEcySFhBoqOjRbofIYZbV6m1AC4tLd27d29AQMCnn3765ZdfLl68uFc1ERXs\nAzYqRoDW1tYpKSkNDQ0vX76sqKgYNWqUsbGxqqqqqHKkvH3G3iBg738pGl+BFNc4vOXZ1NQ0\nOzu7s7MTi48QBQUFBoOxZ8+e7du3871h165dmZmZ7u7uJAVi6UF4uXnz5s2bN9XV1ZcvX+7p\n6Wlubk7ywQEGe/GTzvJcWVlpYWGBAnihMzt27MjPz1dTU9PU1MzNzV2yZElubq6RkRFJgdgL\nzL59+/z9/R0cHP76669p06ZxOJxjx475+/sjP0zLli07dOiQpqYmSWk+Pj5paWkAMG7cOCMj\nI8kbfOwNIN4uCW/u0dDQDByDveJOQ0NDQ0NDQyMORUVFPj4+tra2n/YBra8oKyuTl1ZfXz9l\nyhQ5ObmAgICWlhYJdTMwMOCOtYYOHerp6RkbG9vd3c335qamJgBQUFDo6ekRJLCiogJtVeZa\nIa9evRoA1NTUTExMAEBWVlaQdSZfFISirKxsaGg4derUBQsWHDp0qL6+Xri0EydOAEBwcDB5\nBfoFr8FQv0NiZ2fnjo6OwVIPOy9fvkS2oba2tnFxcXV1dQRBNDc3JyUloSlaFRWVgoIC8gIb\nGxv19PQAYNy4ccePH58+fToApKamhoWFoeqmqakpkl0O3gzEXgKxC8SbXtTCNDQ08L3a1NTE\nYDAMDQ3JC0QeFzMzM/leRTtCRo8eTVJafn4+mrQyNjZGzdr48eOZTGZQUFB8fLyDgwMAcE1h\nyIB8CdrZ2RUVFZF/Sjh43wheadgtCCWsv1FiQV49V1fXRYsWoUlJBoOhr68/gR/kBUpef7Eb\nZO/YsWPkvwCAgoLCSMF8/PHHqamp5LWVsIIIL7eSl2cCdwXBO4AhCCIkJIQ38Lmqquo333zz\nQ4v15gAAIABJREFU5MkTkdLIBfuADbtAvEh/+4y3Q8fe/2IfXxFYMxB7dcNenpGL4NDQUPKP\nCIGbP66uru3t7X1vQOuawoVQ6tLDz88PFRjEpEmTDh8+XF1dTfJxql22EBR8ImEX2NXVdfLk\nyXnz5o0ZM0ZOTm7UqFFz5sw5ePCgGHbzXl5eAGBiYoIsuTs7O1VVVWVkZJDLkC1btgDA2rVr\nhQuh2gfMvn37AGDIkCFnz55FTpgAwMjIKDY2VtT0osVdXNWNoKABxN4lYcw9XoqKik6fPu3n\n5+fm5ubj4xMWFkbSzcwAVGEamv8A9II3DQ0NDQ0NzbtHSUmJtra28E9fb29v8gLxTrgDgJKS\nkqura3R0dL8fzw0NDa6urv7+/kLuwfI5zYuysrKioqLwDOSira3NdTUmiIiICHV19cDAwDdv\n3pBXQxC8BmdsNltZAOQFhgnm3Llz6enpg6seFfz+++8qKipcPXl9I8vLy1++fFlUgS9evBDk\nxW7cuHFPnz4lL4qKDMRbAvEKxJ5eFRUVOTm5rq4uvld7enrYbPbQoUPJC0TGmk5OThwOR9DV\npUuXkhcYHh6uoKAAAGijT2RkJG+BkZOTy8nJIS9NXV2dyWRijN2A941gf78ow0+fPs336pkz\nZwBg0aJF5AUSWOsvdvhq1ReRZEpYf0X19TJ58mTywgHA0dFRDK0EIWEF6btrkNfT9bBhwywt\nLceMGYM8CsjJyXl5eW3bto28fOwVRBn3AAZRWFi4b98+Xst7MzOzw4cPi5qx2Ads2AVyKS8v\nLxIMSSFS3j4jMHbo2PtfAnf7jDcDsVc3Ksrz6tWr5eTk9u7dK/mWZQDQ0NDQ0dEBgI8++qis\nrKzXDWQWvCntQQiC4HA4CQkJnp6eQ4YMQRJYLNaiRYuio6MFlUzeBIoBed2w11/sApOTk1Ec\nn74YGBiItNuMIAjUZWRlZaHDxMREALC3t0eHyA7bwsJCuBCqCwzxb/QuBIvF8vPza2trE1VI\nV1cXg8FQV1cX9UHh4G0AsXdJBKbc4yJh0CKRigoXsbWloXlHYRDi1hYaGhoaGhoamsHC19f3\n559/NjEx8fX1bWlp8fHxcXBwcHd37+rqunXr1oULF44dO4a8YJEE+RjvF5IDp8uXLzs5OZGf\nIeoXMzOznJycrKysiRMnAkBSUpKNjY29vf2ff/4JAFVVVdra2hYWFunp6eRl+vj4BAUFGRkZ\nrV+/3szMTFtbu6amJicnJzQ0tKSk5MiRI2PGjCksLAwPD09KShoxYkR+fr6gFHl6egJAVlZW\nRkYGg8HQ0dHR0tKSkZHpdduTJ09I6jZjxozExEQ7O7uTJ08OotNFQUi5elxqamq+//77q1ev\n1tTUoDMqKir29vb79+/ndUJAHg6Hc/bs2d9///3FixfFxcV6enomJiaOjo5r1qwh710ZKMhA\n7CUQr0Ds6bWxsUlKSkpPT7ewsOh7NSsry9zc3MbG5sGDByQFZmVlTZ06taOjY968efv27UPt\nDABkZ2dv3779xo0bMjIysbGxn332GXklKyoqnjx54uTkhFrX8PDwoKAg5PVx//79lpaWJOV0\ndnbKy8sbGBigUOJYwPtGsL9fQ0PDwsLChoaGoUOH9r3a3Nw8dOhQAwODV69eiSQWV/3FDory\n3i/ki5/k9Xfnzp1nz55Fv0tLSxUUFJAXBL7o6uoGBwdz7X76xc3NzcLCwtfXl+T9wsFeQd6+\nfWtra5uUlLRkyZJdu3aNHz8enW9oaNi7d+/BgwetrKzu3r3bd65WEFT0mBgHMH3JycmJjIy8\ndOlSYWEhAMjJyS1YsODLL7+0t7cn8zj2ARsVI8BTp05t376dOzbgC5kRr/S3z4C7Q8fe/yIw\nts/YMxBvdZO8PH/00Ue9zhAEkZGRweFwZGRk9PX11dXV+37WkXy/DAZjwoQJt2/fXrBgwdOn\nT3V0dKKjo3lX4ywsLJA7HCFCKO1BeGlvb4+Kirpw4UJsbGxPTw8AaGpqrlixwsPDQ1BcDKpj\nWGAvfngFlpSUTJgwobm5WVlZed26ddOmTdPX1y8rK0tJSQkODm5padHT08vMzBw2bBhJgcrK\nyhwOp62tDR0GBQWh+uLt7Y3OqKqqMhiMxsZGIUIGpsAEBATs2LEDAP7880+S3VkvWlpaVFRU\nNDU1q6qqxHhcCLgaQCq6JITkuYfo6ur65JNPBAUtAgAbGxvhQYsGLAwNDc27zaAut9PQ0NDQ\n0NC8F2AflqDP+JSUFHQ4ffp0BwcH7lUXFxd9ff2mpibyAuPJQV4gXpSUlNhsNvfwwIEDABAU\nFMQ9o6KioqqqSl4gMricPXt2X1OA7u5uOzs7NpvNtXteunQpAFy8eFGQNOzvF+/u7NraWiaT\naWBggEUaQcHmcarH7Q0NDenp6eXl5bgUlhDpz0C8ArGnd9OmTQBgZWXV14FEZ2cn8ge4efNm\nkWSeOXOGuwCgpKRkYmKizBNKeceOHeRFCYnOIAYdHR3y8vJycnJiuJoUBN43gv39Yrcg7Ojo\nEJ57MTExZ8+eFU1LKQZv/QXcBtl4wV5BkCXTypUr+V5Fjc/u3bvJC8ReQfAOYITw6NGjjRs3\nchceSD6FfcCGXSBGi0npb58J3A0CFf0vXvBmIPbqJnl5JvlCxW7wkUOvN2/efP7556iOXLp0\niXsDGQvvXgIHoAeprKw8ePAgbzxvS0vL0NBQMk7m8YK9/uIV+M033wCAnp5e32+iiooKfX19\nUeuvpqamnJwc1z3SvHnzAODhw4fosLOzU1ZWVk1NjbxASgvM3r17AcDY2Li0tFQ8CWihPTEx\nEa9iuKCiS+Iiee4RFAQtoqGh4ctgbuWmoaGhoaGhoUFoaWmhmK8kKS0tZTKZ3N3N06dPP336\nNPdqQEDAmDFj9u3bt3//fpICRbJcJElbW1twcPCdO3f++eefyspKQ0NDExOTxYsXL1++vK9l\niXCUlJQaGxsJgkAmC3fv3gWAqVOnoqtdXV1v3rzh9V/dLz///DMAhIaG9t1BLCsrGxoaOnr0\naD8/v9u3bwOAn5/f5cuXURxfvty8eVOk5Ains7Ozrq7OwMBAyPZ2kVBXV9fR0SkuLu7q6mKx\nWNKmHhlErSCIly9fnj9/3tLScvHixcgUycvLi8Viubu7c014Bx4qMhBvCcQrkIr0btq06dSp\nU8nJyePHj//uu+8sLS1HjBhRWVmZnp4eGBj4zz//KCoqIq+h5PHw8LC0tPzuu+/+/PPPN2/e\n5ObmovMTJkz46aefUOBtkowaNcrDw8PT09PQ0FAkHfgiLy/v7Oz866+//vLLL6J6feQL3jdC\nxfudOHFiUlJSdnY2XwvC7Ozs9vZ2Qe4f+aKgoMBgMPbs2bN9+3a+N+zatSszM9Pd3Z2MNOFt\nEZPJ1NTU1NTU1NLS+vTTT93d3dXU1MirigW8DYKrqyvfFyE20dHRWlpa3B68L3/99ReTySQ5\nLMFeQS5evAgA/v7+fK9u2rTpyJEjFy9e3LVrFxlpVFQQvAMYQdTX17948SI/P7+pqUmkB7EP\n2LALREuMWCwmpbx9RuBtEPD2v3V1ddra2np6erjsEbFnIPbqJnl5jo+PlyBBZFFUVLxy5cqu\nXbv27t3r6ur6/Pnz77//nqQ/MF6w9yB9IQgiPz+/qKiI1+4WGYxu27bN19d3586dYgtPTEzs\n6en59NNPydyMvfhhF3jr1i0AOHHixIgRI3pd0tbWPnHixNy5c1NSUsgLNDIySk5OTklJsbKy\nqq2tjY2NVVFR4U5QJCcn9/T0iNTMSl5gdu/eLeSqoaFhfn7+zJkzly9fznv+f//7HxnhYWFh\ns2bNWrZs2a+//mptbS2JnghpGxFRmnsAEBsbCwAhISGOjo69Ls2dOzckJMTT0/P27dtr1qwR\nRWsaGpo+DOpyOw0NDQ0NDc17QS0/SkpKYmNj58+fDwDm5uYimZ+qqKjwWp+EhYUBAO9+22HD\nhllbW+NMg4jcu3dPV1eX7+hr0qRJ3FhfJLGysgKAR48eEQRRU1PDYrFUVFS4xhb3799HeUhe\noIKCgry8PN94vQhFRcUhQ4ag362trQAwf/58kXQWGyp2Z584cQIAgoODJRdFhXrYKwhBEMeO\nHUOzk3v37uWetLW1BQB5efkTJ06Ip6rkIT8p3X0vhVCU3tu3b2tqavJtYTQ0NG7duiW25NbW\n1oyMjN9++y0xMbGqqkoMCUgNBoMxc+bMCxcuSBLoDlFfXz9lyhQ5ObmAgADJI3TifSNUvF/s\nFoTcsuHq6tre3t73BpFM1iiKoNzT0/Pbb7+tXbt2wYIFn332GUEQBQUFGRkZ5JM5WDx48ODu\n3bvk74f+7LfGjBmjpaVFXiDeCsJms2VkZIQ4GGAymbwGmsKhooJQOoCpqak5derUnDlzuMt7\nLBbL0dExMjKSpATsAzbsAvFaTEpz+0wRePtffX19WVnZzs5OLLphz0Ds1Q17ecYL/GvhzeXi\nxYsKCgoAsHjx4jdv3ohq4U0dHA4nOTl5y5YtI0eO5JbAkSNHbt26NTk5+eTJk9x104CAALH/\nxcTERFtbm+TN2IsfXoEcDofJZDIYDEFhkltbW2VlZZWUlMjLDAkJAQAjI6OTJ0+iJcylS5cS\nBNHT0/P48WPkkW7jxo0Sat7S0hIVFfXbb7+RabdJDs96QVITV1dX7uK0trb2BAGQT5q0jYgo\nzT2CIFBMsYaGBr5Xm5qaGAyGoaGhqGrT0ND0grbwpqGhoaGhoaEcdXV1vudHjhw5e/bs9evX\nHzt2bMWKFSQDeQLA2LFjHz9+XFtbi3Z8o4+H9PR07hqzurr6s2fPRNWTw+FER0fHxcWVl5e3\ntrbGx8cXFhY2NTXx+ogjQ1VV1dKlS6uqqnpFCEtOTg4JCcnKypo9e3ZOTo6GhgZJgcuWLUtO\nTv7iiy98fX1v3LjR1dXl7OzMZDI5HM7Tp0/RFmYbGxvyGiorK6MlVeS9rRdlZWVtbW1c60w0\ngSWS/ZAkYDcYAoCvv/5aWVl506ZN7e3tGzZskCS8OhXqYa8gqamp69evJwjCzs4OLXIjduzY\noaqqev369fXr10+bNk1QhD++4Ar5SUUGOjk5eXp6Ojo6ysnJSZtAKtILAHZ2dvn5+fv37791\n61ZeXt6bN28UFRVHjx5tb2/v7+8vSW1VUlIyNzc3NzdvbW29c+cOh8OxsbERybYmJCQkMjIy\nOTn57t27d+/e3bBhg5ub21dffSWSUTIv69at09XVffr06fbt23fs2KGnp8c3gSSNOPG+ESre\nLxUW/BoaGiwW69KlS69evYqKitLR0RFbvZaWFpFCui5YsKDfCMqlpaUuLi69zKqeP3/u6Og4\na9asq1evkg+oSQaRTNb6ZfXq1U1NTRUVFULuqaioqK+v5x42Nzf//ffffO8sLi4uLCyUlZUl\nrwDeCqKnp/fPP/88f/6cryOQ58+fd3d3jx49mqRuVFQQKgYw1dXVUVFRV69evXv3LgqFy2Aw\npk+fvnz5chcXF0F9NF+wD9jwCsRuMSnN7TNJRG0Q8Pa//v7+33zzzYkTJzZu3Ciy6n3AnoHY\nqxv2CoLg9WmEzuDyabRs2TJDQ8OFCxdev369oKCAtyUnD64PTERaWtrly5evXLlSXFyMzmhq\nan7++edubm7W1tbIDH3q1Klr1qwJDAzctm3b4cOHBTntAIDXr1+HhoZmZmZ2d3f3ulRZWZmb\nm8sb4EY42IsfXoHt7e0ojV1dXXxv6Ozs5HA4qqqq5GWuXr36zJkz6enpX3/9NQDIysqiSM8Z\nGRnIzltRUdHX11ckPcvKynbu3Nna2nrlyhUAqK6utra2zs/PBwA2mx0REeHs7Czk8c2bN4v0\ndyJx6dIl7u/KysrKykoxhEjziIjS3AOAuro6OTk5QXVKWVlZQUFBeCMze/ZsAJgzZ863337L\nPeyXuLg40ZWloXmXGewVdxoaGhoaGpr3naamJuTim3xIpK+++goAvLy80GFZWRkArFq1Ch3W\n1dXJy8t/8MEHIqlRUlLSy6EWQRDIEeKsWbPq6urIi1q3bh0A6OnplZWV9bpUXl6up6cHAN7e\n3uQFdnR0TJ48mauYrKxsdnY2QRBpaWnojKKiYklJCXmBLi4uALB8+XK+Vz08PADA3d0dHR4+\nfBj+r6Ew1eA1GCIIwsPDw8PDA9k6MBgMXV3dyZMnf9iHwVJPOGJUEPR+t2zZwveqn58f/GuC\nQBKMIT8JCjIQKaauru7l5YXFJBSvQKoLDIfDqaurE2KARYbS0lJPT08XFxd0WFVVZWxszH3j\n169fF1VgYWHhvn37JkyYwC05ZmZmhw8fFsOsEPuHLd43QsX7xWtBCAATJkwoLS21tLQEAB0d\nnSdPnvDeIJLJGvaQrm1tbUgBNTU1d3f3sWPHImXS0tLQNOX48ePxmnuKZLJGEERRUZGPj4+t\nre2nfUDa9tv6iTpTP3nyZPLq4a0gy5YtA4D58+fzbVIWLFgAACtWrCCvHvYKgn0AM2vWLN75\ndDMzsx9//PH169fiqYd9wIZXIHYTTLzFjxjwIRYheoPAC5b+NyIiQl1dPTAw8M2bN5LIQeDN\nQOzVDXsFIbD6NII+Ft6I169fT5o0SYzyTGD9wCT+tRBFDB061NPTMzY2tru7m+/NKCKDgoJC\nT0+PIN20tbWFV16Rvlix11+8AlHunTlzhu/Vc+fOAYCHh4dIMltbW/38/KytrefMmRMXF4dO\npqWlMZnMadOm5eTkiCStoqICbYjn+jlYvXo1AKipqZmYmKAqk5+fL5JMjMSTQ7iQd2hEhB3k\npYk7SO5FZmYmANjY2AiRgPTnllIpTy8NzWDBIMT12EBDQ0NDQ0NDgwsjI6OCgoLS0lJBbsB7\n8erVKzMzs/b2dmNj49zcXBkZmQkTJuTm5gYGBk6aNCkoKOjPP/90cXFBO6PJ0N7ePm3atMzM\nTDU1tfnz56empr58+ZIgiKdPn86aNau5uXn8+PHp6ekkzT2nTJny5MmTmzdvzps3r+/VW7du\nzZs3z9jYOC8vj6R6APDmzZuAgIAHDx4oKSl9++23aB7n6dOnU6dOnTJlyi+//DJ+/Hjy0goL\nC6dMmVJbW2tjY7Np06aJEydqamoiE70jR47cu3dPQ0MjLS1NXV3d29s7PDycxWK9evWKaxQo\nkmUwF/JBNN3c3N6+fRsTE9PT08NgMCQ0GAIAklH3SA6MsavXL6JWEG1t7aqqqrq6Or5mkU1N\nTUOHDh07duyLFy9IKjBjxozExEQsIT+Bggz09/ePiIgoKSlBh5MmTfL09Fy2bBl5JwqUChz4\nAiMqlZWVEydOrKmpMTc3z8jIAIA1a9acOnVKTU1NU1MzNzdXVlY2NzfXyMhIDOE5OTmRkZGX\nLl0qLCwEADk5uQULFnz55Zf29vYkJZD0bUAywh/gfiMUvd+WlhZcFoQMBmPChAnZ2dltbW3u\n7u7Xrl1js9lnzpxBq9EAYGFhkZmZSbIBnDx5ckZGRm5u7pgxY/pezc/PHz16tJ2dHQrpmpWV\nZW5uvm3bth9//FGQwKNHj27YsMHU1DQ+Pl5HR2fRokVRUVFImaqqKltb25ycnKNHj6KdZCQR\nbrL28uVLZWXllpYWMqJKS0s/+ugj4WZM3t7eQUFBQm7YuXPn2bNnuQIVFBSE2Nfq6uoGBwdz\ng4D2C94KkpKSYmNj093d7ejoGBAQwDWOzM7O3r59+40bNwAgNjaWpFERUFBBJBzA9AWNEEaN\nGuXm5rZs2TLxRji84B2wYReIwq+GhIRgMcGU8vYZgbFBwI6npycAZGVlZWRkMBgMHR0dLS0t\ntM2RlydPnpAUiDcDsVc3wF2eU1NTraysCIKws7PbvXv3xx9/jM7fv38/JCTk+vXrsrKyGRkZ\nJOu1g4PDqFGjUCCkXrS2tq5YsQJtACU/kY73AxMAGAyGkpKSk5OTm5ubvb298AcbGxvXrl1r\naGgYEBDA9wZfX9+ff/7ZxMTE19cXuW9xcHBwd3fv6uq6devWhQsXjh07tnbtWpK6AQX1F6/A\nyMjI5cuXKysr//7777wesAAgISFh4cKFMjIyWVlZkn/poB1FyBm+SGzatCk4ONjExGTfvn3O\nzs5dXV0aGhotLS15eXmGhobe3t6HDh1au3btsWPHyEirq6vT1tbW09MrKCgQPRFU8a6MiKjI\nvc2bNx85csTKyurevXu9Km9XV9esWbOSkpI2b9586NAhQRIuXrwIAIaGhig8xOXLl8n8L3fA\nT0PzvjBoS+00NDQ0NDQ0NARBEER3d/eQIUOUlJREspAIDw9Hn5FoVzuyOeMiJycn0pbq0NBQ\nADA1NUU22QsXLuQOkyorK5GR4tGjR0lKU1RU7DdCmLy8PHn1BNHR0cE3ICsZ7t+/L2j1TkdH\nJykpiSCI0tJSAGCxWL32wlM97MQu8CY5Bks94YhRQVgslvAYq0pKSiLFqMMb8pOKDORwOAkJ\nCZ6enkOGDEGPs1isRYsWRUdHCwpGO2ACJU8v3yjv/UJeQ+Qf28TEBFlyd3Z2qqqqysjIvHr1\niiCILVu2AMDatWtFSnVfHj16tHHjRu6sloTSJAFvCaSiPPMiuQUh8JiscTgc5G8TAHbt2oXE\nimThjT2kK1qf4NpF8fa/BEEkJSUBgLW1NUn1CNwma8hppImJSXh4+OHDh5lMppOT07Vr1379\n9dcvvvgCAI4dO0ZeN4JExMpB5+DBg9yMUlJSMjEx4XW/uXPnTpGkUVFBJBnA9GXt2rWJiYkS\nGun2iyQDNrwCB96EWiSwFxgJGwSq+1/s6cUuEG91E4TY5Rm7TyMh9PT0PHr0CCWZJHg/MAmC\nuHTpEhZPAAi0DyAlJQUdTp8+3cHBgXvVxcVFX1+/qamJvEApL8/37t1DbgkAwNraesuWLT//\n/LO3tzeyuwUAd3f30P/LhQsXyGsrOahIZGVlocPExEQAsLe3R4do752FhQV5gfr6+rKysp2d\nnfh1xQFI94gIe+4VFBSgED/GxsanTp1KT0+vqKjIyMgIDw9Hu0gVFRULCgpw/R0NzXsLbeFN\nQ0NDQ0NDM8js27dv+/btXMtC8lRUVDx58sTJyQlZ54SHhwcFBSEjxf379yPfrSSZOnVqampq\nXFwc2u7Na2EGAA8fPpw+fbq1tTWaee8XHR2diooKQfa1jY2Nw4YNGz58eHV1NXkNqaC1tfXg\nwYNXr17Nz8/v6OhgMpmGhoaOjo7ff/89WuSrq6sLDAx0dXXldT8IADt37hTj7/bs2UPyTuwG\nQ3gZYPXEqCB6enqlpaX5+fl8TXKLiooMDAw+/PBDkgZDnZ2d8vLyBgYGuHa4U5qB7e3tUVFR\nFy5ciI2NRaFYNTU1V6xY4eHhIZ7dnuQCJU8vSRcFvSD/oWdmZpaTk5OVlYWsOZOSkmxsbOzt\n7f/8808AqKqq0tbWtrCwSE9PF0MNRH19fVRU1LVr1+Lj41H0xEH8DsVbAqW8vQIeC2/umcjI\nyK+++qqjo2Px4sXnz5+3trYmb+GtoaFRW1v7+vVrQSFdR44caWho+OrVK/i38KxYseLChQuC\nBKqrqzc1Nb1580ZeXh769L8EQbDZbFVV1aqqKpLpxWuyNnHixOzs7JSUFLQwb2NjM2TIkFu3\nbqGrS5YsSU1Nzc7OJm927+bmZmFhIWpQT0kQI2b5w4cPt27dmpqayntyxowZgYGBvXzz9gtF\nFUTsAcyg0NraeufOHQ6HY2Njgyt4ttgMsNMRUYsf9gIjYYNAdf/7xx9/kLmNr8sovlBR4way\nuolaYLD7NMIL3g9M7AwbNqylpaWzsxOVcz8/v9OnT3N727y8vDFjxnz33Xf79+8nKRB78cMr\nUIzqLKpLNglRVlbmcDhtbW3oMCgoyMfHJygoyNvbG51RVVVlMBiNjY0kBZ48efKbb74JDg7e\nuHEjJRpLxsCPiESCitz766+/Vq5cyXcWSEND49y5cw4ODqLKfPny5fnz5y0tLRcvXozOeHl5\nsVgsd3d3rp8eGpr3CnrBm4aGhoaGhoZy0O77vnA4nLy8PDSnduDAga1btw6sXv8/eCfcv/zy\nyzNnzpw/fx6Zf/UiIiLiiy++WLBgQVRUFMYkSAKHw6msrNTQ0GCxWIOty/sI9gqCSuCSJUv4\nOjr74osvIiIi1qxZc/LkSTLS3r59q6qqShBES0sLeaeLg05VVVVkZOT58+dRRDQAsLS0RJ7J\n1dTUpEEgeaiecMc+v8altrY2Kirq6tWrCQkJyJcsi8Wys7NbtmyZm5ubqNIqKio6OzsFXZXc\nBaW0gSu9fRe8ASAlJWXhwoVVVVUWFhZ1dXXFxcUkC8ySJUuuXr26fPnyiIiIvlc9PT3Pnj3r\n7u6O/FUeOXJk8+bNe/fu3b59uyCBWlpaDQ0NbW1tKAhrr/63o6NDRUVFVVW1pqaGZHrxLlFj\nXw8YeMaOHdvU1FRRUSHqgw0NDS9fvqyoqBg1apSxsbGqqioV6kkIxgHM69evExIS8vLyioqK\ndHV1x44dO3PmTENDQ1HllJWV7dy5s7W1FQXWqa6utra2zs/PBwA2mx0REeHs7CyhqpKAN8hL\nv4hd/HAhYYNAdf/7bjEA3wuiFhg5OTkmk8kdwPQFOahA7kZIwuFwoqOj4+LiysvLW1tb4+Pj\nCwsLm5qakDcUkZD8AxM5UReVBQsWkLlNVVWVw+Fw/fmHh4evWrWKN4KSurq6qanpYK3HY0eM\nkaeWlhYKTs8X7M2plpZWY2NjR0cHkuzo6PjHH388fPhw2rRpANDV1cVms1VUVOrr60kKBICL\nFy9u2rTJ19d3w4YNyLxYbAa4+xAbjFUYY+5xwRi0CACOHz/u5eXV3d3NO9iePXt2fHy8vLz8\nkSNHvv76ayxq09C8Q9AL3jQ0NDQ0NDSU0+/XkbOzc2RkJJoLGBTwTriXlpZaWFggA5peNgoP\nHjxwcnJqbW1NSkpCsZf4gqJjzpkzBzlTJRksMy4ujsxtgx7QKzw8fN68ef16mBSCqPYzgUOz\nAAAgAElEQVQfeXl5KSkp+fn5DQ0NAKCmpmZsbDx16tTRo0eLrQNGsFeQ3NzcSZMmvX371tbW\n9rvvvps8eTJas3n27Nn+/ftv3rypoqKSmZlpYGBAUiDekJ/9IoY9Yi8Ignj06NGVK1euXr3a\na9pUWVnZ19dXVC8F2AWKRFlZGZnb8vLy1q9f//z5cwAYP358Tk4OSfnY59eqq6vROvfdu3eR\nWTyDwbC2tl6+fLmLi4u6ujpJOVxOnTq1fft24S2w1H7YilGe8aaX74I3ABQXF8+fPz8rK0sk\ngdhDutrZ2cXGxj5+/Pijjz6CPv3v/fv3P/30U1tbW5IdHOBeoqZuPQDX8ioMbIhiydtnKaS5\nufmHH34IDQ19+/Yt73kWi7Vp06Zdu3ZxY1v0S2Vl5cSJE5G3IeSXZc2aNadOnVJTU9PU1MzN\nzZWVlc3NzeXrf4Uv2BcYsJtgDnCEbFFLoIQNAtX978BDPgMp+l7AW2Dw+jQCgNLSUhcXl5SU\nFO4ZgiD++OMPR0fHWbNmXb16la8puSAk/8CkdMvFxx9//Pjx45qaGuR5IiEh4bPPPouJiXFy\nckI3jBkzprKysrm5WQwdBobB7ZL6fTtaWlpsNruwsJCkwGnTpiUnJz969MjKyqq2tlZHR4fN\nZtfV1aHy8+DBg08++UQkp1+enp4AkJWVlZGRwWAwdHR0tLS0ZGRket1GsoJgTy8VYKzCeHOv\nLwRBNDQ0qKmpiVfNASA1NdXKyoogCDs7u927d6N9XQBw//79kJCQ69evy8rKZmRkiOfkjIbm\n3YU52ArQ0NDQ0NDQ/PcJCwsTdInFYpmZmVlYWEj4F48ePcrOzh46dOjs2bNFmolAmJubx8bG\nZmRkoAn3XqSmpnZ1dQnZFNzXUnblypWHDh2aOXPmJ598MmXKFOTk/PHjx/fu3QOABQsWCLeU