notebooks/examples/python/Ship2ShipTransfers/03.a Overlap Detection.ipynb

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    "# Overlap Detection\n",
    "\n",
    "> We now try to detect potentially overlapping pings using a buffer on a particular day.\n",
    "\n",
    "---\n",
    "__Last Updated:__ 27 NOV 2023 [Mosaic 0.3.12]"
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   },
   "source": [
    "## Setup"
   ]
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      "Python interpreter will be restarted.\nPython interpreter will be restarted.\n"
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   "source": [
    "%pip install \"databricks-mosaic<0.4,>=0.3\" --quiet # <- Mosaic 0.3 series\n",
    "# %pip install \"databricks-mosaic<0.5,>=0.4\" --quiet # <- Mosaic 0.4 series (as available)"
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    "# -- configure AQE for more compute heavy operations\n",
    "#  - choose option-1 or option-2 below, essential for REPARTITION!\n",
    "# spark.conf.set(\"spark.databricks.optimizer.adaptive.enabled\", False) # <- option-1: turn off completely for full control\n",
    "spark.conf.set(\"spark.sql.adaptive.coalescePartitions.enabled\", False) # <- option-2: just tweak partition management\n",
    "spark.conf.set(\"spark.sql.shuffle.partitions\", 1_024)                  # <-- default is 200\n",
    "\n",
    "# -- import databricks + spark functions\n",
    "from pyspark.databricks.sql import functions as dbf\n",
    "from pyspark.sql import functions as F\n",
    "from pyspark.sql.functions import col, udf\n",
    "from pyspark.sql.types import *\n",
    "\n",
    "# -- setup mosaic\n",
    "import mosaic as mos\n",
    "\n",
    "mos.enable_mosaic(spark, dbutils)\n",
    "# mos.enable_gdal(spark) # <- not needed for this example\n",
    "\n",
    "# --other imports\n",
    "import os\n",
    "import warnings\n",
    "\n",
    "warnings.simplefilter(\"ignore\")"
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   "source": [
    "__Configure Database__\n",
    "\n",
    "> Adjust this to settings from the Data Prep notebook."
   ]
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   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Out[2]: DataFrame[]"
     ]
    }
   ],
   "source": [
    "catalog_name = \"mjohns\"\n",
    "db_name = \"ship2ship\"\n",
    "\n",
    "sql(f\"use catalog {catalog_name}\")\n",
    "sql(f\"use schema {db_name}\")"
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      "count? 521,430\n"
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         "type": "\"timestamp\""
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        {
         "metadata": "{}",
         "name": "LAT",
         "type": "\"double\""
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        {
         "metadata": "{}",
         "name": "LON",
         "type": "\"double\""
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         "metadata": "{}",
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         "metadata": "{}",
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         "metadata": "{}",
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         "metadata": "{}",
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         "metadata": "{}",
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         "metadata": "{}",
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         "metadata": "{}",
         "name": "Status",
         "type": "\"integer\""
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         "metadata": "{}",
         "name": "Length",
         "type": "\"integer\""
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         "metadata": "{}",
         "name": "Width",
         "type": "\"integer\""
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         "metadata": "{}",
         "name": "Draft",
         "type": "\"double\""
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         "metadata": "{}",
         "name": "Cargo",
         "type": "\"integer\""
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         "metadata": "{}",
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         "type": "\"string\""
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         "name": "point_geom",
         "type": "\"binary\""
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         "type": "\"long\""
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    "cargos_indexed = spark.read.table(\"cargos_indexed\").filter(\n",
    "    col(\"BaseDateTime\").between(\n",
    "        \"2018-01-31T00:00:00.000+0000\", \"2018-01-31T23:59:00.000+0000\"\n",
    "    )\n",
    ")\n",
    "print(f\"count? {cargos_indexed.count():,}\")\n",
    "cargos_indexed.limit(5).display() # <- limiting for ipynb only"
   ]
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   "source": [
    "## Buffering\n",
    "\n",
    "<p/>\n",
    "\n",
    "1. Convert the point into a polygon by buffering it with a certain area to turn this into a circle.\n",
    "2. Index the polygon to leverage more performant querying.\n",
    "\n",
    "> Since our projection is not in metres, we convert from decimal degrees, with `(0.00001 - 0.000001)` as being equal to one metre at the equator. Here we choose an buffer of roughly 100 metres, ref http://wiki.gis.com/wiki/index.php/Decimal_degrees."
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    "one_metre = 0.00001 - 0.000001\n",
    "buffer = 100 * one_metre\n",
    "\n",
    "(\n",
    "    cargos_indexed\n",
    "    .repartition(sc.defaultParallelism * 20) # <- repartition is important!\n",
    "    .withColumn(\"buffer_geom\", mos.st_buffer(\"point_geom\", F.lit(buffer)))\n",
    "    .withColumn(\"ix\", mos.grid_tessellateexplode(\"buffer_geom\", F.lit(9)))\n",
    "    .write.mode(\"overwrite\")\n",
    "    .saveAsTable(\"cargos_buffered\")\n",
    ")"
   ]
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   "source": [
    "_We will optimise our table to colocate data and make querying faster._\n",
    "\n",
    "> This is showing [ZORDER](https://docs.databricks.com/en/delta/data-skipping.html); for newer runtimes (DBR 13.3 LTS+), can also consider [Liquid Clustering](https://docs.databricks.com/en/delta/clustering.html)."
