{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "## Linking banking transactions\n", "\n", "This example shows how to perform a one-to-one link on banking transactions. \n", "\n", "The data is fake data, and was generated has the following features:\n", "\n", "- Money shows up in the destination account with some time delay\n", "- The amount sent and the amount received are not always the same - there are hidden fees and foreign exchange effects\n", "- The memo is sometimes truncated and content is sometimes missing\n", "\n", "Since each origin payment should end up in the destination account, the `probability_two_random_records_match` of the model is known." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'There are 1,000 records to match'" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Use arrow to read in data to ensure date types are correct\n", "from pyarrow import parquet as pq\n", "from splink.duckdb.duckdb_linker import DuckDBLinker\n", "import altair as alt\n", "alt.renderers.enable('mimetype')\n", "\n", "df_origin = pq.read_table(\"./data/transactions_left.parquet\")\n", "df_origin = df_origin.slice(length=1_000)\n", "df_destination = pq.read_table(\"./data/transactions_right.parquet\")\n", "df_destination = df_destination.slice(length=1_000)\n", "f\"There are {df_origin.num_rows:,.0f} records to match\"" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
\n", "\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
ground_truthmemotransaction_dateamountunique_id
00MATTHIAS C paym2022-03-2836.360
11M CORVINUS dona2022-02-14221.911
\n", "
" ], "text/plain": [ " ground_truth memo transaction_date amount unique_id\n", "0 0 MATTHIAS C paym 2022-03-28 36.36 0\n", "1 1 M CORVINUS dona 2022-02-14 221.91 1" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Some sample records\n", "df_origin.to_pandas().head(2)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In the following chart, we can see this is a challenging dataset to link:\n", "- There are only 151 distinct transaction dates, with strong skew\n", "- Some 'memos' are used multiple times (up to 48 times)\n", "- There is strong skew in the 'amount' column, with 1,400 transactions of around 60.00" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "application/vnd.vegalite.v4+json": { "$schema": "https://vega.github.io/schema/vega-lite/v4.8.1.json", "config": { "view": { "continuousHeight": 300, "continuousWidth": 400 } }, "vconcat": [ { "hconcat": [ { "data": { "values": [ { "distinct_value_count": 138, "group_name": "transaction_date", "percentile_ex_nulls": 0.9794999957084656, "percentile_inc_nulls": 0.9794999957084656, "sum_tokens_in_value_count_group": 41, "total_non_null_rows": 2000, "total_rows_inc_nulls": 2000, "value_count": 41 }, { "distinct_value_count": 138, "group_name": "transaction_date", "percentile_ex_nulls": 0.9605000019073486, "percentile_inc_nulls": 0.9605000019073486, "sum_tokens_in_value_count_group": 38, "total_non_null_rows": 2000, "total_rows_inc_nulls": 2000, "value_count": 38 }, { "distinct_value_count": 138, "group_name": "transaction_date", "percentile_ex_nulls": 0.9420000314712524, "percentile_inc_nulls": 0.9420000314712524, "sum_tokens_in_value_count_group": 37, "total_non_null_rows": 2000, "total_rows_inc_nulls": 2000, "value_count": 37 }, { "distinct_value_count": 138, "group_name": "transaction_date", "percentile_ex_nulls": 0.9244999885559082, "percentile_inc_nulls": 0.9244999885559082, "sum_tokens_in_value_count_group": 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", "text/plain": [ "\n", "\n", "If you see this message, it means the renderer has not been properly enabled\n", "for the frontend that you are using. For more information, see\n", "https://altair-viz.github.io/user_guide/troubleshooting.html\n" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Simple settings just for exploratory analysis\n", "settings = {\"link_type\": \"link_only\"}\n", "linker = DuckDBLinker([df_origin, df_destination], settings,input_table_aliases=[\"__ori\", \"_dest\"])\n", "linker.profile_columns([\"transaction_date\", \"memo\", \"round(amount/5, 0)*5\"])" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "application/vnd.vegalite.v4+json": { "$schema": "https://vega.github.io/schema/vega-lite/v5.json", "config": { "header": { "title": null }, "mark": { "tooltip": null }, "title": { "anchor": "middle" }, "view": { "height": 200, "width": 450 } }, "data": { "values": [ { "cartesian": 1000000, "cumulative_rows": 1335, "reduction_ratio": "The rolling reduction ratio with your given blocking rule(s) is 0.999. \nThis represents the reduction in the total number of comparisons due to your rule(s).", "row_count": 1335, "rule": "\n strftime(l.transaction_date, '%Y%m') = strftime(r.transaction_date, '%Y%m')\n and substr(l.memo, 1,3) = substr(r.memo,1,3)\n and l.amount/r.amount > 0.7 and l.amount/r.amount < 1.3\n", "start": 0 }, { "cartesian": 1000000, "cumulative_rows": 1617, "reduction_ratio": "The rolling reduction ratio with your given blocking rule(s) is 0.998. \nThis represents the reduction in the total number of comparisons due to your rule(s).", "row_count": 282, "rule": "\n strftime(l.transaction_date+15, '%Y%m') = strftime(r.transaction_date, '%Y%m')\n and substr(l.memo, 1,3) = substr(r.memo,1,3)\n and l.amount/r.amount > 0.7 and l.amount/r.amount < 1.3\n", "start": 1335 }, { "cartesian": 1000000, "cumulative_rows": 4254, "reduction_ratio": "The rolling reduction ratio with your given blocking rule(s) is 0.996. \nThis represents the reduction in the total number of comparisons due to your rule(s).", "row_count": 2637, "rule": "\nsubstr(l.memo,1,9) = substr(r.memo,1,9)\n", "start": 1617 }, { "cartesian": 1000000, "cumulative_rows": 4421, "reduction_ratio": "The rolling reduction ratio with your given blocking rule(s) is 0.996. \nThis represents the reduction in the total number of comparisons due to your rule(s).", "row_count": 167, "rule": "\nround(l.amount/2,0)*2 = round(r.amount/2,0)*2 and yearweek(r.transaction_date) = yearweek(l.transaction_date)\n", "start": 4254 }, { "cartesian": 1000000, "cumulative_rows": 4551, "reduction_ratio": "The rolling reduction ratio with your given blocking rule(s) is 0.995. \nThis represents the reduction in the total number of comparisons due to your rule(s).", "row_count": 130, "rule": "\nround(l.amount/2,0)*2 = round((r.amount+1)/2,0)*2 and yearweek(r.transaction_date) = yearweek(l.transaction_date + 4)\n", "start": 4421 } ] }, "encoding": { "color": { "field": "rule", "legend": null, "scale": { "scheme": "category20c" } }, "order": { "field": "cumulative_rows" }, "tooltip": [ { "field": "rule", "title": "SQL Condition", "type": "nominal" }, { "field": "row_count", "format": ",", "title": "Comparisons Generated", "type": "quantitative" }, { "field": "cumulative_rows", "format": ",", "title": "Cumulative Comparisons", "type": "quantitative" }, { "field": "cartesian", "format": ",", "title": "Cartesian Product of Input Data", "type": "quantitative" }, { "field": "reduction_ratio", "title": "Reduction Ratio (cumulative rows/cartesian product)", "type": "ordinal" } ], "x": { "field": "start", "title": "Comparisons Generated by Rule(s)", "type": "quantitative" }, "x2": { "field": "cumulative_rows" }, "y": { "field": "rule", "sort": "-x2", "title": "SQL Blocking Rule" } }, "mark": "bar", "title": { "subtitle": "(Counts exclude comparisons already generated by previous rules)", "text": "Count of Additional Comparisons Generated by Each Blocking Rule" } }, "image/png": 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", "text/plain": [ "\n", "\n", "If you see this message, it means the renderer has not been properly enabled\n", "for the frontend that you are using. For more information, see\n", "https://altair-viz.github.io/user_guide/troubleshooting.html\n" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Design blocking rules that allow for differences in transaction date and amounts\n", "\n", "blocking_rule_date_1 = \"\"\"\n", " strftime(l.transaction_date, '%Y%m') = strftime(r.transaction_date, '%Y%m')\n", " and substr(l.memo, 1,3) = substr(r.memo,1,3)\n", " and l.amount/r.amount > 0.7 and l.amount/r.amount < 1.3\n", "\"\"\"\n", "\n", "# Offset by half a month to ensure we capture case when the dates are e.g. 31st Jan and 1st Feb\n", "blocking_rule_date_2 = \"\"\"\n", " strftime(l.transaction_date+15, '%Y%m') = strftime(r.transaction_date, '%Y%m')\n", " and substr(l.memo, 1,3) = substr(r.memo,1,3)\n", " and l.amount/r.amount > 0.7 and l.amount/r.amount < 1.3\n", "\"\"\"\n", "\n", "blocking_rule_memo = \"\"\"\n", "substr(l.memo,1,9) = substr(r.memo,1,9)\n", "\"\"\"\n", "\n", "blocking_rule_amount_1 = \"\"\"\n", "round(l.amount/2,0)*2 = round(r.amount/2,0)*2 and yearweek(r.transaction_date) = yearweek(l.transaction_date)\n", "\"\"\"\n", "\n", "blocking_rule_amount_2 = \"\"\"\n", "round(l.amount/2,0)*2 = round((r.amount+1)/2,0)*2 and yearweek(r.transaction_date) = yearweek(l.transaction_date + 4)\n", "\"\"\"\n", "\n", "blocking_rule_cheat = \"\"\"\n", "l.unique_id = r.unique_id\n", "\"\"\"\n", "\n", "\n", "linker.cumulative_num_comparisons_from_blocking_rules_chart(\n", " [\n", " blocking_rule_date_1,\n", " blocking_rule_date_2,\n", " blocking_rule_memo,\n", " blocking_rule_amount_1,\n", " blocking_rule_amount_2,\n", " blocking_rule_cheat,\n", " ]\n", ")" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "# Full settings for linking model\n", "import splink.duckdb.duckdb_comparison_level_library as cl\n", "\n", "comparison_amount = {\n", " \"output_column_name\": \"amount\",\n", " \"comparison_levels\": [\n", " cl.null_level(\"amount\"),\n", " cl.exact_match_level(\"amount\"),\n", " cl.percentage_difference_level(\"amount\",0.01),\n", " cl.percentage_difference_level(\"amount\",0.03),\n", " cl.percentage_difference_level(\"amount\",0.1),\n", " cl.percentage_difference_level(\"amount\",0.3),\n", " cl.else_level()\n", " ],\n", " \"comparison_description\": \"Amount percentage difference\",\n", "}\n", "\n", "within_n_days_template = \"transaction_date_r - transaction_date_l <= {n} and transaction_date_r >= transaction_date_l\"\n", "\n", "comparison_date = {\n", " \"output_column_name\": \"transaction_date\",\n", " \"comparison_levels\": [\n", " cl.null_level(\"transaction_date\"),\n", " {\"sql_condition\": within_n_days_template.format(n=1), \"label_for_charts\": \"1 day\"},\n", " {\"sql_condition\": within_n_days_template.format(n=4), \"label_for_charts\": \"<=4 days\"},\n", " {\"sql_condition\": within_n_days_template.format(n=10), \"label_for_charts\": \"<=10 days\"},\n", " {\"sql_condition\": within_n_days_template.format(n=30), \"label_for_charts\": \"<=30 days\"},\n", " cl.else_level()\n", " ],\n", " \"comparison_description\": \"Transaction date days apart\",\n", "}\n", "\n", "\n", "\n", "from splink.duckdb import duckdb_comparison_library as cl\n", "\n", "settings = {\n", " \"link_type\": \"link_only\",\n", " \"probability_two_random_records_match\": 1 / len(df_origin),\n", " \"blocking_rules_to_generate_predictions\": [\n", " blocking_rule_date_1,\n", " blocking_rule_date_2,\n", " blocking_rule_memo,\n", " blocking_rule_amount_1,\n", " blocking_rule_amount_2,\n", " blocking_rule_cheat\n", " ],\n", " \"comparisons\": [\n", " comparison_amount,\n", " cl.jaccard_at_thresholds(\n", " \"memo\", [0.9, 0.7]\n", " ),\n", " comparison_date\n", " ],\n", " \"retain_intermediate_calculation_columns\": True,\n", " \"retain_matching_columns\": True,\n", "}" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "linker = DuckDBLinker([df_origin, df_destination], settings,input_table_aliases=[\"__ori\", \"_dest\"])" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "----- Estimating u probabilities using random sampling -----\n", "\n", "Estimated u probabilities using random sampling\n", "\n", "Your model is not yet fully trained. Missing estimates for:\n", " - amount (no m values are trained).