\njY+PB4CRI0fyHuJCXV1dR0enuLi4q6trUEy6V61ade/ePUkWvFevXk3S/uPatWuBgYFpaWl8\nr3700Uffffcd1/3XYIG9gpiYmFy6dMnd3T0+Ph4VHnl5ee48vry8/KlTp8ivdgPA0aNHX716\ntXXr1ubmZi8vL954rlRA/v32giCI1NRUtCyNIkoCwMiRI5cuXfr5558/e/bsxIkTGRkZu3bt\nkpWV9ff3H3iB4sFdWhNET0/PwYMH//e//7W3t8vJyfn7+6O4lSQxMjJKTk5OSUlB82uxsbEq\nKipTpkxBV5OTk3t6esjbE3/22Wf3799H69wAYGZmtmzZsmXLlvH1gE2GmJiYNWvWoN9sNltW\nVlY8OX3BuOIoBFHLM/b02tvb8319+vr6SUlJK1asEMmAzMDA4Pr1659//nliYiKKLsmLjo7O\nlStX9PX1y8rKfvnlFxaLdfz4cSGr3QAwffr02NhYb2/v2NhYNpvNe6mxsRG5GhbJjXZPT4+C\nggJ39tDY2Li6urqsrAzVo9GjRw8bNoz8+vTYsWMfP35cW1uL1gNQy5mens674P3s2TPy6gHW\n5VUAKC0tnTp1KgrtKQhuiZIcsdtnvGC03+rq6rK3t09OTgYAc3NzS0tLXV3dysrKp0+fPn36\n9MCBA6mpqQkJCWi9oV9+/PHHmpoaExMTtAuqq6vrypUrMjIyaWlphoaG3t7ehw4dCgoKOnbs\nmKh6CgItMJC/H294hQEufiB6CZSwQaC0/62qqurq6kKjfb5OoRCOjo5Lly4lKbNfyGcgFd8L\n2AvM7Nmzz5w54+/vz9enEaqG5B2tt7e3Ozk5ZWZmqqmpzZ8/PzU19eXLlwCgra2toqKSkJAw\nY8aM9PR08u6OJPzABIC+S7nt7e3ceBPDhg0zMDBoaWkpKCjo7u6Wk5P75ptvyNuhmpmZPX78\neM+ePUeOHAGAsWPHAgB3wbu+vr64uHjEiBEkpXHB2D73i0gNgpOTk6enp6OjIy6HVbW1tX1P\ntre3v3jxIjQ0NCYmZsSIEVx/EmRYtmxZcnLyF1984evre+PGja6uLmdnZyaTyeFwnj59irYd\n29jYkBeI3O0gCIIoKysjuYmHL5KnV8h2fyGgDpoMeKsw3tzrC4PBEGPaipegoCCCILZs2XLw\n4EHe85988sknn3zi7+//448/BgQEXLp0STJNaWjeNagKDk5DQ0NDQ0NDg5umpqadO3daW1tH\nR0dzT9bX18+aNYs7tpGXl9+7d6+okn/44QcAmD59eltbG0EQCxcu5A6TGhoaTE1NAWDHjh2C\nHsc+DIuIiIiIiHj06BE6vEQO8uk9ceIEAAQHB5N/BCMAcO/ePeH3FBUV+fj42NraftoHNB2j\nrKwsXEJnZyfv/KCMjIyOjs7UqVOtrKx0dHR4d2e7urp2dnYKEWVra2tra/vTTz/xHvaLSHlC\nBdXV1evWrdPQ0OCmVEVFZcmSJQUFBaKKcnV1XbRoEVp4YzAY+vr6E/hBXqDk77cXT5488fHx\n4V1S1dTUXLduXWJiIofD4b0TWXFpaGhQJ3CAC0xGRgZ3MtfKyurvv/8WVUJISAgAGBkZnTx5\n0tHREQCWLl1KEERPT8/jx4+RWcDGjRtJSkOajBo1atu2bc+ePRNVmb6gqT07O7uioiLJpSGa\nmpq2bt3a12sCi8Xy8fFpbm4WSRre8kxFeoXQ09Pz6NGjpKQkkZ5qaWnZvXv3hAkTFBQUAIDJ\nZI4ZM8bb25ubdbW1td9+++3Tp0/7FdXY2KinpwcA48aNO378+PTp0wEgNTU1LCwM5R6yICev\nG9qrwX0E2bPGxMRwbxg9evSQIUNISvvqq68AwMvLCx2iuc5Vq1ahw7q6Onl5+Q8++IC8ep2d\nndwJX3Nz86+++mrXrl1r1qyxtLREJ21sbLq6usgLRJ5gTExMwsPDDx8+zGQynZycrl279uuv\nv6IltGPHjpGXRkhcngegASwpKem1B4IgiJs3bwLArFmz6urqRJJ29OhRAFBSUrpx40avS3/8\n8Qfa4HXy5EmS0iZMmAAAWVlZ6BBtCrG3t0eHaJ3PwsKCvHq1/CgpKYmNjZ0/fz4qReXl5eQF\n9suDBw/u3r1L8mbsxY/A3aLibRB6IXb/W1NT4+LiwmKxrl27hs70/kj4FwaDsW/fPpG0wpiB\n2L8XsBeYly9foq7c1tY2Li4OVf/m5uakpCQ0nlFRUSE/7g0NDQUAU1PTsrIy4v9+D1ZWVqLa\nffToUfLqSfiB2ZeOjg7USy5ZsiQnJ4d7vr6+HoWhsbKy6ujoICktPz8fbZcxNjbu6ekhCGL8\n+PFMJjMoKCg+Ph7FEnZxcSGvHoG7fSawlmekj7q6upeXV0ZGhqiaiMq6detQqsk/0tHRwbs/\nQ1ZWNjs7myAI7tZtRUXFkpIS8gJvkkPktPGDTHoFNXTCIa8D3io8ALn38OHDEydOXLp0SYyq\nQRCElpYWAAh6FsWiGjt2rCQa0tC8i9AL3jQ0NDQ0NDTvBn///TfX8O7s2bPc82g6A81ocLfr\n+vv7iyRcwgl3V7EQPy9wEBERoa6uHhgY+ObNmwH+a+hvwbukpKRf+29vb2/h/7Jy5Up055Qp\nU6KionotaXd2dsbExHBnZDw9PYUrDAAeHh68hxg/zqmmoaEhPT1dkglxvEnG8n554bVWHzp0\nqKenZ2xsbHd3N9+bm5qaAEBBQQFN7VEhcMAKTHt7u5+fH7I7VFZWPnLkiJBECQHv/NratWv7\nbguQBHV1dSaTKdKSp3DwrjhiL8/Y00spPT09ZWVlwvcM9cuLFy8+/PBDvlk3btw4MqvmvOBd\nosa+HoB3eZUgCLQlJSUlBR1Onz7dwcGBe9XFxUVfX7+pqYmkNMnLM7qHugawra0NmQmqqam5\nu7ujQRpBEGlpaSj45fjx49++fUteIAp2e/r0ab5Xz5w5AwCLFi0iKU1JSYnNZnMPDxw4AP/a\nYCGQB2Py6glHjAWVfjExMdHW1iZ5M97iR1DQomLfs4KQpP8tLy8fN24cSkuvBe9Dhw6tW7eO\n2xlt3ry5trZWJMWwZyDe7wXsBYYgiN9//5038C3vVjZ5efnLly+TF4UcAsfFxaFD3tUygiCQ\nJwBra2vyArHv6AoICACAlStX8r26adMmANi9ezd5geHh4WjjGhrlRkZG8hYVOTk53mX1fsHe\nPuMtz35+fuh1ICZNmnT48OHq6mry+ohEU1MT2mBdWlpK/qnW1lY/Pz9ra+s5c+Zwi2JaWhqT\nyZw2bZpIr2OAIZPeKLEgrwP2KowF6mw2WCwW75CjL0pKSkpKSuIoTUPzLiNFM3E0NDQ0NDQ0\n/3mKiopOnz7t5+fn5ubm4+MTFhb26tUrMg+2tbWhuaERI0b4+Pjk5uai89z1mICAAA6H09ra\numfPHvTNIOryHt4JdynHw8PDw8MDOcpmMBi6urqTJ0/+sA8U/Tv0t+Atuf3H3bt30bs7fPiw\n8DuDg4PRnffv3xd0D9UG91zEriBUE08OktKw2/cAgJKSkqura3R0dL/zaA0NDa6ursL3xEgo\ncGAKzP3798eMGYNKr729vYTWwFI7v4Z8PhsYGGCUiXfFEW95xp7eysrKvu3tqlWrfvjhh4cP\nHwraxjHw9PT0hIeHOzo6GhkZsVgsQ0NDBweHo0ePimTrjMC+RI13PQDv8ipBEGpqasjfKTrc\ntm2bpqYm9+o///wDAN999x1JaZKXZ6obQOwmmGiHU0NDA9+rTU1NDAbD0NCQpDRNTU05OTnu\n65g3bx4APHz4EB12dnbKysqqqamRV0844i2oYLSYxFv8CApGCFTYsErY/86cORMANDQ0IiIi\nuE0cktba2ooOL1y4MHToUGVl5bS0NJGE481A7N8L2AsMApdPo2HDhsnKynItpHutlnE4HHl5\neV6FyYD3AxN9Dr98+ZLvVRRtfcyYMSLJLC8vj46O5r6UsLAwU1PT4cOH29railr8sLfP2BsE\nDoeTkJDg6enJDR3CYrEWLVoUHR0txnijX9BmfZHaZ750dHS0t7djUYlScKVXbKiowhJCqc0G\nioiRn5/P9yoKpk7dlA4NjdRCL3jT0NDQ0NDQDAQS+o8NDw8HAENDQ/T9zGXz5s0AYGNjw3vS\nw8MDALZt2yaqkhgn3CmivLy8SDDk5fCddukLRamA/ha8Jbf/QJMgJNcMnJ2dAcDd3Z3MzRSB\n18EyF+lcQcdu33Pp0iW8jgqwC8RLU1PTN998gyKSqqurnz9/nqI/kob5tY6ODnl5eTk5OZFM\ngoSDd8URb3nGmN6CgoI5c+bIysp+/vnnvS6hSWc0K52YmCiefFz9ERXgXaImsK4H4F1eJQhC\nRUWFd3kyLCys13TzsGHDyNszUWF/iRfs9ltorlnQSK+np4fNZg8dOpSkNOQ9Aq3319TUsFgs\nFRUVrvD79+8DgLm5OXn1+kXUBQa8FpN4ix9BTQnE2CBI3v+iYLRsNrtX04GU4S54E/96Xx8/\nfrxInyF4M5DEtwKAKN8L2AtMLyT0aaSpqclisbgZ3qt5aW9vZ7FYw4cPF1Usxg9MNpstIyMj\npL1iMpnCLT4pBXv7TF2X1NbWFhkZ6eDggAI2AYCmpqa3tzeWWDyI7u7uIUOGKCkpYXR6JM1Q\nkV6RQmwQlFVhsaHaZsPT0xMAlixZwvfqihUrAGDNmjUYUkJD805BL3jT0NDQ0NDQUI7k/mPt\n7OwAICwsrNd59Bl85swZ3pNohuizzz7DnpBB5JdffuE1XJBwvmkgA3r1Bfpb8Jbc/uODDz4A\ngIiICDL6XLx4EUQxqYyKikpOThZyw+3bt8mbOxMUhHQlKFtBF4RI8xEU2ff0oqWlJSoq6rff\nfntXXEOTJDo6WldXF71NV1dX6jwx8iLS+8U+P+7m5gYAISEh4qjOD7wrjtjLM5b03r17d9iw\nYdxy0uvq5s2bVVVV0VU5OTlRW3uM/VFtbS2TycRrwY/AuESNF7zLqwTuEMUD0z7zIup0Nnb7\nLeRkOD09ne/VzMxM6LOxUgghISEAYGRkdPLkSWS/tXTpUoIgenp6Hj9+jEatGzduJK+ecMRY\nYMBrMYk9QjZFJRBLg4Cl/0W7crk+1bkgsbwL3gRBLF++HPp85ggHbwZi/16gNKS65MyZMwcA\nHj9+jA57NS/37t0DAFtb20HSjiAIArkWyMrK4ns1OzsbAExNTQdYKy7Y2+cB6JIqKysPHjyI\nPLEjLC0tQ0ND6+vrJRFL/Ot/Hu8OJ1HBPiYXAhXpFSnEBoG7Ckuee1TbbLx8+RJ97Nva2sbF\nxaFg3s3NzUlJSWgEoqKiIqqjCxqa/wBMkrWXhoaGhoaGhkZsTp06lZycrKSkdOnSJa77JsSt\nW7eWLl2amJh4+vTpNWvWCJLw8uVLALC3t+c9WVtbm5OTAwBz587lPW9kZAQARUVF+FLQD7Nn\nzwaAOXPmoGlEdNgvcXFxJOXHxMRwM4fNZnO3oosN8rEptfT09CgoKCADGgAwNjaurq4uKytD\n84yjR48eNmwYshIQREVFBQDwTl4IAblqRI+QYeHChY6Ojjdu3BB0g5eXV1NTU2VlJUmBkleQ\nXnR1ddnb2yMrInNzc0tLS11d3crKyqdPnz59+vTAgQOpqakJCQko9iQWVq9e3dTURDIPJX+/\nfSkrK9u5c2dra+uVK1cAoLq62traOj8/HwDYbHZERASy4xebR48eZWdnDx06dPbs2dx1REFE\nR0eL8RfI7FgI1dXVXl5ely9fBgA9Pb3jx48PWEUW6f32i5aWFnIwS5KjR4++evVq69atzc3N\nXl5eyOW4JNTV1cnJyQmSo6ysrKCgUF9fT1Ia9vIseXrb29tXrFhRX18/duzYw4cPf/bZZ71u\nOHTo0E8//XTnzh0vL6+8vLyVK1fm5eX1W7ARePsjdXV1HR2d4uLirq4uFosliahejBgxYv78\n+dzDr776CoXyHXQmTpyYlJSUnZ2Nup5eZGdnt7e3C/J/yxczM7PHjx/v2bPnyJEjAIBcUsfE\nxDg5OQFAfX19cXHxiBEjSEqjon0WjqjNC5PJlJGREVTw3r59y+FwOBwOeQUsLS2TkpLWr19/\n7949rltRRFdX14YNG9A9JKWtXr36zJkz6enpX3/9NQDIysru2LEDADIyMtBSn6Kioq+vL3n1\nhBMYGNjS0mJubs59Zf1y+/ZtADh37hyyxbx27Vp3d/fixYsBwNXVtaOjY//+/cuXL+cNiiwE\nvMUPKCuBEjYIGPvf3NxcAHB1dSVz8+LFiy9evHj16lW0EEIGvBmIfZiBvcAgOBxOdHR0XFxc\neXl5a2trfHx8YWFhU1MTyQ8BLtOnT4+NjfX29o6Nje01UGlsbFy7di0ATJ06VVT1etHa2nrn\nzh0Oh2NjYzN8+HCRnv3www//+eefnTt3RkVF9a31qLUh31715cGDBxkZGWw229zcHDVZIoG9\nfaa6SyIIIj8/v6ioqKqqinsSfS5t27bN19d3586dQh53cXHhe57D4eTl5aH9B8jKVhBUzyH0\ni0hjcsnT25fXr1+HhoZmZmZ2d3f3ulRZWZmbmyvSMHhgqjCXfnMPfZb6+/vr6Ojwnkd7fb78\n8kvek1988cXZs2efPHlCXgETE5NLly65u7uj4GIAIC8vj6Ijod+nTp1C23xpaN4vBnvFnYaG\nhoaGhua/j+T+YxUUFGRlZXtFG71+/ToAjBs3rtfNjY2NACAvLy+h2uRBwyoPDw/eQ4zDMBsb\nGwCws7MbdD+xWID+LLwlt/9AOdzS0kJGn/b29n7fSHl5ec6/AMCMGTNyBHDr1i0Wi6WgoEDm\nrxHYQ7riDVGMwBjyE7t9T0VFBbI35VoVrF69GgDU1NRMTEwAQFZWVlB4M16ampp27txpbW0d\nHR3NPVlfXz9r1ixutZWXl9+7d69wOVR8l507dw6tRzIYjHXr1mG30cf4fmv5UVJSEhsbi9Yb\nzM3NRfLX5+rqumjRIjR/ymAw9PX1J/CDvEC8Bp3Yy7Pk6f35558BQFNTs7GxUfh/VVdXI+fG\ngYGBJNXD3h+dOHECAIKDg7FIow5cESI2bdoEAFZWVn291nd2dqLCuXnzZvIC8YYopsL+EmPz\nQlBggllQUKCoqIgy8NSpU+np6RUVFRkZGeHh4ciYUlFRUSQDqdbWVj8/P2tr6zlz5nBd+6al\npTGZzGnTponqTv9zATg7OyN7cQA4cOAAeYF4LSaxR8iWQgtgvP2vlpYWABQWFvY6P3z48OHD\nh/ey8Eb79kaOHElevhRmIC9UhFQvKSnptYJFEMTNmzcBYNasWcjkkSSNjY16enoAMG7cuOPH\nj6MGOTU1NSwsDDVWmpqaovoNKi0t9fT05CaqqqrK2NgY6clms69fvy6StOTkZLRd1dHRkdfO\n+9mzZ2jTAADExsYKF/L8+fN9+/a5urquWbPm6tWr6Pu6vb0dOVTjMnPmTFFtQ7G3zxSVZw6H\nk5ycvGXLFhQCGTFy5MitW7cmJyefPHmSuyMtICBAiJx+x/bOzs5ce3chEqibQ8A7Jpc8vb3A\nG2KDwF2FJc+9UaNGQZ+YIzU1NWgPR1VVFe95ZK1hZGREPr2I6urqdevW8fpeUlFRWbJkCW3b\nTfPeQi9409DQ0NDQ0FCO5P5jtbS0GAxGry8oZHazdu3aXjej/cX/j73zDIviah/+vSy7lEUQ\nkGIjCijFRsQHUUQjomAg+ogNW8D6WFGUYEGMUVGJYsESUBSioESjgjWiIggIqGABgzSxgIA0\nkd523g/n/c+12cbM7gygmd8HLnbKPfe0c+acu2lra5NSMjw8/D//+Y+GhoayZKTsGx4ejko2\nYhgWSQziumlraysqKtKRmblTajxDewZvFHbj4eGBfhYVFYFA+seKigolJaV+/fpJPwSIZIaU\nRGNjY7vTB+hhI87w4cOJHBpBeUlXyi3o1M5HyH9/hfDw8AAAExMTNG/Y3NysoaGhoKCAHmZP\nT0+xDYUQL1++RJVQASAsLAxfjsfco0TE6P8tW7ZIESVq1EGBdAgtLS1LS8uBAweiKUsul+vh\n4SE9fx0e8NG7d+8rV66InX8RhfgFpHy+SQorV64EADs7O+K7EHzpiAuk1uJI+fMs//miB2bf\nvn1EDnfw4EEAcHFxIageHf1ReHi4tra2v79/XV0dhWKpgtoKEZSbVzFKSxRT/jxT3rzs2LED\nAMaMGVNfX4/906BSVVVlZmYGAFu3biUuEMOwv/76S1dXV6xuOjo6N2/eJCVNLI2NjQ0NDTLs\n2G5TQNbAQHkRZQofP4yGJ1BOKO9/kdOhUHpbSRQWFqJrSFxhmi4gheMFah+Y+vp6FMatqanp\n5uaGbFoYhj158gRlKRg0aJBoXy+FrKwsSTk2zM3N09LSSJ0sVR6Zghw4cABXicfjmZiYCIbA\n+vr6St/9xIkT6PrjODg4NDQ0LFmyBP3U19fHG+0BAwaQ6pcpb58pf54fP37s5eVlYGCAn76u\nru7KlSsTEhKECkPs3bsXAHR0dKRIC5HM77//LsmxUhC65xCkQ/abXP7zFYLaEhsIal9hKRC5\neh0cs1FVVZWenk7Kq5iB4auEMXgzMDAwMDAw0I78FStHjx4NAC9evBBciFKXi476UD5hUgF/\n4eHhYsdFQhAXSCEoLRXlJU47uMazINCewVv++A90LhQavLdu3drn/wAAZWXlPpIZOXJkamoq\nkUMjKC/pSrkFndr5CMrjewYPHgwCFQ0TEhIAwNHREf1EueW//fZbKRLq6+vNzc0BoGfPnl5e\nXtnZ2Wj5kydP0LPh5+fH5/Nra2t37tyJJiOIzyY0NjYiG+qsWbMEp3ErKyvXr18PAKNGjSIS\n/0EWguph9Mw3SaK6ulpBQQFEwh2kcJcYxHWg1uJI+fMs//ki142UlBQih8vKygKAQYMGEdmY\njv7I3d3d3d0dRVOxWKzevXsPHz58hAjEBUrxWlNWVlZTUzM0NLS2tp46derBgwfbLdLZ3Nw8\natQo9E5ZWFgsXrx427Zty5Ytw3PG2traSmq9JUGHeZWqmuWUP8+UNy90hGBiGPb58+ctW7ZY\nWFjweDzUCAwbNmzjxo3V1dVkRVEL5QYGOiImqXr8MBqeQDkbBMr732HDhgGBGFzEjRs3AIBU\nCVvKLyAd4wUKH5ijR48CgJmZGfIhELSwlpSUoO/DY8eOkZLZ1tZ26tQpZ2dnIyMjDodjaGg4\nefLkY8eOkW3qMYo8MkVJTEwU9KREjB07Njk5WfqOL168QPljNDU1nZycnJycNDU1AWD+/Pls\nNrt37964hMTERGT2JlVRmPL2mdrnWTC3c/fu3RcuXBgTEyNkjMSprq4GAGVlZXTcrxIZvsmp\nBeUpwb9Xx4wZM3nyZHztzJkzDQwMZOiFpb/CVNm8iVy9DojZYGBgEIUxeDMwMDAwMDDQjvz5\nY5cvXy40MEA2LRaLVVxcLLTxwoULAWD16tXENRw+fDgAjBw58vbt2/n5+W8kQFygFNra2kiZ\nZxobG5WUlLhcLqkABenQMYNPHGjP4I3JHf+BNqPQ4C0k3NnZmeDGRKA2wTJGgwWd8vkIauN7\neDyeiooK/nP//v0AEBAQgC9RV1fX0NCQrg8AGBoaCgVdrVu3TvTio1KaxGcA/fz8AODHH38U\nuxZFG//yyy9SJIhOphOBoHoYbfNNkkDm2M6aXENQa3Gk9nkmgvTZOpSKoKSkhIgoFFAi+AZJ\ngY7+iPLnWU1NDTk0EEFfXx9PvioWOipEYF3YvIpR/TzT0bzQGr/F5/MrKiqEQv2+JrpaCLUo\n1D6BcjYIBHcUQoo+M2bMAMJZ6PF4WeLni1F6ATt3vEAEZPfFawcI5dBG1Z1JZSygFvk9MqVQ\nWVn58OHDS5cuPXnypN0KJohZs2YBwJAhQ/Dhc0lJCXLCABEncpQRytrampRWlLfPFD7PAMDj\n8VxdXaOjo9v9jKmqqnJ1dZWe0olaysvLFRUVKfdxl470b3KCQ2lBSIUXU1tiA8Ow+Ph4KWtr\namo8PT3ZbDZxgdJpd0RDd8wGAwODWBiDNwMDAwMDAwPtyJ8/Njc3V1FRkcVibfbe1hUAACAA\nSURBVN++vaCg4PHjxygr2tixY4W2DA8PR862BIPbEGpqahwOR6iQEk2QNa9iGDZnzhwAOHLk\nCFU60DSDTxAgYPDG5Iv/QFd4/fr1mwjg5eVF6o64uroSr3dLBMpLulJuQad8PgKjNL5HV1eX\ny+XiopycnAAgKSkJ/Wxubmaz2ZqamlIkoLKFISEhQsuRqSY0NFRwIYqHmzBhAkH1UOz4q1ev\nxK59/fo1AAwcOFCKhEKZIKgeRs/9lURra2u3bt14PF6n25OotThS+DzLP1vXo0cP6RNwgqCS\ngVpaWgTVo7w/uk4MUjI3bNgAAEZGRgcOHLhz505GRkZsbGxgYODAgQNVVFROnDgRFxcXGhqK\nmsqePXtKSdlKeYUIIbqmeZXC55mm5oXCEExqEWvmEYWgNDrsH3QUUaYcCp9ATL4GgfL+99Ch\nQ8jy127YaG1tba9evQDg119/JXvKVF3Azh0vEEFLS4vNZuMBlEIGbz6fr6SkJNjmyANZl2WM\nCo9MGZAynkXDZ8GMDtj/JRIAgcQPiLdv3wKADOpR3j5T9TxHRkZ2zcopOAYGBmw2u7m5uWMO\n1+43+XfffUfqil26dIlUgDLlJTZ4PN6DBw/EroqOjkbpB0hNwkiByIiG8pgNe3t7e3t7vFOw\nJ4YcZ8nA8EXCGLwZGBgYGBgYaIeS/LEbN24Umi5ksVg3btxAa1taWvbt24cMXQCwcOFCUhqq\nq6t3WDiLDAbvyspKKysrLpfr5+dXU1Mjvw50z+BLh6DBW85DyIA8R6ypqYmKirp8+bIMmVQp\nL+lKuQWd8vkIakHhR6gAXllZGYfDUVdXx6fV4uPjQaB6oli++eYbEDEQlpWVsVgsABCaOkQG\nQiMjI4LqqaioKCgoSAm4V1RUJBhfKxshISGisyqCdOT9RfHu0m9HB9PVLI7yz9ahlMXR0dFE\nDoeCpYhHmMnfHwUFBQUFBdFnmERnNHHiRNFDtLa2Ojg4qKio4P5As2fPBoCIiAhJ0iivEIHI\nysravHnzn3/+iS9Zs2bN+vXr8UDAr4Yu2H1EyQRB4e1+aejp6ZH64KTD/kF5UoqWlpbg4GAn\nJ6eBAwdyudxvvvlm0qRJBw4coDAVhMxQ2yCQRbT//fTpk7a2NgB4e3tL2bGpqQnZbjU1NSsq\nKqjShyz0jRcqKytLJENcjq6uLofDwW+ukMG7oaGBw+H06NFDBg1FkWEEJ79HJnFqamrOnj3r\n6OgoxSUOpaZ/9+6d4EJUKl70vBoaGuQfH31ldJcJ4vKDgoIAIDAwkL5TEKTdb3IAGD9+PBGb\n9+fPn5G9ltQDQ3mJDQBQU1NLSEgQXFhYWOji4oJ009TUPHnyJHGBUiAyoqE8ZgOdhbu7u+DP\ndpHzTBkYvjiYh56BgYGBgYGhI6Akf+xvv/2GAtfQYEawJFttbS0ucN68eWRnBidOnMhmswmm\ng5MTGaZLXF1dp02bhoqusVgsAwODweIgLpCmGXyCgFSDNyXxTKL1X4lAXH5hYeHChQvxEKjS\n0lJjY2N0W1VUVFChPlJQm2CZcgs6HSU/KeTIkSMAYGRkFBwc7OzsDACzZ8/GMKytre3Ro0co\nSnvNmjVSJCgrK7PZbKEyfpcuXQIAc3NzoY1RCmglJSWC6qFrLsmOhQq2mZmZEZQmA9LfOIzq\n+ztDAi4uLuheQHvZXOkOX4iKipJe5/Kvv/4iFcJFLfLP1m3btg0AJk2a1O6x+Hy+tbU1AHh5\neRFUT/7+CJ2FUJ5MPp+fkpJCKjWLJFA58OzsbLFrc3NzAcDBwQH9RBkvpFQooLxCBIZhx48f\nV1RUBIBdu3bhC+3t7VHDEhQUJH13a5kgpSGF9njKu4/du3cLZQclS7tTw2IhKLxcHO/fv4+J\niZkyZQoAWFhYkMr4SpP9g8IQ6uTk5AEDBoi9aP37909NTaVWc7JQ2yCQRWz/e+nSJeRO5+7u\n/vHjR9G9YmNjkdoA8Pvvv1OljAzQMV44efJk7969KXndMAybNGkSAOCJ6IUM3nFxcQBAVYCj\nDCM4+T0y26W5ufnatWuurq6CqfslbYzWCjmrSTJsy3C+1EJtiouSkhLRl3HJkiU7duxISkqS\nVMlbCOJdhmzPM4Zh4eHh2tra/v7+lASjy/lNjrI42NnZ1dfXSzlKYmIiXh/dycmJuHqUl9jY\nvXs3AKipqSG3kra2tiNHjnTr1g3pNnfuXFL5/OQf0WBUx2yEh4eHh4ejJgXDsEhiED9lBoav\nA8bgzcDAwMDAwNBBUJU/Ni8v7/Hjx0Jj9fr6ejs7u2XLlkkKjJNOQkKCgoLC3LlzOyAZpgzT\nB5QPp6mdwSc7+7xu3bq8vDwpG3RwPjeyFBcX6+jogMAU1dKlSwFAU1PTxMQEANhstvQTFAu1\nCZaptaDLOR9BazgdhmGNjY3Dhw/HT5DNZmdkZGAY9uTJE7REVVX1/fv3UiTo6emxWCw8JSZi\n9erV8M80dAhkoiaesm/u3LkAMGXKFLExxCh8av78+QSlyQC0Z/Cmdr6p3ZbKxcVF6FKLlUBf\n+AIAODs7S9lg4MCBenp6xAVSi/yzdR8+fEAT3+0mwt20aRMAcDgc4h4w8t8OtIGQwZvCiXVl\nZWUlJSUpIfuqqqq4hRV5y02ZMkXSxpRXiEhJSUG2LgcHB0EDf1xc3PTp0wGAzWZL71IJ3gKZ\nXxA57fFCUD6djU7HwMBgxYoVN27ckD4LL5bvREBlgBFaWlqWlpYDBw5EF4HL5Xp4eFBlAV25\nciUA2NnZkdqLWvsHtbx7905dXR01Wd7e3lFRUenp6deuXfPx8UGtVt++