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       "</style><div class='table-result-container'><table class='table-result'><thead style='background-color: white'><tr><th>MMSI</th><th>BaseDateTime</th><th>LAT</th><th>LON</th><th>SOG</th><th>COG</th><th>Heading</th><th>VesselName</th><th>IMO</th><th>CallSign</th><th>VesselType</th><th>Status</th><th>Length</th><th>Width</th><th>Draft</th><th>Cargo</th><th>TranscieverClass</th><th>point_geom</th><th>ix</th><th>sog_kmph</th><th>buffer_geom</th></tr></thead><tbody><tr><td>636092400</td><td>2018-01-31T10:17:31.000+0000</td><td>33.72458</td><td>-118.27591</td><td>0.0</td><td>265.7</td><td>341.0</td><td>POLARLIGHT</td><td>IMO9189873</td><td>D5BR7</td><td>70</td><td>5</td><td>153</td><td>24</td><td>9.1</td><td>null</td><td>A</td><td>AAAAAAHAXZGogmqo60BA3L8Jlar4</td><td>List(false, 617725793643266047, AAAAAAMAAAABAAAACMBdkZnDiwSrQEDcvwmVqvjAXZGaDBOAYkBA3LlIs7gVwF2RmuLjX/hAQNyzwGvlVMBdkZv8QQc2QEDcr6Of48PAXZGfITb9gEBA3LhCQSN4wF2Rmlhq32pAQNzGwctWl8BdkZoME4BiQEDcxMp3ndvAXZE= (truncated))</td><td>0.0</td><td>AAAAAAMAAAABAAAAIcBdkZnDiwSrQEDcvwmVqvjAXZGaDBOAYkBA3LlIs7gVwF2RmuLjX/hAQNyzwGvlVMBdkZw/uVTfQEDcrqcreejAXZGeFS2MH0BA3KovG3FfwF2RoFE1kGNAQNymhDMC4cBdkaLd1cYZQEDco8qHGRLAXZE= (truncated)</td></tr><tr><td>636092400</td><td>2018-01-31T10:17:31.000+0000</td><td>33.72458</td><td>-118.27591</td><td>0.0</td><td>265.7</td><td>341.0</td><td>POLARLIGHT</td><td>IMO9189873</td><td>D5BR7</td><td>70</td><td>5</td><td>153</td><td>24</td><td>9.1</td><td>null</td><td>A</td><td>AAAAAAHAXZGogmqo60BA3L8Jlar4</td><td>List(false, 617725793603158015, AAAAAAMAAAABAAAAEMBdkZv8QQc2QEDcr6Of48PAXZGcP7lU30BA3K6nK3nowF2RnhUtjB9AQNyqLxtxX8BdkaBRNZBjQEDcpoQzAuHAXZGi3dXGGUBA3KPKhxkSwF2RpaH5r3pAQNyiHOdZ5sBdkaiCaqjrQEDcoYvWYnjAXZE= (truncated))</td><td>0.0</td><td>AAAAAAMAAAABAAAAIcBdkZnDiwSrQEDcvwmVqvjAXZGaDBOAYkBA3LlIs7gVwF2RmuLjX/hAQNyzwGvlVMBdkZw/uVTfQEDcrqcreejAXZGeFS2MH0BA3KovG3FfwF2RoFE1kGNAQNymhDMC4cBdkaLd1cYZQEDco8qHGRLAXZE= (truncated)</td></tr><tr><td>636092400</td><td>2018-01-31T10:17:31.000+0000</td><td>33.72458</td><td>-118.27591</td><td>0.0</td><td>265.7</td><td>341.0</td><td>POLARLIGHT</td><td>IMO9189873</td><td>D5BR7</td><td>70</td><td>5</td><td>153</td><td>24</td><td>9.1</td><td>null</td><td>A</td><td>AAAAAAHAXZGogmqo60BA3L8Jlar4</td><td>List(false, 617725793643528191, AAAAAAMAAAABAAAAFMBdkbaTxKM9QEDctq7esKjAXZG2+MHRdEBA3LlIs7gVwF2Rt0FKTStAQNy/CZWq+MBdkbb4wdF0QEDcxMp3ndvAXZG2IfHx3kBA3MpSv3CcwF2RtMUb/PdAQNzPa//cCMBdkbLvp8W3QEDc0+QP5JHAXZE= (truncated))</td><td>0.0</td><td>AAAAAAMAAAABAAAAIcBdkZnDiwSrQEDcvwmVqvjAXZGaDBOAYkBA3LlIs7gVwF2RmuLjX/hAQNyzwGvlVMBdkZw/uVTfQEDcrqcreejAXZGeFS2MH0BA3KovG3FfwF2RoFE1kGNAQNymhDMC4cBdkaLd1cYZQEDco8qHGRLAXZE= (truncated)</td></tr><tr><td>636017519</td><td>2018-01-31T08:41:24.000+0000</td><td>39.93302</td><td>-75.13263</td><td>0.0</td><td>72.4</td><td>6.0</td><td>PORT ORIENT</td><td>IMO9735103</td><td>D5LI8</td><td>70</td><td>5</td><td>199</td><td>null</td><td>null</td><td>null</td><td>A</td><td>AAAAAAHAUsh9Aood/EBD920zCUHI</td><td>List(false, 617733347188670463, AAAAAAMAAAABAAAACsBSyG+bOfK0QEP3YReHt3bAUshwv9jJ8EBD91zQnxC4wFLIcpVNATBAQ/dYWI8IL8BSyHTRVQV0QEP3VK2mmbHAUsh3XfU7KkBD91Hz+q/iwFLIeiIZJItAQ/dQRlrwtsBSyH0Cih38QEP3T7VJ+UjAUsg= (truncated))</td><td>0.0</td><td>AAAAAAMAAAABAAAAIcBSyG5Dqnm8QEP3bTMJQcjAUshujDL1c0BD92dyJ07lwFLIb2MC1QlAQ/dh6d98JMBSyHC/2MnwQEP3XNCfELjAUshylU0BMEBD91hYjwgvwFLIdNFVBXRAQ/dUraaZscBSyHdd9TsqQEP3UfP6r+LAUsg= (truncated)</td></tr><tr><td>636017519</td><td>2018-01-31T08:41:24.000+0000</td><td>39.93302</td><td>-75.13263</td><td>0.0</td><td>72.4</td><td>6.0</td><td>PORT