\n", " - memo (no m values are trained).\n", " - transaction_date (no m values are trained).\n" ] } ], "source": [ "linker.estimate_u_using_random_sampling(max_pairs=1e6)" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "\n", "----- Starting EM training session -----\n", "\n", "Estimating the m probabilities of the model by blocking on:\n", "l.memo = r.memo\n", "\n", "Parameter estimates will be made for the following comparison(s):\n", " - amount\n", " - transaction_date\n", "\n", "Parameter estimates cannot be made for the following comparison(s) since they are used in the blocking rules: \n", " - memo\n", "\n", "Iteration 1: Largest change in params was -0.555 in the m_probability of amount, level `Exact match`\n", "Iteration 2: Largest change in params was -0.213 in the m_probability of transaction_date, level `1 day`\n", "Iteration 3: Largest change in params was 0.00794 in probability_two_random_records_match\n", "Iteration 4: Largest change in params was 0.000315 in the m_probability of transaction_date, level `<=30 days`\n", "Iteration 5: Largest change in params was -0.000177 in the m_probability of amount, level `All other comparisons`\n", "Iteration 6: Largest change in params was -0.000159 in the m_probability of amount, level `All other comparisons`\n", "Iteration 7: Largest change in params was -0.000144 in the m_probability of amount, level `All other comparisons`\n", "Iteration 8: Largest change in params was -0.000131 in the m_probability of amount, level `All other comparisons`\n", "Iteration 9: Largest change in params was -0.000119 in the m_probability of amount, level `All other comparisons`\n", "Iteration 10: Largest change in params was -0.000109 in the m_probability of amount, level `All other comparisons`\n", "Iteration 11: Largest change in params was -9.97e-05 in the m_probability of amount, level `All other comparisons`\n", "\n", "EM converged after 11 iterations\n", "\n", "Your model is not yet fully trained. Missing estimates for:\n", " - memo (no m values are trained).\n" ] }, { "data": { "text/plain": [ "" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "linker.estimate_parameters_using_expectation_maximisation(\"l.memo = r.memo\")" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "\n", "----- Starting EM training session -----\n", "\n", "Estimating the m probabilities of the model by blocking on:\n", "l.amount = r.amount\n", "\n", "Parameter estimates will be made for the following comparison(s):\n", " - memo\n", " - transaction_date\n", "\n", "Parameter estimates cannot be made for the following comparison(s) since they are used in the blocking rules: \n", " - amount\n", "\n", "Iteration 1: Largest change in params was 0.495 in probability_two_random_records_match\n", "Iteration 2: Largest change in params was 0.134 in probability_two_random_records_match\n", "Iteration 3: Largest change in params was 0.139 in probability_two_random_records_match\n", "Iteration 4: Largest change in params was 0.0293 in probability_two_random_records_match\n", "Iteration 5: Largest change in params was 0.00393 in probability_two_random_records_match\n", "Iteration 6: Largest change in params was 0.000522 in probability_two_random_records_match\n", "Iteration 7: Largest change in params was 6.93e-05 in probability_two_random_records_match\n", "\n", "EM converged after 7 iterations\n", "\n", "Your model is fully trained. All comparisons have at least one estimate for their m and u values\n" ] } ], "source": [ "session = linker.estimate_parameters_using_expectation_maximisation(\"l.amount = r.amount\")" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "application/vnd.vegalite.v4+json": { "$schema": "https://vega.github.io/schema/vega-lite/v5.2.json", "config": { "header": { "title": null }, "mark": { "tooltip": null }, "title": { "anchor": "middle" }, "view": { "height": 60, "width": 400 } }, "data": { "values": [ { "bayes_factor": 0.001001001001001001, "bayes_factor_description": "The probability that two random records drawn at random match is 0.001 or one in 1,000.0 records.This is equivalent to a starting match weight of -9.964.", "comparison_name": "probability_two_random_records_match", "comparison_sort_order": -1, "comparison_vector_value": 0, "has_tf_adjustments": false, "is_null_level": false, "label_for_charts": "", "log2_bayes_factor": -9.964340867792417, "m_probability": null, "m_probability_description": null, "max_comparison_vector_value": 0, "probability_two_random_records_match": 0.001, "sql_condition": null, "tf_adjustment_column": null, "tf_adjustment_weight": null, "u_probability": null, "u_probability_description": null }, { "bayes_factor": 212.15519493045363, "bayes_factor_description": "If comparison level is `exact match` then comparison is 212.16 times more likely to be a match", "comparison_name": "amount", "comparison_sort_order": 0, "comparison_vector_value": 5, "has_tf_adjustments": false, "is_null_level": false, "label_for_charts": "Exact match", "log2_bayes_factor": 7.7289761953354645, "m_probability": 0.24512455720790388, "m_probability_description": "Amongst matching record comparisons, 24.51% of records are in the exact match comparison level", "max_comparison_vector_value": 5, "probability_two_random_records_match": 0.001, "sql_condition": "\"amount_l\" = \"amount_r\"", "tf_adjustment_column": null, "tf_adjustment_weight": 1, "u_probability": 0.0011554020974516221, "u_probability_description": "Amongst non-matching record comparisons, 0.12% of records are in the exact match comparison level" }, { "bayes_factor": 61.520324996827924, "bayes_factor_description": "If comparison level is `< 1.00% diff` then comparison is 61.52 times more likely to be a match", "comparison_name": "amount", "comparison_sort_order": 0, "comparison_vector_value": 4, "has_tf_adjustments": false, "is_null_level": false, "label_for_charts": "< 1.00% diff", "log2_bayes_factor": 5.942991219612224, "m_probability": 0.22662129046217425, "m_probability_description": "Amongst matching record comparisons, 22.66% of records are in the < 1.00% diff comparison level", "max_comparison_vector_value": 5, "probability_two_random_records_match": 0.001, "sql_condition": "(abs(\"amount_l\" - \"amount_r\")/\n (case\n when \"amount_r\" > \"amount_l\"\n then \"amount_r\"\n else \"amount_l\"\n end))\n < 0.01", "tf_adjustment_column": null, "tf_adjustment_weight": 1, "u_probability": 0.0036836816202427273, "u_probability_description": "Amongst non-matching record comparisons, 0.37% of records are in the < 1.00% diff comparison level" }, { "bayes_factor": 43.63508932161127, "bayes_factor_description": "If comparison level is `< 3.00% diff` then comparison is 43.64 times more likely to be a match", "comparison_name": "amount", "comparison_sort_order": 0, "comparison_vector_value": 3, "has_tf_adjustments": false, "is_null_level": false, "label_for_charts": "< 3.00% diff", "log2_bayes_factor": 5.447416845265799, "m_probability": 0.31823741095078084, "m_probability_description": "Amongst matching record comparisons, 31.82% of records are in the < 3.00% diff comparison level", "max_comparison_vector_value": 5, "probability_two_random_records_match": 0.001, "sql_condition": "(abs(\"amount_l\" - \"amount_r\")/\n (case\n when \"amount_r\" > \"amount_l\"\n then \"amount_r\"\n else \"amount_l\"\n end))\n < 0.03", "tf_adjustment_column": null, "tf_adjustment_weight": 1, "u_probability": 0.007293153649926563, "u_probability_description": "Amongst non-matching record comparisons, 0.73% of records are in the < 3.00% diff comparison level" }, { "bayes_factor": 8.136412047783564, "bayes_factor_description": "If comparison level is `< 10.00% diff` then comparison is 8.14 times more likely to be a match", "comparison_name": "amount", "comparison_sort_order": 0, "comparison_vector_value": 2, "has_tf_adjustments": false, "is_null_level": false, "label_for_charts": "< 10.00% diff", "log2_bayes_factor": 3.024392742646896, "m_probability": 0.20649953388608053, "m_probability_description": "Amongst matching record comparisons, 20.65% of records are in the < 10.00% diff comparison level", "max_comparison_vector_value": 5, "probability_two_random_records_match": 0.001, "sql_condition": "(abs(\"amount_l\" - \"amount_r\")/\n (case\n when \"amount_r\" > \"amount_l\"\n then \"amount_r\"\n else \"amount_l\"\n end))\n < 0.1", "tf_adjustment_column": null, "tf_adjustment_weight": 1, "u_probability": 0.025379679971140715, "u_probability_description": "Amongst non-matching record comparisons, 2.54% of records are in the < 10.00% diff comparison level" }, { "bayes_factor": 0.0021972485526455545, "bayes_factor_description": "If comparison level is `< 30.00% diff` then comparison is 455.11 times less likely to be a match", "comparison_name": "amount", "comparison_sort_order": 0, "comparison_vector_value": 1, "has_tf_adjustments": false, "is_null_level": false, "label_for_charts": "< 30.00% diff", "log2_bayes_factor": -8.830086208079424, "m_probability": 0.00018399614100671568, "m_probability_description": "Amongst matching record comparisons, 0.02% of records are in the < 30.00% diff comparison level", "max_comparison_vector_value": 5, "probability_two_random_records_match": 0.001, "sql_condition": "(abs(\"amount_l\" - \"amount_r\")/\n (case\n when \"amount_r\" > \"amount_l\"\n then \"amount_r\"\n else \"amount_l\"\n end))\n < 0.3", "tf_adjustment_column": null, "tf_adjustment_weight": 1, "u_probability": 0.0837393388131619, "u_probability_description": "Amongst non-matching record comparisons, 8.37% of records are in the < 30.00% diff comparison level" }, { "bayes_factor": 0.0037931335610877875, "bayes_factor_description": "If comparison level is `all other comparisons` then comparison is 263.63 times less likely to be a match", "comparison_name": "amount", "comparison_sort_order": 0, "comparison_vector_value": 0, "has_tf_adjustments": false, "is_null_level": false, "label_for_charts": "All other comparisons", "log2_bayes_factor": -8.042394112996567, "m_probability": 