fTsxQBmjukEgC0jo\nfwMDA9HzpqKiMm7cuJUrVx48eHD37t2LFy9G5V0BQEFBYd++fbIdt66ubs+ePfb29gYGBlwu\n19TUdOrUqWfOnGk3j7oQlHv8XLlyBX/XuFyusgSIC8TLnKOmQNDgXVVVhYIpt27dSlygFGTo\np+T3yJQEn89PSEhYvnw5ShiA06dPHyntFan+t9MN3hhFQ8LXr19PmjSJzWbPmDFDaBUqsg4A\nZmZmQo6GYsGv8/Dhw/39/e/fvx9HAOKquru7u7u7I38XFovVu3fv4cOHy+Oi3e63gfRv8sTE\nRNSST5gwQWxv29zc7OPjg5wgeTwe2QIHdJTYQF/R3bp1CwsLQy536B2MiYkhJQejYkSDoC9m\ng4GBQSwsTNbxEgMDAwMDAwODbGAYVlVVpampieZ8uwihoaGLFi0aMmSIi4tLnz59xOqG5m3l\npKmpCWWSJP4ZhiKi2mXChAkEBdra2iYmJqanp+MRJII8f/7cwsLC1tb2wYMHRKSha2VgYODk\n5OTs7Dx+/Hg0dpWZ4ODg5cuXBwYGrlmzRh45NLF27drAwEATE5Pdu3e7uLi0tLTo6OjU1NTk\n5uYaGhquX7/+4MGDK1asOH78uGzyqXpBampq9u7de/Pmzdzc3Lq6OlVV1QEDBjg6Om7ZsgVN\nTxMnPz9/yJAhDQ0NxsbG2dnZCgoKgwcPzs7O9vf3HzZsWEBAwK1bt2bOnHnhwgWxu8t2IqTG\nKXV1dX5+fg8ePODxeD/99BOyzaSlpVlbW1tZWZ04cWLQoEFSdrexsXn48OGLFy9wh30AMDY2\nzs/Pj4yMRDlOca5evTp16tTBgwcjy3e7pKSk2Nratra2Ojs7+/n5DR06FC3PyMjw8fG5du0a\nAMTExEycOJH4+ZKCxWLFxcWNGzdO0gZy3l8hTp06JWkVh8MZMmSI2GZHkIiICAAwNDREoVF/\n/PEHkeMK3SYhiouLKysr0f+DBw8eO3aspDf03bt3U6dOZbPZeMyTdAg+3qSe5z179mzZsqVb\nt25Hjhw5fvz4o0ePAMDIyOi3334j+JygVhQAJk2atHPnTnzKDycpKcnb2/vhw4cAsHfvXtEA\nFEnI3x+hK1ZbW4ucexAy9IyS0NHRKS8vf/v2rYGBgejaoqKiPn36GBoa5ufnA0Bpaam+vv78\n+fPPnj0rVtq6desOHz48atSouLg4LpcruKqlpcXOzi4xMXHdunUHDx4kqN6sWbMuXrzo6el5\n4MAB0bVbtmzZs2fP7NmzIyMjJUmIjo4meCxBkG9Nu6Smpo4aNQrDMAcHh19++QW3BMfHxx85\ncuTSpUtsNvvp06eCTaV0qG1eAMDU1DQ7Oxv/qaKiMmHCBGdnZycnpz59+hAUIkhTU5O9vX1i\nYuKsWbO2bduGdxZVVVW7du06cODAqFGj7t+/j1IBy8nnz581NTX5fH5hYWG7Qa4IlCT2+fPn\nT58+ZbFYvXr10tPTQ4lPBXn8+LH86snAihUrgoKC+vbtm5qa2rNnT8FVJSUlI0eOfPfuHakX\nBAAiIiIOHz6ck5PT1NQkaRuC7TNQ3SCQRUr/e/369VWrVr17907sjkOGDDl8+PD48eNlOGh8\nfPy8efOQc4kQw4YNO3PmDP4d0i7UjhdwgY6OjsHBwWLvCFmqq6uHDBny/v17c3PzNWvWRERE\nJCYmpqamZmRk7N+//9WrV7q6ui9fvsStTfIgQz/V1NQ0evTo9PR09JPNZj979mzw4MFpaWkj\nRowAAFVV1ezsbFJtV2ZmZkRExLlz5wQfHh6P5+Li4ubmNn78eNH2AYdU/ytbv0zt+yv/kBA5\nk6EvQFdX1/Pnzwuu9fT0DA0Nra6uBgAul3v58mU81lYshw8fvnDhAsoSBAD9+vWbPXv2rFmz\nBP1u5UH+T0pbW1sAiImJQYNx+b/Jk5OTHR0dP3/+PHHixKtXr6JHAvHq1av58+enpaUBgLW1\n9dmzZ/GEZ8Q5ffr0qlWrGhsbW1tb2Wz2+fPnkaMwgsvlpqenSx/EibJ7924fHx/0P4fD8fLy\n8vX1JTI7QfnVEyQ/P7+qqsrU1BTFzSMaGhqcnZ2NjY3nz5+Pjs7AwEABnWJmZ2BgYGBgYGDo\nUlRWVqJ5hw74cOoK/vLU1nhGYc04Kioqzs7OQUFB0mNqpdOV45lQNACe2TUhIQEAHB0d0c+S\nkhIgUxC3A6CkRLE8JT87K5yusbGxoaGByJbINCgYzI1uK4vFEq1+jcwPq1evJq6JoGWLx+OZ\nmJgITnb4+voSFyUD0F6EN0ZDSdeuBorXJ87w4cMJSm5XFNmSvQhUGhDB4XA2b95MNpL1wIED\nKOYGAExNTZ2cnDw8PNauXevk5CSYf3jLli1kdZMTdFz6IrxnzpwJAPPmzRO71t3dHQDc3NzQ\nz0OHDsE/Q5mFoLxChJ6eHgBIinlFFRNMTU2JC6QWdPU8PT3Frt28eTP8X4QicShvXgoLC8+e\nPbto0aJ+/foJiho2bJiPj09ycjKpMFb0rv34449i16LvpV9++YWUhlIwNDSEf1Yxlw6xFqvT\nPimRzRLPzirEzZs3AYBURv3w8HBqz5faBoEsILX/bWho+PPPP+fOnWtlZWVgYGBiYmJra+vl\n5XXv3j2Zj1hSUoIaGaGYe+REBQC6urpi86iLhdrxAoZhWlpaHA6HuAJEyMrKkjSIMzc3T0tL\no+pAsvVTtbW1mzdvtrGxmTRp0p07d9DCJ0+eKCoqjh49mnjr9/bt27179wo5GyGznIqKilDm\nM0mgveiL8Kb8/cXkGxLW19cj1yJTU9O//vpLbK6C5ubmW7duoe8iLS0tIhkp3r17d+DAAVQR\nBmFsbOzj4yNnuQ0Mw64TQ4oEsbdYTpKTk5Gr9KRJk/CB1bFjx9Djx+Fwdu7cSTAnvFgoLLGB\ns2vXLnQpbt26RXwvOq6ePISEhIiOQ6WTlJQUFBQUGRnZublVGBg6FybCm4GBgYGBgYF6aA0/\nooPFixefPn0aAMzNzY2MjHAjgRCCifhkhsI4NpkpKCgYPHhwfX29sbHxxo0bLS0te/bsWVJS\nkp6e7u/vn5OTo6qqmpmZiZfjapeioqL79+/fv38/Njb2zZs3+PJhw4Y5Ozs7OztbWVlJCTgQ\noovHM6mpqfH5/Pr6evQzICDAy8srICBg/fr1aImGhgaLxUJ2C7HQ+oJUVFTo6+v37dv39evX\nMhxFCsXFxY8fP/7hhx9Q/MGpU6cCAgLKysosLCz27t1raWlJUE7HhNPV1tbeu3ePz+fb2tq2\nG9mTl5dnZmbW1tb2888/u7m5lZeX//jjj1lZWWPHjkUVFnEiIiJ+/PFHVG9Y0GzfLklJSRs2\nbEhNTRVcOHbsWH9/f8EpMzpoN8IbQdX9lZ/g4GAAWLx4MfKBoARfX9+wsDD0f2FhobKyspSn\nonfv3oGBgaJR0WKpqKgQXdjQ0JCVlXX06NGrV69aWFjcvHlTKPaRCH5+flu3bgWAW7duOTo6\nkt0dAB48ePDTTz+hAHFRzM3N9+7d+8MPP8ggWR7ojvAuKCiwsrIqLy+3tbVdu3bt0KFDdXV1\ny8rKMjMzDx8+HBcXp6Oj8+TJE21t7fXr1586dYrD4eTn5/fq1UuSwNu3b//4448fP34UXaWj\no/P777+jrJsE4XK5ioqKeA8iCvKGEcxy2ZHo6+uXlpZWVFRoaWmJrq2uru7evbupqWlWVhYp\nsfQ1L2/evImNjY2Njb1///6HDx/QQh0dHbH3SyyDBg36+++/X716JeS9hygoKDA0NBw4cKBg\nWLnMtLW1oQjvmpoagpF8N27cILKZlKhElCqDLMnJye1ug2EYl8tta2urrq7Gyy4IUldXp6Gh\noaysTPx5trS0TE9PHzly5I4dO4yNjSV9kH/zzTcEBVLeIJCCYP9LIatWrTp+/Hjfvn1TUlKE\nzqK4uHjkyJHv379fv359QEAAEWmUjxd4PJ6enh7lH6h8Pj8sLOzKlStZWVnv3r3r27eviYmJ\ns7PzsmXLKPyQoLCfQg4EgsGykqisrLx48eK5c+dQwm20UFVVdfLkyTNnznR2dlZTU1NTU6up\nqSFyXNTsXLlyRTDatbm5ecqUKQDw119/CW6MLyd+vpS/v3IOCffv3//TTz/p6urm5ORoaGhI\nOVBZWdnQoUNLSkr8/f29vb0Jqvf27duLFy9euHABV8DU1BTFfJubmxMUQi1iP7Hk59GjR5Mm\nTaqurnZwcAgKClq5cuWtW7cAwNTUNDw8vCPHCMRBX9HGxsZxcXEEU6rQdPVkRlIP8vnz5/37\n98fGxnp7e6OXFACqqqpmzJgRGxuLfiopKfn6+uKR7gwM/y46z9bOwMDAwMDA8NXyxX2WoGrH\nR48e7YBjdYUIb4zqGs+CFBQUnDp1at68eYITbTo6OsQldPEHRldXl8vl4n7oaJYZVdvFMKy5\nuZnNZmtqakqRQPcL0sWLoNMRTldYWLhw4UK8zFtpaSmeVU9FReXSpUvtShBN6cxisfCotZaW\nln379uEWhYULF5JSD6eysvLhw4eXLl168uTJp0+fZBNCFiAQ4U0HlZWVJZKRsiO6yEIBFsjJ\nQLDmscxAezW8KUS2kr04KELF2NiYeDyoKCkpKTt27Jg2bZqNjY21tfWUKVM2bdoUGxtLtpgr\nEfh8frsVK8XeX2p7xvj4eB0dHbENaa9evRITEzEMKywsBAAOhxMaGtquwM+fP2/ZssXCwgLN\ngaqqqg4bNmzjxo3V1dVkdUOpa/Py8sSuLSgoAABSFToRbW1tly9fXrFixdSpUydMmIBh2OvX\nr58+fUpWDofDUVFRkbIBj8fj8XhkxdJNbW3t7du3p02bhluRie+roqKioKAgpUqxoqKi9GtC\nHNT9WVhYUCKNIPR9ctTV1aGNJUWSVVZWIhsVcW3V1NQ4HE5paSnxXdqF8gaBOB3f//7nP/8B\nAEkxoMh/wtjYmLhAascLlpaWXC5XNF78i4CqfqqmpiYqKury5ctlZWXtbszhcPALzuPxUAEI\nwVhnAFBTUyN4aPpaAwTl76+cGqIqMPv27SNyLFR5wcXFRQY9X79+7e/vL5jYfMiQITt37szJ\nyZFBmjygo9MRo/z48WNNTU0AQA4HLBZrzZo1ZJMPUc52qaCUKgMGDBBaLkkafVdPNkBcD/Ly\n5Ut0XgAQFhaGL3d2dkYL1dXV8RI8HZ/GiYGhK8BEeDMwMDAwMDBQj2jNuYaGBjy0UUtLq3//\n/jU1Na9fv25tbeVyucuXL1dVVd2zZ0+HawoAgHTQ0tIqLy+XTQLB+BtEc3Ozi4sLkPGXp6NG\nLFBa41mUuro6lFMrKioKKUZcPfnjmWhl9OjRycnJDx8+HDVqVHl5ea9evVRUVCoqKlAQyYMH\nD8aNG2dhYfH06VNJEuh+Qbp4EXTKw+lKSkqGDh2KggXRZV+2bNnJkyc1NTV1dXWzs7PZbHZ2\ndraRkZF0OUFBQb6+vqgdUFNT8/f3R9ZKAKirq8OTkM+bNy80NFRwClIK9AXcE6fjI8xCQkK2\nb98utoAojpQGge4I4Dlz5nz77bfEI3jkgUjJ3l9++UWKhDNnzrx+/XrAgAHz5s0TXP7zzz9T\nqahkUIXChw8fCgaEtbW1HT16FACQhwoOkdtE9/1F1NbWHjhw4OLFi3l5eY2NjYqKioaGhs7O\nztu3b0ehqBUVFf7+/q6urqRKb2IYVlVVpampSbBfFmXRokWhoaGzZs0SW5x+wYIF4eHhy5Yt\nQ3kOCFJYWDhz5syUlBRBPW/cuOHs7GxnZ3fx4kWx4dpi6du3b2FhYV5entgG882bN/379x8x\nYgTBDCu0NoANDQ3Jyckou8yjR49aWlrQcjU1tbFjxxL/MDMxMcnJyXn+/LnYwsaZmZlDhgwx\nMzP7+++/iUhDCbRF4fP5ubm5GRkZALB///4NGzYQVK9dEhIS2travvvuO0kb0JpUxtDQsKCg\nIDQ0FOUGF+LMmTNubm7u7u6hoaEEj6uhoaGlpYU8PyiEpgahXTq+/+XxeA0NDdJj7hUVFXHb\nLREoHC+cPn168eLFR48eXbVqFakduwKy9VNFRUW+vr61tbUXLlwAgI8fP9rY2OTl5QGAiopK\neHg4GhVKAvU1mpqaAQEBrq6uonWIWSwW2QhvshA/X8rfXzmHhEZGRq9fvyaYk+nVq1dmZmaD\nBg3KzMwkp6UA+fn5Fy5cuHDhwrNnz9CSb7/9Fi/iTpyqqqrm5mZJa1HZArHQGqOcnp5ub29f\nVVWlqqoaFRWF/Ak6F2of6a4f4d3Q0DBixIi///67Z8+e8+bNW7p0KSqvk5aWhio7+Pn5oSpI\nBw8e9PX1VVJSKigokCHLFAPDl01nWNkZGBgYGBgY/l00NjaiMm+zZs0SrFVWWVmJskCPGjWq\nsbGxs9T7/PkzAOjq6sosge7PsHZFyVYjFoeSGs8YhtXX19+7d2/r1q02NjaC5kA1NbXvv/9e\nTuFdhyNHjgCAkZFRcHAwcqZGBU3b2toePXqEquutWbOGuEA6XhA6iqDX1dXt2bPH3t7ewMCA\ny+WamppOnTr1zJkzZONEKQ+n8/DwAAATExMUyd3c3KyhoaGgoJCfn49hmKenJ/yzPrd08vLy\nHj9+LFQNsb6+3s7ObtmyZQ8ePCCuGKLTA+6BfIRZfHz8oUOHgoODU1NTyR5OsPQDl8tVloB0\nhYHmCGBRSEVckaLdkr109yByQup2ELlNHXx/29raioqKZHsBy8vLFRUV+/fvT6E+r169QvUa\n7O3t79y5g0JjP3/+nJiYiDoUdXV1UkXB6+vrLSwsAEBTU9PNzc3U1BRdxidPniBb1KBBg4jH\nU6L8sbNmzRK7dv78+QCwbNky4upR3gDGxcX9/PPPY8eOxQOYAEBJSWn8+PE7d+5MSkqS1LlI\nYu7cuQAwZcoUsV9ByO47f/58gtLafXNdXFyo/eI1MTHR19enUCApIiIiAEBNTQ0vToxz7969\nbt26aWhovHnzhrjAiRMnstls+jKgyNMgyAB0eIQ3MmxIirmvqqpisViksi4JQsl4YenSpVwu\nd9euXQTLThNEtqQyBEsmIy5fvky2nyouLkbZBfC8DkuXLkXNNXL6ZLPZkhJ+IPCmQ1lZeebM\nmVeuXBFqz4FMhHetTBA/X7rfX7KgbkJ6ViEcVIuKqnweKSkpZmZmMnzYnDx5st3821J2F/uJ\nRSHp6enIhc7X11eG3bvLhBSB62RCkjS6rx5ZRHuQU6dOAYChoWFRUZHg8nXr1gGAra2t4ELk\niLZp06aO0JWBoSvBRHgzMDAwMDAw0M7u3bt9fHx+/PHH33//XXTtunXrDh8+/Msvv2zbtq3j\ndUOMHDny0aNHCQkJyO5IFrr95emrEUsJ8fHxKMQqJSUF90ZXUlIaPXq0nZ2dnZ2dlZUVhSX0\nOp2mpqbRo0fj3vpsNvvZs2eDBw/GfatVVVWzs7NR3loiUP6C0FEEPT4+ft68eWJjdocNG3bm\nzBmxsXFioTacDgCGDBmSmZmJC0xMTLS1tXV0dETl5UpLS/X19WULsKCETg+4lxRhlpWVFRUV\n9eLFC3V19YkTJ06bNo3NZjc2Nv73v/+9ffs2vtn48eNPnTpFvEKnra1tYmKio6NjcHCwgYGB\nbAoDzRHAckZcEYdIyV7kk0EWlHuzAyB1O7pOhDdVfPPNN0VFRQ0NDQSTOhAhKirKzc0NOdsB\ngJKSUlNTE/7/mTNnZs2aRVzasWPHVq9ebWZmdvfu3V69ek2bNg1PrFJaWmpvb5+ZmXns2DE8\nX4V0srOzhw0b1tTUZG9vv3HjxuHDh2tpadXU1Lx48WLv3r3Xr19XV1d/9uwZ8QaB8gYQf4/Y\nbPaIESMmTJhgZ2dnY2NDpBquWFJSUmxtbVtbW52dnf38/PCOKSMjw8fH59q1awAQExNDMJQN\nTUaLhcPhDBkyBKVMIMXbt2+PHj367Nmz1tZWoVUlJSWvXr0iHt8pidra2nv37vH5fFtb2x49\nehDfMT4+PiwsLCwsDABsbGysrKx69epVXFz86NGjxMREAHBzc0NJtnE0NDSQ54RYEhMTx40b\n5+rq+vvvv38Fn44dH+GNckicOXNmwYIFomvDw8MXLFgwderUqKiojtFH6O4DAIZhT58+5fP5\nCgoKBgYG2traop0jqQ9UeZLK0D2CW7t2bWBgoImJye7du11cXFpaWnR0ySXwOAAAIABJREFU\ndGpqanJzcw0NDdevX3/w4MEVK1YcP35ckoSbN2+Gh4dHR0fX19ejJd27d58xY8bcuXPHjRun\noKBAKsKbbrra+6ujo1NeXi4lxY4gb9++7devn5aWlthxN0FqamquXr0aGRl5+/ZtlHdEQ0MD\nmdKJEBUVNW3aNPQ/l8sVHbshGhoaJElAj/SQIUMkFVAXi5S0ZKI8f/7c3t6+vLz8559/3r59\nO/Edgf43Tk464OqR1UeoB3F0dLx9+3ZISMjixYsFtxw6dGhGRoZQtpXY2NgJEyZMmDDh7t27\nNGnIwNA1YQzeDAwMDAwMDLRDeQZjysnIyLCzs1NRUTl//ryNjQ3Z3dva2mQ4KKmhlBRWrVp1\n/PhxOzu7e/fukdqRz+dHR0ffuXPnw4cPtbW1d+/eLSgoqK6uRrFixKF89rnrU1dX5+fn9+DB\nAx6P99NPP9nb2wNAWlqatbW1lZXViRMnBg0aRFwa5S8I5TnwS0tLhw0bVlpaqqamtnLlytGj\nRxsYGBQVFSUnJx85cqSmpkZXVzczM1NSjUwh5s2bd+7cuSlTpkRFRYmq+t///jc6Onr+/Pln\nz54lqJ6amhqfz8enAgMCAry8vAICAlB8PABoaGiwWCzi802UExERsXbtWm9v79WrV6uqqnbw\n0cVOuJ88edLDw0MwqamDg0NUVNSaNWtCQkIAQF9fHwBKSkoAYMCAAc+ePSOouba2dk1NTVFR\nEcHnQazCQKdBlKoc+ERA7izSaxx0cWgyeHt4eAhG6La2th46dAgAvLy8xO61b98+spoXFxdL\nyQj6zTffEBFCk8NKWVnZ9u3bL168WFZWhpaoq6s7Ojru3buXuC0ZYW1tnZqaeufOHdQTCRq8\nASApKWnMmDE2NjbI+kgEau3xQHUDiJ4fBQWF6dOnT5kyZdy4cX379pVT5sGDB/H+gsfj9enT\np6ioqLa2Fi3x9fXdsWOHnIeQmcLCwv/85z+oKZbE+vXrAwICiMuk0ONHBuuFsbFxbm6ulA1C\nQ0MXLVo0ZMgQFxeXPn36iD2E0Fx/l6XjDd6FhYXffvttU1PT1atXhRLdP3jw4IcffqitrU1M\nTBw1ahRxmfKMF+i2b8lpIKRbPao8Mmtray9fvhweHo4cU9DC3r17u7q6BgQEdB2DN3Sx9xd5\ntEdHR0+ZMqXdjc+fPz937lzZHGQbGhpu3LgRGRl548YN9GnN4/F++OEHV1dXR0dHlNaFCFT5\njJJF0iMt6P8qyPPnz1Hc8E8//TRhwgShtQ4ODu2qN3z48NmzZ1tZWRFRuMOa0K5mjxftQfr1\n6/f27VshH47y8nKUqrC0tFRXVxdfjnw4jIyMUP/OwPDvgTF4MzAwMDAwMNCOqqpqU1NTU1OT\nWF9vPp+vpKTE4XBwe1XHM2fOnDdv3qD6l/r6+pKiW1DxRco5deqUk5MTMi/JAJEasaJQWPJT\n/tlnlAacLDTdDplBOQZlMPNT/oJQXgQdOVX07ds3JSWlV69egquKi4tHjhz5/v174hPu1IbT\nAYCent6nT58aGxvRo+js7Hzjxo2kpKTRo0cDQEtLi4qKirq6emVlJUGB1EJHwD0pRKdLMjIy\nvv32WxR8jK7Sw4cPq6qq5s+ff/78eX19/T///NPa2hoAkpKSZsyYUVJSsmnTJoJV5Hk8np6e\nnjwle+k2eMsfcSVIx5fs7WBoMniThdR9P3nypI+PD25LllMgrQ4rnz59Kigo0NfXlzlHi7a2\ndnV1dV1dHZpSFzJ4YximoqKioaFRWlpKXCaF9njKG8DNmzfHxcWlpaXhRbv79+8/bty47777\nbty4cf369SOlHk5SUtKGDRtSU1MFF44dO9bf3x81hp2Ft7f3vn37TExMvL29a2pqvLy8Jk+e\n7Obm1tLScvPmzbNnzx4/fnzFihXEBVLr8TNnzhyyZ6Snp4e8W8RSVVU1adKkJ0+eSBci5f0l\nZcrFSU5OlmGvdukAg3dwcLDQkpycnIMHD2IYNm7cOMGY+7i4OACYOnWqr6+vpaUlQflyjhfI\nOuMiRE1okpDTQEi3yzLlHpnFxcXnz58PDw8X9KJTUFBYvnz5woULUaKpTkT+95faIeHPP/+8\nY8eOSZMmSTLcCqo0evTolJQULy8v4g52zc3Nt2/f/uOPP6Kjo5GPlLKy8vfffz979mxnZ2cZ\nPhio8hn19vYW9Clsl507d0qRRhYp9/fw4cMXLlxITk5G2/Tr12/27NmzZs0aPny4DAeSgmxF\n0Km9evIj2oOoqKi0tLQ0NTUJtkKXL1+ePn26ubn5y5cvBXevrq7u3r27kpKSoH8zA8O/Avqy\npTMwMDAwMDAwIAYOHAgAz58/F7sWjVHNzMw6WCtBOvfDCeSu8NdujVghqC35uWnTJmtra8F0\nr/3793d3dw8LCysoKCAi4V/+Hdv1XxCUkfL69eti1yL7urGxMXGBBw4cwO8jj8czMTFRU1PD\nl5AtC4dmtx8+fIhhWFlZGYfDUVdXx8u4xsfHg0D1xI6n059n0RYGBWgOGTKkuLgYLSkpKRk2\nbBjSJDIyUnDj0NBQALC2tiZ4OEtLSy6XS7wBEasw0FnjefDgwYJvXEJCAgA4OjqinyiS8ttv\nvyWlrRRkLtn74cOHN5KRQaBskLodRG7TGJkgrnB0dDR+8VVUVNQkQFCau7u7u7s7SkPNYrF6\n9+49fPjwESIQV49ydHV1ORwO3uL997//Fbz+KBl7jx49ZBNeVVWVnp7+4cMHmdWjqQGsra2N\niYnx8fGxsbERnJg2MDBYsGDBqVOnZNO2srLy4cOHly5devLkCdkytK2trdnZ2YWFhdIrHGdk\nZAwfPpy4WGT+SUlJQT/HjBkzefJkfO3MmTMNDAyqq6uJC/Tw8AAAExOTS5cuYRjW3NysoaGh\noKCQn5+PYRiqsLBixQriAqll0aJF6Faam5v/8MMP/5WAFAkEHzk5n0CCAP01vGk9X2rHCwRJ\nS0sjvrGWlhaHw/n48SO1OlCFrq4ul8vF2wTkaZqUlIR+Njc3s9lsTU1NGSS/fPly8+bNQjb+\nwYMHHzhwoBOvRld7fz98+ICszr/++qt0zTdt2gQAHA7n9evX7Z5mS0vL7du3Fy1a1L17d6QA\nh8NxcnI6e/bs58+f291dCqqqqv3795dHAtKHqirU1N4OnHfv3h04cEDQmczY2NjHx+fFixfy\n6yxPEXRqr578gEgPoqenx2KxhIYVq1evBnEdN5pD0NbWpl1RBoYuRudX1GBgYGBgYGD46hkx\nYkROTo6vr6/YDMZbt24FAOKhBnTwRVc2amtrKysr4/F4QqG3Ujh9+vSzZ88ES36+evUKACwt\nLXNyclDJz5CQEIIlP1HcZ11d3cOHD+Pj4+Pi4h4/fozXdDQwMEChV/gkiCjoGfiyoCohPHwJ\nL8jLly9ZLNbYsWPFrh03bhybzX7//j1xgZ6enlZWViicrq6uDs/WLls43dy5c5OTkxcsWODt\n7X3t2rWWlhYXFxdFRUU+n5+WloZmAWxtbUnJpJDr16931qElgWZA/Pz88MQSenp6u3fvRlOx\nQpFVdnZ2AJCVlUVQ+MqVKxcvXnzy5MlVq1ZRqTR1FBQUqKio4KkFUEwnnlFAT09PXV2deIQ6\nygAvFplL9lIboNzVQB4G9LF//34AcHBwCA4OJpi3XAqoI0NgGFZUVCS9UqwMPHz4MCMjo3v3\n7hMnTiSeWwXHwsIiJibm6dOnorVyASA1NbWlpYVgx1RRUaGvr9+3b1/8+e/evbsMD7AgNDWA\nPB5v4sSJ6LVtaGhITk6Oj4+/f/9+YmLi2bNnz549K+WTQxChU9bU1JQhPriiomLFihXXrl1D\nDh9mZmbHjx9H2aTv378fGRn5+vXrqqqqsrKykpISKTFnYiksLFRUVLSyskI/x4wZc/r0aXyt\nn5/fwIEDd+/evXfvXoICY2NjAeDChQuoDUxNTa2urnZ0dESukxs3bjx48KBgOG8Hgx6Yo0eP\nytyDdFh16i6Cq6srfcKpHS8AwIMHDyR9TAJAbW3ttm3bAgMDRcvVS6KxsbFPnz4yh8PSjZGR\nUXJyckpKyqhRo8rLy2NiYtTV1fHXOTk5ua2tTbZ+ytzcfPfu3X5+fgkJCeHh4RcvXvz06VNm\nZub69es3btxItp2hCvnfX2qHhD179jxw4MDy5cu9vb3v3r27c+dO/OLjJCUleXt7P3z4EAB2\n7twpPYtJfHz8H3/8cfHixfLycgBgs9kTJ06cPXu2i4uLpqam/AqbmZllZGQ0NzeTijCmD7y0\nB7X07dvX09PT09Pz7du3Fy9evHDhwuPHj/38/Pz8/ExNTVHMt7m5uQySo6Kili5div6XUuPg\ny8XIyKi0tDQnJ0cwFwIqkSCaSgR92MicQIiB4Qumsy3uDAwMDAwMDF8/ycnJKFezs7OzYBjr\nixcvfvjhB/RNEhMT04kadi4gX/yHn58fkAxgHTlyJADcuXMH/RQKCEOVPm1sbGRWqb6+/t69\ne9u2bbO1tcUtuDJL64K8f/9eyCiLYRia5bGzs6uoqCAljb4X5M2bN6dPn968efOcOXO8vLxC\nQkJQCBdZ0FBZ0nlVVVWxWCwdHR0ZJMsTTofT2NgomAqPzWZnZGRgGIbnVFRVVX3//r1swr8C\nRFsYlPr43bt3ggsLCwvFvqp45UviR1y6dCmXy921a