ORIENT</td><td>IMO9735103</td><td>D5LI8</td><td>70</td><td>5</td><td>199</td><td>null</td><td>null</td><td>null</td><td>A</td><td>AAAAAAHAUsh9Aood/EBD920zCUHI</td><td>List(false, 617733347188408319, AAAAAAMAAAABAAAAGsBSyG5Dqnm8QEP3bTMJQcjAUshujDL1c0BD92dyJ07lwFLIb2MC1QlAQ/dh6d98JMBSyG+bOfK0QEP3YReHt3bAUsh+baoyv0BD91NVSkmVwFLIiGG9eiVAQ/dapji51cBSyIlFO3IIQEP3XNCfELjAUsg= (truncated))</td><td>0.0</td><td>AAAAAAMAAAABAAAAIcBSyG5Dqnm8QEP3bTMJQcjAUshujDL1c0BD92dyJ07lwFLIb2MC1QlAQ/dh6d98JMBSyHC/2MnwQEP3XNCfELjAUshylU0BMEBD91hYjwgvwFLIdNFVBXRAQ/dUraaZscBSyHdd9TsqQEP3UfP6r+LAUsg= (truncated)</td></tr></tbody></table></div>"
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        "customPlotOptions": {},
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        {
         "metadata": "{}",
         "name": "MMSI",
         "type": "\"integer\""
        },
        {
         "metadata": "{}",
         "name": "BaseDateTime",
         "type": "\"timestamp\""
        },
        {
         "metadata": "{}",
         "name": "LAT",
         "type": "\"double\""
        },
        {
         "metadata": "{}",
         "name": "LON",
         "type": "\"double\""
        },
        {
         "metadata": "{}",
         "name": "SOG",
         "type": "\"double\""
        },
        {
         "metadata": "{}",
         "name": "COG",
         "type": "\"double\""
        },
        {
         "metadata": "{}",
         "name": "Heading",
         "type": "\"double\""
        },
        {
         "metadata": "{}",
         "name": "VesselName",
         "type": "\"string\""
        },
        {
         "metadata": "{}",
         "name": "IMO",
         "type": "\"string\""
        },
        {
         "metadata": "{}",
         "name": "CallSign",
         "type": "\"string\""
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         "metadata": "{}",
         "name": "VesselType",
         "type": "\"integer\""
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        {
         "metadata": "{}",
         "name": "Status",
         "type": "\"integer\""
        },
        {
         "metadata": "{}",
         "name": "Length",
         "type": "\"integer\""
        },
        {
         "metadata": "{}",
         "name": "Width",
         "type": "\"integer\""
        },
        {
         "metadata": "{}",
         "name": "Draft",
         "type": "\"double\""
        },
        {
         "metadata": "{}",
         "name": "Cargo",
         "type": "\"integer\""
        },
        {
         "metadata": "{}",
         "name": "TranscieverClass",
         "type": "\"string\""
        },
        {
         "metadata": "{}",
         "name": "point_geom",
         "type": "\"binary\""
        },
        {
         "metadata": "{}",
         "name": "ix",
         "type": "{\"type\":\"struct\",\"fields\":[{\"name\":\"is_core\",\"type\":\"boolean\",\"nullable\":true,\"metadata\":{}},{\"name\":\"index_id\",\"type\":\"long\",\"nullable\":true,\"metadata\":{}},{\"name\":\"wkb\",\"type\":\"binary\",\"nullable\":true,\"metadata\":{}}]}"
        },
        {
         "metadata": "{}",
         "name": "sog_kmph",
         "type": "\"double\""
        },
        {
         "metadata": "{}",
         "name": "buffer_geom",
         "type": "\"binary\""
        }
       ],
       "type": "table"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "%sql\n",
    "OPTIMIZE cargos_buffered ZORDER BY (ix.index_id, BaseDateTime);\n",
    "SELECT * FROM cargos_buffered LIMIT 5;"
   ]
  },
  {
   "cell_type": "markdown",
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    }
   },
   "source": [