0.0033332113520538743, "m_probability_description": "Amongst matching record comparisons, 0.33% of records are in the all other comparisons comparison level", "max_comparison_vector_value": 5, "probability_two_random_records_match": 0.001, "sql_condition": "ELSE", "tf_adjustment_column": null, 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"Amongst non-matching record comparisons, 0.17% of records are in the exact match comparison level" }, { "bayes_factor": 145.08870338905868, "bayes_factor_description": "If comparison level is `jaccard >= 0.9` then comparison is 145.09 times more likely to be a match", "comparison_name": "memo", "comparison_sort_order": 1, "comparison_vector_value": 2, "has_tf_adjustments": false, "is_null_level": false, "label_for_charts": "jaccard >= 0.9", "log2_bayes_factor": 7.180791385271513, "m_probability": 0.07865872141270824, "m_probability_description": "Amongst matching record comparisons, 7.87% of records are in the jaccard >= 0.9 comparison level", "max_comparison_vector_value": 3, "probability_two_random_records_match": 0.001, "sql_condition": "jaccard(\"memo_l\", \"memo_r\") >= 0.9", "tf_adjustment_column": null, "tf_adjustment_weight": 1, "u_probability": 0.0005421422865830091, "u_probability_description": "Amongst non-matching record comparisons, 0.05% of records are in the jaccard >= 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"bayes_factor_description": "If comparison level is `all other comparisons` then comparison is 3.31 times less likely to be a match", "comparison_name": "memo", "comparison_sort_order": 1, "comparison_vector_value": 0, "has_tf_adjustments": false, "is_null_level": false, "label_for_charts": "All other comparisons", "log2_bayes_factor": -1.7264148265066692, "m_probability": 0.29995408870253415, "m_probability_description": "Amongst matching record comparisons, 30.00% of records are in the all other comparisons comparison level", "max_comparison_vector_value": 3, "probability_two_random_records_match": 0.001, "sql_condition": "ELSE", "tf_adjustment_column": null, "tf_adjustment_weight": 1, "u_probability": 0.992561519235229, "u_probability_description": "Amongst non-matching record comparisons, 99.26% of records are in the all other comparisons comparison level" }, { "bayes_factor": 18.383245257418718, "bayes_factor_description": "If comparison level is `1 day` then comparison is 18.38 times more likely to be a match", "comparison_name": "transaction_date", "comparison_sort_order": 2, "comparison_vector_value": 4, "has_tf_adjustments": false, "is_null_level": false, "label_for_charts": "1 day", "log2_bayes_factor": 4.200319567907272, "m_probability": 0.40229128635678757, "m_probability_description": "Amongst matching record comparisons, 40.23% of records are in the 1 day comparison level", "max_comparison_vector_value": 4, "probability_two_random_records_match": 0.001, "sql_condition": "transaction_date_r - transaction_date_l <= 1 and transaction_date_r >= transaction_date_l", "tf_adjustment_column": null, "tf_adjustment_weight": 1, "u_probability": 0.02188358370481074, "u_probability_description": "Amongst non-matching record comparisons, 2.19% of records are in the 1 day comparison level" }, { "bayes_factor": 14.83365929900488, "bayes_factor_description": "If comparison level is `<=4 days` then comparison is 14.83 times more likely to be a match", "comparison_name": "transaction_date", "comparison_sort_order": 2, "comparison_vector_value": 3, "has_tf_adjustments": false, "is_null_level": false, "label_for_charts": "<=4 days", "log2_bayes_factor": 3.89080263342889, "m_probability": 0.4477808895351645, "m_probability_description": "Amongst matching record comparisons, 44.78% of records are in the <=4 days comparison level", "max_comparison_vector_value": 4, "probability_two_random_records_match": 0.001, "sql_condition": "transaction_date_r - transaction_date_l <= 4 and transaction_date_r >= transaction_date_l", "tf_adjustment_column": null, "tf_adjustment_weight": 1, "u_probability": 0.03018681233734443, "u_probability_description": "Amongst non-matching record comparisons, 3.02% of records are in the <=4 days comparison level" }, { "bayes_factor": 1.8675591532528322, "bayes_factor_description": "If comparison level is `<=10 days` then comparison is 1.87 times more likely to be a match", "comparison_name": "transaction_date", "comparison_sort_order": 2, "comparison_vector_value": 2, "has_tf_adjustments": false, "is_null_level": false, "label_for_charts": "<=10 days", "log2_bayes_factor": 0.901153939803248, "m_probability": 0.10729430262203728, "m_probability_description": "Amongst matching record comparisons, 10.73% of records are in the <=10 days comparison level", "max_comparison_vector_value": 4, "probability_two_random_records_match": 0.001, "sql_condition": "transaction_date_r - transaction_date_l <= 10 and transaction_date_r >= transaction_date_l", "tf_adjustment_column": null, "tf_adjustment_weight": 1, "u_probability": 0.057451622046432525, "u_probability_description": "Amongst non-matching record comparisons, 5.75% of records are in the <=10 days comparison level" }, { "bayes_factor": 0.2680914646000495, "bayes_factor_description": "If comparison level is `<=30 days` then comparison is 3.73 times less likely to be a match", "comparison_name": "transaction_date", "comparison_sort_order": 2, "comparison_vector_value": 1, "has_tf_adjustments": false, "is_null_level": false, "label_for_charts": "<=30 days", "log2_bayes_factor": -1.899202806843287, "m_probability": 0.042633513014616445, "m_probability_description": "Amongst matching record comparisons, 4.26% of records are in the <=30 days comparison level", "max_comparison_vector_value": 4, "probability_two_random_records_match": 0.001, "sql_condition": "transaction_date_r - transaction_date_l <= 30 and transaction_date_r >= transaction_date_l", "tf_adjustment_column": null, "tf_adjustment_weight": 1, "u_probability": 0.15902599912391455, "u_probability_description": "Amongst non-matching record comparisons, 15.90% of records are in the <=30 days comparison level" }, { "bayes_factor": 1.1581613707135707e-08, "bayes_factor_description": "If comparison level is `all other comparisons` then comparison is 86,343,753.58 times less likely to be a match", "comparison_name": "transaction_date", "comparison_sort_order": 2, 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"title": "M probability", "type": "quantitative" }, { "field": "u_probability", "format": ".4f", "title": "U probability", "type": "quantitative" }, { "field": "bayes_factor", "format": ",.4f", "title": "Bayes factor = m/u", "type": "quantitative" }, { "field": "log2_bayes_factor", "format": ",.4f", "title": "Match weight = log2(m/u)", "type": "quantitative" }, { "field": "bayes_factor_description", "title": "Match weight description", "type": "nominal" } ], "x": { "axis": { "title": "Comparison level match weight = log2(m/u)" }, "field": "log2_bayes_factor", "scale": { "domain": [ -10, 10 ] }, "type": "quantitative" }, "y": { "axis": { "title": null }, "field": "label_for_charts", "sort": { "field": "comparison_vector_value", "order": "descending" }, "type": "nominal" } }, "mark": { "clip": true, "type": "bar" }, "resolve": { "axis": { "y": "independent" }, "scale": { "y": "independent" } }, "selection": { "zoom_selector": { "bind": "scales", "encodings": [ "x" ], "type": "interval" } }, "transform": [ { "filter": "(datum.comparison_name != 'probability_two_random_records_match')" } ] } ] }, "image/png": 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", "text/plain": [ "\n", "\n", "If you see this message, it means the renderer has not been properly enabled\n", "for the frontend that you are using. For more information, see\n", "https://altair-viz.github.io/user_guide/troubleshooting.html\n" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "linker.match_weights_chart()" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [], "source": [ "df_predict = linker.predict(threshold_match_probability=0.001)" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "linker.comparison_viewer_dashboard(df_predict,\"comparison_viewer_transactions.html\", overwrite=True)\n", "from IPython.display import IFrame\n", "IFrame(\n", " src=\"./comparison_viewer_transactions.html\", width=\"100%\", height=1200\n", ")" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "application/vnd.vegalite.v4+json": { "$schema": "https://vega.github.io/schema/vega-lite/v5.2.0.json", "config": { "view": { "continuousHeight": 300, "continuousWidth": 400 } }, "data": { "values": [ { "bar_sort_order": 0, "bayes_factor": 0.001001001001001001, "bayes_factor_description": null, "column_name": "Prior", "comparison_vector_value": null, "label_for_charts": "Starting match weight (prior)", "log2_bayes_factor": -9.964340867792417, "m_probability": null, "record_number": 0, "sql_condition": null, "term_frequency_adjustment": null, "u_probability": null, "value_l": "", "value_r": "" }, { "bar_sort_order": 1, "bayes_factor": 61.520324996827924, "bayes_factor_description": "If comparison level is `< 1.00% diff` then comparison is 61.52 times more likely to be a match", "column_name": "amount", "comparison_vector_value": 4, "label_for_charts": "< 1.00% diff", "log2_bayes_factor": 5.942991219612224, "m_probability": 0.22662129046217425, "record_number": 0, "sql_condition": "(abs(\"amount_l\" - \"amount_r\")/\n (case\n when \"amount_r\" > \"amount_l\"\n then \"amount_r\"\n else \"amount_l\"\n end))\n < 0.01", "term_frequency_adjustment": false, "u_probability": 0.0036836816202427273, "value_l": "312.61", "value_r": "312.62" }, { "bar_sort_order": 2, "bayes_factor": 36.75890909723349, "bayes_factor_description": "If comparison level is `jaccard >= 0.7` then comparison is 36.76 times more likely to be a match", "column_name": "memo", "comparison_vector_value": 1, "label_for_charts": "jaccard >= 0.7", "log2_bayes_factor": 5.200022046950526, "m_probability": 0.19269325328509318, "record_number": 0, "sql_condition": "jaccard(\"memo_l\", \"memo_r\") >= 0.7", "term_frequency_adjustment": false, "u_probability": 0.005242083021979438, "value_l": "PIETRO T BGC", "value_r": "PIETRO T" }, { "bar_sort_order": 3, "bayes_factor": 1.8675591532528322, "bayes_factor_description": "If comparison level is `<=10 days` then comparison is 1.87 times more likely to be a match", "column_name": "transaction_date", "comparison_vector_value": 2, "label_for_charts": "<=10 days", "log2_bayes_factor": 0.901153939803248, "m_probability": 0.10729430262203728, "record_number": 0, "sql_condition": "transaction_date_r - 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", "text/plain": [ "\n", "\n", "If you see this message, it means the renderer has not been properly enabled\n", "for the frontend that you are using. For more information, see\n", "https://altair-viz.github.io/user_guide/troubleshooting.html\n" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pred_errors = linker.prediction_errors_from_labels_column(\"ground_truth\", include_false_positives=True, include_false_negatives=False)\n", "linker.waterfall_chart(pred_errors.as_record_dict(limit=5))" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "application/vnd.vegalite.v4+json": { "$schema": "https://vega.github.io/schema/vega-lite/v5.2.0.json", "config": { "view": { "continuousHeight": 300, "continuousWidth": 400 } }, "data": { "values": [ { "bar_sort_order": 0, "bayes_factor": 0.001001001001001001, "bayes_factor_description": null, "column_name": "Prior", "comparison_vector_value": null, "label_for_charts": "Starting match weight (prior)", "log2_bayes_factor": -9.964340867792417, "m_probability": null, "record_number": 0, "sql_condition": null, "term_frequency_adjustment": null, "u_probability": null, "value_l": "", "value_r": "" }, { "bar_sort_order": 1, "bayes_factor": 43.63508932161127, "bayes_factor_description": "If comparison level is `< 3.00% diff` then comparison is 43.64 times more likely to be a match", "column_name": "amount", "comparison_vector_value": 3, "label_for_charts": "< 3.00% diff", "log2_bayes_factor": 5.447416845265799, "m_probability": 0.31823741095078084, "record_number": 0, "sql_condition": "(abs(\"amount_l\" - 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qFqmAYBwpHB8FI3c6wnSiU+ZjInIUhwhgCdEJ8kHSgfMhczYvYQjpVAm8AJgAMSN/Tt0BAGkoJCEO6UCJGoWbmY6fTgMg0EkAICIsEY2KjorROtGuKAOkCVtJZ4jFRcQkokxx2hEfI1YZ8EwnzrLNVp4IU7neCyBy6g/PBRQ4UQnYE6WLsIlEhcIqRDsOQwACuAwBF+/BM+Z6H66Dm5HOks6EaxN8IwndSCdIx/Pkk08665BOFiAw2AEkvAsdLjCgLjgukO1JDEiI/EVoSDRgMJRO1BGdPgMI6gGIck/qnfqiHgmgQVQroltxXTpd6p943IAIeAAJgALwuQ4dd673AeLog5YMyngHwjVed911Djw8KwMyEv9Pm+N6hKUEonTMDFgAMccHYpXxe96PiGRAi+cC7lybvxH+M0kE/6Dd0ia5DuVy6ZiU4R7Uc/J+QCHRAf25BvVNvQA5njVbe06uRz70os0CXJ41cVNTf2hDnHHiUHMiFz/5voek/WRaxonFynVov4QDpZ3yfQFSBivJcZq0VdoHf+N31CPfCW0bsHHyFYMuvjcOMKGt0T64N++aS4/0tjjaYrb6oU4ZvGdeF88FQKZ9MyinDVIPHFEKcBmU0RYZjDGo4/sn6h2nWjE4J+BO+hCQyO5QxWpAAcE4UkSAwjwRnW868YECY0agdEBYfiTmqgAp82p0TnTEfBRJeVx8dAJ83EAknbCk+aA5AJ7ESJ1Olo+Njg24E+MYKwJYEgKQDgLYJB8asCLKE3mBMRY2nQPPC3D4KNMJay5beT7yXO8FdLg31jeJMJl0Isx9MmrH+sZCBbgADnCS6NjoeLlurvehU0EzLBY6uaQTBYwAgDlOrCMGCjw3OtBx0kkmxyaiHx04ngp0x8JNTvEhTjSAT7wKPBeaMFjimbB+sK4APfenLpP42uQF9Jx1zOAGXZMyDLSwOoEA89uJmzqx1LK9DzBOvAZcG0AAXJ4nF4xxTSduaixvBnMMNBJoM3jAQmYgQ6fOQIH3YNCGOzpzHjXtpkabXDqm20w2N3VyIAhRxrg/OhCfPFd7Tl+P9sBAllCmtPU0jPlb0raBEN8V32Oh9pMLxsmRnmiGVmjNwI9vj/en3mmnDCJwk7PXnIEv2tEWEzc11id5GKAxf0w7x+vFoIJ2kU2PtNucbzRb/eBRyXZd3Ph4DpLnRT/aG98TA2K+m2RdBd8Jg0ruwTskmjL4AtJKdauAYBypfyE3NQu7CJWYHGXHR8vHiTVFxwEUGK0y6ucAA1ymSdzgpANNHi05czb9qHQUfIAAHIsSlxgfH2EJASIfIx0enW460ekADjo4EuDE1cacXDoB6Gzl+X2u98J9zbslQfp5bix2rHBcbFhv6IBlhxZ0DCRAissWQOE5yPY+CYyTmNJpGONCpNMGwoRz5PrHHHOM65ToXJPFdOiCK5V3BcaAN3Gb4pHAckjOPea5ktjWmXOBye+xYhIXHwMO3IJ02JkLy+j4gCudYCaMs70PbQZ3ezKI4L14XvQBDGnLmMEHFl0axrgokzCd6TrFFY9lj+7AloT1xwACay6d0jDOp2MhGCcgSFbwo0O2IzWT9uwLY7RkIENiYEocbSzTXN9D0n5ywTh5TrwJ6Ekdk3hWNKZ+GRTx3RKJjXYGIDNhzICE+gN06ZS54DCtB4OodMpWPwwysl2X7xyrO3lerkNbwfJl4Eb9JgPtdBz49P34NpMY7pHdoYrVgAKCcaSIhWCMhUvHw5wkKYER7jesUjpbOlCsVOZ+sab5kIFpZkcKqBgBJ1YcbmzmpTgMnljGuNJw22F5YMkxjwlkcV8n5wKzGpVr0+mlV1PngjHXy1aejz7XezGfBrgSCx4Y01HyfJkwZptHko//MjfJPGGu98nsTNMwxp2KOxdXMBYLljeQwyqnU0oAi5uXv2OR02FxXm8y8MkGY+oJvbDqsbRx59Mh08HRGWMFMcBIOm06Pzo8YJxeRZwPxgkc0u+TDOB4XhKDG7whWILJPRhEMKhgIIfLOQ1jLCisdAZHyYETeAOwlnH30n7wpLzyyisOMvwbqzIXjPEK5NKxEIwTHdLwQfds7Zl384Vxup0lMAakvu0nuU/mwqpcMKad4A7G+5IMJoBoJoyBMPPMSaxy2jRHb7JGI90ucsGYNpytfhg4Zrsuz4DrOpnaok3QB9DGuUcaxljnDPiTQ0R4Rvop5r+Ji65UtwoIxpH6F4Ix7mDcpJw4RMeP2xeQ0UGSsHAAJJBizoh5Heat0iPc5NH4iOhwuRZwwJ2KNYhlgPWKexjXJO5tQIsrDDDz8eKGxg2GSxZQYD37wBgLPlt54JPrvejYfWFM58+743qmcwNuuPNyvQ/3JG82eOFh4LnQCbcw1ioDCeDFfbBWeW+sYuZesU59YIz+uCmZwwOQDJi4B65H4MSAKlmMRt3hOsV9nQvGDIaYp0cjUq734V48N+9AHjwZdLi4qtEKCxk408nTSScwBma0DebgGcDRBrGcAAJuZp6dqQK0ZECF5skUAkdMphP34j2xpJmDzKVjugyL3JL3YzoiF3wYoGZrz5nbBPO5qbPBmMV8vu0nFMa4glkIxX1pX3xLN910k3NH864McgAbHgbaBQME5uKZawfYDOJ8YEydZ6sfrP5s1+UZeB7mpgE+3z7eK6YfmCJLwxgvHO2AxX4AmDLMOfNOGARKdauAYBypP1YXo9hsW5uwRunEWdQDCAAo8MTyBcIkXGF0uizqwnJizgZrh484M5EH2OKqIvEh0aHR2TL/zJwZ99hiiy2cpYS1Sxk+zsRljAuWDpC/+cAYKzBbeQYOud4rG4xZJIKbOO0ZAIa8C/O9JKxOtGHFaa73oXNJ7xNNu/2S1epoQAJYWNt4D+h8cOEnugEdOmxfGOP+xHuRHAHJvBt1geuYDjo56hGtAB9WejYYY0XTmTIdwUCJQVeu9wHwWOPJQRQMNLB0WLCWdKi8D2cUowurqLGMaQfoRz3jlaAjZgBAYqqAtpoMfrAA0YFnYVBH28kEKwMA3P14LXLpmC4D9JP3w2WfDT7oQLvN1Z7T18OCY16W+s2cM86EMVrxTfi2nxAY48JlIMM3xICDRBsG/gzwkrUjtAmeizwMipI2xzeIxZ5Lj8S7kjwT7Tdb/QDezOsyCASo1BPtn/bI4JxBEd86XpL0ehAGB4nnhfpnAMSgW6nuFRCMS1wHdFB8IARiKGb0ifuJ+Vg6e6zo9F5LOmRcTiyYIh9zWvybxIAB9ySdbkzKVb6Y98KrwPPgdmcbFJ1zOuV7n1zvQIfDanJ0ptNLEq46LDzccLhjY/eo8r6Z5ZlyYHU4Aynf7SFYtVhKycAhX51wfQYUmcdI0gYYbCV1nKkdbkrqnHux4A6XNZ6BdKItYdFlzhWn86Apgy9+fHX0fb987TmmnRbbfnzvycBgqaWWcm2M+uEn+bbSkcIYLLJojQFUTMpVP7muS3tg4OVzBCbfHGtGcLuzVVGpPBQQjMujHhrUUyQwxopRkgJSQApIAZ3apDZQBwowj82InIVBSlJACkgBKSAYqw1IASkgBaSAFKhzBeSmrvMq0ANIASkgBaRAQ1dAMG7oLUDvLwWkgBSQAnWugGBcA1XACkdWSmvjfA2IqUtIASlQrYD6lobTGATjLHVN8AkCJySJ7QJspCcQQvp0G/7Odga2OhD1ieAISlJACkiBEAWIUEdkuMzEFiQCzsT2LckBM1ybuAdK5a2AYJylfgjeQMg+glWwb5WAC4RXJC5tEpIyKcaeUUJHEvFIDb68G7ueTgqUowL0GwS9oc8hKAuJ/fCElyWgS2zfksCYIERJfPZyfH89U5UCgnEeGBO6kqg7xNcFykQxIvIWkY74N2eEEsGGkIREzSG4PlF4CORPRCCCcxC5h7i2HNCQLse1uaaSFJACDVuBBMbJSU+JGgQLIrY4fQvHNhIJjpCcGAYE+CCSHt46DALO2SZcKwewEC2NSHHEoSYCVzYYExmQEJ1ENiP8JoeFEAGPELJciz6P6GL0WRyUwf3o+4iKRjRBInxhhBDYhHtwTyJ+0RfyjFybyGREguNZiLKnlF8BwTgPjDnLlRONaMwEqODoN2L78nGQCEdIKEHiEeNKIswcDZpEeDrC8xGKkYZMUP50OWLNxkbnUaOWAlKgchRIYMwAP7GM6SsIU5lMgeGRI5wqKYEiUCZSF31Ljx49XIhOwuHSDxFOkyhh2WBMFDGi3hFClb8DdaxyAMrv6a+4FmE1CRtLTHzioxP+E1BzHCyub8Kupk8IYzqPMLRAmmfDKCGEJ+52jmlMR8arnNqruTcRjPPAOP0n4kEDUIKv86FwNCANMz1nzCEEjDI5GJ455+ToO444I2RiulzNVaGuJAWkQH1WIIExfQcwJQFIYotnwhgLmTUteOSIEY+HDWBi6QI8LFeOISX2PXHws8GY0K7JyXC4rzlEBthyjCT9HIeQcH8OiyHWNidscRBGcgRnchwsZQE41+JZMVoIxcv/Y6hgySfPg8uck9GUcisgGOeBMQH7+UAYLSajUkacNMqkcaVhjFuHDys51J1g+bhnOJcWd026nBqlFJACUgAFcrmp031LYhnjlsZLh9cNyxYYE5MdzxyHb3DoBAe25IMx9+TkJixfXNkAlENPMCBYTEYfx6lkWNA8AzHQMSY4DAXLl/jjDBI4JQxXNPDlVDrmuBMDBIs5HWGPBbA6Mzl/exeM88A4mTNOZ0lgTCNmRJn+YLCWabgE3+fjwYWNO4cTevgBxkk5dUNSQApIgZqAMVYxLmT6GI5R5eQ3gMzcbTbLGGsVULIglT4JqxZXMlYwu0UAOjAH8Pw/1+U6zAljCeOCZkDAQldO9gLGZ511ljM6OOSFQ1NYL4OFzbNx8hn9oKblBOPgLz7Z2sQKRxqbD4yZY2ERBMel4eJJEmftcoxgJsSDH0oFpIAUqEgFClnG9C3ADu9cYoFyljXWKwYDc7FYtCz4YiEVA37mn3FpA9HMrU2cmNW9e3c350viRC/Wx2C9XnDBBe5eJE4WwwOIlYvLGmhjRZNwQdOnsegsDWP+Rr8JzDmbmYSH8YQTTqjIuqvJl5JlXJNq/nUtjlVjYQWLuXyOyivBI+iSUkAKNCAF8h2rmUuGSZMmOZhyRGc6sUIaS5kzmNPHvnKMJv0a8M92fGfmfb744gs3gGCFt1JhBQTjwhophxSQAlJACkiBkiogGJdUXl1cCkgBKSAFpEBhBQTjwhophxSQAlJACkiBkiogGJdUXl1cCkgBKSAFpEBhBQTjwhophxSQAlJACkiBkiogGJdUXl1cCkgBKSAFpEBhBQTjwhophxSQAlJACkiBkiogGJdUXl1cCkgBKSAFpEBhBQTjwhophxSQAlJACkiBkiogGJdUXl1cCkgBKSAFpEBhBQTjwhophxSQAlJACkiBkiogGJdUXl1cCkgBKSAFpEBhBQTjwhophxSQAlJACkiBkiogGJdUXl1cCkgBKSAFpEBhBQTjwhophxSQAlJACkiBkiogGJdUXl1cCkgBKSAFpEBhBQTjwhophxSQAlJACkiBkiogGJdUXl1cCkgBKSAFpEBhBQTjwhophxSQAlJACkiBkiogGJdUXl1cCkgBKSAFpEBhBQTjwhophxSQAlJACkiBkiogGJdUXl1cCkgBKSAFpEBhBcoGxtOmTbOFF17YGjVqVPiplUMKSAEpIAUanAKzZ8+23377zZo2bRr07rHlgm5SZOY6h/GkSZNsn332sfnnn98+//xzO/nkk+3AAw8s8rVUXApIASkgBSpJgSFDhtjAgQOtVatWNnPmTBs6dKg1b968+hVffPFF69Wrl7Vr1879bo899rDu3btboXLlolGdw/jiiy+2X375xS644AKbOHGiLb/88oaVvMgii5SLRnoOKSAFpIAUqEMFgG+TJk1s8uTJtsQSS1jv3r0dK04//fTqp7r55pvtzz//dEDGuCP5lKvD15rr1nUO40MPPdQ6derkRjBz5sxxburpL+BcAAAgAElEQVTPPvvMVl111awabbnlluWinZ5DCkgBKSAFakiBl156KeeVxo8f7zgBG0iDBg2y0aNH2+DBg6vLnHLKKXb99dc7465r1652ySWXuL8VKldDj1/0Zeocxt26dTN+9tprL/cyLVq0sNdff91at25tL7/8so0cOXKul0R8RkbZ0oa//GL8NJT01mKLGT9KUkAK1D8Fen3zjR32zTf178Ejn/jGli3tppYtc5Y+8sgj7Ycffpjr7+3bt7cOHTrYmDFjHGA/+ugj9/c77rjDXnjhBcMaTtI111xjLVu2tO23394Ac+PGjZ2VXKhc5OvUeLE6h/F5551niy++uB1//PE2a9Ysa9asmXNF5FrIxWjn1FNPrRbif//7399W9IgRZvw0lNSxoxk/f6W5tGgoGkS+p7TyF05alUirfv3Mzj3X/+L1PSfv2rdvzv4qs29Pvy6Ltpi6ZCHWfPPNZwMGDHB/7tOnT3U28rAImDRq1Cjbe++9bezYsQXLlYusdQ7j4cOH29VXX21PP/203Xfffda/f3979dVXc+ojGKekEYyjvyMBxl86aVUirQTjuaYj88GYGmBh1rXXXmtt27a1zp07W79+/ZzVPG7cONt4443dv4899lgH4UsvvdQmTJjg8mcrt8MOO/hXai3lrHMYM5rZaaed7P3333dL1p955hnbdNNNBWOfBiAY+6iUNY8A4y+dtCqRVoJxEIwx3Hr27OkqY+edd7Zhw4bZe++95yA8depUe/bZZ+2ggw5ylvAaa6zhgNymTRvLVg7rutxSncM4EeTLL7+05ZZbzq2Yy5dkGcsyromPSIDxV1FalUgrwTgIxtTC9OnTbcqUKW4ldbbEVOdPP/0015Ynn3L+NVy6nGUDY99XFIwFY9+2ki+fAOOvorQqkVaCcTCM/Wui/uUUjOtfnf39xHJTR9eeAOMvnbQqkVaCsWCcalqCsf93Vn45BePoOhFg/KWTViXSSjAWjAVj/4+rrHMKxtHVI8D4SyetSqSVYCwYC8b+H1dZ5xSMo6tHgPGXTlqVSCvBWDAWjP0/rrLOKRhHV48A4y+dtCqRVoKxYCwY+39cZZ1TMI6uHgHGXzppVSKtBGPBWDD2/7jKOqdgHF09Aoy/dNKqRFoJxoKxYOz/cZV1TsE4unoEGH/ppFWJtBKMBWPB2P/jKuucgnF09Qgw/tJJqxJpJRgLxoKx/8dV1jkF4+jqEWD8pZNWJdJKMBaMBWP/j6uscwrG0dUjwPhLJ61KpJVgLBgLxv4fV1nnFIyjq0eA8ZdOWpVIK8FYMBaM/T+uss4pGEdXjwDjL520KpFWgrFgLBj7f1xlnVMwjq4eAcZfOmlVIq0EY8FYMPb/uMo6p2AcXT0CjL900qpEWgnGgrFg7P9xlXVOwTi6egQYf+mkVYm0EowFY8HY/+Mq65yCcXT1CDD+0kmrEmklGAvGgrH/x1XWOQXj6OoRYPylk1Yl0kowFowFY/+Pq6xzCsbR1SPA+EsnrUqklWAsGAvG/h9XWecUjKOrR4Dxl05alUgrwVgwFoz9P66yzikYR1ePAOMvnbQqkVaCsWAsGPt/XGWdUzCOrh4Bxl86aVUirQRjwVgw9v+4yjqnYBxdPQKMv3TSqkRaCcaCsWDs/3GVdU7BOLp6BBh/6aRVibQSjAVjwdj/4yrrnIJxdPUIMP7SSasSaSUYC8aCsf/HVdY5BePo6hFg/KWTViXSSjAWjAVj/4+rrHMKxtHVI8D4SyetSqSVYCwYC8b+H1dZ5xSMo6tHgPGXTlqVSCvBWDAWjP0/rrLOKRhHV48A4y+dtCqRVoKxYCwY+39cZZ1TMI6uHgHGXzppVSKtBGPBWDD2/7jKOqdgHF09Aoy/dNKqRFoJxoKxYOz/cZV1TsE4unoEGH/ppFWJtBKMBWPB2P/jKuucgnF09Qgw/tJJqxJpJRgLxoKx/8dV1jkF4+jqEWD8pZNWJdJKMBaMBWP/j6uscwrG0dUjwPhLJ61KpJVgLBiXI4xnzpxpf/zxhy2yyCJ5W/4ll1xip556anWeuTqKESPM+GkoSTCOrmkBxl86aVUirUoN43vuMdtlF7Pp083uv9/smGPMZs2a+2V69TK79FKzpk3NPvnEbIstzKZMqcqz0EJmEyaYLbaY2Y47mr30kr8Q2XKee65Z377Z+24zy+zbs11i9uzZ9ttvv1lTnjdL4u+//PKLLbHEEnP9FbbAmEJ8Ke4Fiys935w5c+YUd4niSs+aNcvGjh1rgwcPtsaNG9uAAQMEY19JBWNfpebJJ8D4SyetSqRVKWF8/PFm9KUzZ1b9ANZjjzW7+uq/XwZg/fyz2XzzmU2bVgXkF14wo18h3XuvWdeuVf8G6o895i9ECWA8ZMgQGzhwoLVq1cqBdejQoda8efPqOz344IN29tln2wYbbGA//vijg3vbtm3ttNNOs+eee87atGljkydPduVywby4FyyudJ3D+Ndff7VzzjnHRo0aZRtuuKFgHFKfgnGIWnPlFWD8pZNWJdKqlDB+7jmzbbYxa9vW7I8/zD76yOyDD8zatPn7ZU46yeyyy6qgu//+Zr/+ajZ7ttmCC5qtt57ZmDFmv/xitvjidQ5j4NukSRMHU6ze3r172/LLL2+nn3569ft069bNzj//fFtrrbWsb9++BlvOO+8822abbeyNN95w+Tp06GCnnHKK7brrrv6VWks56xzGyXtec8019umnnwrGIRUvGIeoJRhHqiUY+wsXpFUpYbzMMlXu5fHjza680qx3b7NHHjFLQ+jmm80OOcQMoF18sdmPP5ottVSVpfzZZ1UQfvpps332qXMYjx8/3jp16mSf8VxmNmjQIBs9erTzqKbTzz//bLDk0ksvtSeffNK2wO1u5ryvWNZ33nmnffjhh9asWTP/Sq2lnLUG4zFjxtgE5h9SqXXr1rb++uu732SD8csvv2wjR46cRwrNGf8liWAc/ZkEdZrRd6mMgtLKvx6DtCoWxvSd990378MBrJ12qvo9c8V77mn2++9mG2xg9v77f+e/6y6z7t2r5pKvucbs22/Nlluu6v9xZ3fuXGUx77tvrcE482Xat2/vrFn40bVrV/sIC9/M7rjjDnvhhRfsZgYUqQSMAfG9995rhx56aLXlTPnrrrvOuaj/85//2LbbbutfqbWUs9ZgfMstt9hTTz0112t16dLFDjzwwJwwzqaBFnClVBGMoz+ToE4z+i6VUVBa+ddjkFbFwrh9e7Nnn5334b74wmyddarc0muuafb552ZbbWXG79OJhVsnn1w1t3zCCVXzxswtswgWWLGcCCuZxL9btaoCdmwqYgEXi7ZYfMUCrfnmm6/ag9qnTx/3NKw9uummm+ywww6zRo0a2dNPP21HHnmkvfjii24KdLfddnP5mFOeNGmSA3O5pVqDcaEXl5u6kEJZ/i4YR4hWVSSo04y+S2UUlFb+9RikVbEwzvdYzAUzJ8x88X/+UwXTjz82u/32Ktg+/7xZ//5mb79dNVf86KNVVjJubSxj4E3afXeztdaqukaPHmYzZviLkZmzCBhzqXbt2tm1117rFmV17tzZ+vXr56zmcePG2cYbb+zWHF100UW2ww472PXXX2+vvPKKXXnllbb22mvbO++8Y8stt5ztt99+tvXWWztol1