1dNTY1sCgOdEd70RVxRArUByvJD6nZQ\neJtkRltbW1FRsaysjBJp14nRrpzq6mpfX18bG5vo6Gh8YWVlJXIoQSgpKe3atYushqi89Jgx\nY+rr67F/duhVVVVmZmYAsHXrVoLSDAwM2Gx2c3MzWTXkgVRApyh5eXlBQUEzZ87U1taWYaZL\nzlNuaGhApmJBlJWV09LSTp48KTYfLJvNJi5fXV1d8H1HHjaCGX20tLRIfbDxeDwVFRX8J3IQ\nCQgIEDyihoYGcYFCJCUlBQUFRUZGkv0WwjCspaWFxWJ9TeFocn7hdzqUjxd4PN6DBw/EroqO\njsYrIhEXKH9SGVo5cuQIABgZGQUHBzs7OwPA7NmzMQxra2t79OgRMlmtWbNG/gM1NjZeunRp\n2rRpyFAqv0AZ6LLv74EDB/D8z6ampk5OTh4eHmvXrnVychowYADeMm/ZsqVdUfjGw4cP9/f3\nz8/PryUAcVVPnToFAEePHpX5ZMV+s3V9Xr9+7e/vLziaGzJkyM6dO3NyckjJGTNmDAA4Ojq+\nfftWBjW62tUT7UGWL18O/wzmRl6kLBYLz9qFg2rKrF69uiN0ZWDoSnxVM48MDAwMDAwMXRZq\nMxh/ZbQ7HTZDAi4uLrh77/79+4kfUUtLi81m4+mwhCawUNFoXV1d2U4Hk3v2mSwhISGiYzz6\noCPBI+UvSHV19YYNG5BdUxAOh+Pl5UU24R4aMJ85c0bs2rNnzwLA1KlTiYgqLy9XVFSUM1+f\nKLW1tZs3b7axsZk0aRI+M/vkyRNFRcXRo0dnZmZSezhqefDgwf379+mTv27dury8PMEl6GEQ\nskZLMmy3a8IUTe9saWmJgioUFBT69etnaWlJKgU0OpyHh4eXAOvWrUPLvSRA/IJ08Rz4KBuB\ng4NDR+Ytl4LY6b8ua/BuamoCAMpbGDl5+fIlbhMNCwvDlyP7BwCoq6vj4VxE5twF+fTpE7IS\nmZub//bbb2i2NzU1NSQkBHVPurq6xM3/QUFBABAYGEhKBynEx8dLWVtTU+Pp6UnKAIwoLi6O\niIhYtGiRYEZfFov17bffbt26Fb3dBJHzlAMCAtDRFy9eHBUVdf36dQ8PDwUFhWHDhqFst9bW\n1r6+vkePHj18+PCJEyeuXbtWVVVFXD6KR8TvIKqIfPXqVXyDAQMGdOvWjbhASjx+aHLg+Pz5\nM3piSe3VlRHtf78sKB8vAICamlpCQoLgwsLCQhcXF/TYaGpqnjx5krhA+Q2EtNLxHpmVlZXB\nwcEUCiROV35/4+PjRWO7cczNzQUbVSlIkiAdUqrS4TP6BZGXl7d7927BtDTEawxhctc46GpX\nD0TmiHJzcxUVFVks1vbt2wsKCh4/foz8GseOHSu0b3h4OBqL4SVRGBj+PTAGbwYGBgYGBoYO\nIjExEQUKCDJ27Njk5OTOVu3/09bWdvny5RUrVkydOnXChAkYhr1+/frp06d0H1d0MCO6gXTI\n1oilo+QnhbPPZGn3AlLL0aNHAcDMzKyoqAj759UrKSlB5YGPHTtGViyFL0hzczOelNXCwmLx\n4sXbtm1btmwZnhfd1tYWv/tEeP/+fY8ePbp16yZql42Pj1dXV1dQUCB+izssgrCxsbGhoYHu\no8iPiYmJvr6+DDtWVlaWSEbKjmIndGQ2YbbbQImlXfUoFCgETRFXMt8OIagNUJYfap8Wumls\nbFRSUupSAX/19fUoM2fPnj29vLyys7PRctzg4efnx+fza2trd+7cCQBKSkpka2ZnZWWNGDFC\n7Hthbm5ONn46PDxcW1vb39+/rq6O1I5ioTyg08PDY9CgQYLn2K1bNxcXl5CQEJlrjctzyshD\nxdPTU3AhnpV3yZIlsqmEs3jxYgDw8PBAP1FGfVxsRUWFkpJSv379iAuU3+OHVgcOZJQSMoh2\nQT58+PBGMp2tHWVQPl7YvXs3AKipqSEfi7a2tiNHjnTr1g09LXPnzi0tLSWrpJwGQrr5oj0y\nydLF39+UlJQdO3ZMmzbNxsbG2tp6ypQpmzZtio2NbWtrIyiB5JcptNvB0eQz2nVMtjKTkpKC\nTLmkvhDkLILe1a4eiJvi2Lhxo9ADxmKxbty4gda2tLTs27cPubIBwMKFCztcawaGzoeFfbGl\nvxgYGBgYGBi+RKqqql69elVcXPzNN98YGxtraGh0tkb/n8LCwpkzZwqWLcQw7MaNG87OznZ2\ndhcvXpShsiZBWCxWXFycYOElNH8aExOjoqICACh8QSyy1Yh1cHCIiYl59OgRKvk5bdq0qKgo\n/LMwPj7+u+++s7e3v3PnDhFpa9euvXfv3suXL/El3bp1mzhx4vfff//99993QOEo0QtIK9bW\n1qmpqXfu3LG3tweRq5eUlDRmzBgbGxuU6ZEslLwgx48fX7VqFY/Hi4yMxCegETdv3pw9e3Zt\nbW1wcPCyZcskSQgODhZakpOTc/DgQQzDxo0bZ2Vl1atXr+Li4kePHsXFxQHA1KlTfX19CRYa\nDw4OXr58eWBg4Jo1a0ifm6x8/PhRV1e3ww4nxNu3b48ePfrs2TPRspQlJSWvXr1SU1Orqakh\nLjAkJGT79u3SawlLGeihLLu1tbU8Hg9f2NTUpKysLLqjpOU4KOKQLEKVwgWRreA68crQTU1N\no0ePTk9PRz/ZbPazZ88GDx6clpaGrIaqqqrZ2dl9+vQhKFDO2yFIc3OzkpJS//79iRcRpxv0\ntHh4eAhWlGxtbT106BAAeHl5CW6ML+/EeYa5c+eeP3/+yJEjq1evllNUaWnpq1evhDqXpUuX\nGhgYTJgwYeTIkXiWVCmcPn168eLFhoaGCQkJvXr1wpd7enoeOnTI1tb2wYMH+MKFCxeGhYVt\n2rRpz549pFTl8/lhYWFXrlzJysp69+5d3759TUxMnJ2dly1bhkpmEATl83j+/PnTp09ZLFav\nXr309PREq2A+fvyYoEAWi6Wmpnbr1i0Ueo4oKiry8PC4fPkyAGhqav76669LliwhLhD9Y2pq\n+v333zs5Odna2nI4HIK7iyLnKffp06eoqOjFixeCBTVzcnJMTEwAICMjA7nByUx+fv6QIUMa\nGhqMjY2zs7MVFBQGDx6cnZ3t7+8/bNiwgICAW7duzZw588KFCwQFHj16dM2aNUZGRt7e3teu\nXbt+/frs2bMjIyP5fH5aWtrixYszMjLWrFkTGBgodveGhoYRI0b8/fffPXv2nDdv3tKlSwcO\nHAgAePvp5+e3efPm+vr6gwcP+vr6KikpFRQUEP8UzMjIsLOzU1FROX/+vI2NDcG9pCA2q7wo\nxJuskydP+vj4lJWVUSJNfmSoOg8AycnJRDajdryA2LNnz5YtW7p163bkyJHjx48/evQIAIyM\njH777beJEye2uzvSRBAMw54+fcrn8xUUFAwMDLS1tUVvOvEmq2NALlno4+prgvL3t6uRn58v\nw15GRkaSVhFsoISQ0sKgSmfe3t7ydIudSE1NzdWrVyMjI2/fvt3S0gIAGhoanz59Irj7iBEj\nMjIyampqZCuCLufVO3XqlJOTk76+vgz7ikXSFEdQUJCvry8qJK+mpubv779y5Uq0qq6uDs8S\nN2/evNDQ0C/0SWBgkIuOt7EzMDAwMDAwMHQ16EhSTRwQ8d5F32n0+RdTW/IT/7A0NTVdv379\nvXv3Orj8p+gFpBW6E8LLz9SpUwHg9OnTYteGhoYCwLRp06RIoHtkQW0EoRRqamrOnj3r6Ogo\nQ8pcqnj//n27cx/r168nLvDKlSv4jlwuV1kCUiSIbWG6bMwuHVAYcSX/7RCkCwYo090aUE5l\nZaWVlRWXy/Xz85M54O/169eTJk1is9kzZswQWoXbL83MzIjEsTk4OABASEiI0HJkHw0NDRVc\niNxHUI6ZToHy+0t5QOfkyZOPHDmSn59P7sQkI+cpI3NFeXm54EK8QkR1dbX8Gp46dQoZxlpb\nWzEMO3funKBiXC6XVJMlZ45l5IJpaGiIktzgoKoTtra2ggvd3d0BYNOmTcTVc3V1tba2Rpro\n6+sPlgBxge3eWT09PeIh8tHR0fiOKioqahIgrp78EHyACT7PQlA7XsBBViUEh8NBHhJd4Xzp\noKCg4OLFi8eOHQsMDLx06VJubm4nKkM3lL+/XxmiRbjuykRn6U8f9fX1Fy9enD59Ou4FwuPx\nXF1do6KiSCWx69waB0D1jIR0gXl5eY8fPxb60K2vr7ezs1u2bJmk5DoMDP8GSLj6MjAwMDAw\nMDDIA5/Pj46OvnPnzocPH2pra+/evVtQUFBdXS1YpamzOH369LNnz8zMzO7evdurV69p06a9\nevUKACwtLXNycuzt7TMzM0NCQnDn2S8dDw+PkydPJiYmjhgxYs2aNchB+NGjRxkZGfv373/1\n6pWuru7atWsJSps8eTIK5sZTXH7dKCoqKigoSArsa2pq4vP5fD6frFgKX5AXL14AwLRp08Su\ndXFxWbRo0fPnz6VIcHV1JXtQ4qBwOgMDg40bN27atEn+CEJRWlpabt++HRERcfXq1fr6ernU\nlZvAwMCSkhITExNvb++amhovL6/Jkye7ubm1tLTcvHnz7Nmzx48fX7FiBXGBqGSso6NjcHCw\nYAUBsty5cwflkEA0Nzejf27fvi24Gb78a4LH4yE7nCCDBw+uqakhG3FF1e1AKCkpubi4nD9/\n/sSJE/IHKFOCYGDuF8HKlSt79+6dlpbm4+OzdevWvn37Isc1ITIyMiRJiIuLmz59emVlJQCI\nhkfb29u/f/++uro6KytrwoQJly9fxlNHigV9Tjg6OgouLC8vz8zMBIDvv/9ecDmKA3vz5o3U\nUxR/lDNnzlhaWk6fPh0t8fDw4HA4bm5uQ4cOJS7n+vXrZA8tnc2bNwPAli1bHB0dZQvoFOLm\nzZvUaijnKWMYBgBC7Qb+k0gOgHZZtGjR5MmTHz9+jDrKOXPm1NfXBwQElJWVWVhY7N27VyjH\nu3SUlJQePHjg5+f34MEDHo/3008/4T4cioqKVlZWJ06ckJLfAoWSb9myRTBdAfxfqo9FixYJ\nLlywYEFYWBip3jwyMhL/H9WDIL6vWNAnrhANDQ1ZWVlHjx69evVqz549iT9U+/fvBwAHB4fg\n4OBvvvlGTt0oISoqij7h1I4XcFCie5T5/+rVq0LNo3Tu3r1L9nCdQnNzc1hY2IEDB7Kzs4VW\nDR061NPT083NTbbo3q4M5e/vV8aSJUvi4uIEvWClpDv6N9Dc3Hz79u0//vgjOjq6trYWAJSV\nlV1cXGbPnu3s7KyqqkpW4KJFi1JSUtavX//p06e1a9fisc5fKOvWrZPSHYvNHKCioiJb5i0G\nhq8JJqU5AwMDAwMDQ0fQiQnDiUBrkup2EU1XJTbhMLW8evVqwYIFeECPIObm5mfPnhUMAOri\ndHBKczoSPFL7gmhoaDQ2NtbV1YnNZMvn89XU1JSUlKqqqojLpBDK84sK7pKUlBQREXHx4sWK\nigp8eZ8+febPn082RTBVDB06NCMjIyUlBdVot7W17datGz69PmvWrNTU1IyMDLE2ObFoa2vX\n1NQUFRXp6OjIphLlGRRxKEkB/WUh/+0QoqqqytHR8dmzZz///LOHh8eXPlvX8cjZwjQ0NAwY\nMKCoqMjU1PTQoUMTJkwQbUhbWlru3bvn4eGRm5urpaWF/ko6kIqKSktLS1NTk+DDf/ny5enT\np5ubmwtWAwGA6urq7t27Kykp4ZkViPDbb795eHi0trbu2rXLx8cHLZw4ceLdu3eVlJQOHz78\nv//9j7g0Oti9ezeuGIfD8fLy8vX1FXS4IUhFRYW+vn7fvn27Ws5/0Q+2DviQoxaCOZb79ev3\n9u3bwsLC3r174wvLy8tRYpvS0lLB6iFv377t16+fkZFRXl4eQTUIztRTZSVatWrV8ePH7ezs\nCB63R48e1dXVxcXFPXr0oESBrg994wU/P7+tW7caGxvHxcUJPk5fAW/fvp05c6agq0f37t25\nXO7Hjx/xJTY2NtHR0dra2p2hIF108Pv7xdHBI9YuS2tra2xs7B9//HH58mWUrpzD4UyaNMnV\n1XXq1Kl4DhgidKkaB8Tvb3FxsRR/4i7iTcXA8OXCRHgzMDAwMDAw0E5DQ8MPP/zw7NkzTU3N\nKVOmpKamooAnfX19dXX12NjYsWPHpqeny1ZsiRJyc3PZbLakwrGjR49WUlLKzc3tYK1oxdTU\nNDU1lZKSn4iuHMFPLWPGjImJiVm/fj1eZB3n06dPKFQXT+hHBMpfkKFDhyYmJmZkZIgt7p6R\nkYFqcBLXkFoojyAEgMzMzIiIiHPnzr179w5fyOPxXFxc3Nzcxo/DKe6aAAAgAElEQVQfLxpB\n3mEUFhaisDn0c8yYMadPn8bX+vn5DRw4cPfu3Xv37iUosLGxsU+fPlSZV6mioKBg+fLl9+7d\nmzZtmtBcT0pKSkhIyLZt28zMzE6cONHFI4YxDEM1lQnOSFJ+O+QPUP6XI2f837Fjx4qKinR1\ndVNSUjQ0NMRuw+FwHB0dk5KShg4dWlJSEhIS4u3tLUmghobGx48fW1tbBQ3e9+/fB3HP2Pv3\n7wGAlJdDamrqqlWrMAxzcHBATnuIrVu3amhoXLp0adWqVaNHjxasMC2dN2/ePHny5OPHj21t\nbb179x46dKixsTFxfcQiT0CnINra2r169Xr37l1LSwtTlpJalJSUiGxWWlrKZrOF6nSg1Knm\n5uaC1m4A6N69OwAUFhYSV6ODLWF79uwJCgqKjY0tKipq1+ba3NxcUVHRv3//L93a/fHjR6E7\nJQU5xwu//PKLlLWGhoZ5eXnjx4+fN2+e4PKff/6ZoHpdkLKysvHjxxcUFLDZ7AULFixYsMDc\n3By9MuXl5S9fvgwPDw8LC0tKSvruu+/i4+M71+ebWv61lmxK+Df4jMbHx//xxx8XL15E6SLY\nbPbEiRNnz57t4uKiqakpg0CxvjgIPp//5s0bGVLm0MrJkyd9fHzKysqkbMPEpjIwyEsHp1Bn\nYGBgYGBg+Bdy9OhRADAzM0MF/wQrwJWUlKBUiseOHetEDXV1dTkcTktLC/opVJW5oaGBw+H0\n6NGDpqNDh9fwppz3798LmXgxDEN2TTs7u4qKClqPLnoBaeXTp099+/YFAHNz899++w1Z71JT\nU0NCQlD1d11d3bKyMuICKX9BUHrJUaNGiZYBbm5uRgqvW7eOuEBEW1vb5cuXV6xYMXXqVFRi\n9vXr10+fPiUrh0Levn27d+9eIUMO8kJQUVGRuXwvtairqwtW9AwJCQGAwsJCfImWlpaNjQ1x\ngZaWlnLWeK6VCSkC79+/j8/Yurq6Cq1dt24dbjjkcrnXr1+XWXPZsLCwsLCwECoR2traeujQ\noUOHDgltTLZmufy3QwhmIN+5oCTb+/btI7LxwYMHAcDFxUXKNqNHjwaAFy9eCC5EiSgjIyOF\nNkYVgkmVOJ05cyYAeHp6il2LMorPnj27XTlNTU3BwcEmJiaiD9vQoUNDQ0P5fD5xrcSya9cu\nADA2NhZsAMkSFBQEAIGBgXIqI8qbN29Onz69efPmOXPmeHl5hYSEEKkULumD7Yv7kCOInp4e\ni8USKqqK6i+sWLFCaGPkl6Otrd2BCpIGleMh8kw2NjYqKSlR2+B3JDU1NWfPnnV0dGSz2R12\nUII9mmwdXElJiej3/5IlS3bs2JGUlIRq3nc8zs7OANCjR4/ExERJ2zx8+BD5yRFpnL8UysvL\nFRUV+/fv39mKdF1Awoj19evXkyZNYrPZM2bMEFqFl5wwMzNLSEjoEDVpBH/Hhw8f7u/vn5+f\nL+cApEsVQZd0f3HQNx5CRUVFTQI0qcfA8O+BifBmYGBgYGBgoJ2zZ88CQGBgoFDBPwDQ09ML\nCgoaM2bMuXPnOrFCtoWFRUxMzNOnT0XzYgFAampqS0tLx0cqjxo1ipQr99OnT+lTRgpdP4Kf\nWjQ0NGJiYlCCR7z0MspWDf+X4JFU9A/lL8jatWtPnjyZnJw8aNCgjRs3Wlpa9uzZs6SkJD09\n3d/fPycnR1VV1cPDg7iGIC7pOgD8/fffnVKVoLKy8uLFi+fOnUNTP2ihqqrq5MmTZ86c6ezs\nrKamxmazu0guaFNT00ePHpWXl6Onon///gCQnp6OB5Npa2ujsusEWbly5eLFi0+ePLlq1SrZ\nVKI2xW5DQ8P8+fMrKyvxFNBCGxw8ePDXX3/FU0D/+OOP0lNAU86zZ88AgM/nCy5sbW1dt24d\nAMhQf1QQ+W+HEF9KgdKvlfz8fACQlPFFCEdHR09PT9ESrYIMHTr04cOHv/322/Hjx9GSxMTE\n/Px8FoslGuGNyvF+9913xBVGCQlQ8LQoGzdu3LNnz/Pnz6ULkZ6A98WLFwsXLgwJCSGSgJfu\ngM7//e9/ampqa9eubWhoWL16tQw1PkX5/Pnzjh07jh492tTUJLicw+GsXbt227ZtpDKsysmo\nUaNk2Cs5OVnSKuLB/YJIyiFhZGRUWlqak5MjKPbWrVsgLmMByjzfs2dPGRR4+/ZtbGxsbm7u\nmzdvevfubWpqOn78eGScppC2traysjIejyf6ASaKkpKSi4vL+fPnT5w4gWz8XwQtLS23b9+O\niIi4evVqfX19Bx8d9bOU02WTyqSkpFy/fl1BQSE6Ohp5O4ll1KhRUVFRtra2f/zxx8aNG8Um\nZPriYDJwyEZcXNz06dMrKysBQDRlgr29/fv376urq7OysiZMmHD58mUnJ6fOUJNi0tPT09PT\nN27cSGRjTLLrzJeVVGD//v0A4ODgEBwczOQtZ2Cgkc62uDMwMDAwMDB8/WhpabHZbDwcRCh+\nms/nKykpoeJ/ncWOHTsAYMyYMSgEUFDDqqoqMzMzANi6dStNRwcJEd40fdeVlJS8f/8e/T9f\nMqKRZ5Lo9Ah+0QvYAbS1tZ06dcrZ2dnIyIjD4RgaGk6ePPnYsWN4ngDi0PGC/PXXX5LyVero\n6Ny8eZOUtPr6euTwoamp6ebmhgLZMQx78uQJSrY8aNAgGQKeZAunwzBMcB6Nx+PNnDnzwoUL\ndXV1+AYA0HUc5BcvXgwAHh4e6GdRUREALFmyBP2sqKhQUlLq168fKZlLly7lcrm7du3qClHs\n+/btAwBdXd1Pnz5J3/Ljx48oq6e/v3/H6IZAj4pQjIikSG6yEd5YF7sdDHKCfLNKSkqIbIxq\nT6qoqEjZJjc3V1FRkcVibd++vaCg4PHjx+ijYuzYsUJbhoeHo+ILKSkpxBXmcDjSFeDxeDwe\nT8oGHz9+RI44bDbb3d393r17xcXFaFVZWVlcXNySJUvQLPzgwYPbTdlC6wcMhmHu7u7u7u7I\nPsRisXr37j18+PARIhAX2NzcjNuYLSwsFi9evG3btmXLlllaWqKFtra2Unp2tM28efPc/4mk\n5YiOvIDUCly+fDn8M5g7ISEB3Qv8scFZuHAhAKxevVqKeqJUV1dv2LBBNMU6qv7++fNnUtKk\n4+fnBwAWFhYEt6+srLSysuJyuX5+fl28wefz+QkJCcuXLxdyUunTp8+mTZuISKB8vEAVXTmp\nDHInnTdvHpGN58+fL8ML0pWhLwPH1wGIjFjr6+uR/6upqelff/0ltq9pbm6+devWgAEDAEBL\nS4vuxGm0Qm1/RJCampqoqKjLly+TSsAmA6L3VwhtbW1FRUW61WBgYGAivBkYGBgYGBhoR1FR\nUUFBQVKwclNTE5/PF4q962A8PDxOnjyZmJg4YsSINWvWoLJSjx49ysjI2L9//6tXr3R1deWM\nApQBb29vaqOiy8vLV65cGRUVdf78+T59+gBAeHi42C1ZLJa5uTlBsV0/gp8OFBQUFi1atGjR\nIvlF0fGCODg45OXl7d279+bNm7m5uXV1daqqqgMGDHB0dNyyZYvYksBSOH369LNnz8zMzO7e\nvdurV69p06ahIH5LS8ucnBx7e/vMzMyQkBDit1jOcLqWlhYA0NTUDAgIcHV1Faqk3tXYvHnz\nuXPnAgMDb968mZ2d3atXr0GDBoWFhZmZmQ0bNiwgIKCpqUlsbgkc0bUYhrW2tm7dunXbtm0G\nBgba2tosFktoG8FgTVqJiYkBgJ9++klSwWMcHR2djRs3enp6pqamdohqtNDFbweD6MUXCyZh\n4lVdXb28vLy1tZWIENzgLWUbY2PjDRs2+Pv7b9++ffv27biSeGATyq4fFxd348YNAFi4cCGe\nMoQIenp6hYWF+fn5KE26EG/evKmrqxsxYoQUCYsWLSooKOjRo0dUVJSNjY3gqh49eowbN27c\nuHGLFi2aOnVqZmbmypUrIyMjpUijKaATJywsDP8fw7CioiLkRSQzKCEKj8eLjIxEuYhxbt68\nOXv27ISEhNOnTy9btkyKkIiICFLLQ0NDJYlCUf4UIin6XzY2bNgQEhISFBSkp6fn5uZWXl6O\nroytra1QYe+IiIjff/8dAJBVjyAtLS2Ojo4oYN3CwsLS0rJ3794lJSVpaWlpaWn79+9PTU2N\njY1tt3Q0Dsr5Lwqfz8/NzUWB7MQ1XLlyZe/evdPS0nx8fLZu3dq3b1+xH1SS4uM7hszMzIiI\niHPnzr179w5fyOPxXFxc3Nzcxo8fjxxrpEDTeIESunhSmdjYWACYM2cOkY3nzJkTHh6OXEa+\nDujIwPF1c+zYsaKiIl1d3ZSUFElf0RwOx9HRMSkpaejQoSUlJSEhId7e3h2sJ1Xk5eXRfYii\noiJfX9/a2toLFy4AwMePH21sbNBxVVRUwsPDXVxc6NZBLM3NzRUVFf379yeVB46BgUEWOtfe\nzsDAwMDAwPBvYNKkSQDw6NEj9FMogDUuLg4A7O3tO0m7/09WVpakGWFzc/O0tDTionbv3i1U\nrVM669aty8vLE1yCjktt6ccPHz7gc1J//vmn4IEOHjy4cuVKPJhp3bp15eXlxCV3egQ/dEaE\nN4XQ/YLw+fyKigp5yq8i68udO3fEapiYmAgAxKtQyxlOhwmYqZSVlWfOnHnlyhWh+HLoShHe\nGIadOnVKWVkZAFBFyXPnzgm2MFwuNzMzU8ruXXygh3LMEoxJzcrKAoBBgwbRrZUgYltUmSO8\nKb8dROoXNjc3y3MF/lW0ey/09PSk5FSwsvp/7N13QBTX+jj8wy5tqWIBASEiKkixoCJSlaII\niwYUsbegNxpBRWM3ub8Yo14lJkYUIxgSMKIkihpIpCMgRUEMICAqBqmiIs2l7rx/nO+ddy9l\nme0LPJ+/2ClnnmXbzDznPMcSIXTr1i0qx8Kf5RkzZgy45YULF8hbnCoqKpxVT1paWsjYVq9e\nzetrjQfRLl++vM+1OJO3ZcuW/nbHmUUajZaRkcH9QBkZGThPlpeXx1OEwvUHNdQbXLJkCULo\n8uXLfa7FmWlPT8/+dv+YLzw/bWnSuwitjIxMTEwMXtvZ2Xnq1Cmy6O7GjRt5ajwoKAghpKys\nfOfOnR6rYmJi8EwlFy9epN7ggF8IXl5ePaYkF6Q1jHp4QvTPP/+cOHGiRwV73B2HwWBQH48u\nuusFUmtr6/Hjx52dnfX19eXl5Y2NjZcsWfLLL790d3cPuK+UF5XBmfV//vmHysaVlZUIIQ0N\nDVFHJTZCr8AxxKBeV6wuLi4IoVOnTlHZ/cyZM/grSzTRDQU1NTVjxoxBHHU7Nm/ejD9lRkZG\nCCE6nd7jrosQ9X59ObW1tSkoKMjLy/NRFA0AwBNIeAMAAABA5CRbMLxPRUVFvRcKq0g1vg2k\nr6+/devWmJgY/Kz5aEG4Ce/58+cjhMaMGRMREUE+ox4HCg8PHzFihIqKysOHD6m3rKmpKScn\nR7bZIxvKYrHk5ORGjx4tpOfRB+6Xl9JPCj8gPQi3T4Pgt7NjYmJWrlzJOXBkxIgRvr6+SUlJ\n+G4pkrKEN0EQ1dXVt27dIrsdhISETJkyZfTo0c7OzgN+3BL4Ivrn9H+EXgJa6Pr8RuU74S30\nl4NK+kRGRuajjz7avXv3oC5lKR5v+vLq1au4uLjFixfj26DV1dX97f7FF18ghBYsWDDggdhs\ntpWVFUJoz549FGN79uzZgwcPemSePnz44OjouGXLlnv37lFsh1NJSQku/uzs7BwfH4/fIU1N\nTenp6Xi8spqa2osXL/rbfZgX4CUIApdzb2ho6HNtY2OjjIzMhAkTxByV9AgJCeldq1x0HTgE\n7H/QZ/z9+fnnn3ntvSFtv78EQbx9+zY4ONje3p6zuIWSktLSpUsjIyPxy8HTGZHorhewlJQU\nXMO5t2nTpj1+/Jj77lKeIMRnRBR/qfEZkby8vKijEhsq5zNczq+GPNTrilX6+4wOLviUxsjI\n6PfffycIoqOjQ11dnUaj4Tmzdu3ahf53Sg7h6v369oBrP/zwww8iCgAAgA3fnxkAAAAAiM37\n9+/19PQQQiYmJhcuXLC1tUUIZWdnh4SE4MmANTU1xTybkby8/OHDh1ksligaxz2ISQwGg8lk\nBgcHkzPhDajHfSXB4SFcDAajx52p3gdKTEzE19LU0/wSH8E/4OWlgKz4Qr19KfyA9CDcPg3C\nup3d3Nz8888/u7i4cBbn1NXV3b17N6+3d4EgcNqjsrKSysYvX75ECI0cOVLUUXHq8xtViHN4\nCyU8ivT09J4+fSq22IYePPOCo6NjfxtUV1fjzjT/+c9/uDe1f/9+hJCcnByXdLJ43Lx5k7Ou\nMufkxwoKCteuXeOyr5mZGUKI4pBoXHR92rRpXLYZdBUL1NTU5OXl+zvn6e7uZjAYI0aMEHNU\nvcO4cePG1q1blyxZ4uTkRBDEixcvHj16JIZDcznFEkUHDuh/wCs5OTny866srOzt7X39+vXW\n1lZyA57OiER6vUAQRG1trZaWFg5p79690dHReXl5d+7cOXjwIJ7LRlNT8/Xr11xakPIEIZ7d\nqbi4mMrGOLxx48aJOiqxEXoFjiGm99ep9PcZHVzwKQ3ZbwbPF+Dq6oof1tbWImpVefgz4B2J\nd+/eWVpaysvLHzt2jHrVDQAAryDhDQAAAABxEGLBcKHAhzY0NIyLixNF+5WVleHh4Zs2bRo/\nfjznk502bdqhQ4cyMzO5V+3rfV9JQBs2bEAI+fr6UjnQ6tWrEUI//fQTxcYlPkB5wMtLwdvn\nA0+HEPADMoIv1MMTbp8God/Orq6uDgwMxBUUSTQabdu2bQ8ePKDezqDW3NwcHR1948YN8feN\nEFEJaCHq84tOWAnv6OjozMxMLhv89ddf3Af8URkveP369d27d+PC+A4ODhRjA701NjbiLjJc\numgEBwfj98CCBQuys7N7b5Cenm5tbY23OXHihCjjper169fbtm3DlTwxNTW15cuXD5iMF3oB\nXiq/j0KpWPDy5cvLly8fOHBg5cqVe/bsCQkJwUO4eIU7mfU30jc/Px8hZGdnx3ecgnv16hWu\nJcB5gvHHH38ghBwdHUVd9QGJt4jOoOh/wMW9e/eSk5PFeUT8ltDQ0Lh8+XKfNaUQLwlvkV4v\nEP/tcqSnp1dVVdVjVXV1Ne79GRAQwKUFKU8Q4vHxwcHBVDbGvzUSn9ULiE3vr1Pp7zM6uCgr\nK3N+3k+fPo0QCgwMJJeoqampq6uL6OgD/lyuWLHC09OTTqfjEyF9fX2zvogoPACGD0h4AwAA\nAEBMhFUwXCh8fX3JUaGrVq2ieN+EP+Xl5aGhoatXr8a9/rExY8Zw2aXP+0qCwFMm90669Hmg\nGzduIITc3NwoNi70AcqCT4IuXNF84fUognxAqCQYeqMem3D7NIjudnZRUdGBAwf09fU5n6aZ\nmdm3337LfcCQmGVkZAQHB0dGRvKdqKisrNy4caO3tzd+WFdXN3HiRPx8GQwGruMnNiItAS0U\nfX7RCSvhjRBiMplcNpg8ebKWlhZPAfcnLy8PDz7+888/hdLg8IQHCHK/v/ztt9/iO5IIIWNj\nY3d3d39//x07dri7u0+aNIn8ejl48KDYwqaooaEhLy+PS832HoRegJennyH+KhY0Njbu3r2b\ncyA7Jicnt2fPnqamJp5a27FjB0Jo7ty5vafV7OjowKc0O3fu5DVIYfnw4cP06dMRQhoaGuvX\nr8enVQRBPHz4EA/rNzU1FemEoEi8CW8x9D9ITU397rvvLl682Gd3FgEZGRmNHTtW6M1yQb7/\nFRUVvb29b9682eP9gHhJeIv0eoEgiNmzZ6P+S0rgGhITJ07k0oKUJwjxFOPm5uYDzkfe3d2N\nR6NyZuOGg7q6OkmHIDG9v06lv8/o4KKpqSkvL09OIOXu7o4QysjIwA87OjrodDr3TnuCGPDn\nkuKpkYjCA2D4gE8RAAAAAIapBw8ekCNmNDQ0fvzxR/LqSBRaWlru3r3r6elJzrHHZeOvv/76\n66+/5rvmZ+8JF3H9wPLy8h5bjh49evTo0T1uYD179gzxWGFPuCP48Y6CTII+3JD/bQsLi5Mn\nTyYnJ6dQQL194fZpEPXtbDabnZqaunnz5hEjRnAmQvhukD+NjY1HjhyxsbHhvI317t07R0dH\nMioFBYWvv/6a15ZramrwOM7p06fjJZs3b8bfY3g+BTqdLtIuID1IfwnoPu/UC5Lwrq6uLvwv\nhJC9vX1hP2JjY+Xk5BQVFYX1XD7//HNEecZl0FtXV5eqqqqysvKAv/ipqan4TnR/P223b98W\nT8wiJfQCvKKuWNDR0YFzcvg78JNPPvniiy+2bNkyc+ZMvNDOzo6nnpQvXrzA32ATJ068dOlS\nXl5eTU3No0ePQkNDJ0+ejBBSUlKSYNX6c+fOIYSmTJmCR8Rydjirra3FCTPOKbSFDok34S2s\n/gdPnjz55ptvVqxYsWXLlqioqK6uLoIgWCzWwoULOT/I8+fP5/XFffny5Z49e5ydnef1gs+I\nxDyjSkxMzMqVK/F7GBsxYoSvr29SUhLOufIUkqivF5SUlGRkZPrrldLS0kKn0xUUFLi0IOUJ\nwjdv3uCeKAcOHOC+5YEDBxBC6urqoi7SICWam5vDw8NdXV3pdLqkY5GY3l+n0t9ndHDBpwf3\n798nCKK+vl5OTk5NTY08JUhNTeW8ehK6AX8uqZwgcS8KBQCgAhLeAAAAABi+2Gz2Tz/9hG/u\nIISsra0LCgqE2P6HDx8SExMPHz5sY2PDOceeiooKT+MheNX7cktFRQUh1Lt+YJ9wzVLuQ7h6\nE+IIfsEnQZcs8Re0/O6776ytrcm+FOPHj9+3b59wZwoQYp8GsQ2na2tr+/333z09PfEQRsEb\npK6oqAiPIkUIhYWFkcuZTCZeiIe54795HSTq7++PEDIyMsIjuTs6OtTV1Wk0Gi7nu2vXLoTQ\n1q1bhfuMuJPyEtD4uP7+/ns47Ny5Ey/f87/I5Vwa3L59e5+fhf5YWFgI67ncv38fIWRpaSms\nBoebY8eOIV5ud2ZlZX311Veenp42NjZWVlaLFy/ev38/mUkaAiRYgJe/igVBQUEIIWVl5Tt3\n7vRYFRMTg892Ll68yFMkf/31l6amZp8f3jFjxsTGxvLUmnDNmTMHIRQfH48f9phSJD09HSFk\nY2MjugCQeBPeQul/8OOPP+LuFKSFCxeyWCxfX1/8cOzYsWPHjsV/T5o0iXPGa+5evXpF7tgf\n7hW5RaS5ufnnn392cXEh61chhHR1dXfv3o14SXiL+npBW1sb9V9SoqGhQUZGhnsRLOlPEJ49\nexb//zdv3vz+/fveG7x//37Lli14m7Nnz4ozNvHr6Oi4c+fOihUrOPtkSDooien9dSr9fUYH\nlx9++AEhZGhoePHiRXzN5ePjQxBEd3d3Tk6Oubk5QsjPz49ia9JWcw4AQNHw/ZkBAAAAgASJ\ntJwgrxobGwMCAnBCWk5Obv/+/QIOKU5JSfnyyy/t7e3JhBZCSEFBYf78+UePHs3IyBB1Fffe\nl9PTpk1DCFGcsBxXFBRzScYeBJwEXbIEL2jJ3wekoqLi22+/5Zzpc+LEiYcOHeLpWp0LYfVp\nEP9wunfv3vGa/xDEhw8fTExMEELa2tp79uwpLS3Fyx8+fIhfl2PHjrHZ7JaWlqNHj+IvB+r1\nhwmCwEP6Hj9+jB+mpaUhhFxdXfHD2tpaJImCh9JcApp7cqI/XBo8fPjwuP9CCCkqKo7r35w5\nc4T4S4dfX2mewlbilvXDy8sL3+tECJ0+fVrSYfKvzxkfB9Rfa5ItwMtHxYIlS5YghC5fvtzn\n2p9++gkh5OnpyWskTU1NBw8enD59urKyMv4ZmjZt2r59+xobG3ltSrhGjhxJp9Pb2trwwx4J\nbzabraCgoKmpKboAep9SipqA/Q/+/vtv/GOkoaHh7u7u7u6uoaGBEFqzZg2dTtfV1c3MzMRb\npqen4+z1/v37KcaG37FGRkahoaHfffedrKysh4fHb7/9dvXq1bVr1yKEzp8/L9CTF1h1dXVg\nYOCMGTM4/280Gm3btm0PHjwYcHdRXy9s3LgRIfTLL7/0uTY8PBwhtGTJEi4tDIoE4WeffYb/\n86qqqitWrPjqq69+++23qKior776asWKFaqqqnitmPsmihObzU5LS/v0009HjRrF+VYcN24c\n9Y/b0NNnQlTK+4wOLm1tbRYWFuT7jU6n48EM5CWYkpIS9Q70eBdx1pwTf6d5AIYkSHgDAAAA\nQFREV05QRNE6OzvjkAwMDDb0hWJTnFdZc+bMOXjwYEJCAovFEmn8PQLocXdy2bJl1G/xkxM2\niyY6nvExCbqoCaWgpUjrbZ46dQpPlIgZGxt/+eWXRUVFfD5hYZPm4XSCCw0NRQhNmDChxxgp\nPHS4R7X2DRs2IF7uthMEoayszGAwyIenT59G/5uCUlNTU1dX5zd8/kltCWhbvlBsHA00h7dw\nVVVVSfwLUMr19w4keXl5kenDwWjAJ9in/lqTbAFePioWGBgYIIQaGhr6XNvY2CgjIzNhwgS+\nQ2Kz2W/fvhXpHDc80dTUlJOTIzuW9Uh4s1gsOTm50aNHiy4AJPaENyFY/4Ply5cjhMzNzcnJ\nfWpra3EeFyEUGRnJuTHuIWFlZUUxMNxpJisrCz+0tbVdtGgRudbb21tfX1/inSSwoqKiAwcO\n6Ovrc34PmJmZffvtt69fv+5vL1FfL7x69Wr06NGqqqq9kzqpqalqamo0Gg2XI+ZiUCQIg4KC\n8Fdrn1RVVX/44QeJBCZqBQUF+/fv7/HGU1ZWXrt2bUJCgjT3V+Zbd3f3jRs3tm7dumTJEicn\nJ4IgXrx48ejRI+otSHOf0UGnpaXlwIEDNjY2CxYsIIujPHz4UFZW1traurCwkHpT4q85J3in\neQAAQRAyBL/XSwAAAAAAXFy6dMnf35+cDBUhtHDhwujoaD8/v5CQEIQQHlSBB6tNmjQpPz+f\ns9aZpKxbtw4PL+gTxRMnXFmaRqMtXbp08eLFDg4OeP5jsWgnm0sAACAASURBVJGRkUlJSXFw\ncCCXfP/99zt37jQxMSkoKOCsdthba2vr5MmTq6ur//Of/+CBLL1t3bqVShijR4+eOnXqggUL\n1NXVeYq/v8AyMjKCg4Ojo6PxCyGp89jKysrZs2fjt25/AgICAgMDuWwgng9IeXl5VFTUtWvX\n8vLy8BJzc/Ply5f7+Phw3kAREJvNTk5ORgg5OTlR36u5ufnEiROxsbFlZWWtra1KSkqTJk1y\ndXU9ePAgl1uEg4Krq+vdu3dDQkI++eQTzuVTp04tKCj46aefcJIbS0pKcnJycnJySkhIoNi+\nlpbW+/fv29ra8FcNk8mMiYnJyMjAt3c7OzsZDIaamtq7d++E9pR4kZ2dHRcX9+jRo9evX3d3\nd2tqapqYmCxYsMDBwYH7l88gtXLlyhkzZuzdu1c8h0tPT7ezs5s7dy7OFILecI+TPsnJyZmb\nm/cY+zjoHDlyhI+9cD2JPv3www94ooTNmzefOnWq9092Y2Pj3r17f/zxR4TQ2bNn/fz8+Aig\nT3V1dWPHjh0xYkRDQwPFXdTV1dva2lpbW2VlZXuvZbPZKioqCgoK1BuUcgsXLoyLi8vJycGd\n2Dw9PcmzIIRQamrqvHnznJ2d4+PjRRRA71NKcSIIoqGhQUNDg5y0ZUAmJibFxcW3b9/28PAg\nF8bGxrq7uyOE6uvrR48eTS6vqKj46KOP1NXV379/T6XxkSNHNjc3d3R04HgOHDhw+fLluro6\nvLasrGzy5Mn79u07ceIExWhFjSCItLS0iIiIqKgo8jnKycl1dHT0ub1wrxcQQhcvXuyx5OnT\np2fOnCEIwsHBwdLSUkdHp6amJicnJyUlBSG0ZMmSI0eOzJw5k/vzOnPmzOeff97d3Y0QMjY2\nNjQ0NDQ0lJGRefbs2dOnT8vKyvBmBw8exNNYSERDQ0NISMiff/756NEj/M8fMWLEjBkzFi1a\n5OvriwsPDBkVFRVXr169cuVKQUEBuZDBYLBYLAaD8fr1a1wtf+iprKz09vbOysoilxAEERMT\nw2QyHR0do6KiRo4cSaWde/fuff755zk5OX2uNTExOXHiBOd3GuAJnkWrx1QXVFRVVSUnJycn\nJyclJb18+ZJcPm3aNCaTyWQyLS0tebq6+eeff86dO5efn9/V1dVjVW1tbUlJiYqKSnNzM69x\nAgD+h6Qy7QAAAAAYwkRaTlBESkpKyHSdlpbWx32h2NT+/futrKw4J+3GQ8bDwsLKy8tF+ST+\nD+o1HOf9+/e4ptzevXu57Nje3o4HD2loaHAZwsXT2aa2tnZMTAx/T0RSk6BzJ3hBS/F/QJ49\ne/bNN99Mnz6d/B8KseQ1mbbnb3dpG04nuI8++gghVFlZybmwvr4e3x+vq6vjXI7vnhgaGlJv\nf+7cuQghPASqvr5eTk5OTU2NHP+XmpqKeJmiGAwu//rXvxBC69atk3QgYEiRVAFePioW2Nra\nIoTy8vL6XJufn496FdIY1MhBtLiYKucI74aGhilTpiCEDh8+LLoAep9SSjkFBQWEUEVFBedC\nPNt07xMVFovF0wmMmpoaZwkf3EOR8+d+5MiRIp1SnW9tbW2///67p6cnnm6pv82Ee71AiGBK\nEZLUFpXpU3t7e0dHh6SjEL63b98GBwfb29tzdklRUlJaunRpZGRkS0sL4mUK+UHnw4cP+NpK\nQ0Nj/fr1uMoXQRAPHz7EnXdNTU1xqpWirKysr776ytPT08bGxsrKavHixfv3709KShqSI+Ml\npceFGHWC15x79eoVvq7nIiAggL/wAAAkSHgDAAAAQPhEWk5Q6FpbWw8ePEjOt71p06Z3794J\n3mxLS0tcXNyhQ4dsbGw4J/PW19dfu3ZtaGio4IfoD+rr7uTvv/+Ob0Zs2LChz2KGSUlJ5Li3\nn3/+mUv7rhQ4OjpOmzYND8BiMBg8FeWW+CTo3Ale0FKCH5CsrCx8f5zi/UQqBEx4Dz2Kiop0\nOh3XqCf9/vvv+A5sj43xoB8FBQXq7f/www8IIUNDw4sXLzKZTISQj48PQRDd3d05OTn4/enn\n5yf4EwHSJjY2Fg9PuXfvnqRjAUONRArwpqWlIYTmzp1LfZcdO3bgXXpnETo6OnA6fOfOnVxa\nGMEXfp6eMLx//x5XCTIxMblw4QJ+gtnZ2SEhITi5oqmpWV9fL7oA+jylFIWurq7S0tLKykru\nHeAKCgosLCy4bIDfsc3NzZwL+0ts83oCgzOs5D88MTERIcSZWJ00aZKqqirF1iTi3bt3Fy9e\n5LKBEK8XCIJYwRfqTwcShJLF2R1ZWVnZ29v7+vXrra2t5AZoSCe8z507hxCaMmUKnsOIs0NS\nbW2tmZkZQigoKEh0AYSEhJDXkoC75ubm8PBwV1dXOp0uSDstLS1379719PQkO3lQ31fwTvMA\nACqgpDkAAAAAhE+k5QSF6/bt2/7+/v/88w9CaOLEiRcvXnR0dBT6UVgsVmZmZmpqanJycnp6\nOiHiitz91Z8ky5YyGAxLS0tTU9NJkyaxWKznz5+npKQ8f/4cIUSj0U6ePLlnzx6hRFJTU/Px\nxx/n5OSsX78+LCyMevz4DzqdPmvWLCcnJ0dHRxsbGz4KkYmC4AUtxf8BaW5uvn37dmRk5N27\ndzs7OxFCQvzEtbe345emv7e0RGrgS9DYsWNfv37NYrHwODPMz8/v3LlzW7duPX/+POfGhYWF\n5ubmo0aNevPmDcX229vbra2tyTL1dDo9Pz/fzMwsNzd31qxZCCElJaXS0tJx48YJ6QmB/+Hi\n4oIQWrBgAb5vhR8OiEvB4aCgoAF3f//+fV5e3q1bt7q7u93d3f/44w/K8Q597e3tfOzF+fEE\nmPgL8H766acXL15ct27dzz//THGX8vJyMzOzDx8+TJw4cd++fTNnztTW1q6trc3Lyzt58uTT\np0+VlJQKCwvxVN99ol4cm5MEb52VlJSsXbv24cOHvVeZmJiEh4dbWFiI7uhiKGn+9u3brVu3\n3rlzB6efp0yZcv78+Xnz5iGEkpOTIyMjX7x40dDQUF9fX1tbi2txc3k58Ovb0tKC5//G+jtR\nGfAEpgdfX9/Q0FB/f//vv/8eIVRdXa2rq+vr63vp0iWE0Lt373R0dLS1tcvLy3n9J0gV8V8v\ngEEKf9w0NDQCAwNXrFjBYDB6bzCESzRbWVllZ2fHx8c7OzujXlNOZGRk2Nra2tjYpKeniygA\nyU45MSh0dnbevXv3ypUrt2/f/vDhA17I6w86vpODa5vn5OTgS2mEkIqKir29fUxMDMV28ORW\nWVlZc+bMQQjZ2dmpqqrGxsbitcuXL8/Ozi4oKBjsc3sBIHmSyrQDAAAAYAgTaTlBYXnx4gXO\nLyKEZGVl9+3bh8tFisKzZ8+Cg4O9vb1xnUBRP1/U/3CcO3fu6Ovr93dmaG5unpSUJNxg8Fxu\nZmZm1HfBwdBoNG9v7/Dw8B5vJIkTvKCl2D4gHz58iIqKWrp0KdlXQFlZecWKFdHR0W1tbXw0\n2KcBB0jxdHkiSA18KYHn0v777785FxoaGqJew/cJgrh16xavHxCCIFpaWg4cOGBjY7NgwYL4\n+Hi88OHDh7KystbW1oWFhYLED7jDb9QNGzZwPhzQgA1SZGZmVl1dLZYnOmjw9A+k8ooAQiwF\nePmuWPDXX39pamr2+bKOGTMmNjaW++7kxhYWFidPnkxOTk6hQIAnKgTd3d2hoaFMJtPQ0FBO\nTm7ChAmLFi0KCgoSQ8EbJOIR3iwWa8KECT1eR0VFxdzc3EuXLvXZO4H7+Dy8TUtLC+fC/k5U\neB3h/ezZM5zSmzhxIh5DbGpqKisrGxgYmJCQsGjRIoSQt7c3L/8AKSX+6wUS3wWHgfhxfma9\nvb1v3rzZo/YGGtIjvEeOHEmn08lLKs4R3gRBsNlsBQUFTU1N0QUg6u/nwYvNZqelpX366aec\n914QQuPGjaM+TZjQa85paGjIysqSVUz279/P+fZ4+vQpQmjfvn08tQkA6E22v9MXAAAAAAC+\n4eFWPQYD9bjeIPE31EZAR48e/eabb/B9rpkzZ4aEhHBObywUtbW1SUlJiYmJCQkJFRUVeKGM\njMyMGTPc3d3d3NyEeziKmEyms7NzTEzMjRs3nj17Vltby2AwNDU158yZs2jRIlGMbjc1NZWT\nk3vx4gX1Xfbv35+SkpKbmxsVFRUVFYUQMjAwcHBwmDdvnoODw/jx44UeJE+MjY1zcnLevHmD\nx2HjYWR5eXm6urp4g1GjRv39999cWhD1B6Sjo+Pu3bvXrl27desWnj9PUVHRy8vLx8eHyWQq\nKSnx2qCAXF1dB9ymo6Pj7du3RUVFNTU1y5YtKyoq4jI+T8pNnTr1/v37Fy5cIAdzp6enP3/+\nXEZGpvcgjOjoaIQQHspGnbKy8jfffNNjoZmZWXNzs5QUQhjCIiIiEEJkhiYyMlLABqmMxVdX\nV7ewsLC1td2wYQPnfTcARITvtxkfFQvs7Ox4OsTChQufPXt24sSJ2NjYsrKy1tZWJSWlSZMm\nubq6Hjx4cMChUd99993169czMzPz8vLy8vLGjx/v4+OzfPlykY6TFhCNRtu0adOmTZskHYjw\nnT9/Hp8ifvLJJx4eHrKysnFxcefOndu0adM///xDEISVlZWLi4uWllZ3dzeDwdDW1sZ13SXC\n0NDw3Llzn3322bNnzwiCQAgdOnRo1apVu3fvxhvIy8t/+eWXkgpPiMR/vdDS0hIdHX3lypX4\n+Piuri6htw9EISYmJiIi4tatW7iLbVRU1IgRI5YtW7Zq1SoHBwcajSbpAEVLVlaWRqPR6fQ+\n17a3t7PZbDabLeaohrnCwsIrV678+uuv5O0XhJCysrKXl9f69evnz59P/W1JXp3R6fQ5c+YI\nXnOuu7tbUVGRvLSfOHHi69evq6qq8D2ESZMmjRw5UnT1AAAYPqCkOQAAAACET6TlBIUYoZKS\n0ldffbVz587+rlT5s2PHjsTExKKiInKJqqqqi4uLm5ubm5ubtra2EI/VJ6HXNwsNDXV3dx87\ndiwf++IS38bGxsXFxTzt2Nraev/+/dTU1JSUlAcPHuAilgghfX19nPyW1J1fwQtaiugD0tXV\nlZSUdO3atRs3buBqtHJycgsWLFixYsWSJUtUVVX5fsrcCfEjzF8NfGnz7NmzKVOmdHd3f/nl\nl+vXr3/z5s26deuKi4vt7e1TU1M5t7xy5cq6devYbDZZ3Q4AwKu7d+/2XtjR0bF48WKE0F9/\n/dXnXgsXLhRtWMMVT520zMzM4uLiBDkvIgiioaFBQ0OD185hr169+u23365fv56VlYWXTJw4\n0cfHx8fHx9zcnO94hh5Rl8y1t7dPS0vbtWvXt99+Sy48cuTI119/jRAiT66ow++EmzdvclZX\n7u8LgVzO0wlMTU3NgwcPPDw88LFCQ0MDAwPr6+unT59+4sSJmTNn8hTwMCeUgsNAslpaWm7c\nuBEREZGYmEjmd3V1dVesWBEYGDiES5ovXLgwLi4uJydn9uzZqFdJ89TU1Hnz5jk7O3OZ1EZA\nUNKcVFFRcfXq1StXruDachiDwWCxWAwG4/Xr1yoqKry2ib/haTTa0qVLFy9e7ODgoKenJ0iQ\nc+bMycnJIScvS0pKcnJy4pzjbPLkybW1tU1NTYIcBQAAhbwAAAAAIHz4NENE5QSFAiHk4uLy\n4sULETWOGRsbBwQEJCYmirouaO8AhFvfjO8GKyoq8MgtHx8fQQL48OFDYmLiF198YWdnR97U\nFqRBQQhe0FLoH5CUlJStW7eSM3/T6XQXF5eQkJB3797x+yx5INyPMB818KXQvn37elx2ycjI\nkKXaOzs7T506RU6psHHjRslGC0Snu7s7ISEhISFB0oEMOxI5tQAEQYyjwNTUdO3atRcvXuxR\n/FYiXr58eerUKZyuIE/evvzyy6KiIkmH1rfU1NTvvvvu4sWL2dnZfOzOZDJ///136v/5nTt3\n4tHMIoJHtvWYBKS0tBS/FgUFBbw2yOM9UQRfFBIhlILDQNpUV1cHBgbOmDGD8zWl0Wjbtm17\n8OCBpKMTvq+++gohZGtri6dF4yxp3tDQMGXKFITQ4cOHRRcAGvYlzd++fRscHGxvb8/Z6U1J\nSWnp0qWRkZG4zhnfRfX3799vZWUlJydHtmxgYLBhw4awsLDy8nI+Gvzkk08QQv7+/vhhVVUV\nQsjX15d8LgoKCuPHj+cvWgAACUZ4AwAAAED4pH+E9y+//LJu3Tq+d+c+4tntv3rPSigeQu/u\nzWuDZWVla9eufffuXXl5eVdXl6ys7OPHj01MTPgO4Pnz5wkJCYmJiUlJSW/fvsULJXgee/ny\n5c8++6ytra2rq4tOp1+9enXVqlXkWnl5+by8PFNT0/52F/oHhLzIt7Cw8PHxWbZsmZaW1oDP\ngvPoghDuR5ggCAUFBTk5udbWVsFbk6Dg4OAjR468efMGIaSionLy5Mlt27bhVa2treQ4g9Wr\nV//000+cN1N6c3FxQQgtWLDg888/Jx8OSHQDSgB1EvmBAwj+80MI+aPPk/5mCeGivLw8Kirq\n2rVreXl5eIm5ufny5ct9fHwmTZrERwyCKC4ujo6O/vvvv9XU1FxcXDw9PfFMsR9//DFnSYP5\n8+eHhobyNAMIPmEYNWrU6tWrN27cKPQJfXhFo9EIgnjz5g3nS9bW1oZ7FjY2Ng5Yo74H/mZK\ngi8KsRFiwWEgtZ48eRIREXHlyhXOV9nMzGzTpk1r1qwZM2aMBGMTosbGRnNz81evXpmYmPj5\n+V25ciU9PT07O7ugoOD06dMlJSWamppFRUVkj2ShgxHe8vLynZ2d+G9lZWU3Nzdvb293d3dy\nAi8ZGRkBawwIsebc8+fPzc3NWSzWxIkTS0tLaTSamZlZaWnpyZMnp02bFhgY+Oeff3p7e1+/\nfp3vaAEACEqaAwAAAEAUxFBOULKk/PJS4gnvx48fk7dQ1dXVL1y4sHLlSl4P2t8k6NOnT8eT\noM+dO5fXNoVIkIKWQv+ACP32bkxMDPV2Ojo6vLy8uDdIHd818KXT8+fPGxoajI2NOSvpsVgs\nJpM5ceLENWvWUJm8Fr++GzZs+OmnnxDll3sQfaMOYZB2lRT4zw8Z4s9fPn/+/Pr169evX8/P\nz8dLZsyYQWbBxeDSpUv+/v5klQKE0MKFC6Ojo/38/EJCQhBCuMNlbW0tQmjSpEn5+fnkzf0B\nHTx4MCIi4tWrV/jhtGnTNm7cuGrVKkmloPrsAshl+YD46y0nrC6AoD+iKDgMpBxBEGlpaRER\nEVFRUXiuJYSQnJwcmTIcAkpKStauXfvw4cPeq0xMTMLDwy0sLER3dCm/IyEG+JdCQ0MjMDBw\nxYoVnFfW5AZCLKrPYrEyMzNTU1OTk5PT09PxmQZP5xsCdpoHAFABCW8AAAAACN+QH11B5fKS\nzWbfunUrPj6+urq6paUlISGhvLy8sbFRDINpJJ7wrqqqOnHihJKSkpmZmbOzM6/Tc0p8EnRR\nE/oHRPobpOjVq1erV69OS0vz8fGJjIwUsLUh48qVKwihCRMm4E4e165do7KXj4+PaMMCFEDa\nVVLgPz9kSPCUMjs7e+PGjbj3ldjeSAUFBTNmzOju7tbQ0LC2tkYI3b9/v6GhYc2aNVevXh07\nduxvv/1mZWWFEMrIyFi2bFltbe3+/fuPHz9O/RAEQaSkpISHh//22284DSAnJ8dkMjds2ODm\n5iYrKyuip9YnoSe8hQsqrAjo3bt3UVFRv/76a1paGvkhUlJSWrRokbe3N5PJVFFRGcJzPAOs\nvb09JiYmIiIiJiYGz/Ml6YiEic1mh4WF3bx5s7i4uKKiQk9Pz8jIiMlkbtmyRdRfp5DwJs8Q\nFBUVPTw8Vq1a5ebmJi8vz7mBEL9hhFJzTpBO8wAAKiDhDQAAAADhg4R3ZWWlt7d3VlYWuYQg\niJiYGCaT6ejoGBUVNXLkSOqHO378OJPJNDc3p7j9rl27tm/fbmhoSP0Q3In5cpp8/xgbG7u5\nubm7u9vZ2XGv+Sweb9++LSws/PDhw7Rp03R0dPhuR+gfkOfPn/PRIJd3iJg/wkKvgQ+AlIC0\nq6TAf37IwJNcDqisrOyzzz578uQJQsjU1LSwsJDvIzY3N9++fTsyMvLu3bu4Vqq6ujo5PFHU\nfHx8rl+/bm5uHhcXh0dy19XVLVy48PHjxwihyMhIzs5MYWFhGzdutLKyyszM5ONYLBYrOjo6\nPDw8Li6uu7sbIaSpqblmzZoNGzZQP+cUkJQnvKHCioDEUHAYDCINDQ1RUVFbtmyRdCBDBCS8\nY2NjIyIibt269eHDB7xkxIgRy5YtW7VqlYODA41GE/wbRsprzgEAeoOENwAAAACEb8iXE+R+\neclisaytrfPz8zU0NBYvXpydnV1SUkIQRG5urqOjY1NTk6mpaV5eHmfv4wEPhxDS19d3d3dn\nMpnz58/vXbBLpMR8OS3xSdB7q6+v37Zt22+//UYuWbhwYUREBH+zsknbB6T3nPT4xjev6HQ6\nfwEIpQY+AFII0q6SAv/54aO7u/vbb7/98ssvWSyWvLz8wYMHDxw4QP0Ui8RisWJiYiIjI2Ni\nYnA5cWVlZQ8PjxUrVri6uiooKIgg9j6YmJgUFxffvn3bw8ODXBgbG+vu7o4Qqq+v5zzxqKio\n+OijjwTPx9fV1f3666+//PILWcV95syZuNS5hoaGIC0PSMoT3lBhRUBiLjgMgMS1tLQkJiay\n2Ww7OzvRzd6NQcIba2lpuXHjRkREBP7P44W6urorVqwIDAzk+xtmyNecA2CogoQ3AAAAAADP\nuF9eBgUFbd++fcqUKQkJCTo6Op6entHR0fikq66uztnZubCwMCgoaNu2bRQPZ2xsXFpaSj5k\nMBhOTk5MJtPd3X3cuHGCP50BDfPL6c7OTnNzc86XADM0NHz8+PEg6qjRH4m/vgLWwB+2ampq\nuMyD+NFHH4kzGNAnSLtKCvznh4n8/PxPPvkET7A9d+7ckJAQXquDdHR03L1799q1a7du3Wpp\naUEIKSoqurm5+fj4MJlM6nNjC4uiomJ7ezuui0surKqqwud7Pd7PbW1tOIMoyPucIIj79+9f\nv349KiqqpqaGc5WKisrevXuPHDnCd+MDkvKENxCQmAsOAyBmVVVVR44caWlpuX79OkLo9evX\nNjY2z549QwgxGIyIiAgvLy/RHV3iV3DSpqam5urVqxEREY8ePSIX0mi0Tz/9dOPGjbNmzeKp\nNamtOQcA4A4S3gAAAAAAPON+eWllZZWdnR0fH+/s7IwQ4kx4I4QyMjJsbW1tbGzS09OpH7Gq\nqio5OTk5OTkpKenly5fk8mnTpjGZTCaTaWlpSaPR+H9KXEnkclqCk6D3cObMmYCAABqNtn//\n/tWrV9Pp9GvXrh09erSrq4vXiTOlE9wuGXQuXbp06NCh+vp6LtvAhZ40gLSrpMB/fshra2v7\n6quvTp061dXVpaKicuzYse3bt1M/Eerq6kpKSrp27dqNGzfw8Gg5ObkFCxasWLFiyZIlqqqq\nooydG3yHvbm5WUVFhVzYX2JbkPc5QRDZ2dk4z11ZWYkXjhs3zsfHZ9myZX///XdwcDDOGRw7\nduzgwYMCPCdu8PNdvXp1jyxCWFhYn8sxXGAcSD8xFBwGQFJqa2unTp2KZ1/G35Zbtmy5dOmS\nhoaGpqZmaWkpnU4vLS0V4ixjPcAVXH+ePHkSERFx5coVsgg5QsjMzGzTpk1r1qwZM2YMlUYE\nrznn4uKCEFqwYMHnn39OPhxQfHw8f4cDAGCQ8AYAAAAA4Bn3y8tRo0Y1Nja2trbiApg9Et4E\nQTAYDHV19bq6Ov6O/vLly6SkpKSkpOTk5OrqarxwzJgxr1+/5q/BAYn/clq4k6ALaP78+Skp\nKf7+/t9//z258ODBg8ePHzc2Ni4uLhZbJCICt0sGl9u3by9ZsgT/zWAw+qskD7ePpQGkXcXg\n559/7r2ws7Nz8+bN6L9ps97Wr18v0qiASN27d2/z5s1Pnz5FCLm6ugYHB1OvaZGamnrt2rWo\nqKg3b94ghOh0uqOjo4+Pj5eXl6jLd1PR58jm/r5J+PuGefjw4bVr165fv05mAjQ1NZctW7Zy\n5UobGxvOaapPnjy5f/9+UZ9h8rEXfKMOLiIqOAyAZO3YsePs2bNGRkbffPONl5dXZ2fnmDFj\nmpuby8rKJkyYEBAQcObMma1bt54/f15EAcAVHHcEQaSlpUVERERFRZETf8jJyXGpjyVc+Adu\nw4YNuJMWxd87+IEDQECQ8AYAAAAA4Bn3y0stLa2GhoYPHz7IysqiXgnvtrY2NTU1dXV17qMz\nB9Ta2pqRkREcHEw2LrrzOjFfTgt9EnQBjRs3rqqqKjc318LCglxYUlIyZcoUWVnZDx8+DPbi\nZnC7ZHCxt7dPS0tbuHDhxYsXoW65+MXExFDfuKOjA1ezhOtu0YGE2bDS1NS0b9++ixcvEgQx\natSoM2fOrF27lqcWyDeMhYUFHs2spaU14F5iK6wt6oT3hAkTysvL8d8jRozw9PRcuXKlo6Nj\nn32nmpqa1NXVFRUVW1tbRVRGyNPTk4+9bt68KfRI+oSn7uZVZmam0CMZGoRbcBgAyTI3Ny8s\nLHz8+PHUqVMRQunp6XZ2dq6urn/++SdCqK6ubuzYsTNmzMCTbogCXMFR1N7eHhMTExERERMT\n09HRwdMZoCA1565cuYIQmjBhAv4puXbtGpUj+vj4UA8PANCbrKQDAAAAAAAYaqZPnx4XF/fo\n0aPZs2f3Xpudnd3Z2clfXW4Wi5WZmYlrm+fk5HR2duLlKioq9vb2AgUtTS5fvpyfn885CXpJ\nSQlCaObMmU+fPsWToIeEhFCfBF1AeBi9gYEB50Jc3Kyrq6ujo2OwJ7zB4PLkyRNZWdmIiIjR\no0dLOpbhiMlkSjoE8D9GjBgh6RCAmNy+fXvbtm1VVVUIoRUrVpw9e5ZiYdI+5eXl5eXl7du3\nj8rGQ6aHRHl5ubKysoeHx8qVK11dXbn3HWSz2StWJl15wgAAIABJREFUrJgwYYLoJs0RW+qa\nP5ylhoDgtLW1AwICAgICOAsOs9ns8+fPnz9/nteCwwBIVnl5OYPBwNluhFB2djbiKFutpaWl\npqb24sUL0QWwc+fOcePGia79IUNBQcHLy8vLy6uhoSEqKopcHhoa6u7uPnbs2P527F1zDiH0\n5MkTijXnVq9ezfkQMtkAiAckvAEAAAAAhMzW1jYuLi4gICAuLg7PuUh6//791q1bEUJWVlbU\nG0xNTcVJ7qysLLIGl4KCwvz58x0dHR0dHS0tLfFo8qEhPDwcIXT27FkdHZ0eq7S0tIKDg21t\nbX/99VexJbzxbe4eN4XFNr4cAE4dHR1v3741MDCAbDcAWENDg6RDACL3+vVrf39/PDpKT0/v\nwoUL7u7ukg5KhOLj4zlPIMlzv7t373Juxkdd1sjISA8PDyUlJSobjxgx4urVq7weYiiJjo6W\ndAhDk4mJyTfffHPs2DHOgsOFhYUBAQH79u0TW8FhAAShrKz8/v17giBwZY7k5GTEcY3f2dnZ\n2tqqpqbGa7PUhxSfOXNG4CcxvGhoaGzZsoV86Ovrm5KS0l/Cm8VieXh49Kg5hxAaO3asmppa\nUlKSvb29OGvOAQAoGjo3RgEAAAAApIS/v/+lS5fS09NnzZrl5+eHJ4nMyckpKCg4ffp0SUmJ\npqbmjh07qDc4b948/AedTp8zZ46Tk5Ojo6ONjQ2uYzn0lJWV0el0Ozu7PtdaW1srKCiUlZWJ\nOSoApAFBEAoKClVVVR0dHXCHRSK6urokHQIAw8svv/yya9eud+/eycjIbN269cSJE6qqqny3\n9uzZMyHGJiL9Ffp2dXUVsGUYYcaTJUuWSDqEoUxGRsbe3t7e3v6HH37gLDgs6bgAoMTQ0DAz\nMzMrK2vu3Llv3ryJi4tTU1OztLTEazMzM7u7u3mde0jAIcVAiKSt5hwAgCJIeAMAAAAACJm6\nunpcXNzatWsfPnyIx3MjhObMmYP/MDExCQ8P52N0Jo1G8/LyWrx4sYODg56enjAjljKysrI0\nGq3P6SQRQu3t7Ww2m81mizkqAKQBLsp39erVH3/8cfv27ZIOZzjq76sJACAKCxYsiI+PRwjp\n6uqeO3fOzs4OF7rgvteoUaP6W2VoaCjkEAePt2/fjh07Vk9PT6RVdoeztLS07u5usqMqoKi/\ngsMASLNVq1ZlZmauXbt27969d+7c6ezs9PLykpWVZbPZubm5+Cy9vw7cfYIhxVJF8JpzeOpu\nXmVmZvKxFwCABAlvAAAAAADhMzY2zs7ODgsLu3nzZnFxcUVFhZ6enpGREZPJ3LJlC6/lx/fv\n35+SkpKbmxsVFYVvAxkYGDg4OMybN8/BwWH8+PG8hnf8+HEmk2lubk5xezHPECa6SdABGAKC\ngoKeP3++e/fupqYmf39/FRUVSUcEAACigrPdCKGqqqr+xj33Nnin3G5paRFd46NGjdLR0amo\nqOjs7JSTkxPdgYatzZs3NzY21tTUSDqQwapHwWEApNnmzZt/+umnvLy8f/3rXwghOp1++PBh\nhNCjR4/wOG8lJaW9e/dSbxCGFEsVwWvO9RipDwAQD0h4AwAAAACIBI1G27Rp06ZNmwRv6vjx\n4wih1tbW+/fvp6ampqSkPHjwICwsLCwsDCGkr6+Pk9/Uj3Xw4MGDBw/q6+u7u7szmcz58+f3\nmGu8BzHPECb0SdCFIiAgoM8O9f0t/+GHH0QfFBiOtm3bpqurm5ube+jQocOHD+vp6fU5QWBB\nQYH4YwMAACAIZWVlkbZ/8ODBTz/9NDg42M/PT6QHGqr++eefc+fO5efn957eora2trS0FHqh\nATBMKCgo3Lt379ixY/fu3VNWVv7888/NzMzwKllZWUtLyx9//JGnLuOCDykGQiR4zbno6GjR\nhAYA4EZm8PZ7BQAAAAAQFl5HPO/atWv79u0SrIrJYrEyMzNTU1OTk5PT09PxGR318zpjY+PS\n0lLyIYPBcHJyYjKZ7u7u4hzJ3Z/GxkZzc/NXr16ZmJj4+flduXIlPT09OzubcxL0oqIiPsrC\n80dGRoaPvQbRabaMjExKSoqDg4OkAwGUUHxDDqJ3IAAA9KeqqoqPvXR1dYUeyZBx5cqVHTt2\n7N27d/v27UpKSpIOZzCprKycPXt2bW0tl20CAgICAwPFFhIAQNq0t7cTBKGoqMjrjqNGjWps\nbGxtbVVQUEAIeXp6RkdHk+fzBEEwGAx1dfW6ujohRzxccb8EXrhwYVxcXE5ODq451+PlSE1N\nnTdvnrOzM1mHBgAgJWCENwAAAACAoCOeyYm6uRs9evTUqVMXLFigrq4uULgIVVdXl5WVFRcX\nP3nyhI+0VklJSVVVVXJycnJyclJS0suXL//4448//vgDITRt2jQmk8lkMi0tLWk0moBx8kdE\nk6DzzdnZWWzHAmBACQkJkg4BAADEBFLXwrVx40aEkL6+/r59+/bv36+jo6OlpdX7fO/BgweS\niE7anT17tra21sjIaO/evc3NzXv27Fm0aNH69es7OztjY2PDw8PPnz9P8aIAADBU4XQ1HwQf\nUgyESPw159LS0rq7u+fNmyfENgEYhmCENwAAAACAoCOeeRoBrK2tHRIS4ubmxmuQtbW1SUlJ\niYmJCQkJFRUV5KGnT5/u7u7u5uY2d+5cXtvEXr58mZSUlJSUlJycXF1djReOGTPm9evX/DUo\nFGw2W1iToAPuYIQ3AAAAMBxAjRBBTJ06taCgICsrC/fCtLOzU1VVjY2NxWuXL1+OyxH1Oc8I\nAGBIYrPZt27dio+Pr66ubmlpSUhIKC8vb2xsnD59Oq9NwZBiMeN+CSz+mnPGxsaNjY01NTXC\nahCA4QkS3gAAAAAACCHUY8QzuZzKiOdFixYN2H5HR8fbt2+Lioq6uroYDEZRUZGBgQHF2Hbs\n2JGYmFhUVEQuUVVVdXFxcXNzc3Nz09bWptgOd62trRkZGcHBweSlNZwoDhOQ8B5iYHwAAACA\nPsXExFDZzN3dXdSRDEYjR45sbm7u6OjA/QYOHDhw+fJlsrxwWVnZ5MmT9+3bd+LECYmGCQAQ\nk8rKSm9v76ysLHIJQRAxMTFMJtPR0TEqKmrkyJHUWzt69OgXX3yBBxYzGAzOhPf79++tra2L\ni4sPHz589OhR4T+TYWnAS+CSkhJcc673KlxzzsLCgqcj/vPPP+fOncvPz+/q6uqxqra2tqSk\nREVFpbm5mac2AQA9QMIbAAAAAKAn0Y14rqmp+fjjj3NyctavXx8WFkZxL3I4jrGxsZubm7u7\nu52dnZycnIDBoP/OBY4z/Tk5OZ2dnXi5ioqKvb09xbuiQNoMujnpgXDB+AAAAABA6NTV1dls\nNpmNCA0N9fX1raysJAvvjxo1asqUKenp6ZKLEQAgJiwWy9raOj8/X0NDY/HixdnZ2SUlJQRB\n5ObmOjo6NjU1mZqa5uXlycvLU2xQ/EOKhzkqfb6FWHOusrJy9uzZtbW1XLYJCAgIDAzkqVkA\nQA+Q8AYAAAAA6JuIRjwXFhaam5ubmZkVFBRQ3MXtvyZMmCB4AAih1NRUnOTOysrq6OjACxUU\nFKytrR0dHR0dHS0tLcVZNlz8k6APbbiHBPU56cGgA+MDAAAAiALUCOFizpw5OTk59fX1OOGU\nlJTk5OR0+/ZtDw8PvMHkyZNra2ubmpokGiYAQByCgoK2b98+ZcqUhIQEHR0dzgHZdXV1zs7O\nhYWFQUFB27Zto96m0IcUAy7EXORs7969p06dMjIy2rt3b3Nz8549exYtWrR+/frOzs7Y2Njw\n8PDz589TvCsCAOACEt4AAAAAAP8/MYx4JghCQUFBTk6utbVV8Nb4Qw4Zp9Pps2bNcnJycnR0\ntLGxUVRUlGw8VPA9CfrwIeCc9EDKwfgAAAAAIgI1Qrjw9fUNDQ319/f//vvvEULV1dW6urq+\nvr6XLl1CCL17905HR0dbW7u8vFzSkQIARM7Kyio7Ozs+Pt7Z2Rn1mnI7IyPD1tbWxsaG15IP\nQhxSDLgTc8J76tSpBQUFWVlZc+bMQQjZ2dmpqqrGxsbitcuXL8ej+dXU1MQTDwBDFSS8AQAA\nAADEOuIZz/BnbGxcXFzM045sNvvWrVvx8fHV1dUtLS0JCQnl5eWNjY3Tp0/nNQacYKbRaEuX\nLl28eLGDg4Oenh6vjQiRqCdBH4YEmZMeSDkYHwAAAIBvUCOEb8+fPzc3N2exWBMnTiwtLaXR\naGZmZqWlpSdPnpw2bVpgYOCff/7p7e19/fp1SUcKABC5UaNGNTY2tra2KigooF4Jb4IgGAyG\nurp6XV2dRMME/eqR8BZ1zbmRI0c2Nzd3dHTgWzEHDhy4fPky+fbA94j27dt34sQJnpoFAPQA\nCW8AAAAAAPGNeH716tXq1avT0tJ8fHwiIyOp71hZWent7Z2VlUUuIQgiJiaGyWQ6OjpGRUWN\nHDmSemsHDhxISUnJzc0lh7AbGBg4ODjMmzfPwcFh/Pjx1JsSM/4mQR/mRDcnPZAIGB8AAACA\nP1AjRECXL1/+7LPP2traurq66HT61atXV61aRa6Vl5fPy8szNTWVYIQAAPHQ0tJqaGj48OED\n7hbfI+Hd1tampqamrq5eX18vyFFaWloSExPZbLadnR3M3i1cPRLeoq45p66uzmazyf5koaGh\nvr6+lZWVurq6eMmoUaOmTJnCa0kAAEAPkPAGAAAAABD5iOeysrK1a9e+e/euvLy8q6tLVlb2\n8ePHJiYmFHdnsVjW1tb5+fkaGhqLFy/Ozs4uKSkhCCI3N9fR0bGpqcnU1DQvL09eXp6nqFpb\nW+/fv5+ampqSkvLgwQNyaLu+vj5Ofm/atIm35ykWfEyCDpDI5qQH4gfjAwAAAPAHaoQIrqam\n5sGDBx4eHvhXODQ0NDAwsL6+fvr06SdOnJg5c6akAwQAiMPChQvj4uJycnJmz56NeiW8U1NT\n582b5+zsHB8fT73NqqqqI0eOtLS04EIRr1+/trGxefbsGUKIwWBERER4eXmJ4KkMEcePH2cy\nmebm5hS337Vr1/bt2w0NDfFDUdecmzNnTk5OTn19Pe64kJSU5OTkdPv2bQ8PD7zB5MmTa2tr\nm5qaKDYIAOgTJLwBAAAAAEQ+4vnx48dk4XF1dfULFy6sXLmS+u5BQUHbt2+fMmVKQkKCjo4O\n5+V0XV2ds7NzYWFhUFDQtm3b+I4QT16OS7unp6dLc0JUGiZBHyzEMCc9ED8YHwAAAIA/UCME\nAACE4ujRo1988YWtrW1cXByDweC8Qn///r21tXVxcfHhw4ePHj1KscHa2tqpU6fi3jOPHj1C\nCG3ZsuXSpUsaGhqampqlpaV0Or20tJRM0IIecCckfX19d3d3JpM5f/58BoMhigPxV3PO19c3\nNDTU39//+++/RwhVV1fr6ur6+vpeunQJIfTu3TsdHR1tbe3y8nJRxAzA8AHz9gEAAAAAoOPH\nj2dmZjY0NMTFxR06dMjGxqaqqiosLGzDhg0GBgYfffTRunXrLl++zHf7o0eP3r59+969e3/5\n5Zfi4mKest0IofDwcITQ2bNndXR0eqzS0tIKDg5GCP366698h4cQqq6uLisrKy4ufvLkiXTm\nuUnPnj3r7OzU19eXdCDSKzU19d///reDg8OIESOcnJy+/vrrjIwMGo02f/78o0ePZmRkNDQ0\nQLZ78DI2Nm5paXnz5g1+iAcW5OXlkRuMGjXq77//lkxwAAAApFhlZaWsrKylpSV+aGtrm5ub\nS649duxYRUXFN998I6HopN2tW7c4Zxfq7e7du4mJiWKLBwAgQf7+/np6eunp6bNmzQoODsZn\n5jk5OaGhoXPnzi0uLtbU1NyxYwf1Bo8fP15fX29kZHTkyBGEUGdn5/Xr12k02sOHD0tKSnbt\n2tXd3Q3zTXBhZGSEEKqoqLhw4YK7u/uoUaM8PDwuXrxYWVkp3ANpa2uHhoYihDh/QAd04MAB\nBoNx9uzZSZMmsdlsHR0dU1PTsLCwb7/9NjExcc2aNe3t7bhaAABAEDDCGwAAAACgD1I14nnU\nqFGNjY2tra0KCgqoV8E0giAYDIa6ujpZ05ii2trapKSkxMTEhISEiooKvFBGRmb69Onu7u5u\nbm5z584V7hMRHN+ToA8rYpuTHkgEjA8AAADAH6gRIggZGRkmk3nnzp3+NjAyMmpsbOQ+RToA\nYMgoKSlZu3btw4cPe68yMTEJDw+3sLCg3pq5uXlhYeHjx4+nTp2KEEpPT7ezs3N1df3zzz8R\nQnV1dWPHjp0xYwZnJ1fQQ1VVFa5tlpSU9PLlS3L5tGnTmEwmk8m0tLSk0YQw/pO/mnOXL1/+\n7LPP2traurq66HT61atXV61aRa6Vl5fPy8szNTUVPDwAhjNZSQcAAAAAACCNpGrEs6ysLI1G\no9Ppfa5tb29ns9lsNpt6gzt27EhMTCwqKiKXqKqquri4uLm5ubm5aWtrCxqxsPWeBP2LL76Q\ndFDSjkajeXl5iWJOeiBZBw4c+PXXX8+ePRsbG1taWkqOD5gyZcq0adMCAwNhfAAAAIA+GRsb\n5+TkvHnzBs8hStYI4Ux4Q40QTjU1Ne/evSMfNjU1cZ4/c6qoqCgvL+/vdB0AMPQYGxtnZ2eH\nhYXdvHmzuLi4oqJCT0/PyMiIyWRu2bJFVpa3tEt5eTmDwcDZboRQdnY2QsjFxQU/1NLSUlNT\ne/HihXCfwhCjq6u7Zs2aNWvWIIRevnyZlJSUlJSUnJz8+PHjx48fHzt2bMyYMa9fvxb8QLjm\nHK/l5Tdt2rRo0aIHDx7gpPvKlSs/fPgQGBiI69ifOHECst0ACA5GeAMAAAAA/B+pHfG8cOHC\nuLi4nJwcnMTqMcI7NTV13rx5zs7O8fHxFBskRwAbGxu7ubm5u7vb2dnJycmJInihEHAS9OFG\n1HPSA4mD8QEAAAD4ADVCeOXn53fu3Dnq21tYWPBU5BYAADAtLa3379+3tbXhS3UmkxkTE5OR\nkWFtbY0Q6uzsZDAYampqnF1wwIBaW1szMjKCg4PJ+yeC58Kg5hwA0gxGeAMAAAAASPuIZ1tb\n27i4uICAgLi4OAaDwbnq/fv3W7duRQhZWVlRb3DRokX4qU2YMEHIsYoGngRdSUnJzMzM2dlZ\n4q+IlDt+/DhCqLW19f79+6mpqSkpKQ8ePAgLCwsLC0MI6evr4+T3pk2bJBwo4BeMDwAAAMAH\nqBHCqxEjRowbNw7/XVlZqaioiAfH90lXV/fs2bPiCg0AMKQYGhpmZmZmZWXNnTv3zZs3cXFx\nampqlpaWeG1mZmZ3d/dHH30k2SAHBTw5Ha5tnpOTQ3YBV1FRsbe357tZAWvO3bp1S0tLi8tN\nm7t378rKyjo5OfEdIQAAwQhvAAAAAAAk9SOeGxsbzc3NX716ZWJi4ufnd+XKlfT09Ozs7IKC\ngtOnT5eUlGhqahYVFXG5AQeGOamakx4AAAAAkgI1Qvg24BzeAIBhqKampqOjo7+11FPU586d\n8/PzMzQ03Lt37507d/744w88gJjNZufm5n7yyScFBQV+fn7Qq6Y/+FI3OTk5KyuLfEUUFBSs\nra0dHR0dHR0tLS15rTPPScCacwP+ghgZGTU2NtbW1vIdIQAAQcIbAAAAAAAh5PZfUjviuaSk\nZO3atQ8fPuy9ysTEJDw83MLCgtc22Wz2rVu34uPjq6urW1paEhISysvLGxsbyQs5MGQ8f/48\nISEhMTExKSnp7du3eCFcCAAAAADDUE1NzYMHDzw8PHCPz9DQUM4aITNnzpR0gFJq5cqVM2bM\n2Lt3r6QDAQBIhUuXLh06dKi+vp7LNtQvuNrb262trfPy8vBDOp2en59vZmaWm5s7a9YshJCS\nklJpaSlZcwL0QI5hoNPps2bNcnJycnR0tLGxUVRUFEr7VVVVJ06c4KnmXE1NDVmC3szMzN7e\n/vz5831uWVFRsWTJEjqdzmKxhBItAMMWJLwBAAAAAAYHNpsdFhZ28+bN4uLiiooKPT09IyMj\nJpO5ZcsWProqV1ZWent7Z2VlkUsIgoiJiWEymY6OjlFRUSNHjhRq+EDcpHZOeiAUXV1dly9f\nvn37dllZ2cuXL7W1tY2MjFxdXT/77DN5eXlJRwcAAAAAAMCQdfv27SVLluC/GQwGnU7vc7Pm\n5mbqbba2th47duzevXvKysqff/65s7MzQig3N9fKysrS0vLHH3+E8htc4IQ3jUZbunTp4sWL\nHRwc9PT0JBuSn5/fuXPnqG9vYWGRm5srungAGA4g4Q0AAAAA8H+Gz4hnFotlbW2dn5+voaGx\nePHi7OzskpISgiByc3MdHR2bmppMTU3z8vIgbTZISfmc9EBwWVlZ69atKysr673KwMAgMjKS\nnPAPAAAAAAAAIFz29vZpaWkLFy68ePGiSKfWbm9vJwhCWMOUh7ADBw6kpKTk5uaSk3YbGBg4\nODjMmzfPwcFh/Pjx4g/pyJEjYWFh+O/KykpFRUUuk9Dp6uqePXsWLuIAEBAkvAEAAAAAEBpm\nI56DgoK2b98+ZcqUhIQEHR0dT0/P6OhofFpYV1fn7OxcWFgYFBS0bds2SUcK+CHlc9IDAb16\n9crMzKypqUlFRWXbtm3W1tb6+vpVVVVZWVlnz55tbm7W09PLz88fSl9ZAAAAhEtYk84Obebm\n5nzsVVBQIPRIAADSZvTo0Y2NjTU1NVxSmED8Wltb79+/n5qampKS8uDBA/KXTl9fHye/N23a\nJJHABpzDGwAgFJDwBgAAAACQuhHPW7dupbLZ6NGjp06dumDBAnV1dZ7at7Kyys7Ojo+Px3XS\nOBPeCKGMjAxbW1sbG5v09HReIwfSQPrnpAeC2Lp1a3BwsJ6eXnZ2do/x+rW1tXPmzKmoqNi5\nc+eZM2ckFSEAAACpJdxJZ4c2sgchT+C/B8CQ19HRoaCgYGBg8OLFC+G2PHxqzokBi8XKzMxM\nTU1NTk5OT0/HX86S+opeuXLljBkz9u7dK5GjAzB88DzdIwAAAADA0HP58uX8/HzOEc8lJSUI\noZkzZz59+hSPeA4JCRHbiOfg4GDqG2tra4eEhLi5uVHfpaysjE6n29nZ9bnW2tpaQUGhz2rJ\nYFCIjY2VdAhAhPDrGxwc3Ls6/dixY4ODg93c3DiLVQAAAADY7du3t2zZgv/mMukswA4fPizp\nEAAA0oggCAUFhaqqqo6ODiH2ie9dcw4h9OTJkyFZc04Mqqury8rKiouLnzx5IvGuSFevXpVs\nAAAME5DwBgAAAABA4eHhCKGzZ8/q6Oj0WKWlpRUcHGxra/vrr7+KLeHt6uo64DYdHR1v374t\nKiqqqalZtmxZUVGRgYEBxfZlZWVpNFp/dznb29vZbDabzeYhYiB9YHzAkEQQRHV1tYyMTH8d\nVuzt7el0OtRTBQAA0Nvp06cRQmKYdHZoOHr0qKRDAABIIwUFBS8vr6tXr/7444/bt28XSpss\nFsvDw6NHzTmE0NixY9XU1JKSkuzt7cVZc26Qqq2tTUpKSkxMTEhIqKiowAtlZGRmzJjh7u7O\n0yABAMBgBAlvAAAAAACpG/H8559/Utyypqbm448/zsnJ+X//7/+FhYVR3Gv69OlxcXGPHj2a\nPXt277XZ2dmdnZ2QFh3UYHzAUMVisbq6uhBCnZ2dfW7Q0dHBZrN5neYAAADAcPDkyRNZWdmI\niAiYdBYAAAQRFBT0/Pnz3bt3NzU1+fv7q6ioCNigtNWcG3R27NiRmJhYVFRELlFVVXVxccFT\nffWujCVq5ubmfOwFvZYBEBAkvAEAAAAABvGIZ21t7dDQUHNz89zcXOp72draxsXFBQQExMXF\nMRgMzlXv37/HM4hbWVkJOVYgLjA+YAhTUlIyMDAoLy+/ffv2hg0bem9w584dgiAWLFgg9tAA\nAABINVwcyMDAALLdAAAgoG3btunq6ubm5h46dOjw4cN6enpqamq9N6Oev5S2mnODztmzZ/Ef\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"text/plain": [ "Plot with title “Color Key\n", "and Histogram”" ] }, "metadata": { "image/png": { "height": 1320, "width": 1320 } }, "output_type": "display_data" } ], "source": [ "fst_plot(f2s_eu, cex.label=1.5)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Task 1**: Create a $F_{ST}$-plot for the world data set using the same function as above. How do the results compare between the two data sets?" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "A pairwise matrix of $F_{ST}$ or $F_2$-values yields a basic overview of a data set from a structured population. It is the basis for many follow-up applications, including building trees and admixture graphs (tomorrow) or computing a PCA (this morning)." ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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PFHhmEaGhp0dHQUFRWfPn3KMMxnn31GCFm9ejX3wahFT1H+Y655eEFt7dpuORoZGb333nvc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\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"text/plain": [ "Plot with title “Color Key\n", "and Histogram”" ] }, "metadata": { "image/png": { "height": 1320, "width": 1320 } }, "output_type": "display_data" } ], "source": [ "fst_plot(f2s_world, cex.label=1.5)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 3. Admixture-F3\n", "We will use the `world`-dataset that contains a small set of samples from all\n", "continents. We'll hypothesize that African Americans (`AA`) are an admixed group resulting from the mixture of two populations. We'll assume that one source population are Yoruba from Nigeria, and \n", "\n", "1. aim to test our hypothesis that African Americans are admixed\n", "2. make some inference what the other source population may be" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", "\n", "\n", "\t\n", "\t\n", "\n", "\n", "\t\n", "\t\n", "\t\n", "\t\n", "\t\n", "\t\n", "\t\n", "\t\n", "\t\n", "\t\n", "\t\n", "\n", "