    "## Implement Algorithm"
   ]
  },
  {
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   "source": [
    "buffered_events = (\n",
    "    spark.read.table(\"cargos_buffered\")\n",
    "        .repartition(sc.defaultParallelism * 20) # <- repartition is important!\n",
    ")\n",
    "\n",
    "def ts_diff(ts1, ts2):\n",
    "    \"\"\"Output the difference between two timestamps in seconds.\n",
    "\n",
    "    Args:\n",
    "        ts1 (Timestamp): First Timestamp\n",
    "        ts2 (Timestamp): Second Timestamp\n",
    "\n",
    "    Returns:\n",
    "        long: The difference between two timestamps in seconds.\n",
    "    \"\"\"\n",
    "    return F.abs(col(ts1).cast(\"long\") - col(ts2).cast(\"long\"))\n",
    "\n",
    "\n",
    "def time_window(sog1, sog2, heading1, heading2, radius):\n",
    "    \"\"\"Create dynamic time window based on speed, buffer radius and heading.\n",
    "\n",
    "    Args:\n",
    "        sog1 (double): vessel 1's speed over ground, in knots\n",
    "        sog2 (double): vessel 2's speed over ground, in knots\n",
    "        heading1 (double): vessel 1's heading angle in degrees\n",
    "        heading2 (double): vessel 2's heading angle in degrees\n",
    "        radius (double): buffer radius in degrees\n",
    "\n",
    "    Returns:\n",
    "        double: dynamic time window in seconds based on the speed and radius\n",
    "    \"\"\"\n",
    "    v_x1 = col(sog1) * F.cos(col(heading1))\n",
    "    v_y1 = col(sog1) * F.sin(col(heading1))\n",
    "    v_x2 = col(sog2) * F.cos(col(heading2))\n",
    "    v_y2 = col(sog2) * F.sin(col(heading2))\n",
    "\n",
    "    # compute relative vectors speed based x and y partial speeds\n",
    "    v_relative = F.sqrt((v_x1 + v_x2) * (v_x1 + v_x2) + (v_y1 + v_y2) * (v_y1 + v_y2))\n",
    "    # convert to m/s and determine ratio between speed and radius\n",
    "    return v_relative * F.lit(1000) / F.lit(radius) / F.lit(3600)\n",
    "\n",
    "\n",
    "candidates = (\n",
    "    buffered_events.alias(\"a\")\n",
    "    .join(\n",
    "        buffered_events.alias(\"b\"),\n",
    "        [\n",
    "            col(\"a.ix.index_id\")\n",
    "            == col(\"b.ix.index_id\"),  # to only compare across efficient indices\n",
    "            col(\"a.mmsi\")\n",
    "            < col(\"b.mmsi\"),  # to prevent comparing candidates bidirectionally\n",
    "            ts_diff(\"a.BaseDateTime\", \"b.BaseDateTime\")\n",
    "            < time_window(\"a.sog_kmph\", \"b.sog_kmph\", \"a.heading\", \"b.heading\", buffer),\n",
    "        ],\n",
    "    )\n",
    "    .where(\n",
    "        (\n",
    "            col(\"a.ix.is_core\") | col(\"b.ix.is_core\")\n",
    "        )  # if either candidate fully covers an index, no further comparison is needed\n",
    "        | mos.st_intersects(\n",
    "            \"a.ix.wkb\", \"b.ix.wkb\"\n",
    "        )  # limit geospatial querying to cases where indices alone cannot give certainty\n",
    "    )\n",
    "    .select(\n",
    "        col(\"a.vesselName\").alias(\"vessel_1\"),\n",
    "        col(\"b.vesselName\").alias(\"vessel_2\"),\n",
    "        col(\"a.BaseDateTime\").alias(\"timestamp_1\"),\n",
    "        col(\"b.BaseDateTime\").alias(\"timestamp_2\"),\n",
    "        col(\"a.ix.index_id\").alias(\"ix\"),\n",
    "    )\n",
    ")"
   ]
  },
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   "execution_count": 0,
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   },
   "outputs": [],
   "source": [
    "(candidates.write.mode(\"overwrite\").saveAsTable(\"overlap_candidates\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