sqKxgzH9CfBpInyTJOiSMYR39PQZ1m9F0qo6C08q/HIK1KCWPc0VjH6TRpUtUWpVGj/l7M9fjjZl26VOVi1fUOO1SBOkl33lmrbur0FGSm6sOHD7eePXu6X++88842bNgwe++99xyQp06dag899JCddNJJbovssssuazfeeKMDNIu4Lr/8crfwC6Dj4m7Qc8b+zTl/TsFYMK6JthTUadbEDevxNaSVf+UFaVVKGPs/shnbg3Bnv/bavPuQQ65TKG+RljGXnz59uk2ZMsWtpM6WcGNPnDjRWrZsOdefcXPPmDGjLCGcPGjZWMaF6jH5u2AsGPu2lXz5gjrNmrhhPb6GtPKvvCCtygXG/q9XXM4agHFxD1DepQXj8q6f/E8nN3V07QV1mtF3qYyC0sq/HoO0EowVDjPVtARj/++s/HIKxtF1EtRpRt+lMgpKK/96DNJKMBaMBWP/j6uscwrG0dUT1GlG36UyCkor/3oM0kowFowFY/+Pq6xzCsbR1RPUaUbfpTIKSiv/egzSSjAWjAVj/4+rrHMKxtHVE9RpRt+lMgpKK/96DNJKMBaMBWP/j6uscwrG0dUT1GlG36UyCtYHrdjyMv/889sCCyxQp6IHaSUYC8aCcZ1+rzV3c8E4WsugTjP6LvW74GOPPWbvvvuude/efa5OsxzeKnm2M844w4hHvNRSS7mTfIi4VMrEKUEXX3yx28vaokWLeW5Fu5o2bZoRoGL//fe3FVdcMffjCMaCsWBcys+1Fq8tGEeLLRgXlu7www93UYw4TW211VYrXKAWcyTPRpAHgjkQZWnzzTcv+dF4nI1LrINvv/3WhVfMTLSr119/3fbZZx93yE1yalBWaQRjwVgwrsVeo5S3Eoyj1RWM80v38MMPu/i933//vTsPllNwdtppJxcTmNPUOBEHq4/whWhJmEGC8G+55ZYu/i+QJBGon1jBHHlHoP+7777bxRfm9J2OHTu6gP9ESyJftmt98cUXdvzxxzuwEdqQ4P9cO3k2wiLeddddtt122xnn2RIOkbwcIPDmm2/ammuu6Z6LMIrcg7/zPhyvx/NgWf/zn//MKcacOXPswgsvdLGOifq02GKLuYPqgfHHH388zzMnz8bfOOT+nnvucdfmnTkxiLN2Bw4c6P5mgrFgLBhH9+HlVVAwjq4PwTi/dO+//74DHmAjrm+PHj2sFaf2mLkOlBNyevXq5f7/5JNPtssuu8zN2X7wwQf2f//3f+7IuwRyjzzyiAMmx+GttNJK7ig8wH7QQQfZEUcc4UC1+uqrZ73WIYccYrfeeqs73Y3A/0AQGCaAvv32222XXXapdlMT2z4JhXjMMcfY/fff757lq6++srfeesud3gNQuS+Abd68ubP8OQkoW3r77bfdIKBNmzZu8MCzkr755hsXEznz/YmXzIlAnLPL4IKD7Pfcc09DTwYI6PbDDz+492h6+eVmRKVqKEkRuPLWtIJ+1OcPQTCOrj3BuLB0aTf1wgsv7GCMJcp5sI0bN7ZXX33Vnn32WQeXqzn/1syIAbzpppvaTz/9ZF9++aVh2a688sp24okn2gknnFANdKCIxbzvvvva4osvnvVaxCBeYYUVbPfddzegy3nozGFvttlmds455zgXOpbo5MmTq2G8xx57OGgCWp6fwQTQvOqqq9xzcF8OmOe+yfv9+OOPrny2dP7557t7Ja56rsU1gTEH3me+P9Dl0PvETc2Z7ejGM2+//fY2YsQIe+mll+yJJ56wHV9/XTBeddVq2TNDHRduoZWVQzCuz/UpGEfXnmBcWLpsMGYBE25bQIkLmHT00Ue782OBVALjBRdc0N544w1nAWKpAmMsbA6Ex2rkbHNc4JxpjtWc7VrAHFc4Fi5ubhZq8btVVlnFuZuzwbhTp05u3piTeXBNc3QeLmGguv766zsYP/744+6+xx57rBtE5INxosF3333nTgLCmsdSx82OSz7z/TNhjJsbgOMVwD2epL333tvWe+ABwVgwrm4TgnHhPql8cwjG0XUjGBeWLgHRAw884Cw7LLyzzjrLge3DDz+0ddZZx4466ihnYQKcX375xZ2qQ95sMMadDJA4h5b5XaxsrGqgnetaWJO4mYEm89asosYqPffccx2MX3vtNQfyZDU1K51Z5bzGGms4i3bIkCHG/Ddn3mLdhsIYCxaX+sEHH+ze8bjjjnPviXULjDPfn/tgvWMZ88xY6gxGeMZbbrnFzZmzwItnWv7GGwVjwVgwLtwV1YMcgnF0JQnGhaUDHMwVk77++uu5YMzvgCtwZA4WqxPLmDlW5ncTGLMFiIVPWMbMK7NNCqiScEFjLWMl5roWFilWbJIAHJZ4+tlwiQNj5pFZEIbligWbJOa0L730UrfdCBg7F/GOO7qtUFjc+SxjzsbF0saSJzHQYADAezGfnfn+zI8zEOCwe6CNyxpXPYMHtCFdccUVzmWvBVz/0wKu1Gcoy7hwn1S+OQTj6LoRjP2kw9L95JNP3GrpbAkrFfcti7d806RJk9xeXOZw0ynXtX7//XcHNCxzVkAniWf7888/3aHxmYntTp9//rmzShks5Es8D9DMTAQQ2WqrrdyvWQAG8NP35/eZz5y0K57r119/dfPhzK+TeIdlllnm72toNbVgLBj7dhtlnk8wjq4gwdhfukrXCqDids5MWPcsHgtJQVoJxoKxYBzyeZVxXsE4unKCOs3ou1RGQWnlX49BWgnGgrFg7P9xlXVOwTi6eoI6zei7VEZBaeVfj0FaCcaCsWDs/3GVdU7BOLp6gjrN6LtURkFp5V+PQVoJxoKxYOz/cZV1TsE4unqCOs3ou1RGQWnlX49BWgnGgrFg7P9xlXVOwTi6eoI6zei7VEbBbFqxjSkJfUm4SFYOE0yDsJIsemrSpInb6pTOQ6Qstv4QzYvgHEsuuWS1QD7l02qywpsAIgQAYb8v25vYssTKavYmp1dQEyiEEJoEENl2223dZYhNnQQdISRmkkLyZntmgp+w8potUITQzJsEY8FYMK6MTtIE4+iKFIz9pcvUitXHBLDYeuut3aERBxxwgAMjW4GIwAUI2WebmefRRx91efg7e3uJfZ0konAVKp/EnKbMBRdc4CJr8WwEDCEwCHGv2dvL9iECiiSJ/c0E7CB8J78Hovx7vfXWc1ua2J8ckzfzmdGD2NXsYQb27K1mRXbOJBgLxoKxf0dU1jkF4+jqEYz9pcvUCmt36tSpLgY1YSexAIEPByMAw9tuu82d7pSZh3KEqOT3HKZA/iQB10LlscBJ7FHmfhzAQDSrzz77zO3nJXAIW5TYz0vsaRLWL7GoCbLBQRPsKeZ3hKcE4sRDJigIgUiIkkXsaJ+8m2yyiQvjmX5mDsjg3pxahQZYx5zSJBj/pYAOisj70Snoh3+fVH45BePoOhGM/aXLphUWMNGniESFhUtUKeJWc3ADgOPf6TyckkRgEGI6487GisRNzVGDROLCfV2oPK5mro+rGTc44B01apQLPcnZwljp/PzjH/9w1imJAQDhNrHe+TfwxqVNhK5mzZq5iF38jX8T4tM3LzGnk/dM3nnttdd2z8WggMM0CIai84xT7UwwFoz9u516llMwjq4wwdhfukytOLCBkJPEmQZ8JMJacvAClidxlwmjmZkHCGOV7rXXXrboootWHyW49NJLOyuzUPmxY8c6GGPRchQhxy4CZuapH3roIXddDrDgxKbE6sYlffPNNztX9H//+1+bOXOme0Zc3FyHQy8405gUkjfbO+OaB+hYxjfccIMbEGRGGZtLdbmp5aZONQhZxv59UvnlFIyj60Qw9pcuUyviNHM2cLJIiiMLgSxWJWAkljMLoTLzAEysYfIQVpLYzkkClIXKt23b1mUnzCVuYKxZElDG9c2hE1isuLPTFikHSvD3WbNmuUMtsIw5d5iFZMSR5nlxZeNWxvr2zctzpJ+Z4xIHDhzo3g0vAIdINGrUKLfQgrFgLBj7d0RlnVMwjq4ewdhfOl+tmMvFTctCrJhUbHnc4iyYygZALGbmlRkIkIgdzSEQTZs2nedRQ/JmPjPz1ywgyxYve54bCcaCsWAc01WUYRnBOLpSfAETfYMKKiit/CszSCvBWDAWjP0/rrLOKRhHV09Qpxl9l8ooWB/2GSfWOKui2WecuLCpgZC9wyF5tc84sH1rAVdewTRnHNieyiq7YBxdHYKxv3T1YZ8xC7nYuvTMM8+41d2coZwk7TP2r+uS5hSMBeOSNrC6vLhgHK2+YOwvXX3YZ9ylSxe3wppFWayqTmCsfcb+9VzynIKxYFzyRlZXNxCMo5UXjP2lqw/7jB988EEXXYtwlOzzTWCsfcb+9VzynIKxYFzyRlZXNxCMo5UXjP2lK/d9xr///rsLvcmWIoKQLLXUUnbkkUe6FwzZOxySl2tn7q3WPuMCbUowFoz9u516llMwjq4wwdhfuvqwzxg3NYkAH1jI6Tlj7TP2r+uS5hSMBeOSNrC6vLhgHK2+YOwvna9Wxe4TLrZ8vjcK2Tscklf7jP3bkQnG9QPGhNhjU37jxo3zPjDxYNMB5ufqKEaMMOOnoSTBOLqmfQETfYMKKiit/CszSCvtMw7eZ0w4VIK7ZAvWktQSJ4IRYjWdfMr513Jpctb51iZOOdl7772NM0UJIUfM2LPOOivn2wrGKWkE4+ivIqjTjL5LZRSUVv71GKSVYBwE4yFDhrhwo61atXIxxocOHeq4kSRCmbJWAIbgsTj00ENdqNNC5fxrt7Q56xzG//73v11oun79+tmMGTPc1oSvv/7a0meXpiUQjAXjmvgkgjrNmrhhPb6GtPKvvCCtBGNvGANfQq1OnjzZhRrt3bu3WxfASV9J4uCSM8880zp16mQvvvii9erVy8aNG1ewnH/tljZnncMYlwPxYhdaaCF32gtniX766afVMWQzX18wFoxr4pMI6jRr4ob1+BrSyr/ygrQSjL1hPH78eAdZYn+TBg0aZKNHj7bBgwdXVw5nabOinqlOOAJbTjnllILl/Gu3tDlrDcZjxoyxCRMmzPU2nHKy/vrru4DtF110kTsTlXNAiaZD4mzSkSNHzqOA5oz/kkRu6uivI6jTjL5LZRQM0QrLpSEn+jj6NZ80BRgPHOiTtTLyHH+8rTxgQPW7ZLYrDK3M1L59e+vQoYPBj65du7rzsEl33HGHvfDCC271fDp99913dvTRR9snn3xiw4cPd0dq+pQrB4FrDcbsA+TotXRiO0L37t2tW7du7qQXRjvpLQnZBJJlnFJFMI7+hkIAE32TCikYotVZ55xlF5x/QYW8uV6jJhXo2Lq1PT9+fF4Ypw2t9L2xcrF6WYiFJ3XAX1Dv06dPdTbWH+Gq3n///d0iX7ytPuVq8h2LuVatwTjXQ7IH8NFHH3WjGJ8kGAvGPu2kUJ4QwBS6VqX/PUSrA48/0O4ZfE+lS1L9fvM3mt/4SRKwyHuGcUoZ1sgQsKShpK233tqef/75KBhTqF27dnbttdca51p37tzZrTPCamZemIArPXr0cP/FRZ1O2crtsMMOZSd7ncP4oIMOsltvvXUuYT7++GN36He2JBgLxjXxFYUApibuV5+vEaLViAkjjJ+Gkjq27mj8JClEq4aiUa73zOamzmUZcw0Mtp49e7rLEdhl2LBh9t577zkgT5061Vq0aGHEIk/Ssssua7its5VLzrUupzqocxiHiiEYC8ahbSZbfnWa/iqGaCUY/2+uRUn+Kje8nKEwRqHp06e7eeBC05mZasaWq81aEYxrU+2avpfmjKMVDQFM9E0qpGCIVoKxYOzb7GNg7Hvt+phPMK6PtZY8s2AcXXshgIm+SYUUDNFKMBaMfZu9YDy3UoKxb8spx3yCcXSthAAm+iYVUjBEK8FYMPZt9oKxYOzbVso/n2AcXUchgIm+SYUUDNFKMBaMfZu9YCwY+7aV8s8nGEfXUQhgom9SIQVDtBKMBWPfZi8YC8a+baX88wnG0XUUApjom1RIwRCtBGPB2LfZC8aCsW9bKf98gnF0HYUAJvomFVIwRCvBWDD2bfaCsWDs21bKP59gHF1HIYCJvkmFFAzRSjAWjH2bvWAsGPu2lfLPJxhH11EIYKJvUiEFQ7QSjAVj32YvGAvGvm2l/PMJxtF1FAKY6JtUSMEQrQRjwdi32QvGgrFvWyn/fIJxdB2FACb6JhVSMEQrwVgw9m32grFg7NtWyj+fYBxdRyGAib5JhRQM0UowFox9m71gLBj7tpXyzycYR9dRCGCib1IhBUO0EowFY99mLxgLxr5tpfzzCcbRdRQCmOibVEjBEK0EY8HYt9kLxoKxb1sp/3yCcXQdhQAm+iYVUjBEK8FYMPZt9oKxYOzbVso/n2AcXUchgIm+SYUUDNFKMBaMfZu9YCwY+7aV8s8nGEfXUQhgom9SIQVDtBKMBWPfZi8YC8a+baX88wnG0XUUApjom1RIwRCtBGPB2LfZC8aCsW9bKf98gnF0HYUAJvomFVIwRCvBWDD2bfaCsWDs21bKP59gHF1HIYCJvkmFFAzRSjAWjH2bvWAsGPu2lfLPJxhH11EIYKJvUiEFQ7QSjAVj32YvGAvGvm2l/PMJxtF1FAKY6JtUSMEQrQRjwdi32QvGgrFvWyn/fIJxdB2FACb6JhVSMEQrwVgw9m32grFg7NtWyj+fYBxdRyGAib5JhRQM0UowFox9m71gLBj7tpXyzycYR9dRCGCib1IhBUO0EowFY99mLxgLxr5tpfzzCcbRdRQCmOibVEjBEK0EY8HYt9kLxoKxb1sp/3yCcXQdhQAm+iYVUjBEK8FYMPZt9oKxYOzbVso/n2AcXUchgIm+SYUUDNFKMBaMfZu9YCwY+7aV8s8nGEfXUQhgom9SIQVDtBKMBWPfZi8YC8a+baX88wnG0XUUApjom1RIwRCtBGPB2LfZC8aCsW9bKf98gnF0HYUAJvomFVIwRCvBWDD2bfaCsWDs21bKP59gHF1HIYCJvkmFFAzRSjAWjH2bvWAsGPu2lfLPJxhH11EIYKJvUiEFQ7QSjAVj32YvGAvGvm2l/PMJxtF1FAKY6JtUSMEQrQRjwdi32QvGgrFvWyn/fIJxdB2FACb6JhVSMEQrwVgw9m32grFg7NtWyj+fYBxdRyGAib5JhRQM0UowFox9m71gXKYw/vnnn61Zs2YF6/GSSy6xU089tTrfXBU6YoQZPw0lCcbRNR0CmOibVEjBEK0EY8HYt9nHwHj27Nn222+/WdOmTXPeZsaMGda4cWNr0qRJdZ5sv/N9ztrKN9+cOXPm1NbNst3nww8/tH333RCL4LAAACAASURBVNdWW201mz59uvXs2dO6d++e85EE45Q0gnF00w0BTPRNKqRgiFaCsWDs2+xDYTxkyBAbOHCgtWrVymbOnGlDhw615s2bV99u2rRp9t5779kpp5xiffr0sX/961+W7Xe+z1fb+eocxv3797fll1/eevToYc8++6ydeOKJ9u677wrGPi1BMPZRKWueEMBE36RCCoZoJRgLxr7NPgTGwBdLd/LkybbEEktY7969HTdOP/306tvBjdtuu80efvhhu/zyyx2Ms/3O9/lqO1+dwzh54WuvvdZuuOEG22+//eykk04SjH1agmDso5JgHK1SVUHBOLeAHVt3NH6SFKJVkdVS74uHwHj8+PHWqVMn++yzz9x7Dxo0yEaPHm2DBw+eR4e99trLeVuBcZKy/a7cBKw1GI8ZM8YmTJgw1/u3bt3a1l9/ffe7AQMG2AMPPGCLLLKIPf300+53L7/8so0cOXIezTRn/JckgnH096RO01+6EK1kGcsy9m1Z2WCcWbZ9+/bWoUMHgx9du3a1jz76yGW544477IUXXrCbb75ZMPYVPMl3yy232FNPPTVXsS5dutiSSy5pm2yyibVs2dK5IFjE9fXXX7v/z5Y0Z5xSRTAObYayYCIUE4xziybLOKJB/VUkxDJm0RaGGgu45ptvPme8kZgbzkyyjCPr5LTTTrMFF1zQ+vbta++//75tt9129s0337jVcIJxAVEF48hWF+Z6jb5JhRQUjAXjUjTlEBhz/3bt2hnTmW3btrXOnTtbv379nNU8btw423jjjasfUTCOrC0AfNhhh9knn3xiCyywgF144YVu3jhXkmUsyziyqc1VLAQwNXG/+nyNEK3kppab2reth8J4+PDhbrcNaeedd7Zhw4a51dMAeerUqXPBmHy777573t/5Pmdt5au1OeNCL/Ttt99aixYtrFGjRnmzCsaCcaG25PP3EMD4XK+S84RoJRgLxr7fQiiMuS7bX6dMmeJWUldaKhsY+worGAvGvm0lX74QwNTE/erzNUK0EowFY9+2HgNj32vXx3yCcX2steSZNWccXXshgIm+SYUUDNFKMBaMfZu9YDy3UoKxb8spx3yCcXSthAAm+iYVUjBEK8FYMPZt9oKxYOzbVso/n2AcXUchgIm+SYUUDNFKMBaMfZu9YCwY+7aV8s8nGEfXUQhgom9SIQVDtBKMBWPfZi8YC8a+baX88wnG0XUUApjom1RIwRCtBGPB2LfZC8aCsW9bKf98gnF0HYUAJvomFVIwRCvBWDD2bfaCsWDs21bKP59gHF1HIYCJvkmFFAzRSjAWjH2bvWAsGPu2lfLPJxhH11EIYKJvUiEFQ7QSjAVj32YvGAvGvm2l/PMJxtF1FAKY6JtUSMEQrQRjwdi32QvGgrFvWyn/fIJxdB2FACb6JhVSMEQrwVgw9m32grFg7NtWyj+fYBxdRyGAib5JhRQM0UowFox9m71gLBj7tpXyzycYR9dRCGCib1IhBUO0EowFY99mLxgLxr5tpfzzCcbRdRQCmOibVEjBEK0EY8HYt9kLxoKxb1sp/3yCcXQdhQAm+iYVUjBEK8FYMPZt9oKxYOzbVso/n2AcXUchgIm+SYUUDNFKMBaMfZu9YCwY+7aV8s8nGEfXUQhgom9SIQVDtBKMBWPfZi8YC8a+baX88wnG0XUUApjom1RIwRCtBGPB2LfZC8aCsW9bKf98gnF0HYUAJvomFVIwRCvBWDD2bfaCsWDs21bKP59gHF1HIYCJvkmFFAzRSjAWjH2bvWAsGPu2lfLPJxhH11EIYKJvUiEFQ7QSjAVj32YvGAvGvm2l/PMJxtF1FAKY6JtUSMEQrQRjwdi32QvGgrFvWyn/fIJxdB2FACb6JhVSMEQrwVgw9m32grFg7NtWyj+fYBxdRyGAib5JhRQM0UowFox9m71gLBj7tpXyzycYR9dRCGCib1IhBUO0EowFY99mLxgLxr5tpfzzCcbRdRQCmOibVEjBEK0EY8HYt9kLxoKxb1sp/3yCcXQdhQAm+iYVUjBEK8FYMPZt9oKxYOzbVso/n2AcXUchgIm+SYUUDNFKMBaMfZu9YCwY+7aV8s/XQGH83nvv2fDhw23//fe3FVdcMaqeQgATdYMKKhSilWAsGPs2fcFYMPZtK+Wfr4HC+K677rJ99tnHRo4caVtssUVUPYUAJuoGFVQoRCvBWDD2bfqCsWDs21bKP18twfiLL76w3r1726uvvmorr7yyHXrooXbYYYfZJZdcYv/5z39s6623tqFDh9rmm29ue+yxh51//vlOuxtuuME6dOhgX331lR111FE2YsQIW3jhhe3ggw+28847z3744Qfbfffd7cADD3R/f+SRR1zZ66+/3n799Vc76aSTbJtttrEnn3zSFllkETvjjDNs3XXXtS5dutjHH39sG2ywgd1zzz22+uqrB9dVCGCCL/5Xge+//9522WUX23TTTe3dd9+17777zs4++2x76qmn7Omnn7bddtvNrr32WptvvvmMAQbv/fnnn1vPnj2dDj/99JNX+fnnn99pfemllxrvtdlmm9nVV19tG264Yeyjz1UuRCvBWDD2bXSCsWDs21bKP18twfjII490oOjfv7/997//tccee8wA9IUXXuh+v/POO9vUqVPtpZdessUWW8z2228/B5mNN97Y3njjDdt3331t2LBhduqpp9qHH35oDz/8sN17773u76ussoqdddZZDj633nqrHXTQQfbCCy/Y5MmTHay43hFHHOHu07x5c3vzzTftlFNOscGDB7vr8e+llloquK5CABN88b8KMAjBjZ7WhD/xXt988417l8cff9wNNDp27OgGJQxWrrvuOrv44oudbj7l0XCdddZxegL/yy+/3JZffnn76KOPYh9dMPZUrmPrjsZPkmqjXXk+WtlnE4wF47JvpN4PWEsw/vTTT+3BBx+0H3/80e6//35nfQHl++67z0ESC448m2yyibOWASRWGTD67LPPHIy6devmrNjffvvNwQcgDRw4sCCM77zzTgelww8/3G688Ub3DFiW9cFNncD45JNPdlYroGQg8+eff9ozzzxjO+20k91+++1uwIIly+CicePGbpADWNEcGBcqP2HCBDvnnHNs7NixznNw0UUXOS/C22+/bf/3f//n3ZxyZQwBjCxjWca+DU4wFox920r556slGONKxprt06eP/fzzz86CTcMYlzLQbdeunQ0aNMiOOeYYB+Zvv/3WAWHZZZe1Qw45xG6++WabOXOms2SB9W233ebc3kAIS/Caa65xZdOWMZYjbuljjz3WAas+wjix/Pfaay974IEHbM6cOc5N3blzZ7vjjjsckIEzOjRp0sS1u2WWWcb23HNPB+NC5UePHm1XXHGFjR8/3lq3bu10Qi903GqrrYpux4JxbgllGcc3L8FYMI5vPeVWspZgvPjiizsLFpBgoT733HP27LPPOis5md/NBeMvv/zSWYAvv/yyc12///77znJjjhOX9AILLGBrrrmmA9EFF1zgrG5fGAMdIL/QQgsF10wIYIIvnuGmLgRT3Mn//ve/nfW81lpruX8zAEpWixcqv8Yaa7h5YrwFAP+0005zbv6vv/7amE8uNoVoJctYlrFvexOMBWPftlL++WoJxkACWJK23357Z8VhAQNW5jezWcYs5sJNC4xHjRrl5pVZ0JRcAxf3Ekss4