A tibble: 33 × 7
pop1pop2pop3estsezp
<chr><chr><chr><dbl><dbl><dbl><dbl>
AAYorubaBasque -0.0047772140.0001110123-43.033190
AAYorubaSardinian-0.0045859630.0001110581-41.293360
AAYorubaGeorgian -0.0043190890.0001057450-40.844360
AAYorubaKalash -0.0040868740.0001085978-37.633110
AAYorubaBrahui -0.0039137670.0000985930-39.696190
AAYorubaMbuti 0.0021640488.005551e-0527.031846.245131e-161
AAYorubaBiaka 0.0023848877.849669e-0530.382019.494679e-203
AAYorubaMandenka0.0025213847.111747e-0535.453802.534922e-275
AAYorubaYoruba 0.0030559137.271039e-0542.02856 0.000000e+00
AAYorubaEsan 0.0030633437.891989e-0538.81585 0.000000e+00
\n" ], "text/latex": [ "A tibble: 33 × 7\n", "\\begin{tabular}{lllllll}\n", " pop1 & pop2 & pop3 & est & se & z & p\\\\\n", " & & & & & & \\\\\n", "\\hline\n", "\t AA & Yoruba & Basque & -0.004777214 & 0.0001110123 & -43.03319 & 0\\\\\n", "\t AA & Yoruba & Sardinian & -0.004585963 & 0.0001110581 & -41.29336 & 0\\\\\n", "\t AA & Yoruba & Georgian & -0.004319089 & 0.0001057450 & -40.84436 & 0\\\\\n", "\t AA & Yoruba & Kalash & -0.004086874 & 0.0001085978 & -37.63311 & 0\\\\\n", "\t AA & Yoruba & Brahui & -0.003913767 & 0.0000985930 & -39.69619 & 0\\\\\n", "\t ⋮ & ⋮ & ⋮ & ⋮ & ⋮ & ⋮ & ⋮\\\\\n", "\t AA & Yoruba & Mbuti & 0.002164048 & 8.005551e-05 & 27.03184 & 6.245131e-161\\\\\n", "\t AA & Yoruba & Biaka & 0.002384887 & 7.849669e-05 & 30.38201 & 9.494679e-203\\\\\n", "\t AA & Yoruba & Mandenka & 0.002521384 & 7.111747e-05 & 35.45380 & 2.534922e-275\\\\\n", "\t AA & Yoruba & Yoruba & 0.003055913 & 7.271039e-05 & 42.02856 & 0.000000e+00\\\\\n", "\t AA & Yoruba & Esan & 0.003063343 & 7.891989e-05 & 38.81585 & 0.000000e+00\\\\\n", "\\end{tabular}\n" ], "text/markdown": [ "\n", "A tibble: 33 × 7\n", "\n", "| pop1 <chr> | pop2 <chr> | pop3 <chr> | est <dbl> | se <dbl> | z <dbl> | p <dbl> |\n", "|---|---|---|---|---|---|---|\n", "| AA | Yoruba | Basque | -0.004777214 | 0.0001110123 | -43.03319 | 0 |\n", "| AA | Yoruba | Sardinian | -0.004585963 | 0.0001110581 | -41.29336 | 0 |\n", "| AA | Yoruba | Georgian | -0.004319089 | 0.0001057450 | -40.84436 | 0 |\n", "| AA | Yoruba | Kalash | -0.004086874 | 0.0001085978 | -37.63311 | 0 |\n", "| AA | Yoruba | Brahui | -0.003913767 | 0.0000985930 | -39.69619 | 0 |\n", "| ⋮ | ⋮ | ⋮ | ⋮ | ⋮ | ⋮ | ⋮ |\n", "| AA | Yoruba | Mbuti | 0.002164048 | 8.005551e-05 | 27.03184 | 6.245131e-161 |\n", "| AA | Yoruba | Biaka | 0.002384887 | 7.849669e-05 | 30.38201 | 9.494679e-203 |\n", "| AA | Yoruba | Mandenka | 0.002521384 | 7.111747e-05 | 35.45380 | 2.534922e-275 |\n", "| AA | Yoruba | Yoruba | 0.003055913 | 7.271039e-05 | 42.02856 | 0.000000e+00 |\n", "| AA | Yoruba | Esan | 0.003063343 | 7.891989e-05 | 38.81585 | 0.000000e+00 |\n", "\n" ], "text/plain": [ " pop1 pop2 pop3 est se z p \n", "1 AA Yoruba Basque -0.004777214 0.0001110123 -43.03319 0 \n", "2 AA Yoruba Sardinian -0.004585963 0.0001110581 -41.29336 0 \n", "3 AA Yoruba Georgian -0.004319089 0.0001057450 -40.84436 0 \n", "4 AA Yoruba Kalash -0.004086874 0.0001085978 -37.63311 0 \n", "5 AA Yoruba Brahui -0.003913767 0.0000985930 -39.69619 0 \n", "⋮ ⋮ ⋮ ⋮ ⋮ ⋮ ⋮ ⋮ \n", "29 AA Yoruba Mbuti 0.002164048 8.005551e-05 27.03184 6.245131e-161\n", "30 AA Yoruba Biaka 0.002384887 7.849669e-05 30.38201 9.494679e-203\n", "31 AA Yoruba Mandenka 0.002521384 7.111747e-05 35.45380 2.534922e-275\n", "32 AA Yoruba Yoruba 0.003055913 7.271039e-05 42.02856 0.000000e+00\n", "33 AA Yoruba Esan 0.003063343 7.891989e-05 38.81585 0.000000e+00" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "f3_aa = f3(f2s_world, pop1='AA', pop2='Yoruba', pop3=unique(ind_world$pop)) %>% arrange(est)\n", "f3_aa" ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "plot without title" ] }, "metadata": { "image/png": { "height": 1320, "width": 1320 } }, "output_type": "display_data" } ], "source": [ "f3_aa %>% \n", " mutate(is_significant=z < -3, pop3=fct_reorder(pop3, -est)) %>% \n", " ggplot(aes(x=pop3, y=est, ymin=est-3*se, ymax = est+3*se, color=is_significant)) +\n", " geom_point() + geom_errorbar() +geom_hline(yintercept = 0) + coord_flip() + theme_bw(25) +\n", " ggtitle(\"f3(AA; Yoruba, X)\") + xlab(NULL) + ylab(\"f3\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Question 2**: \n", "- Are any $F_3$-statistics negative? \n", "- Are they significant? (|Z| > 3?)?\n", "- Which pairs of populations do these correspond to? \n", "- What could this mean about the population genetic history of the African Americans?" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4. Outgroup-F3\n", "Next, we can compute outgroup-F3 stats in a very similar fashion. We use outgroup-$F_3$-statistics of the form $F_3(\\text{Outgroup}; \\text{Unknown}, X_i)$ to find the population $X_i$ that is closest to the unknown population. For the next task, we will calculate some outgroup-$F_3$-statistics. We'll use the Western Eurasian data, which I modified to add an Outgroup (`Mbuti`, a population from central Africa with minimal European ancestry). and an additional population labelled as `Unknown`. \n", "\n", "Which population could they be most closely related to?\n", "\n", "We can use a very similar approach as before:\n", " - pop1 will be the `Mbuti`-population\n", " - pop2 will be the `Unknown`-population\n", " - pop3 will be the list of all candidates\n", "\n", "**Task 2:** Use `admixtools` to \n", "1. load the `fdata/worldfoci2`-data set into memory using the `admixtools::read_f2`-function\n", "2. read all populations present in that data into memory\n", "3. calculate all outgroup-$F_3$-statistics (which have the form $F_3(Mbuti; Unknown, P_i)$ for all populations $P_i$ in the data set\n", "4. create a figure visualizing your results, adapting the figure from above" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [], "source": [ "viz_outgroup_f3 <- function(f3_res){\n", " f3_res %>% mutate(pop3=fct_reorder(pop3, est)) %>% \n", " ggplot(aes(x=pop3, y=est, ymin=est-3*se, ymax = est+3*se)) +\n", " geom_point() + \n", " geom_errorbar() +\n", " #geom_hline(yintercept = 0) + \n", " coord_flip() + \n", " theme_bw(25) +\n", " xlab(NULL) + ylab(\"f3\")\n", " }" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "tags": [] }, "outputs": [], "source": [ "df = admixtools::read_f2(glue('{dd}/fdata/westeurasia2')) " ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "tags": [] }, "outputs": [], "source": [ "f3s = df %>% f3(pop1 = 'Mbuti', pop2='Unknown', pop3=colnames(df)) " ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "tags": [] }, "outputs": [ { "data": { "image/png": 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MLmlzfWji4b/5DfjQ13DRu11CMoixVB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USoBSC1A6H6B0MECpBCi1AKUQoNQClEqA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\nBuVuszlngvGjK4IrpYeHBZT5DFAqAUotQCkEKLUApRKg1AKU/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FlN6Y2Gj0egTHnAMbPZwd1nzL4djpeD8uT+nRsaimWgPBjvAJRERETk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\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fT6gtqSqU8eNQwXlIbx6bqZk8saVsR8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", "text/plain": [ "plot without title" ] }, "metadata": { "image/png": { "height": 1320, "width": 1320 } }, "output_type": "display_data" } ], "source": [ "f3s %>% viz_outgroup_f3" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 5. f4/D-statistics\n", "next, we can test for admixture in the past history of humans by lookin for an excess of ABBA or an excess of BABA sites in a 4-population tree.\n", "For this purpose, we use the ancient dataset, which contains a subset of the Chimpanzee, three Neandertals and a small number of modern Human population samples.\n", "To calculate $F_4$-stats is very similar to calculating $F_3$: instead of `admixtools::f3` we use `admixtools::f4`:\n", "\n", "**Task 3**: Use admixtools to\n", " - calculate all D-statistics of the form $D(\\text{African}, \\text{Non-African}, \\text{Neandertals}, \\text{Primate})$ (the African populations are Mbuti and Yoruba; the Non-Africans are French, Han and Papuan)\n", " - create a figure visualizing your results (you may use the function below)\n", "\n", "**Question 3**: Are any of the statistics significant? In what direction? Is this consistent with what you might expect? " ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [], "source": [ "viz_d <- function(d_res) \n", " d_res %>%\n", " mutate(sig=as.factor(abs(z)>3)) %>%\n", " ggplot(aes(x=pop1, y=est, ymin=est-3*se, ymax=est+3*se, color=pop3,group=pop3)) + \n", " geom_point(position=position_dodge(0.8)) + \n", " geom_errorbar(position=position_dodge(0.8)) +\n", " geom_hline(yintercept=0) +\n", " theme_bw(25) +\n", " facet_grid(pop2~.)" ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", "
  1. 'Altai_Neanderthal.DG'
  2. 'Denisova.DG'
  3. 'French'
  4. 'Han'
  5. 'Mbuti'
  6. 'Papuan'
  7. 'Primate_Chimp'
  8. 'Vindija_Neanderthal.DG'
  9. 'Yoruba'
\n" ], "text/latex": [ "\\begin{enumerate*}\n", "\\item 'Altai\\_Neanderthal.DG'\n", "\\item 'Denisova.DG'\n", "\\item 'French'\n", "\\item 'Han'\n", "\\item 'Mbuti'\n", "\\item 'Papuan'\n", "\\item 'Primate\\_Chimp'\n", "\\item 'Vindija\\_Neanderthal.DG'\n", "\\item 'Yoruba'\n", "\\end{enumerate*}\n" ], "text/markdown": [ "1. 'Altai_Neanderthal.DG'\n", "2. 'Denisova.DG'\n", "3. 'French'\n", "4. 'Han'\n", "5. 'Mbuti'\n", "6. 'Papuan'\n", "7. 'Primate_Chimp'\n", "8. 'Vindija_Neanderthal.DG'\n", "9. 'Yoruba'\n", "\n", "\n" ], "text/plain": [ "[1] \"Altai_Neanderthal.DG\" \"Denisova.DG\" \"French\" \n", "[4] \"Han\" \"Mbuti\" \"Papuan\" \n", "[7] \"Primate_Chimp\" \"Vindija_Neanderthal.DG\" \"Yoruba\" " ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "ancient = read_f2(glue(\"{dd}/fdata/ancient\"))\n", "pops = dimnames(ancient)[1][[1]]\n", "pops" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "plot without title" ] }, "metadata": { "image/png": { "height": 1320, "width": 1320 } }, "output_type": "display_data" } ], "source": [ "ancient %>% f4(c('Mbuti', 'Yoruba'), c('French', 'Han', 'Papuan'), c('Altai_Neanderthal.DG'), 'Primate_Chimp') %>% viz_d" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 6. estimating admixture proportions\n", "The final task in the F-statistics framework will be to calculate admixture proportions using the $F_4$-ratio. \n", "\n", "For this purpose, we will use a data set that aims at estimating the proportion of Neandertal ancestry in modern humanms, based on the analysis by [Petr et al. 2019](https://www.pnas.org/content/116/5/1639), who used the assumption that all Neanderthal ancestry is closer to a Neandertal from Vindija Cave (in Croatia) than a Neandertal genome from Denisova cave (Altai, Russia). \n", "\n", "We assume that the populations are related like this:\n", " \"F4-ratio\"\n", " \n", " and estimate the admixture proportion $\\alpha$ as\n", " $$\\alpha = \\frac{f_4(A, O; X, C)}{f_4(A, O; B, C)}$$\n", " \n", "\n", "**Task 3**: Use the `qpf4ratio`-function in `admixtools` to use the ancient data (that we used for the $D$-stats exercise to estimate the Neandertal ancestry in French, Han and Papuans.\n", "\n", "- have a look at `?qpf4ratio` to figure out the arguments this function expects\n", "- which population is in which position of the arguments? Construct a vector `v` or data frame that matches this order\n", "- run the f4-ratio-estimation using `qpf4ratio(ancient, v)\n", "- do the archaic ancestries differ between the three populations?" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", "
qpf4ratio {admixtools}R Documentation
\n", "\n", "