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   "outputs": [
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     "output_type": "display_data",
     "data": {
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       "</style><div class='table-result-container'><table class='table-result'><thead style='background-color: white'><tr><th>vessel_1</th><th>vessel_2</th><th>timestamp_1</th><th>timestamp_2</th><th>ix</th></tr></thead><tbody><tr><td>AZUR</td><td>GLOBAL ETERNITY</td><td>2018-01-31T10:18:40.000+0000</td><td>2018-01-31T07:48:02.000+0000</td><td>617700141109608447</td></tr><tr><td>DANAE C</td><td>EVER SHINE</td><td>2018-01-31T10:26:13.000+0000</td><td>2018-01-31T08:44:18.000+0000</td><td>617710257664688127</td></tr><tr><td>UMM SALAL</td><td>DREAM CANARY</td><td>2018-01-31T03:41:48.000+0000</td><td>2018-01-31T05:24:39.000+0000</td><td>617710268076785663</td></tr><tr><td>ZIM RIO GRANDE</td><td>AFRICAN RAVEN</td><td>2018-01-31T05:58:48.000+0000</td><td>2018-01-31T07:16:41.000+0000</td><td>617711246234353663</td></tr><tr><td>ZIM RIO GRANDE</td><td>AUTO BANNER</td><td>2018-01-31T05:58:48.000+0000</td><td>2018-01-31T07:27:14.000+0000</td><td>617711246234353663</td></tr></tbody></table></div>"
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       "data": [
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         "AZUR",
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       ],
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       "removedWidgets": [],
       "schema": [
        {
         "metadata": "{}",
         "name": "vessel_1",
         "type": "\"string\""
        },
        {
         "metadata": "{}",
         "name": "vessel_2",
         "type": "\"string\""
        },
        {
         "metadata": "{}",
         "name": "timestamp_1",
         "type": "\"timestamp\""
        },
        {
         "metadata": "{}",
         "name": "timestamp_2",
         "type": "\"timestamp\""
        },
        {
         "metadata": "{}",
         "name": "ix",
         "type": "\"long\""
        }
       ],
       "type": "table"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "%sql\n",
    "SELECT * FROM overlap_candidates limit 5"
   ]
  },
  {
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   "execution_count": 0,
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    }
   },
   "outputs": [
    {
     "output_type": "display_data",
     "data": {
      "text/html": [
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       "    max-height: 300px;\n",
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       "    border-collapse: collapse;\n",
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       "  th, td {\n",
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       "  th {\n",
       "    text-align: left;\n",
       "  }\n",
       "</style><div class='table-result-container'><table class='table-result'><thead style='background-color: white'><tr><th>ix</th><th>count</th></tr></thead><tbody><tr><td>617744282199785471</td><td>1622</td></tr><tr><td>617744282200047615</td><td>1622</td></tr><tr><td>617744282199261183</td><td>1622</td></tr><tr><td>617748934640271359</td><td>893</td></tr><tr><td>617748934703972351</td><td>893</td></tr><tr><td>617748934640271359</td><td>867</td></tr><tr><td>617700170145202175</td><td>624</td></tr><tr><td>617743619083993087</td><td>487</td></tr><tr><td>618194245959286783</td><td>435</td></tr><tr><td>618194245957976063</td><td>435</td></tr></tbody></table></div>"
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     },