a7L9Ulbbrmlm3d+8cUXnQWOK/uJJ56wHXfc0S0g455Yxiz8wo37yy+/GFYhFnloCgFM6LWT/MBwhRVWqLZscdXz3pmWMe954okn2k033eSKrr/++m4xGy5rn/K48VkAx8AoSczJd+3aNfbR5yoXopVgLBj7NjrBuIxhzNxj06ZNbcEFF8xZn8xJJmAg01wVOmKEGT8NJdUSjJETOGJlMf8bk2bNmuVWClO/LVq0mOsSwJwVxfzNNzHvSjmsdqAVmkIAE3rt2PzTp0938++tWrVyeoSmKVOmuAEPrn88DjWVQrQSjAVj33YXA+PZs2e7dSf5+goG6b79FHkXXXTRqO/N9z198803h2G6Z0qyxnQUhW5BR922bVu3jSXf3lHBOKVkLcK4UP3Vt7+HAKa+vVtNP2+IVoKxYOzb/kJhPGTIELfok8Eqa0/YTskOiyS99dZbbtskg1F4wo6LjTbayE37wJWWLVu6rEz7YPCxvbJRo0YuL1s12VJYl6kgjHlQVrSyxxT3IWnbbbd1+0dxWca4CDNf+I8//nCrbVmAgttTMPZsEoKxp1DzZgsBTPRNKqRgiFaCsWDs2+xDYAx8WdzIWgimt5i2Yvve6aefXn27HXbYwcUm4L+sb2FdCgslmcZhHQXb/5I1FMCXtSrk/+STT9y/f//99xr1KPnqkOTLCWNeni0Wffv2dXkJsJCMSBiBJPN/7I288sornbswNp1wwgm23XbbuTlBtmgIxp5KCsaeQgnG0UJlTgUVuJBgLBj7trUQGGOoderUye3aIMEK1otg/SaJnQevvPKK24HwzjvvuLUmBNrBYJw4caJzbxOwCK6xTgW4A/PXXnvNBSxijUdiPfu+Q03mywljtqXw8gR8YIsFo5B0wtf+/PPPu5ciYAORkvKlMWPGGPsh04ltGIxK2DbD9g7ES8OYFbiEPMxMmjP+SxHBOPpbCLH2om9SIQVDtBKMBWPfZp8Nxpll27dv77yw8IMFiUkgG7YEsuuC7ZJJwiDk77CKaxMZkAWkbPNjF8jSSy/tFoWyb5/9+OxAIGIgXl8i+iXzx77PX9P5csKYiXLmiPlhuwQRgo4//vis98fNXGjByC233OKCNaQT+0dxJWBlIxQRiXAXMBeArz9b0pxxShXBOPp7CAFM9E0qpGCIVqWC8barbGubr7C5TZw20Qa//bc1lEjctU1XW3PpNe3P2X/a+z+8b49/8rjNnjPbdl97d1u3+bpugc4nP31i94y9p0ZrRfuM4+UMsYyTYEFwibocMGCAuzGxD5LEnnp+TwwDdnAwJ0y4XhZ7JouC+TvgZTqUBY+PPvqorbbaag70gLsuU8E5Yx6OyEHMF/Ow+OtrMnHNGTNmuEuyZ5QtGrvuuquL0iQYF1C6DGFMXbKthj2yfDh4PQiVySgVT0iSCBpCSEgSI1+mQPjdpEmT3MAv9jQm37YZAph812SETghLBqwkvDlM4xx33HHVxXgn8tGhEPCE0Xmmp8n3uWsiH1vOGGT7ahyiVSlgvOgCi9qJm5/oOuEpM6bYgNeqOuIkbbbCZrbj6js6+PIzf6P5HYx/n/m7/Wudf1UZFTbHGs3XyJ7+7Gl75ctXakJGdw3BOF7KEBhzF9zNxCpgoS8Bc/r16+f6jnHjxrmtjmwPJFgOEQCZC2aVNFOgLOjCpc02Qb5T5pD5Jrk/wXJwdWNl452ty+QFY1zQBPknrbrqqtXPi+sgZDtKoRcF+oTx05xxIaX++nsZwpioWsSt5kAEgoMQgYuDEhjMnXnmmdUvxgiVdQikNm3auNEq4RwJYMGhCukRr6caQdlCAJPvwgQeYdsX78bKTN5r2rRpbsVmktj/y3uxLoKpHea/WPVZV4mOh61mLMT0SSFalQLGh2xwiC3XdDlr0rhJVhgf8I8DbJUlV7Fr37zWZs2ZZcducqz9MP0Hm/7ndFt5iZXt3nH3un8f+I8DbeKvE+36UX/vx/Z5/3x5BON4BUNhzLGpyYpn4hYQ757jVAEyA37mkxN2LLnkks79zOCXqVQ8sCS+QQDMFkKCEeHaZnD6+uuv1+l8Mc/mBWMgSbCFzIQlk8uCja+i/CXlpk7pU2YwZvRJo2bFI/P6BAdhboZFEdTb0Ucf7UarpMsuu8xZwCuttJLbd0yQCywYAl4Qwzq9LqAUbSkEMIVgzN9xkTECZzqGaZvk+VkISahPFoqwH5p3RKckZjTgZrTP37D8evTo4TxF6MHUD9YrI3rWVrB2g3jVuNXYqsFeSvYm462iDJ0S1sPdd9/tvlfKc2gHYUbpdFgtimVA4BFgTH3k29OfvHeIVjUN49WXWt16rt/Thn803P651j9t6oyp81jGizRZxBZsvKD9PONn67J6F9t0hU3tox8/smUXWdaaLdzMLn/lcpsxc4adtdVZ9usfv7r/r6kkGMcrGQpj7kR7x72cy7PE94bHje8mvQWXcrT5zP3HeGb5vkqxXTdUGS8YJxdl9MEHnd7bFXrDYvMLxuUJYwJwcJADC/6uuuqqahgRLQuA0GZYLEECViy8AEisE2CRBi5tQmwCa7YfcJ1SphDAFIIxc1ScRsXAgo+agx/YSkFiFScuahaNJIl3xYomsWgEWOJi++CDD9x1kpWdAJbRPWU5iQmXG5Y3azcY7WN9c21CaNL5MCXAohRWh/JfVpay9oJBMx4nXOjUE271+mIZn9r+VJs+c7oNen2Q9e3YNyuME127rdvN2jRvYzNnz7Qb3rrB9lt/P1t8wcXt3y/+2/3u3I7n2m9//maXjLykxpqWYBwvZQyM4+9W/iW9YIxodC6MqEnsL6YjqIkg9KESCcblCWNAggsWS4stAkCAOWIAi0XHnHB6UJcEeWGhBe4loI3riRjY1DErIEvpdalJGO+9995GQAK2SvTq1csd1JDAGPASc5v3wXXGVgvca4kbHhgziAHGuNywmhmMYCmvvfba7ohFroW1y0IUQErcagY8wJnFjhzKwbX5PplPw4pGf3ZEYEXj3iMvgwQWS2Id1AcY45Y+c8uqqQ3mfOezqqhk438eb7e9e1t1e2IAdMzGx9jSiyxtk2dMtiGjhzh39pEbHWktFm1hN4y6wQG9z2Z9nPV85WtXhnY7OfMLxvFSCsZza+cF4ySmLv/FckmgzKi/lB1mtmoWjMsTxum6wgWNNYf7FTdscpADi7pYLMEiPeZwgAKLmrCYgRRzzPwO4JQ6Gk5Nwrh79+5uTpxBCNDFLZ3AGF2YA2cnAToADqZ9GHQkljHWLu8NbDk8gwVgDFDIizeKBSdY0ngT0K5Zs2Y5YcwiSODOoAjQMzigXBrGDJKI+U3ghHJ2U/P+262yXXXT6rBSB/tj1h/24AcPGou6tlp5K3vp85ecK3qLFbewWbNn2YeTPnTg/vG3H61Joybu98wfYxkvv+jy9s7Ed+zhDx+OJ0hGScE4XkrBOBDGLE5hEpyQYskCnIceesh1oDV1XmpIdQrG5Q9j3/oE1OkFgD5xZ32vXShfTcG40H3Sf8983wTGHElJMALAmLivyctAFwuW3zHw5btjntcnJZGKcs2FAf7kuMZC1wvRqqbnjNPPhpsai3fgawPd6mlWUb/+1eu26lKrWvNF/g6LSBkWbJHv2E2PtcUWqIqnzu+ufuNq99+aSoJxvJKCcSCMkzBkLARhhI37jJE/bmpWwLJKtDaTYFw5MK7NdpN5rxDAlPI58Qwwp4u1nCuRB3c0qz/rIkJQiFalhHFsPTRv2ty5uL+fVnVqWE0mwTheTcE4EMZkx/XFKlES7jTcX7isWfVa20kwLm8Yp/cZs1CLxVtYYewzZoFTkpgjZkUw1h8gwkrLtSe5FG0sBDCx98ddz7bAJIANQMX6TfYkc12OoWTlNF4BVnUy/5wE0MHtzQItEq57rsVqc1aT8nusX67HHDKDYnQmjjxzxbjE2cZRE7HjQ7QqRxjH1p9POcHYR6XseQTjCBgzMieSCfClI2CODBgzd1XbSTAubxin9xmzcIg9fERVY4EX86lJYgUxcGYbAvuMAUmuPcmlaGMhgIm9PxGAiCyHa5mByUUXXeSAy+CWxDYnFnfhdWKBG0EHgCrnOpPYj8z2MFzY/JuFX+zfvuuuu6oXcqEZ89FsnWKxHO/FPDFbNoB/OpB+7HuEaCUYKxymbzsTjCNgzMIbOoRk9TQdLB0IKzwzz6b1rYjYfIJx+cI4c58xwSXY9sN2GiCd7L1lcMdqYNyuWHzsk6Vsrj3JsW0lX7kQwMTen+kc5nsZhLBSmm1cWKwJjD/99FO3kCoZpLBYi9XOq6++ejWM+fs+++zjFrgxZ8zCMKDOgqxk8RULvtgmxipuVqSzgjqxuvm3zyKtmtJKMBaMfb8XwTgAxiws4XQMRt+M6JdddllXmg4DIBNYgMVdtZkE4/KEca59xlh0eFVwvSaLj/gdViB7YVl3QCg7/p1tT3Kp2lZtwXi99dZzHiSii+Fixi2dwJiodrwzcXGTlN6DjE4MeIl6xwCG747V1kwZMbAhAh77kHFXJyvVCQWYuLnT1ypGxxCtBGPB2LetCcYBMKbD5HjETBhzCU50Aoy1nQTj8oRxtn3GBIjB+sUyw0rEAmT1NL9n2xN7bYETx51h2WXbk1yq9hUCmNhn4J3xKDGPCxjZb807JjDmGdgmSBxdFkYSlAMLmHwkYMziLq5BYmDMyWa4qY855hg3EMa9j6VMeE0GPew55ge3ON4HgqcUG7I2RCvBWDD2/V4E4wAYJ1k51pDg9rgc6zoJxuUJ43S7SPYZEwmKKFDAgHCMhHrs37+/AwmLlrAKgQkLkPj/zD3JNX0oSfoZQwAT2+aT/ca8MwebMzeehjHXfeyxx5zVjLueHzRKQoYCY0BOQA9gzkpqQI3Lm0PTWfxGmD+ChGBdYxEzr0wiP5G8+Ck2hWglGAvGvu1NMI6AMYH/WQhy2GGHuYUmffv2dQtJiBBU20kwLn8Yp9sEW+P4SQJ/pP+G6xUA1UUKAUypnw9w4i0I1YLFlNkGLNn2MxfzDiFaCcaCsW9bE4wjYIzlwraTl156yQXoZoEJ88dAutjFIb4Vl+QTjOsXjEPrt7byhwCmtp6pXO8TopVgLBj7tuNKhDFBejgsJ1diQSfrY7KlguEwk6AfWMJs1SCxwpO5QEXg8m12JcpXZqc2legtS3LZEMCU5AHq0UVDtBKMBWPfpl2JMGZHRKHpNbY0RsGYQsz3cQOsY+b/cFmzzYKtGck2Ct8KKDafLGNZxsW2IcqHAKYm7lefrxGilWAsGPu29UqEMdNNnLBGYscRZ5kfeOCBzpvMehF2UBQFYxagcKpMOrHPmNXWtZ0EY8G4JtpcCGBq4n71+RohWgnGgrFvW69EGKffnV0iG2ywgQMwEQg53wEPc1Ew5gaE2OM4N0L0sb2CEH9JUHtf8Wsin2AsGNdEOwoBTE3crz5fI0QrwVgw9m3rlQ5jLGPOGb/iiivcGeSEwR05cqTbvhjtpmbVK+e1ck4qidWf7Csl7nCyDcO3AorNJxjXDIz79evnFuQ11FSXK7nLXXPCcbJjIkmCce4aU2zq+NZc6TBGGaIKEkshOdOBY0uJ3RENYwL5sx8yM3FghGAc3xiLLlnEAq6D+hxktw68tehH0AUqT4FzDzzQ+g4ZIhh7VK1g7CFSjiwNAcasrCYoD7EBOJf8iCOOyHnymvdqaixSAv/vuuuuLloQwQVGjRrlDkCvzSTLuGYs4/7D+tu7E9+tzaqr03u1W66dtWvRrvoZmHZhm55XevddM34aSmrXzrY74QTB2KO+BWMPkRowjEPUKQhjXNLAl9CFBCVgUprVYpjfuKprO/CHYFwzMNbcXsDc3ogRZvw0lFSEx0XtKqBdNZT21IBgTIz+bGeOM/D/6KOP8tZ4QRhTmiD0nJ9KTFzC9SVJbuo6/prUaXpXQFEWjGDsDqvwSYKxYOzTTshTiW5qwtOmzysHwLwn4aSJHZ8vecGYvVPEwuWw8nvvvdc4so1D0Dt06OCre43lk2UsyzimMQnGAappkOctVlHtyvsulZmxEmGcWVOwk3PbGcxywloUjGfMmGGbbrqpW5Z96aWXGkezcVJTXSfBWDCOaYNFdZqyjGUZ52h0RbWrmIZcQWUqHcbsJ2ZNFcegvvHGG46jHOqSK+W0jJO54mRJNrGoM1dOc55qscezhbYtwVgwDm0z5C+q0xSMBWPBOOazy1umUmE8YcIEF3lr6NChLnplz5497fDDD3dHnkZZxhQiwhb7i4kgsuaaa1qLFi3mutaTTz7pjnGrzSQYC8Yx7U0wDlBNbmpvsYpqV953qcyMlQrjHXbYwZ555hkXfWvy5Mluzvif//yn240UDeOkIOcZ/+tf/3IHwNd1EowF45g2WFSnKctYlrEs45jPrsFZxuwnXn/99e3mm2+2Qw45xL3/CSecYAMGDDACDWU7SjYRyWsBV43XQhEXFIwF45jmIxgHqCbL2FusotqV910qM2MlWsYJjNl9hHuaxMFKF198sXH+OG7rXEkwrs/tXJ2md+0V1WnKMpZlLMvY+1vzzViJMGb1NCc0EZe6Y8eOxpGKHDVM5K3rrruueDe1r7i1kU+WsSzjmHYmGAeopkGet1hFtSvvu1RmxkqEMTVFLGriTxOXg0BZHKHIqYcsgs6XvCxj6D5w4EA788wz7dxzz3WRt0466STbbLPNar2VCMaCcUyjK6rTlGUsy1iWccxnl7dMpcI4eemZM2e6kw19Tzf0gjHxqB955BF74IEHbM8993T3WmGFFezLL7+s8QoqdEHBWDAu1Eay/V0wDlBNlrG3WEW1K++7VGbGSoQxUSnzzQuzVRjjNlsqCGPo3qRJE7vhhhtcFC6AjGW8zjrr2IcffmhrrbVWrbYUwVgwjmlwRXWasoxlGcsyjvnsGpxlzIpptgEzZ9y5c2f7888/7bnnnnMrrNu0aWMLLrig3Xpr9tPyCsJ41qxZLvD10Ucf7Q6I2Hbbbe2AAw6wPfbYwzj5ZrnllqvxSsp3QcFYMI5pcIJxgGqyjL3FKqpded+lMjNWomVMbGoCYd1yyy120EEHuYrbfffd7ZNPPrFx48blrciCMKY088OExSQ9/vjjLi71Gmus4WJU13aqMxhzVGTnzmbstebfY8aYPfrovK+/wQZmW21ltthiZt98Y8YoaNYsMwLt4+JfaCGzH34wu/9+s0mTipNPnaa3fkV1mrKMZRnLMvb+1nwzViKMORiCkwzPOuss94Mxu/HGG7tFQLRmWAAAIABJREFUXVjJUeEw04ISY/P55593cTZZrn3ttddat27drHnz5r6611i+OoPxP/7BEMfs99/NGjUya9LEjIgqb7/997sB2lNPNZszx+y338yaNjXj2Kx77jE788yqcpMnmzVrZvbFF2a33FKcLoKxt36CsbdUZmpX3mIV1a6871KZGSsRxkzrtmvXzsE3nY488kjHzXzJyzJmUhrrGKuYGJvsperatavzg9d2qjMY9+pl1qqV2Y03VoH2uOPMWMA2ePDfEiSdGKdzPPVUFYAB8yOPVFnFgPuxx8w23riqzGuvFSefOk1v/YrqNGUZyzKWZez9rflmjIExZyYwL5vvTAR4xUKpdPrjjz8MUGaGb542bZrbfuS74tnn3SZNmuSOS4SXXJcF0EzrZp7tkHktLxhjBd93332uLNFEXn/9dRs7dqx98cUXbkK6mATYsbB33HFHdxkWhJ1//vk5L1lnMD70UJaQm912mxnxuLt2Nfv1V7PLL//7WXFPb7ttFXSfecbslFOqXNqjR5thWeOubtzY7JdfqlzcBQ6bLqirYFxQoiSDYOwtlSzjEKlad3SHkCQpEzABl2pwWUNhzDkJbLFt1aqVAysHMaS9s0ybHnzwwbbyyivb559/boMHD7aNNtrITjvtNLeIigVUxIqmHEDfZ599nNuYvCeffLLbD1wT6dNPP7WHHnrIxaZu37694brGWi6UCsI4WU3dr18/YxTRuHFj69Kli2211Vb27rvvFm0dsyKb2NfDhg3L609PXqSkMOYgjG7d5tXsp5+qrNj99pv7b9Onm1166d+/43isM86ockdjEQNi0tixZuutZ0Z+AMy8M0D+ax6+UCXl/Ltg7C2dYOwtlWAcIpVgHKDW3FlDYJxwCJguscQS1rt3b1t++eWdcZgkDmjAg8t/2fXDDiCguM0227gjDEkdOnRwxwHjRsaCvuCCC2zixInuWvCt2IOPEuOSa5PYEswhEcSnTtZd5RKsIIyZgGb0QNBrrGB+GI2cccYZ9vPPP9uSSy4ZXRkUfPTRR90IhYdnohvYIl6uVFIYr7SS2f77z3vrKVPMBg0yW3ppatOM/weE335rdsMNc+dn3pg8CyxgxmgISxiX9c47mz33nNmLL1ZZzFjX551nNnt2vH6Csbd2grG3VIJxiFSCcYBa8TAeP368derUyT777DN3kUGDBtno0aOd9ZukFVdc0V555RXjv++8847ztn733Xd/2UNj3QmEd955p9uSiyXM9bp3726sicKdzLVXZaFtEYkV0+utt547tenss892AwOenVjVuNhZdxUNYwoSyqt///5zXYMg2NzAN3H2Mec8plPr1q3thx9+cLE7jznmGLvnnnvsoosucmLx0C+//LKNHDlynlucyiKpv9Jco6tSzu116mS2xRZVLmcWZrG/+uWXq1zSuDd4tzffNGM5+8SJZh9+WOWy5t+3314FYDZ7jxplxmCDfw8Y4Ctf9nyCsbd+grG3VIJxiFSCcYBahWGceTHcvFiz8IN1Srh8SbDnhRdecKcjJYlgG/wdKxcubL311tWBqShPbGhc1Mznct4w06977bWXK87xwEy/wqRiEhb8KqusYpdddplj2xNPPOHugTFbY6up8cc/+OCDbvTAUYq4CUJMevZdPYWFmEq4u7GKcX3zk1jhRPYiwle2VFLLOF8tsHr6hBPMFl64Ktf335uxOq5lS7PDDqvarnTNNWYcm7XiilV5/vjD7KqrquaWWYnNvDEJF/aDD5q9914x9a5OM0A9wThErI5VbeuvFDIPOmLCCOOnoaSi2lVDESnHe4a4qZnjhTeJdcmRhKQ+ffpUX52pU36/4YYb2qhRo+y8885zAObfu+22m8uHtcoCK4ANvI8//njHnWbNmrn55GIXcrHPmNgbiZs6ebgtt9zSXsQrmicVdFNTlmXZmPTAMwTAPm2tb9++bgTBsm9cDPvtt1+1K6KsYJw8DPCdNq3KVZ0rcUzWootW7TNOJ1zTzEt/9ZXZn3/6yJM/jyxjbw2L6jRL6XHxfoNazKh25S12Ue3K+y6VmTEExijAIig40bZtWxfdinVMWM24hpnixIO7zDLLuDlh5o5ZvcxcLft+cVsDSfiCxcy/r776ahdVksXJeH5fZRdMkYlQlzxLOjIlC8cYNGB9Fw1jLvI9lqDhkT3QBf3YbrvtXJjMYhNRvAA989L8IPAuu+yS87J1ZhkX+6KlKK9O01vVojpNwdh7Lk2W8f+8tfJuvBWaMRTGw4cPrz4jeOedd3aLfjk/GCADQby2WzCVaObWMgHXpZZaylnIRI9k4RdAx8W90EIL2U477eQWcmF1M8e76aabFq00Vjbgx9ObLWF551pZ7WUZs1AL/3wSmxows4+LMxrxhddEfGpWtPmE1hSMU1UsGHt/PIKxt1Sa/giRSnPGAWrNnTUUxpTGDTxlyhTnZs6WmLP95ptv3CKu9GIpgDtjxgznjk4npkThTk0YllyXQQHQz5dYMJYtecGYgrwgMGZ0wnLxdGK1WLET3741KhgLxr5tJZ1PMA5QTYM8b7GKalfed6nMjDEwLnclWKSFW5x02GGHuf3QhMXcfvvt3UIuvL/shY6GMcuzMeNJWMT77ruvc1WzDJwN1rfffrvzxddGEowF45h2VlSnKTe1t+tVbmq5qX2/z0qEMYvD2PqLwcoBEaRDDz3U7TfG+1v01iZMfvzyrHwGzOmoWyNGjLDVV1895+pn34rxzScYC8a+bUWWcYxSJjd1gGxFDfIC7lOJWSsRxkTzwktMoA8ifxEEhJXcrK7GSs41l0z9ermp8bdzBFSy4RqfN/u5WBZOXM/aTIKxYBzT3orqNGUZyzLO0eiKalcxDbmCylQijKkevMb33nvvXDV11VVX2bHHHpu39rxgDOGBYGZiIp29WrWZBGPBOKa9FdVpCsaCsWAc89nlLVOpMOalCVz17LPPOrc0kcBWW221gvp5wZitTezrIhoW/8UvTjSt1157rehN0gWfMCODYCwYh7YZ8gvGAappAZe3WEW1K++7VGbGSoQxrui77757ngrDg7zmmmu68xyY7s0WXKQgjFkdtsACC7jwYbimcVmzb2vZZZd1ocZyRcoqVfMRjAXjmLZVVKcpy1iWsSzjmM+uwVnGubY2wUumdTnTgXlkmJqZCsKYAizewiom+slRRx3lPkxGNWx3yrXfq8Zr7q8LCsaCcUzbKnsYE3Bghx3MOKqUuObpRBCcdded97VvuqnqBDDKEoD+iy/MHnig6nSwYpIsY2/1impX3nepzIyVahlnC3sJfDn6kW3AHISUbVW1F4xZIcYpGYQb48iql156yUGZ/6/tJBgLxjFtrqhOs5SWcatWZhxCQoB6gErM8jFj5n7FPfYwa9Pm799xVCfprrvMevSoOif799+rTgJ76y3ObYuR6O8ygrG3fkW1K++7VGbGSoXx/fffn7PCgDALvLIlLxgnBf/44w8bO3asrbHGGm6/cV0kwVgwjml3RXWapYQxx2x26VJ15CbnYGPZ5jtAhHB/WNDk+fJLs+23N3vsMbP//a/qIJPJk80GDoyRSDCOUK2odhVxv0oqUokwLlkErmSymQVbnP945ZVX2lcccmDmlm5zpFVtJ8FYMI5pc0V1mqWEcfIyjJbXWSc/jDl8BG8UVjC7G5KwehttVHVcJ5bxs89WHe1ZTJJl7K1eUe3K+y6VmbESYcwCrmzH/iY1iGXM6VLBljGHQTz33HNuFdjHH