Estimate admixture proportions via f4 ratios

\n", "\n", "

Description

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Estimate admixture proportions via f4 ratios\n", "

\n", "\n", "\n", "

Usage

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\n",
       "qpf4ratio(data, pops, boot = FALSE, verbose = FALSE)\n",
       "
\n", "\n", "\n", "

Arguments

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data\n", "

Input data in one of three forms:\n", "

\n", "\n", "
    \n", "
  1. A 3d array of blocked f2 statistics, output of f2_from_precomp or f2_from_geno (fastest option)\n", "

    \n", "
  2. \n", "
  3. A directory which contains pre-computed f2-statistics\n", "

    \n", "
  4. \n", "
  5. The prefix of genotype files (slowest option)\n", "

    \n", "
\n", "
pops\n", "

A vector of 5 populations or a five column population matrix.\n", "The following ratios will be computed: f4(1, 2; 3, 4)/f4(1, 2; 5, 4)

\n", "
boot\n", "

If FALSE (the default), block-jackknife resampling will be used to compute standard errors.\n", "Otherwise, block-bootstrap resampling will be used to compute standard errors. If boot is an integer, that number\n", "will specify the number of bootstrap resamplings. If boot = TRUE, the number of bootstrap resamplings will be\n", "equal to the number of SNP blocks.

\n", "
verbose\n", "

Print progress updates

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\n", "\n", "\n", "

Value

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qpf4ratio returns a data frame with f4 ratios\n", "

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[Package admixtools version 2.0.0 ]
" ], "text/latex": [ "\\inputencoding{utf8}\n", "\\HeaderA{qpf4ratio}{Estimate admixture proportions via f4 ratios}{qpf4ratio}\n", "%\n", "\\begin{Description}\\relax\n", "Estimate admixture proportions via f4 ratios\n", "\\end{Description}\n", "%\n", "\\begin{Usage}\n", "\\begin{verbatim}\n", "qpf4ratio(data, pops, boot = FALSE, verbose = FALSE)\n", "\\end{verbatim}\n", "\\end{Usage}\n", "%\n", "\\begin{Arguments}\n", "\\begin{ldescription}\n", "\\item[\\code{data}] Input data in one of three forms:\n", "\\begin{enumerate}\n", "\n", "\\item{} A 3d array of blocked f2 statistics, output of \\code{\\LinkA{f2\\_from\\_precomp}{f2.Rul.from.Rul.precomp}} or \\code{\\LinkA{f2\\_from\\_geno}{f2.Rul.from.Rul.geno}} (fastest option)\n", "\\item{} A directory which contains pre-computed f2-statistics\n", "\\item{} The prefix of genotype files (slowest option)\n", "\n", "\\end{enumerate}\n", "\n", "\n", "\\item[\\code{pops}] A vector of 5 populations or a five column population matrix.\n", "The following ratios will be computed: \\AsIs{f4(1, 2; 3, 4)/f4(1, 2; 5, 4)}\n", "\n", "\\item[\\code{boot}] If \\code{FALSE} (the default), block-jackknife resampling will be used to compute standard errors.\n", "Otherwise, block-bootstrap resampling will be used to compute standard errors. If \\code{boot} is an integer, that number\n", "will specify the number of bootstrap resamplings. If \\code{boot = TRUE}, the number of bootstrap resamplings will be\n", "equal to the number of SNP blocks.\n", "\n", "\\item[\\code{verbose}] Print progress updates\n", "\\end{ldescription}\n", "\\end{Arguments}\n", "%\n", "\\begin{Value}\n", "\\code{qpf4ratio} returns a data frame with f4 ratios\n", "\\end{Value}" ], "text/plain": [ "qpf4ratio package:admixtools R Documentation\n", "\n", "_\bE_\bs_\bt_\bi_\bm_\ba_\bt_\be _\ba_\bd_\bm_\bi_\bx_\bt_\bu_\br_\be _\bp_\br_\bo_\bp_\bo_\br_\bt_\bi_\bo_\bn_\bs _\bv_\bi_\ba _\bf_\b4 _\br_\ba_\bt_\bi_\bo_\bs\n", "\n", "_\bD_\be_\bs_\bc_\br_\bi_\bp_\bt_\bi_\bo_\bn:\n", "\n", " Estimate admixture proportions via f4 ratios\n", "\n", "_\bU_\bs_\ba_\bg_\be:\n", "\n", " qpf4ratio(data, pops, boot = FALSE, verbose = FALSE)\n", " \n", "_\bA_\br_\bg_\bu_\bm_\be_\bn_\bt_\bs:\n", "\n", " data: Input data in one of three forms:\n", "\n", " 1. A 3d array of blocked f2 statistics, output of\n", " ‘f2_from_precomp’ or ‘f2_from_geno’ (fastest option)\n", "\n", " 2. A directory which contains pre-computed f2-statistics\n", "\n", " 3. The prefix of genotype files (slowest option)\n", "\n", " pops: A vector of 5 populations or a five column population matrix.\n", " The following ratios will be computed: f4(1, 2; 3, 4)/f4(1,\n", " 2; 5, 4)\n", "\n", " boot: If ‘FALSE’ (the default), block-jackknife resampling will be\n", " used to compute standard errors. Otherwise, block-bootstrap\n", " resampling will be used to compute standard errors. If ‘boot’\n", " is an integer, that number will specify the number of\n", " bootstrap resamplings. If ‘boot = TRUE’, the number of\n", " bootstrap resamplings will be equal to the number of SNP\n", " blocks.\n", "\n", " verbose: Print progress updates\n", "\n", "_\bV_\ba_\bl_\bu_\be:\n", "\n", " ‘qpf4ratio’ returns a data frame with f4 ratios\n" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "?qpf4ratio" ] }, { "cell_type": "code", "execution_count": 36, "metadata": { "tags": [] }, "outputs": [], "source": [ "pop_mat = expand.grid('Altai_Neanderthal.DG', 'Primate_Chimp', c('French', 'Papuan', 'Han'), c('Yoruba'), 'Vindija_Neanderthal.DG' ) %>% as.matrix" ] }, { "cell_type": "code", "execution_count": 37, "metadata": { "tags": [] }, "outputs": [ { "data": { "text/html": [ "\n", "\n", "\n", "\t\n", "\t\n", "\n", "\n", "\t\n", "\t\n", "\t\n", "\n", "
A tibble: 3 × 8
pop1pop2pop3pop4pop5alphasez
<chr><chr><chr><chr><chr><dbl><dbl><dbl>
Altai_Neanderthal.DGPrimate_ChimpFrenchYorubaVindija_Neanderthal.DG0.020675990.0025137438.225182
Altai_Neanderthal.DGPrimate_ChimpPapuanYorubaVindija_Neanderthal.DG0.030707030.0038337488.009663
Altai_Neanderthal.DGPrimate_ChimpHan YorubaVindija_Neanderthal.DG0.022058580.0029592047.454227
\n" ], "text/latex": [ "A tibble: 3 × 8\n", "\\begin{tabular}{llllllll}\n", " pop1 & pop2 & pop3 & pop4 & pop5 & alpha & se & z\\\\\n", " & & & & & & & \\\\\n", "\\hline\n", "\t Altai\\_Neanderthal.DG & Primate\\_Chimp & French & Yoruba & Vindija\\_Neanderthal.DG & 0.02067599 & 0.002513743 & 8.225182\\\\\n", "\t Altai\\_Neanderthal.DG & Primate\\_Chimp & Papuan & Yoruba & Vindija\\_Neanderthal.DG & 0.03070703 & 0.003833748 & 8.009663\\\\\n", "\t Altai\\_Neanderthal.DG & Primate\\_Chimp & Han & Yoruba & Vindija\\_Neanderthal.DG & 0.02205858 & 0.002959204 & 7.454227\\\\\n", "\\end{tabular}\n" ], "text/markdown": [ "\n", "A tibble: 3 × 8\n", "\n", "| pop1 <chr> | pop2 <chr> | pop3 <chr> | pop4 <chr> | pop5 <chr> | alpha <dbl> | se <dbl> | z <dbl> |\n", "|---|---|---|---|---|---|---|---|\n", "| Altai_Neanderthal.DG | Primate_Chimp | French | Yoruba | Vindija_Neanderthal.DG | 0.02067599 | 0.002513743 | 8.225182 |\n", "| Altai_Neanderthal.DG | Primate_Chimp | Papuan | Yoruba | Vindija_Neanderthal.DG | 0.03070703 | 0.003833748 | 8.009663 |\n", "| Altai_Neanderthal.DG | Primate_Chimp | Han | Yoruba | Vindija_Neanderthal.DG | 0.02205858 | 0.002959204 | 7.454227 |\n", "\n" ], "text/plain": [ " pop1 pop2 pop3 pop4 pop5 \n", "1 Altai_Neanderthal.DG Primate_Chimp French Yoruba Vindija_Neanderthal.DG\n", "2 Altai_Neanderthal.DG Primate_Chimp Papuan Yoruba Vindija_Neanderthal.DG\n", "3 Altai_Neanderthal.DG Primate_Chimp Han Yoruba Vindija_Neanderthal.DG\n", " alpha se z \n", "1 0.02067599 0.002513743 8.225182\n", "2 0.03070703 0.003833748 8.009663\n", "3 0.02205858 0.002959204 7.454227" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "ancient %>% qpf4ratio(pops= pop_mat)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "R", "language": "R", "name": "ir" }, "language_info": { "codemirror_mode": "r", "file_extension": ".r", "mimetype": "text/x-r-source", "name": "R", "pygments_lexer": "r", "version": "4.1.3" } }, "nbformat": 4, "nbformat_minor": 4 }