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       "removedWidgets": [],
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        {
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         "name": "count",
         "type": "\"long\""
        }
       ],
       "type": "table"
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "%sql\n",
    "CREATE OR REPLACE TEMPORARY VIEW agg_overlap AS\n",
    "SELECT ix, count(*) AS count\n",
    "FROM overlap_candidates\n",
    "GROUP BY ix, vessel_1, vessel_2\n",
    "ORDER BY count DESC;\n",
    "\n",
    "SELECT * FROM agg_overlap LIMIT 10;"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {},
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     "showTitle": false,
     "title": ""
    }
   },
   "source": [
    "## Plot Common Overlaps"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
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    "jupyter": {
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   "outputs": [
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j+E4/A//AKq55GKOrjqpB/Kuwu0FxZuF5yu4fhyKpbEPR3OMoooqSwooooAKKKKACnN1ptOagBtFFFABRRRQAUUUUAFOPam049qAG0UUUAbeiD97If8AZH86r6sf9Mb2Aq1og+eU+w/rVPVT/pz+2P5Cq6EfaM6iindPrUli42jPemU7tTaACiiigAooooAKKKKACiiigAqeoamoM5hRRRQQJRRRQUMemU5utNoNFsFFFFAwooooAcuDwelTlSsHHOTVarDMRCoHrQJkIVj2pwQ55OKaWY96F60ASeWo6mlwg7ZpKKCLsdnHQUm40lFAgooooAjOVbI+tdkhW8tAT0kXn61yNdDpEu6JoT1Q5H0NNA2c0ylGKt1BwaVO9X9Vh8q7LDpIN3+NUV6Ui3sMPU08ENw1MPWkoKHFSKbTw3Y9KCvcUAMooooAKKKKACiiigApwbHWm10OheFdb8SCVtIgEogxvJZVxuzj7xHpQBhbd3SkY4+UVf1HT77RryTT7+IwzxnDKf0II4IPrVA4IoEMorqdU8GeItG05dV1C2EduxUbt6k/N0yASa5agYUUUUAKCQQR1q5McRYPU4qCFdz57Ckmfc3HQUC6kVFFFAx4IPBpCpFNp4bsaAGUU8r3FdHovg7xHr6ebptozRZx5jEIn4FsZ/CgLnM05eSK9If4TeL1QsI4WP8AdEgz+uB+tcXqWj6podyLfVbZ4HPI3Dg/Qjg/hQK6MtuWNLGjSOEQZJppzmtq2iS1iM0vDEc+3tTQN2HM0djBtXlj+prEZizFmOSetTSO91OM8biAPavQvFXw4uPC+kjVZL1bgeYqFAhXG7POcmhsS03PNaKKKRQ9Dn5T3ppGDikqdiNobHWgCNaaetPVuaaWOaAEwaMGjJo5oAMGl2mk5owaAF21sabp5kIuJh8g+6PX/wCtSafp3mETXAwnZfX/AOtW3c3MVrHkkA9hVJESfRDpriO3X5uuMge1cnczNcS75DzjFOluGmkLE9Tz6moHAz1pNjirDPlo+WjA9aPlpFBkelGR6UfLRkelABn2o3GjI9KM+1ADkY5ppJzTlb5qUEl6AEkJ4B7VHT2ck880nFADaKdgdjSYNACUUUUAFOPYUg607uTQA09aSiigAooooAKKKKACnvwAKRRkihjlqAG0UUUAPjXewWrfkx+lR268FvwqzTJbIRAoIIJ4qaikJwCT2oJIJ+ADjrVb5T7UMxY5NNpFodj0pORyOKSlyaBkizOvfP1qUXH94flVfI7ijA9aBWLoljPf86fWfg0AsvQkUxcpo0VSE7jrzUq3Cn7wxQKxYopgdG6Gn0CCiiigAooooAKKKKACo5W2oT3PFRzuygBeM1UoKSCiilAJOBSKLNuvVvwqKVtzn24qyx8qPA+lUaBLuFFFFAwooooAKmhTc2T0FQ1cjyFCoPqTQJkoJJPoKdSAYGKWmQFFFFABRRRQAUUUUAFRPEr89D61LRQBRkWReH5HrUVaXXg1A8APKce1IpMqUUpUqcEYpKCgooooAKKKKACnKCxCjvTakiOJBQBbRNi4zmpKKKZmRSoXXA9c1J04pjB85U/gaTzMcOCv8qBktQyxhlJA5pD5uSVIIPSoBJKO/SgEhHjKAZ71HTmYudxqaBMnee1IojdCmPcVHWkQDweaoyKFchaATI6KKKBhS4PHHWkrUsf30saY6EZ/CgTdjoG/0azP/TNP5CuLrq9Wl8u0Kd3IH9a5SqZMSxbj5iat1BAMJn1NT0gZDMxVOO/FUquTkbMepqvGnmHGcUhrYREZzgVYkASLb1oij2sSGyKZcNlgvpQHUr0UUUFFtAsaYkPXnFR+aq8RL+dQVbhjI+ZutBI0RyScucCpljROg59afUEk4HCcn1pi3J+nJqMzRjvUUJdmLMSRUyxIvIFADPPTPQ1IJEPQimTIzD5cf1qJd4AUpkD1FAWLVHTk1XKDGWjI+hpvmBMKFOB60BYshlPAIpkiyNwpAFMEzHkIaN056KBQFiF0C4UHLd6kFvx8xxTfIc8kiniAqdwbkUh3JUjVOnX1qSkGe9LTJCiozLGO9AljJwD1oCxJULxs/wDFx6U15WjbHUdafHIJB6H0oGReQB/FSM6BPLHzY708wZbJbrTxEgGMZoHco1N5RYbkORURxk46UAkHI4pFAVKnBGKSpZDuCt3xg1GFLdBmgBKepIOAMg9qPLf+6alVdh2ry5/SgVyORAjYBzUdX1jULtPOetVZIinI5FAJkVFFFAwooooAKKKKACiiigD/0vHzoi/wykfUf/XpjaNLtwsinHqMVWGpXg/jz9QP8KlGrXQ67T9RXToc12MOjXY6FD+J/wAKiOlXo6ID9CKuDWJv4kU/TNSjWf70X5H/AOtRoPmZkmwvF6xN+HNRG2uF+9E4/wCAmugGsQ/xIw+mKkGq2p67h9RRZBzM5Yqy/eBH1ptdgNRs2/5afmD/AIUvn2EnVoz9cf1osPnOQ6j6U2ux8rT36LEfpj+lNOnWL/8ALMfgT/jRYOc5CiurOkWZ6Bh9DUJ0W3P3Xcfl/hSsPmRzVFdAdEX