3/syu+55572wAMPuAVcycHNtdlUBGPBOKa9FdVpFgtjTmvp1m3ex/7pJ7OhQ6t+7wNjroG7mnnlcePmtmQ7dDDDff3pp2Z33hkjkSzjCNWKalcR96ukIpUK45KspobibFQeOHCgOwWje/fuduONN9rFF1/s5o4J2q2gH3X4eciC8Ra/qE6zWBivtJLZ/vvP+6wcwzlokB+MAe2ZZ5rNnGl2wQVVZdq2rbKmOSecIzlPPrnKWj7vPG9dsmZUu/LWr6h25X2XysxYiTAu2WpqYHz++ee7QNeczESsTSzTG264wZ3YpKAfdfyRqNP0roCiOs1iYezzlJmW8VJLcV6p2YQJVYu61lqrarEWc8O33151RaxhFn/98EOVpUx7APB/Hbzuc1vBOFolV7CodlXcret96UqEMW7qkqymBsZsUOaHkyY233xz69Wrlz322GN23XXXCcZ1/TkIxt41UFSnWRswTlzQyQKuli059qUKtNdcU7Voi8VbI0ea/XVoi1v0ddRRHN5apQNbmoYPn3drlLdKf2VUu/JWrKh25X2XysxYiTDOVlPsPrrllltsyJAheSsy72rqfCdMcFVZxnX8kajT9K6AojrN2oCx95tkycj5qYAZcNdEUrvyVrGoduV9l8rMWKkw7tatmz355JPVlcYhESR2IOFpPu6447JWaF4YMxGd6yBkrsZqas5nrM2kBVwptdVpeje9ojrNcoextwqeGdWuPIWSm9pbqCwZKxHGLGpebrnlbMstt6wOiPXFF1+40NFAGi8zpzhlSzlhzHams88+27mnN9poo6wRQwgGwuIuNjFvttlmxdSLd1nBWDD2bixpqVp3dPN7ScrsCPJeUzBWOMwcDaSoQV5MQ66gMpUI459++slOOeUUu/DCC92OI9Jbb71lt956qwuclS/lhDErpVmw9cwzz7gPEZpDfCaoOZGCPchjxoxx2544nYIzj2sjCcaCcUw7K6rTFIwFY8E45rPLW6aSYPzBBx846Pbs2bP6nQkX/dBDD9ltt91mGK6FtgIXjMD18MMPu8Var7zyijsgmYTve9ttt7VddtnFDjjgAGvSpEmNV1SuCwrGgnFMYxOMA1STm9pbrKLalfddKjNjJcGYKd0ePXq4UNG815133ukM2SQdcsghdvPNN8dZxpmlZs+e7QJ/sKiLcJjZjoCqjSYjGAvGMe2sqE5TlrEsY1nGMZ9dg7GMJ06cOM+hSWz/ZZ64ffv2WU9pyhQnr2WMS5ptTEOHDrX11lvPDj30UGvZsqU9+uij7hjFESNG2CKE4KvFJBgLxjHNTTAOUE2WsbdYRbUr77tUZsZKsoypoZ9//tnuuusuF4eDKVxS586dbccdd7Ttt9/e1s128lqqavPC+I477rD9U5GDmDt+/fXXHYwPOuggbW2q629EnaZ3DRTVacoylmUsy9j7W/PNWGkwTr83c8j33Xefmy/mPX3CR+eF8U477WS4p5k3fvzxx22PPfawnXfe2f0XH7j2Gfs2uxLlE4y9hRWMvaWqiuTFz18pZOX5iAkjjJ+GkopqVw1FpBzvWckwTl6ZrcEs7GL+mBDS+VJeGHfo0MG+/fZbd1jEyiuvbIMHD3auaixkhBSM6/hrUqfpXQFFdZqyjGUZyzL2/tZ8MzYEGPtqQb68ML799tvdamnSrFmz3KKtk046ya644gr3O8E4ROoS5BWMvUUVjL2lkmUcIlUx+9cD7lOJWQXjuWu14NYmIoc8//zzdtppp1UH/uD/sZbPOOMMndpUl1+JYOytvmDsLZVgHCKVYByg1txZBeNAGJOdjcu/c6B5RlpmmWUMV/ZCCy0UXSGhBbWaOqWYYOzdfARjb6kE4xCpBOMAtQTjfGIVtIwp3KJFC/v++++zXmeDDTawkSNH1hqQBWPBOObrF4wDVNMgz1usotqV910qM6Ms4wjLeN9993VnNHLiBAdDXHTRRbb44ou7vVP8jpVinThXtRaSYCwYxzSzojpNLeDSAq4cja6odhXTkCuojGAcCGMCfxDusk+fPta/f39X+uKLL3bLtKdNm+biVQ8YMMBtdaqNJBgLxjHtrKhOUzAWjAXjmM8ubxnBOBDGZMcKJi719ddfbwsuuKD17t3bLdwiKAgRRnBTb8HB57WQBGPBOKaZCcYBqslN7S1WUe3K+y6VmVEwjoAxkUSwfNMHRbDneOrUqS70Fy7s2lrEJRgLxjFdU1GdpixjWcayjGM+O1nGAap5LeDieuwzHjVqlP32228u8DWuaxZ1Lbnkkl5BsAOeKW9WwVgwjmlLgnGAarKMvcUqql1536UyM8oyjrCMsYhxSQ8bNsxZx927d3fBQDg0oraTYCwYx7S5ojpNWcayjGUZx3x2sowDVPOyjFmsxaItzjFeYokl7KuvvrI2bdrYu+++61ZX12YSjAXjmPYmGAeoJsvYW6yi2pX3XSozoyzjQMuYFdOLLrqo9erVyy3gIiTmwIED3epqTqZYe+21a6SlcB8OpQD4+ZJgLBjHNLiiOk1ZxrKMZRnHfHY1bhnDCKZKmzZtmvPaeG//v71zgdOpWv/4w7jfyaUxzUGk2184LrkrOa51Kielwpkk1Tlx3KWkhiiUS5MpJ8zEoSgVocNRmXKPiJAyjUluqRhEB/H//Jbzvr0z3pl51poxs+ed3/p8fKbMs/d+93ct73c/a629VjCPnDhxwhxXoECBbL+X7DhhppnxyZMnzQ0888wz8vTTT5trYkIXNk3GGHKDBg2y9Dl+/fVX/w5QEH39+vUlOjo63XNSxpSxS4OjjC2oMTNWw8pSu1JfJTQDbTPjuLg4kwhGREQIXrmdM2eOVKpUyQ8HuyP16tXLbGqUnJxsNjZq2LChmduE/YWx2+Du3bvNdoZYURLHYq9hlKuvvtqsmZGbJVMZ48NhyUu8vtSxY0cpUaKELFiwQBo1amT2Ns7qU0Z8fLxs2LBBYmNjBdtNYenN22+/XcLCwoJyoYwpY5d/MFn60mRmzMyYmbHLP7tsy4x9610cPXrUDJXi9drw8PBU2xK2a9fObGSEn3AU3vRZvny5+W/4C+thHDp0yMj4q6++kpEjR5p5UDk91JoeFJWM8ZQxduxYeeONN8wELmTFTz75pNxwww1ZriAAQYaNp5orrrhCnn32WSP99AplTBm7NDrK2IIaM2M1rCy1K/VVQjPQJjNOSkoyqzwmJiYaGDExMbJlyxaT/fpKZGSkrFmzRvBz8+bNJuuFfH0FiaNPxosXL5b77rvP+AyJJbxy88035ypolYx9n/D06dOmewDZsW1BN8GePXtSHVa9enXztIL3lJcuXWoADhkyRL777juTca9atco80aQtw4YN8/9VqgplBsMM5lJkMGxXbFeXol3ZfomGWHwwGae9RbxGi55Z+KNr166ya9cuE4K3exISEmT69On+Q7A4FX6PjBnnbt26tezduzeojD/88EP5/PPP5bHHHpN58+aZJZ6RLWe1pzcrVZShjPGEAQGnV/CUgsldmjJz5kxZtmxZqlBkwICMVb0AAwWbUkDAtWrVCnpaZsYBWJjBaJqeiclSBkMZU8aUsfrfmjbQJjPGpC0kgZjABWEiiUPBRGJfadWqlfl7zGNCb+uoUaNk0aJFQWUMr2EoFH+whga6qiFu9M7mVslQxrfeeqvJhNMr77zzjlOWHHg+POG89tprsmLFCvPKVNOmTWX//v0cM9a0CMpYQ4kyVlP6XyDblZpYlh7y1FcJzUAbGYNA3bp1zdyiOnXqmGWYMdEXWfP27dtNV/OgQYME2/oOHTrUjB0jUQyclBXYTY3JyIcPHzbnQ9d2jx49/F3guUXbqpv6UnxIzGrDYDy6qfHkA8BYVCS9wsyYmbFLO8zSlyYzY2bGzIxd/tlleIytjJHldu/e3Zyzc+fOZvLVtm3bjJCxNDN6an17JGBlyLVr10qFChVSZcaYWY1Z1AcOHDBj0MiI8QfeQfKZmyXXZey7+SNHjpgNKdKbRe2Lo4wpY5d/MJSxBTVmxmpYWWpX6quEZqCtjEEBr9qmpKSYceFgBT256FnFEKtm/PfgwYNm50EvFM/IWAuDMqaMtW0lMC5LX5rMjJkZMzN2+WeXrZlxtn8Aj52QMvZYhVh9HGYwalyUsRqVCNuVGlaW2pX6KqEZ6JIZhyaJC3dFGefl2uWXprr2svSlycyYmTEzY/W/NW0gZZyaFGWsbTlejKOM1bVCGatRMTO2QVX9JvPanK+kFYzFqfJdKGVMGYdOo6eM1XWZFRmf+OADkU8/VV8rzwe2bCmCP/8rWKwHC/RoyqfffSqfJucfVi2rtZSO1/2+YiBlrGklF2IoY8pY31q8HkkZq2soKzKOfuABeSY+Xn0tBuYfAlH9oyRuUhwzY4cqp4wpY4dm49FDKGN1xWRJxtHR8sILL6ivFWqBWPUIO6qxXEwAi0v4drMLlu2RWfoEKGPKOHT+fVDG6rrMiozVFwnRQHa96iuWrNxZpX1tVX+m0IjkBK68XI+Usbr2KGM1qosCKRg9O7JyZ0UZYxPhPFS46EdAZVHG6pZLGatRUcbuqC6alJSFU4X8oeymZjd16DRyylhdl5SxGhVl7I6KMrZgRxlTxhbNxeOhlLG6gihjNSrK2B0VZWzBjjKmjC2ai8dDKWN1BVHGalSUsTsqytiCHWVMGVs0F4+HUsbqCqKM1agoY3dUlLEFO8qYMrZoLh4PpYzVFUQZq1FRxu6oKGMLdpQxZWzRXDweShmrK4gyVqOijN1RUcYW7ChjytiiuXg8lDJWVxBlrEZFGbujoowt2FHGlLFFc/F4KGWsriDKWI2KMnZHRRlbsKOMKWOL5uLxUMpYXUGUsRoVZeyOijK2YEcZU8YWzcXjoZSxuoIoYzUqytgdFWVswY4ypowtmovHQyljdQVRxmpUlLE7KsrYgh1lTBlbNBePh1LG6gqijNWoKGN3VJSxBTvKmDK2aC4eD6WM1RVEGatRUcbuqChjC3aUMWVs0Vw8HkoZqyuIMlajoozdUVHGFuwoY8rYorl4PJQyVlcQZaxGRRm7o6KMLdhRxpSxRXPxeChlrK4gyliNijJ2R0UZW7CjjClji+bi8VDKWF1BlLEaFWXsjooytmBHGVPGFs3F46GUsbqCKGM1KsrYHRVlbMGOMqaMLZqLx0MpY3UFUcZqVJSxOyrK2IIdZUwZWzQXj4dSxuoKoozVqChjd1SUsQU7ypgytmguHg+ljNUVRBmrUVHG7qgoYwt2lDFlbNFcPB5KGasriDJWo6KM3VFRxhbsKGPK2KK5eDyUMlZXEGWsRkUZu6OijC3YUcaUsUVz8XgoZayuIMpYjYoydkdFGVuwo4wpY4vm4vFQylhdQZSxGhVl7I6KMrZgRxlTxhbNxeOhlLG6gihjNSrK2B0VZWzBjjKmjC2ai8dDKWN1BVHGalSUsTsqytiCnYuMz507J6dOnZKSJUume6Xjx49L6dKlU/1ec5zvAMT+8ssvF53D4tacQgucP3/+vNOR2XTQhAkTZPXq1eZsgPD+++/L559/LvXr1w96hXHjxsmwYcP8v0tVoStXiuBPfimUsbqmKWM1KsrYHRVlbMHOVsZxcXEyefJkiYiIkLNnz8qcOXOkUqVK/itu2rRJevXqJdWqVZPk5GSZMWOGNGzYUIIdFx8fH9Q7X3zxhSxatEhKlSolx44dM8eWL1/e4q7cQ3NdxoEfHZK9/PLLZcCAAeneEWUcgIYyVrd8yliNijJ2R0UZW7CzkTHkW7hwYTl69KiULVtW+vXrJ+Hh4TJ8+HD/Fdu1ayeDBw8W/FywYIFMmzZNli5dmulxgd6pUqWKrFixQurUqSMdOnSQBx98ULp27WpxV+6hnpHx1q1b5c4775SdO3dKkSJFKGNNnVLGGkomhjJWo6KM3VFRxhbsbGSclJQkbdu2lcTERHOFmJgY2bJli8l+fSUyMlLWrFkj+Ll582Yj03Xr1mV4XFrvREdHy9y5c+X666+Xzz77TJApV6hQweKu3ENzTMa46T179qT6pNWrV5cbbrjB/F3v3r2ladOm5knEV1atWuXvSkibQfv+n93UN/nRpG3cGTWLlXtWCv7kl0IZu9e0Tbtyv0poHElW+noMJuO0Rzdv3lxatGgh8Acy1F27dpmQ2bNnS0JCgkyfPt1/SJkyZczvkTHj3K1bt5YlS5ZkeFxa7+BaOE/dunVl6tSpsnz5cmnSpIn+prIQmWMynjlzpixbtizVR+3YsaNERUXJTz/9JBUrVpQjR45IuXLlMrwddlMH4GFmrG76lLEa1UWBFIyeHVm5s0r73R54JkzaKlGihJlXVKBAAZk0aZL5deCQZqtWrczfN2jQQDZu3CijRo2SefPmpXtcWu/s3r1brrrqKjl58qQUL15ckCWnpKTIxIkT9TeVhcgck3FGnxH9+6+//roZOM+sUMaUcWZtJNjvKWMXaheOoWD07MjKnVVGMsZZka3Gxsaa8dz27dsbWSKT3b59uzRq1EgGDRpkkrqhQ4easWNMwho9enTQ43zjyoHegYQxZ2nbtm1mElifPn3MROJHH31Uf1NZiPSEjAcOHCgYOA+cJZ3ePVHGlLFLe6eMXahRxrbUKGM9MZsxY5wVyVr37t3NBTp37mzGdiFOCBkznzGe3KxZM/N79LCuXbvWjPcGOw7ZdTDvTJkyRZ566ikzSxvDqG+++WaqGdv6u7OP9ISMbT42ZUwZ27QXXyxl7EKNMralRhnridnKGGdG9oquY4wLByuYdb1//34ziQvC9ZXMjgs81+nTp+Xnn382WXJOFso4J2ln97U4ZqwmShmrUV0USMHo2ZGVO6vMuqn1Z86bkZRx3qy3C5/aQzL+v8r/J51rd05Fc+7WubL32N6LCEeWiZQedXvIb+d/k3GrxknhsMIysOnAVHEb9m2Qj5M+zrbaoYzdUVIwenZk5c6KMs7lFbj0VXchkt3UAcQ8JGOIuFHVRnLyzEn/B3xj2xtBZTyo6SApXbS0nJfzEr0yWv5Q9g/Sq34vOf3baTl77qw5HjLOzlevKGPbf2m/x1MwenZk5c6KMqaM9a3Ha5EeknHPuj2lWrlqMmH1BCNUn1TTImtZraXcUuMWOfPbGSkUVsjIuHFEY+l0VSeZuXmmHP7lsJw6eyrbSVPG7kgpGD07snJnRRlTxvrW47VID8m4b+O+clmJywwhNKmko0ky64sHGxgvAAAgAElEQVRZqYgVK1RMhjQfIok/J0qVUlWkTNEyRsa31r5VGlZt6I89cuqITP98uvxy5pdsI04Zu6OkYPTsyMqdFWVMGetbj9ciPSTjqHpRUrFERdm4f6PJdEsULiHxW+Jlz9HfV13rcUMPqV6+uoxfPV7+1uhvfhn/qeafpP7l9WXH4R0SXjpcIkpHmPMs/npxthGnjN1RUjB6dmTlzooypoz1rcdrkR6ScY3yNcx48aETh/zrQG8+sFkW7lrop/Z4i8cF2THGigvIhdcOTp05JbO3zpbCBQtLckqylCtWTvo36S9Hfj0iU9ZNyTbilLE7SgpGz46s3FlRxpSxvvV4LdJDMh7WYpgUCysmyxOXS7PIZmaC1j83/VOqlq4qraq1kk+TPzXv/aFrGgXZc5GwIrJs9zKpdVktqVm+pqzft14ql6gsEPuavWvMubKrUMbuJCkYPTuycmdFGVPG+tbjtUgPybje5fXM2G+hgoUMJXRPo5u6Q60O0uSKJrL++/Xywe4P/AQHNB3g76ZGNvxww4eleKHi5vfIsGPWx2TrRC7K2L3xUjB6dmTlzooypoz1rcdrkR6SsQ8N3iFO+W+KHPvvMWtaGHMOKxhmurqzu1DG7kQpGD07snJnRRlTxvrW47VID8rYa4h8n4cydq8ZCkbPjqzcWVHGlLG+9XgtkjJW1whlrEZ1USAFo2dHVu6sKGPKWN96vBZJGatrhDJWo6KM3VFxu0kLdi4bRVicPs+Fcm3qPFdlAR+YMlbXHmWsRkUZu6OijC3YUcapYVHGFo3Hc6GUsbpKKGM1KsrYHRVlbMGOMqaMLZqLx0MpY3UFUcZqVJSxOyrK2IIdZUwZWzQXj4dSxuoKoozVqChjd1SUsQU7ypgytmguHg+ljNUVRBmrUVHG7qgoYwt2lDFlbNFcPB5KGasriDJWo6KM3VFRxhbsKGPK2KK5eDyUMlZXEGWsRkUZu6OijC3YUcaUsUVz8XgoZayuIMpYjYoydkdFGVuwo4wpY4vm4vFQylhdQZSxGhVl7I6KMrZgRxlTxhbNxeOhlLG6gihjNSrK2B0VZWzBjjKmjC2ai8dDKWN1BVHGalSUsTsqytiCHWVMGVs0F4+HUsbqCqKM1agoY3dUlLEFO8qYMrZoLh4PpYzVFUQZq1FRxu6oKGMLdpQxZWzRXDweShmrK4gyVqOijN1RUcYW7ChjytiiuXg8lDJWVxBlrEZFGbujoowt2FHGlLFFc/F4KGWsriDKWI2KMnZHRRlbsKOMKWOL5uLxUMpYXUGUsRoVZeyOijK2YEcZU8YWzcXjoZSxuoIoYzUqytgdFWVswY4ypowtmovHQyljdQVRxmpUlLE7KsrYgh1lTBlbNBePh1LG6gqijNWoKGN3VJSxBTvKmDK2aC4eD6WM1RVEGatRUcbuqChjC3aUMWVs0Vw8HkoZqyuIMlajoozdUVHGFuwoY8rYorl4PJQyVlcQZaxGRRm7o6KMLdhRxh6V8fHjx6VUqVJSoECBDKtz3LhxMmzYMH9MqgpduVIEf/JLoYzVNU0Zq1FRxu6oKGMLdi4yPnfunJw6dUpKliyZ7pXgktKlS6f6fXrHHTlyRMqXL6+Ktbg1p9AC58+fP+90ZDYdBBgPPfSQgXf48GG56667JCoqKt2zU8YBaChjdSukjNWoKGN3VJSxBTtbGcfFxcnkyZMlIiJCzp49K3PmzJFKlSr5r7hp0ybp1auXVKtWTZKTk2XGjBnSsGFDCXbcTz/9JPfff7/UrFlTTp48Kd27d5du3brJ+PHjZcOGDRIWFmakHx8fLxUqVLC4K/fQXJcxbnbp0qUyf/58WbNmjTzwwAOya9cuylhTp5SxhpKJoYzVqChjd1SUsQU7GxlDvoULF5ajR49K2bJlpV+/fhIeHi7Dhw/3X7Fdu3YyePBgwc8FCxbItGnTjFuCHVe0aFFz/L333isrVqyQQYMGyaJFi6R69epGwsWKFZOePXtKnTp1ZMiQIRZ35R6a6zI+cOCA1KtXT9q0aSOrVq2S/v37GzDpFWbGzIxdmjtl7ELtwjFpvzTdzxT6R5KVvo5tZJyUlCRt27aVxMREc4GYmBjZsmWLyX59JTIy0iR0+Ll582bp0KGDrFu3LsPjYmNjjbR79OghjzzyiFStWlUOHTokxYsXN8cjc546dar+prIQmWMy3rp1q+zZsyfVR8VTyMGDBw2IPn36yPr166VIkSKyePFiEwc5r169+qLb45jx/5AwM1Y3fcpYjYqZsTsqPrhYsAsm47SHN2/eXFq0aCHwR9euXf29prNnz5aEhASZPn26/5AyZcqY3yPjxblbt24tS5YsyfC4SZMmmSy6RIkSsnz5cundu7cRea1atUxv7RNPPCFjxoyxuCv30ByT8cyZM2XZsmWpPmnHjh0N0GuuucZMysLAO4DiyaRy5cpB74qZMTNjl+ZOGbtQY2ZsS42ZsZ6YTWaMrmMIExOxMMkXEkUZMGCA/4KtWrUyf9+gQQPZuHGjjBo1SubNmxf0uBo1akjjxo1NJoyub0zi2rdvn/l/ZNN79+41P9Fri2QxJ0qOyTi9m3nhhRfMUwy6AjDofuONNxoohQoVoowzawHMjDMj5P89ZaxGxczYHRUzYwt2NjLGaevWrSvoVsY4bvv27SU6Otpkzdu3b5dGjRqZ4c2KFSvK0KFDzdgx3s4ZPXp00OM++ugjwbjx008/LTt27JBbbrnF9NzWrl3bdHVDzpD6woULTbKYEyXXZYws+LbbbhOMHaOMHDnSzK5OrzAzZmbs8g+DMnahxszYlhozYz0xWxljghVmPaN07txZ5s6dK9u2bTNCPnbsmBlPbtasmfl9uXLlZO3atWYmdLDjdu7caYZGv/nmGzM0OnbsWJMBQ95vv/22GT7t27evjBgxQn9DWYzMdRn7Pv/+/fvNNHXMfMuoUMaUsUubp4xdqFHGttQoYz0xWxnjzHgNKSUlxYwLByuYdQ2XYBJX4JoV6R2HJLBKlSpSsGBB/+kwXIrzpH3/WH9nbpGekbH241PGlLG2rQTGUcYu1ChjW2qUsZ6Yi4z1Z897kZRx3quz3z8xx4zVtUcZq1FdFEjB6NmRlTurtImW/kyhEUkZ5+V6pIzVtUcZq1FRxu6oOIHLgh0z49SwKGOLxuO5UMpYXSWUsRoVZeyOijK2YEcZU8YWzcXjoZSxuoIoYzUqytgdFWVswY4ypowtmovHQyljdQVRxmpUlLE7KsrYgh1lTBlbNBePh1LG6gqijNWoKGN3VJSxBTvKmDK2aC4eD6WM1RVEGatRUcbuqChjC3aUMWVs0Vw8HkoZqyuIMlajoozdUVHGFuwoY8rYorl4PJQyVlcQZaxGRRm7o6KMLdhRxpSxRXPxeChlrK4gyliNijJ2R0UZW7CjjClji+bi8VDKWF1BlLEaFWXsjooytmBHGVPGFs3F46GUsbqCKGM1KsrYHRVlbMGOMqaMLZqLx0MpY3UFUcZqVJSxOyrK2IIdZUwZWzQXj4dSxuoKoozVqChjd1SUsQU7ypgytmguHg+ljNUVRBmrUVHG7qgoYwt2lDFlbNFcPB5KGasriDJWo6KM3VFRxhbsKGPK2KK5eDyUMlZXEGWsRkUZu6OijC3YUcaUsUVz8XgoZayuIMpYjYoydkdFGVuwo4wpY4vm4vFQylhdQZSxGhVl7I6KMrZgRxlTxhbNxeOhlLG6gihjNSrK2B0VZWzBjjKmjC2ai8dDKWN1BVHGalSUsTsqytiCHWVMGVs0F4+HUsbqCqKM1agoY3dUlLEFO8qYMrZoLh4PpYzVFUQZq1FRxu6oKGMLdpQxZWzRXDweShmrK4gyVqOijN1RUcYW7ChjytiiuXg8lDJWVxBlrEZFGbujoowt2FHGlLFFc/F4KGWsriDKWI2KMnZHRRlbsKOMKWOL5uLxUMpYXUGUsRoVZeyOijK2YEcZU8YWzcXjoZSxuoIoYzUqytgdFWVswY4ypowtmovHQyljdQVRxmpUlLE7KsrYgh1lTBlbNBePh1LG6gqijNWoKGN3VJSxBTvKmDK2aC4eD6WM1RVEGatRUcbuqChjC3aUMWVs0Vw8HkoZqyuIMlajoozdUVHGFuwoY8rYorl4PJQyVlcQZaxGRRm7o6KMLdhRxpSxRXPxeChlrK4gyliNijJ2R0UZW7CjjClji+bi8VDKWF1BlLEaFWXsjooytmBHGXtUxsePH5dSpUpJgQIFMqzOcePGybBhw/wxqSp05UoR/MkvhTJW1zRlrEZFGbujoowt2LnI+Ny5c3Lq1CkpWbJkuleCS0qXLp3q9+kdd/bsWTl9+rSUKFHCH6+5hsVtqkMLnD9//rw6+hIE7tq1S0aNGiUFCxaU5ORk6dOnj3Tv3j3dK1HGAWgoY3WLpIzVqChjd1SUsQU7WxnHxcXJ5MmTJSIiQiDROXPmSKVKlfxX3LRpk/Tq1UuqVatmXDJjxgxp2LChBDuuQoUK8uWXX5qYsLAwmTRpkjnP+PHjZcOGDebvIP34+HhBbE6UXJcx5Fu7dm0ZPHiwfPPNN+a///vf/0qRIkWC3j9lTBm7/MOgjF2oXTgm7Zem+5lC/0iy0texjYwh38KFC8vRo0elbNmy0q9fPwkPD5fhw4f7L9iuXTvjEfxcsGCBTJs2TZYuXRr0uL59+8rIkSNl48aN0qBBAyNjCLx69epGwsWKFZOePXtKnTp1ZMiQIfqbykJkrssYWTEgA+q6deukadOmsm/fPqlatSplnFnFMjPOjJD/95SxGhUzY3dUfHCxYGcj46SkJGnbtq0kJiaaK8TExMiWLVtMZusrkZGRsmbNGsHPzZs3S4cOHYxTMjpu6tSpsnv3biPjEydOGO8cOnRIihcvbo6vWbOmICYnSo7JeOvWrbJnz55U94SnkEKFCkmTJk2kS5cusnbtWvn666/FN368atUqWb169UUcOGb8PySUsfrfCGWsRkUZu6OijC3YBZNx2sObN28uLVq0EPija9eugmFNlNmzZ0tCQoJMnz7df0iZMmXM75Ex49ytW7eWJUuWZHhcoIxxot69exuR16pVS+bPny9PPPGEjBkzxuKu3ENzTMYzZ86UZcuWpfqkHTt2lKioKElJSZHFixebpxAA37t3b7p3xG7qADSUsbrlU8ZqVJSxOyrK2IKdTWaMrmNMssLkKkzy9Y3xDhgwwH/FVq1amb9HtzO6n9HrOm/evAyPSytjnAzZNByEn/Xq1ZMePXpY3JV7aI7JOL2PCBiolBdffNF0OeBpZ9asWZSxpk4pYw0lE0MZq1FRxu6oKGMLdjYyxmnr1q0rsbGxZhy3ffv2Eh0dbbLm7du3S6NGjWTQoEFSsWJFGTp0qBk7xts5o0ePDnocxpVRAmWMWdVICNHVXb58eSP1hQsXyjXXXGNxV+6huS5jDJp36tRJ0MXw/fffy/r169MdL8ZtMjNmZuzS3CljF2oXjuGkJD07snJnlfa7Pe2ZFi1a5H/TpnPnzjJ37lzZtm2bEfKxY8fMeHKzZs3MYeXKlTPDnpgJHew43yu0kDGOmzhxojkO8n777bfl4MGDgkleI0aM0N9QFiNzXca+z49ugSuuuILvGdtUKDNjNS3KWI2KmbE7Kj64WLCzzYxx6pMnT5phTYwLByuYdb1//34ziStwzYrMjgs8F+Ys4TzIjnOyeEbG2ptmZszMWNtWAuMoYxdqzIxtqTEz1hNzkbH+7HkvkjLOe3X2+ydmZqyuPcpYjYqZsTsqZsYW7Cjj1LAoY4vG47lQylhdJZSxGhVl7I6KMrZgRxlTxhbNxeOhlLG6gihjNSrK2B0VZWzBjjKmjC2ai8dDKWN1BVHGalSUsTsqytiCHWVMGVs0F4+HUsbqCqKM1agoY3dUlLEFO8qYMrZoLh4PpYzVFUQZq1FRxu6oKGMLdpQxZWzRXDweShmrK4gyVqOijN1RUcYW7ChjytiiuXg8lDJWVxBlrEZFGbujoowt2FHGlLFFc/F4KGWsriDKWI2KMnZHRRlbsKOMKWOL5uLxUMpYXUGUsRoVZeyOijK2YEcZU8YWzcXjoZSxuoIoYzUqytgdFWVswY4ypowtmovHQyljdQVRxmpUlLE7KsrYgh1lTBlbNBePh1LG6gqijNWoKGN3VJSxBTvKmDK2aC4eD6WM1RVEGatRUcbuqChjC3aUMWVs0Vw8HkoZqyuIMlajoozdUVHGFuwoY8rYorl4PJQyVlcQZaxGRRm7o6KMLdhRxpSxRXPxeChlrK4gyliNijJ2R0UZW7CjjClji+bi8VDKWF1BlLEaFWXsjooytmBHGVPGFs3F46GUsbqCKGM1KsrYHRVlbMGOMqaMLZqLx0MpY3UFUcZqVJSxOyrK2IIdZUwZWzQXj4dSxuoKoozVqChjd1SUsQU7ypgytmguHg+ljNUVRBmrUVHG7qgoYwt2lDFlbNFcPB5KGasriDJWo6KM3VFRxhbsKGPK2KK5eDyUMlZXEGWsRkUZu6OijC3YUcaUsUVz8XgoZayuIMpYjYoydkdFGVuwo4wpY4vm4vFQylhdQZSxGhVl7I6KMrZgRxlTxhbNxeOhlLG6gihjNSrK2B0VZWzBjjKmjC2ai8dDKWN1BVHGalSUsTsqytiCHWVMGVs0F4+HUsbqCqKM1agoY3dUlLEFO8qYMrZoLh4PpYzVFUQZq1FRxu6oKGMLdpQxZWzRXDweShmrK4gyVqOijN1RUcYW7ChjytiiuXg8lDJWVxBlrEZFGbujoowt2FHGlLFFc/F4KGWsriDKWI2KMnZHRRlbsKOMKWOL5uLxUMpYXUGUsRoVZeyOijK2YEcZU8YWzcXjoZSxuoIoYzUqytgdFWVswY4y9oCMT5w4ISVLlpQCBQr4P80vv/wixYsXl4IFC2ZYnePGjZNhw4b5Y1JV6MqVIviTXwplrK5pyliNijJ2R0UZW7BzkfG5c+fk1KlTxh/plePHj0vp0qVT/Tq944J5J71YnLdUqVKpvGVxu5mGFjh//vz5TKOyKeCHH36QrVu3SpcuXWT37t1SuXJl+fHHH+W+++6TQoUKSXJysgwZMkSioqLSvWJGMo5+4AHZv21bNn3aPHCa8HCRqlX9H/TYsWNSpkwZ1Qfff3y/HDh+QBUbCkF1atWRuElxwR/iQuEGL+E9pP3SvISXyvOnJit9FdrKOC4uTiZPniwRERFy9uxZmTNnjlSqVMl/wU2bNkmvXr2kWrVqxiUzZsyQhg0bSrDjkAgG88748eNlw4YNEhYWZqQfHx9v5PvQQw8ZwR8+fFjuuuuuDB2lJ5A6MkdlvGDBAlm9erVMmjRJDh06ZGT8/PPPC544xowZIwcPHpTw8HDB00qJEiWC3lOGMn74YXnmn/90ZcHjQphAn0F9ZNoL0yhjhzqmYPTQyMqdVdrv9sAzQb6FCxeWo0ePStmyZaVfv37GFcOHD/eHtWvXTgYPHiz4CddMmzZNli5dGvQ4CDatd3bu3CnXXnutkXCxYsWkZ8+eUqdOHSN8nGf+/PmyZs0aeeCBB2TXrl36G1VG5qiMfZ8JIHwy7t27t7Rt21a6desmSNLRTZ2YmChXXnmltYz/mc9FjF6GihUrKqs+/4X16dOHMnaodgpGD42s3FllJOOkpCTjCbgBJSYmRrZs2WKyX1+JjIw0ssTPzZs3S4cOHWTdunVBj4OD0npn27Zt0qxZM+MmDJni+Jo1a8qIESOkXr160qZNG1m1apX0799fBg0apL9RZWS2y/jXX3+V5cuXX3T59u3bS9GiRc3fB8r47rvvFvxB6o9SpUoVWb9+vVSvXt3cODLpwIKM+eTJk8rbYxgJkAAJkEBeIBDsu7158+bSokULM7zZtWtXf0Y6e/ZsSUhIkOnTp/tvDUN0yFiRMeOhqHXr1rJkyZKgx2FIL5h3nn32WSPyWrVqmUz4iSeeMOfp0aOH4GEebipSpIgsXrw425Fmu4zRjfDwww9f9EGRtaJ7Ia2MR40aZcY58bTx22+/Sfny5U1XRGYTuXwXyOhpKttpefyEZKGvILIiKz0BfSTb1aVhha5jyBqTq5DMYagTZcCAAf4LtmrVyvx9gwYNZOPGjQK3zJs3L+hx6KJOzzvIpvfu3WuyamTEH330kVxzzTVm4rDvOF/Prv5uM4/MdhlnfsnUmfGiRYvk5ZdfNtn0W2+9JRMnTpS1a9dqTmNi2Ph/R0UW6mbDdqNHRVZkZUFAH2r7fVW3bl2JjY0147joaY2OjjZZ8/bt26VRo0am6xjDdEOHDjVjx5j5PHr0aAl2HHpw03oHmTa6pdHVjaQQUl+4cKHJgpFpT5061UwMu/HGG2Xfvn1m0nF2llyTMWZWY2AcTzydOnWSHTt2mP/+z3/+Y25WW2wrVHvevBhHFvpaIyuy0hPQR7JdXTpWSNy6d+9uLtC5c2eZO3euYJwXQka3M8aTMeaLUq5cOZPUVahQQYIdBxkH8w7k/fbbb5vJxH379jXjxciCb7vtNjlw4MLbJyNHjjSzq7O75IqMg90EugUuv/xyM/PNprDxMzO2aS++WLYbPTWyIis9AX2kS7vCfKGUlBQzLhysYNb1/v37zSSuwHUs0jsumHfQFY3zIDsOLDgvEkhbR2mJeEbG2g+cNg6TvPBkxCJmwhtZ6FoCWek4IQqTKDGRhiVzAmxXmTPyRZBValZ5Xsb6qmckCZAACWQfgVdffdXMtMW7qXgtEwtGYBwSE41eeeUV8yoMCwloCVDGWlKMIwESIIEAAngNBrN2H3nkEdOtCRl/8MEH8sUXX5h3VDHJJ+2yjARIAukRoIzZNkiABEggCIE9e/aY2bPIfgMLXq/Bq5dY6QkTTjGb95133jETiDBWiRm4N910kwwcONAszchCAhoClLGGEmNIgATyHQFkuFgSET9R3nzzTXnyySfN+sSYyXvrrbeaORp4xebnn382i0hg5i5eu5k5c6Zgxi7WT2AhAQ0BylhDiTEkQAL5jgAWH8LENSwcge5mZMKffPKJfP3112bFQHRDYyMBTHDDSlB33nmnWSTiuuuuk3/84x9mQuVVV12V77jxht0IUMZu3HhULhAInDCTC5fnJfMJgZ9++kluv/12OX36tHz11VfmfVO8V4ruaLxzOmXKFME2sNiI4I9//KNZuhfvpmKHIEzgwkY3f/3rX42UWUhAS4Ay1pJiXK4TCJwwgwkyLCRwKQhgSUWIF9kuVgbEusR4xxQSxtrEr732mrzwwgtmHWSsyoTMGRlz4JK/l+Jz8ZyhTYAyDu36zfN3h1dGkGlgabvACTPMOvJ81Xr2BrAjEDJf3/Z8WBYR8sXGAViYCJOzsOUrVnnCilB//vOfPXsv/GB5hwBlnHfqKl99UnQVfv/992YCDXZsmTBhgllv1jdh5pZbbslXPDK7WWy0joXxMc6JxfMff/zxzA7Jl7/HxvHvvfeeWU4xvYVMsBYxWGKNYqw/3LRpU9PljIla2LweQh47dqxcccUV+ZIhb/rSEKCMLw1XntWRAMaFkWkgE0E3IdaXRQaChRXw6gheG8GEmbi4OMcrhMZh3333nVk/Fwvk79692zykgBV6EJDJzZo1S26++ebQuNlsuAvswIPMFjLGVnxPPfWUGQ+uWrVq0LNjA3k8EF522WUSFhZmhPzggw9mwyfhKUggOAHKmC0j1wlgb9Ju3bqZNV/xbibe1WzZsqXJXjBhBqV3795mggxeH/FNmMHm4NqtNnP9JrPhA2BNXoxl4qfvlZn777/fzODFqzTI+FAwtom1eH3drNlwac+fAnvQYuz2+eefN58Vm84sWLDAcLjjjjvMRgKY2bxz506zHR52+IFosV9tsILXkv7973+b9Y2xSUB+ameer+wQ/YCUcYhWrJdvC1+QmPwCqWIxdmRw6IKGfD/77DOJiooy0rn66qtNNoMt0D7++GOznygyG0yayU8TZtAjAC7YUaZYsWLy+eefmy58LD5x/fXXGzYQDl65KV68uHkfdsuWLX4xebktZPWzoSsZksWG72CEBzSIGA9uGNtFTwFeP0IWjF16MAkQQxyQN15PQq9C4IYC+DxnzpwxE7a4YEdWa4fH2xCgjG1oMTbLBLB8IN7HxDaZmKmKV0Lwxbds2TJ54403zPmx6Tfe0cTSgkeOHDFS+e2338xxWGwBX7ChXsAEE9cgGggH45tY7Qnd0ug5+PLLL+UPf/iDEQxeo8EsXyw8gQlFyJbR3Q9eoV7w2hGGMTC34F//+pfZjxZjuZhg9eGHH5rbR5cz5IyeF7Q/zHpGwYMMehR8W7Zu2rTJ7KkOjmCYduWtUGfJ+8tdApRx7vIP+atjizKMXzZp0sRkJFi1CF909957r6xYscJ8UWJPUogFyw9i/1FkxBAJ1vxFtzSy4fxU0L2KCUSYPATxQhDoWoU4IIhHH33UiOSxxx4zWTAk9O6775q1kZExI+PLLxPc8IobHuSWLl1qegomTpxoelCee+4502OAgslt33zzjXlfuEaNGmasHZs54IEG2S94r1y50owL/+UvfzEb1LOQQE4ToIxzmng+uB66oTHBChkuugUx3osuVmRvGBvGYgmQsy8LxkQZdFNjPA/d1hAyshV0V+PVprTdiKGEEPcHGWANZMzUxWxoCAbdqHi9pk6dOmYhCXSzovsUkkavAVZ4QiaH7BkSxkzf/FCwwfvf//538yCHhTh8M+zxMIJJfhgHRjvDa3B4iEE7Aytkz2AE1vhd4AYOGE9GW2UhgdwkQBnnJv0QvDayD4wHY0YvMjZ8ceI1G7wKgjV9MREG3YXoeoZIrrzySiOaokWLmpnS2Lwb436hXtBdCqFgI3M8hGCsF7N2H374YfPAgu7oH374wfw3smKMr6OrGt3XeDiBhMAUY8ihXDD+i1fbkNFWrlzZdEfjnmNjY81DCHpWZsyYYdoSsmFMAMSrR+gZwFyEG264weCBrNG2WMY4bxgAAAjBSURBVEjAqwQoY6/WTB75XOhiRjdh48aNpVWrViab/fHHHwXvamLiDMZ9Mcv122+/NbN+kQFiYg2Ei4lIkEx+ek0Jr9jgfpH54oEFY7vIhtElHR4ebiYhQcSvv/666ap///33BbPNMZENM4DxYJNfpAJWGA/HeC8m7OH/kdXiIa9+/frmXwjGd/EHDyroisYkNgyD4IEQPTTodcEYcij3ruSRrwp+zEwIUMZsIs4EIAm8D4xsGF2AyGzxxYgxO3ShovsPX4QQMLqfIWv8DuLG5Br8Du/H5qeC2buYlIVxcAgFGR/GO9Edje58PLAgE0aPAsZ+8a41XrHxySeUWeHdaXQxY71nTMS65557TOaLcXLshAQR4+EP7Qh8kA3jv9HWMAdhyZIlpq3h4QZcWUggLxGgjPNSbXnss3bp0sVIGOOeWEgBX5ZY1zciIsJ8qSLrxbq+bdq0MV+q2IoOXY3IAPNzwUShkSNHSseOHQ0/bEyPMXVMOEL3M+QC6SDTQ8ZXpUqVkMeFHgBk/RAwxnUxLo4JfehRwbvA2LgBPSzohQETzDtAtoxeGEwQRPHtMxzysHiDIUmAMg7Jas2Zm8LCCJAIXr1BxouZzxgXfvrpp00mjL/bsWOH6SLE5BqWCwTwao3vFRt0pyK7w1gwCnoM8FAT6gXbDyLrRwaM17Ew1otZ9Jhtj65lzCLHQwp+j94E/Dce8tDewAe9MrVr1zaTuEJ93DzU2wLv7wIBypgtwZkAvlDRpYgZrhgDxdgesr3JkyebyUf5rQtaCxKyCXzFBt37eF8YE9tCveBhDROtkPliPBivIr300kumxwTzDTB2jtn0eDjBe+jovkcM5h/06dPHTHjDJDfEsZBAKBGgjEOpNnP4XvDFiDFOvD6CGdFYkAPZMlbMYsmYQLBXbEKRGZbuxLwCDFtgAwtktVgPGotyYIx80aJFZvlO9AigDWG8HAu8YBZ0QkKCmYiFxU7Qfc3elVBsIbwnHwHKmG0hSwSQAWN8E+OgWEiBJf8RQBcyHswwNIGCOQQY/8ZcAbQLDF9grXH8P7qc8d40XnF75pln5PTp02aRDbShoUOHmnepsXAJHvAgac6Czn/tKb/eMWWcX2ue900C2UQAY+AYpkB3MiZZYTUrzBXAXAK8ZgT5jhs3Tl588UWzrjhebcPmC751oZExYzy4X79+ZpY5xou5LnQ2VQ5Pk2cIUMZ5pqr4QUnAmwQwmQqLcdx3331mAhZ+IlPGGuLY5AJbYo4YMcKscoVZ5JgtjnesY2JipFmzZiYTRuH+wN6sX36qnCFAGecMZ16FBEKWABbjwHaNePcXS3liqUm8b45ua6ydjfd/sdAJ1hpH9zVmj2PpT2TDWIGNhQRIgLOp2QZIgASygQB238L7vpiQhXfKIVz8xKxojBdjbBhjwhA2xoE5FpwN0HmKkCLAzDikqpM3QwK5QwBLT2JNaIwDYy1pbGiBRTlQMDsak7yw/jgLCZBAcAKUMVsGCZBAthDA2tlYuhMTubAyFiZvsZAACegIUMY6TowiARLIhIBvhyVMzuKiHGwuJGBHgDK248VoEiABEiABEsh2ApRxtiPlCUmABEiABEjAjgBlbMeL0SRAAiRAAiSQ7QQo42xHyhOSAAmQAAmQgB0BytiOF6NJgARIgARIINsJUMbZjpQnJAESIAESIAE7ApSxHS9Gk4CKwLlz5+TgwYNmn16+5qNCxiASyNcEKON8Xf28+UtBYNKkSTJw4ED/qaOiosxuRRltMXns2DEpW7asOQ67G7GQAAnkLwKUcf6qb97tJSbw7rvvSpcuXcwORJDwO++8Y7YTfPDBB2X69OnpXj0lJUXKlSsn2E4QK1ixkAAJ5C8ClHH+qm/e7SUm0LhxY/nss89k48aNZptArMvcrl07OXr0qKxfv950Xf/tb38ze/4WL17c7F6EdZyxtrNPxoMHD5Y77rjDyByx77//vowePVpeffVVs8wktiPEnsDYDQk7Iw0bNkwmTJggSUlJ8vjjj5vNGKZMmSJz5syR9u3by9y5c+X66683ewpfe+21l5gAT08CJOBCgDJ2ocZjSCAIAYwTh4WFmS0EId+CBQteFIX1miFHCPSrr76ShQsXyvz5842wfTLu16+f1KhRw0gXEo6Pjzc7ICUkJJhdkO69916pXbu23HjjjYK9hFH69Okj7733nvzwww9m+8Jnn33WZNjXXXedtGnTRl5++WWzheErr7zCuiMBEvAgAcrYg5XCj5Q3CZw5c0aKFCli9uhNTEy86CZOnDhhRH333XfLvHnzBGs5Yxz59ttvl9dff91KxsiWO3fubISP7BcbNCArRvaLa2OMGjLes2ePVKtWTSIjI6VChQryxRdf5E24/NQkEOIEKOMQr2DeXs4SqFmzpnz77bfmD7JbFIwXHz9+XF566SUJDw/3jx9jW0EIEt3ZyGp9mXH//v2NQJE9P//880asjz32WKrMeNmyZSabxr7Ad955pxmbfvLJJ2Xs2LHm2siEIWOMRZcpU0auvvpqKVasGGWcs82BVyMBNQHKWI2KgSSQOQGfONGNDIF+/PHHgkldmGENyXbq1ElWrVolsbGxZmLXc889J9OmTZN77rnHL2Nkt8iwcQ4IecyYMUawgd3UlHHmdcEIEshLBCjjvFRb/KyeJ4BsF+O8mJTlK127dpVZs2aZzBQTu9C9jLFdlD/96U/y1ltvmQw38NUmSHj8+PEmpmXLlvLpp5/KJ598YsaMu3XrJj4ZI+tt27atyYyfeuopM1aMiVwxMTHMjD3fWvgBSeB3ApQxWwMJXAICv/76q5FixYoVpVKlSqmugBnWycnJUrJkSalSpUq6V8cYMySNOBYSIIHQJkAZh3b98u5IgARIgATyAAHKOA9UEj8iCZAACZBAaBOgjEO7fnl3JEACJEACeYAAZZwHKokfkQRIgARIILQJUMahXb+8OxIgARIggTxAgDLOA5XEj0gCJEACJBDaBP4fhe18abxvsFMAAAAASUVORK5CYII=", "text/plain": [ "\n", "\n", "If you see this message, it means the renderer has not been properly enabled\n", "for the frontend that you are using. For more information, see\n", "https://altair-viz.github.io/user_guide/troubleshooting.html\n" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pred_errors = linker.prediction_errors_from_labels_column(\"ground_truth\", include_false_positives=False, include_false_negatives=True)\n", "linker.waterfall_chart(pred_errors.as_record_dict(limit=5))" ] } ], "metadata": { "kernelspec": { "display_name": "splink_demos", "language": "python", "name": "splink_demos" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.8.3" }, "vscode": { "interpreter": { "hash": "3b53fa520a31e303a9636a08ff10a3bbc14893ee50cb37445791fa59628fc75b" } } }, "nbformat": 4, "nbformat_minor": 4 }