+GUj6j/69RHRJf4ZFP1BFFmHMjEorWOjXY6FD+J/wqI6VejogP0IosO6KCnmkIwatmwvF6xN+HNMktrgcmNx+BpBcrUU4qy/eBH1ptAwooooAK7DTpPNs4yew2n8K4+ui0STKSRHsQw/H/wDVTRMtjDuI/JneP+6xH4VDWrrEey63jo6g/iOKyqTGtgooooGFFFFABTj0FNpx6CgBtFFFABRRRQAUUUUAFOam05utADaKKKAN/Qx/rj/u/wBaz9T5vpPw/kK09EGElPqRWXqDf6ZLj1/pVdCF8RT6fWm0UVJY7+Gm07+Gm0AFFFFABRRRQAUUUUAFFFFABUgf1qOigTVybNLmolJzipKCGrBRRRQIiPU0lPYDrTKDRBRRRQMKKKKACp5eET6VDVidSAn0xQIrU5etNp69aAew+iiigzCiiigAooooAOlXdNnEV0vPD/Kfx6frWex7U0EggjgigpR0Ol1mHfbrKOsZ5+hrnU9K7Abby09pE/I//WNcYQVYg8EcVTBaqwlFFFSWFOBIptFAEhAbkVHSg4p+Q3XrQBHRSkEdaSgAoopetAABmvf/AIKjFtqg/wBuL+TV4GflGB1r3v4Kf8euqf78X8moInsdB8TPCP8Abum/2pZJm9s1JwOskfUr9R1H5V8wd6+nfD/jQt4t1Pw1qb9blxbMeny8bPxxkV5t8TfB50XUf7XsUxZXbZIHSOQ9R9D1H5UMUXbRnpnxL/5ET/gUH8xXzfpul32r3sen6dGZZpTgKP1JPYDua+j/AImf8iJ/wKD+YrnfgxpqeRf6u4BcssCH0AG5vzyPyo6hF2jczrH4L3skIfUNQSGQ/wAEaFwPxJX+Vcz4n+GuseHLdr9JFvLVPvugIZB6spzx7gmtfxne+Or7XrlbSO9jtYZCkKwBwu1eN2V6k9a9N+H9zrmpaHPZeJ4ZSyN5YadSGeNhyDnk49aAu1qeMeEvAtz4ss57i2u0txC+wqyliSRnPBrhb21lsLyayn4kgkaNvqpwa9s+F8w0rxTq/h4t8uW2e5hcr/I1xvjzSHXx3PZxD/j9kjZPrLgH/wAezQNPWxq6b8JtT1HSIdUF3HG08QlWIqScEZAznqRXlJRg5jI+YHGPevtVb22sr+00JSAzW7Mo9o9oH6Zr5nutCx8Rjo4HyPfAgf7DNv8A/QTQ0EZX3JvEXw6u/DmirrF1do+SimIKQQW7ZzzivOq+gPjRqG210/S1PLu0zD2UbR/M18/0Di7rU6nwZoi+IfEVrp0v+pJLy4/uIMkfj0/Gvo7xf4rtPBWmwJbwK8snyQQj5VAXqTjsOK8m+DUSt4gu5D1S1OPxdam+M8jf23Yx9ltyR9S5z/Kgl6ysMg+MuuLMGubO3eLPKruU49iSf5V63qVnpvjzwoJI1yLiPzIGP3kkHT8jwa+R+GHvX1H8KHZ/CESt/BNIo+mc/wBaaCStqjwnwn4VuvE2pSWUUqwPAhdi4J6HHQe5retfhz4g1TVLjTt6x29q5Rp2ztJH90dSa6z4eosXjzXIV6IJgP8Av6K1fiR44u/DssekaLtjuJV82WTAJUHIAAPGTjOTSC7voeY+K/A7+EJ7FzdC5Fy+B8m3BUjPc+tewfFn/kT2/wCu8f8AWvnq917WNcurdtWuXuDEw2bscZIz0Ar6F+LP/Int/wBd4/60A91c+btJ0nUNbvU0/TYjLM/boAO5J7Aeteu2fwWu3hDX2opFIR92NC4H4kr/ACrZ+DOmJHpt5qzAb5pRCp7hUAJ/Mn9K47xVe+Pb/XLl4Y76KCORlhWEOFCg4B+Xgk4zmgbbbsjK8UfDrWPDMJvty3doDhpEBBXPTcp6D3yayfCvhW/8W3UtrZyRxCFQ7tITwCcDAAOa+g/BEur6z4bmsfFEMm/LQ5mXDPGw6kHnI5Ga+cbS+1jQdSubTRppI5mZoCYxlmCt24znjtQCbeh6zH8Fj5Y8zVMP/sxcf+hVwvivwBq/heIXjut1aE4MqAjaT03KemfXJqWOx+JhIvY11LP3slnz+RP9K90uBeap4Am/tmMpcvZOZVYYIdVJyR2OQDQK7R4B4R8EXni6G5mt7hIBbEDDAnJYEjp06V0+kfCDWLyMTapcpZA9EC73/HkAfnXR/BX/AI8dT/66x/yNcZ438aeJP+EivLK2vJLaC1laNEhOzhTjJI5JNA7tuyLPiD4T6vpVq97p0630cQ3MgUrJgdSBkg/nXm1jbtM4YqX5Cqo5LMegr6T+F/iLUdf0e4XVJPOltZAgkPVlYZGfUjmvMNKhstO+IqWkuFgivZEQHoDltn64oFd7M6PT/hdrN3Esuo3aWhYZ8tVLsPryB+prG8RfCrUdMsZ9Uiv0uVgQu6spRtq8nHJH8q9E+JFh4tvLa3bw48nlJu86OFtshPGDwQSPYV4Bda54qtoZtKv7q6VJBtkimLcj0w3IpsI33OcHWnvTBT27UjQZRRRQAoGTinMoApF605ulBL3I6KKKChy9af0yajHUVJIeMCgCKiiigApcmkooAdu9aPlptFADwO4owQKTotKSRgUAMop2fWj5T7UANop2PSkwaAEooooAen3qaetKpwwNDfeNADaKKXpzQBfRdqgU+qguG7gGp45BJ04xTIaJKrztgBfWrFUJG3OT+FAIjooopFhRRRQAUUUUALS5NNooAdkGlKcA5600cnFOfrj0oAbg05XdehpuTS59aAJhcMOozUyyo3fB96p4B6UhBFArGlRWesjp0PHpVhZ1P3himTYsUUgIPIOaWgRHIgdcd+1USCDg1pVBLEG+YcGgaZTqeBctuPaomXaxXOcU5JWQYHSkUx0zlmx0AqGnu5c5NMoGgooooAKKKmhTc2ewoAmSFV5bk1NS0UzMKKKKACiiigAooooAKKKKACiiigAooooAayhhhhmqrwEH5OauUwkAFz0oGmUCCpwRikq6uZB+8X6VE8BHKc0irleil6cGkoGFKCQcjtSUUAWVnJYBuBVms2poS28AdO9BLRdpOtV5HfftQ1YGcc0yRnljqp2/SmsGKlWGQe4/wqaqTyMHYKTigaBIS4yD3q2AFAA7VSjL7gqnGauZYdRn6UDY+qs6AfOO/FWQQelRzDMZoEijT9jYDY61JDsyd36055uNsfT1pFXK1bejIzSM/wDCgx+JrF5J9Sa7CxgFraqrcHG5vrTQpPQxtZm33CxDpGP1NY9SzSGaZ5T/ABEmoqTGlZGhGMIB7VVkkfcRnGDVpHDjI/KopYix3L170yVvqVKXJHSlZGX7wxSdaRYAkcg4qeNC+Wfoe9MAEeC4yfSmtIzcHp6CgQ6SJk56j1qMAk4FPicI2T0qyhizlMZNAXsJHCF+ZutTUtVp5MfIPxpk7kcshY7R0pI4y59qaiFzgVdJWNfQCkN6aDgAowOAKZ5qYyTVXLzNioqYWLpnjHTmkE6E85FU6KQ7GkCCMjmiqUJIcAd6uAEZyc0yWh1FNZgoyelAYMNwPFAh1FQmdB7/AEpHmAUFOc0DsSO20ZyB9aiMsbjkkD09arMxY5Y5ptIdiaR1I2oMAURx7huJwBUNLk9PWgZckiEhznFRiBlOQ2Md6SFyAV74yKQs0n3kz9KBajzKkY2pzTxMrMFHfvVMgg4PFH0oHYlMMmeBUbKVOD1q5vbyt/Q471TZix3HvQCG1OjSBcpyPSoKcrFTlTigZbLtwg+8evtT0QIMD8TVaA/vOfSrlMhhTcjdsPpS1B5oRmDc89qAIpYtnI6VDVuVleLOfpVSkUgooooGFFFFABRRRQB//9PwWiiitzmCiiigAooooAKKKKAEpwJHTim9xS0AL586H5ZGH0JqQX12vSVvxOarsO9MoNFqjQGp3w/5aZ+oH+FSjWLsddp+orKop3CyNoa1P/FGp+mRUo1z+9D+Tf8A1qwKKLsXKjpBrcH8UbD6YNSjWLQ9dw+orlqKLhyo64anYt/y0x9Qf8Kd9p0+Tq0Z+uP61x9FO4uRHYeVpsnQRH6Y/pSHTrF+fLH4E/41yFKCR0ouHL5nVnSrI/wEfiamt7GC1cvFkEjHJrkhPMv3ZGH0JrY0mW4mnbzJGZVXoTnmhMTT7mrd2UV4F8wkbc4x71ROiQdpG/SotTvJ4bgRwvtAUZ+tZ/8Aad9/z1/Qf4UNoEnY0zokfaU/lTToY7Tf+O//AF6yvt95knzW596f/aF6MYlP6UrodpGgdDPab/x3/wCvTToknaUflVMapfD/AJafoP8ACnDVr0fxA/gKegWkWDok/aRf1pDo1zjAdPzP+FRjWLsf3T+FPGs3WMlUP4H/ABo0D3hp0a79UP4n/CmnSLz0U/jUw1ufvGv604a2/eIfnRoHvFU6Ve/3R+Ypp0u+/wCef6j/ABq+Nc9Yf/Hv/rU8a2neI/nRoF5GWdNvR/yyP5j/ABppsLwf8smrYGtQd42/SnjWrXurj8B/jRZBdmF9iux/yyf8qc1pcZ/1Tj8DW8NYtD/eH4U7+1bLuxH4GiyC77HNtbyKMlH/ACNQnjjGK60anYn/AJafof8AClN/YvwZFP1FFg5n2Keif6mQ/wC1/Ssa+ObuX/eNdbA0DqWt9pXPO31qu9jZTMzMgLE8kE9fzotoJPW5x9FdS2j2h6bl+h/xqBtEjP3ZSPqM/wCFKxXMjn/4abW42iyYwkgP1GP8agbR7sdNrfQ/40WY+ZGVRV5tNvV6xE/Qg1A1rcp96Jx+BpBcgopSCvBGKSgYUUUUAFFFFABRRRQA9R3p9NXpTqDN7hRRRQIa3So6cwOabQaIKKKKBhS9aSpAuKBN2FwKkmchtp5HWmUkpDFSDniglCZWgEdqjooLJ+vIpKYrYp5IxmghoKKTcKCcDNArC0UgIPNMJzQCQE5ptFFBodLo026FoT1Q5H0P/wBesvVIfKu2I6P8w/Hr+tJpk3lXag9H+U/j0/WtXWYd0KzDqhwfoaroRtI5qiiipLCiiigAooooAeGzw1IVxz2ptOVscUANqThB71IUCruHU1AeetABXv3wU/49dU/34v5NXgFe1/CTW9I0mDUY9Tu4rYyNGV8xguQA2cZoJlseeeLZJIfF+pTRMVdLt2Vh1BDZBFfQfhXW7Dx74daz1JVeeMBLiP1I+64+uM/WvnLxTcwXfiPUbq2cSRSXEjIy9CC3BFO8MeIbrwzq8WpW+So+WVOzoeo/w96Aauj6F+KihPBkqL0WWID8DWN8GbqN9FvbMH54rjeR7OoA/wDQTUXxD8U6BrHhAx6feRyyyyRsIwfnABycr1GK8r8D+K28KasbmRTJbTrsmUdcZyGHuKOpCXunfeIfiX4o0jXbzS0ht1SCVlXejElf4TncOorFb4veKeQEtf8Avhv/AIqvTrmb4c+NFW6upoGlAA3O/kygehyVJ/Wsa70b4U6NbSvJJBI5QgDzTK2cdgCefwpgrdjyfwnrk0XjW11a6bDXFwRKRwP32Qfwya9w8Q6Cbzx9oWohcoEcufeH5l/Vq+YFbY4eM4ZDlT9OlfWll408K3VnbX9zf26TiIEqzAMpYDcMdeopIcu6POvEXiAwfFSyKv8Au7Ux2zfST73/AKF+ldvceG/M+IsOugfu0tgx/wB/DJ/LFfNutam1/r13qsZ5luGkQ+275f0xX1PZ+NvC81pDdS6jbpI8allZwGBxkgjrwaEKSseEfFbUPtviySBTlbSNIh9cbj+rV5tWnrV8dT1e81AnP2iZ3H0J4/Ssyg0S0PUvhFeLb+KWt3OPtMDoPqCG/kDXQfGjT5vtFhqiqTHsaFj6EHcM/XJrxnT7650y+h1C0bZNA4dT7j+h719N6T468J+KdPFrqzQwyOAJILnG0n/ZLcEenegmWjufLSqWbaK+tPh5YvpXhG1FwNhffMd3GAxyM/hg1BHoXw4sX+1qlipXnLSBh+TMRXJeO/iTp39ny6P4fk86WddjzJwiKeoU9yRxxwKZLfNojM+F1wLzxjq92vSaOSQfRpQa5n4sEnxhL7Qxfyqb4Vatp2k63cSalcJbpJblFaQ4GdwOM/hWZ8SNQstU8UTXenzLPD5ca70ORkDnmkV9o4m2/wCPiL/fH86+nPiz/wAie3/XeP8ArXzFAwSeNm4AYE/nX0F8TPEmhal4X+y6few3ErTRkJGwJwM5OBQEt0aHweuo5fDc1qD88FwxI9mAI/ka5HXPij4p0vV7vTvJt1EErIAyMTgHg/eHUc1yHgTxd/wiepO9wpktLkBZVXqMdGHrjJ4r2q7/AOFb+M8XlzNbtLgAsX8mTHoclSfxzQJqz1PMD8X/ABTjHl2oP+43/wAVXbfCbTYZrS88TXKh7q4nZQ2OVAwzY9Mk1HqWk/CvRrC4+eCSZo2CYlMr7scYAJxzXMfDDxpp+hrPpGryeVDM/mRyHlVbGCD6A4HNAPVaEeo/FzxE99KLBIYYFYhFZNxwPUk9fyr2CDU59Z8ByandKEluLKVmC8DO1hx9cVyWo+HvhaZ21i5u4lVzvMcc42sevCrk8+grQfxx4UvPDV/b2c6WyxwyQRQt8rEbMKVX0OaZL12Rh/BX/jx1P/rrH/I15L4vjeXxfqkaDJN1J/OvRPhLrukaTbahDqV1HbNI6MvmNtyACDjNcfqsltdeItTvrdhIk07sjjoVJ7UIrZtnqHweiENjqKDtKmT/AMBNeMeMHb/hK9TIOCt1JjHb5jXqXwx8Q6LpsWoxahdxW5eRSvmNtyACDjNeeyX+jzeO5dQvWEmnyXbuzAZBRiecelJgt2zc0L4sa9piJb6gq38KcZf5ZMf7w6/iK9gK6F8SPDTXHkkZDKrOAHikUdj+XsRXOt4T+F2qn7VbXMUatziO4Cj/AL5Y8fpU2reLfCng7Qn0rw7JHLNtZY0ibeAzfxO3P880xOz2PmtlKMUPVTilboKZkk5Penn7tI1GUUUUAL0pSxNNooAKKKcFY9ATQAg60+Q5OB2pyxS/eKNge1RHrQAlFFFABRRRQAUUUo60AKeoFIetKOpNNoAKKKKAClyaSigB2fUUfLTaKAHY9Kc46Uwdac5yfpQAyiiigAq1bjq34VVq/ENqD86BMcx2qT6VnVcnOEx6mqdAkFFFFBQUUUUAFFFFABRRRQA9Bzn0ppOTmnDhCfWmUAFFFFABS5NJRQA4YY46UFSD60q8Zam5PWgABKnIOKnWdh94ZqHOetGPSgLF1ZEfofwodto3en86o0pZiME5FBNhtFFFBQUUUUAFFFOVS5wKAFRC5wKvKoUYFCqFGBTqZDYUUUUCCiiigAooooAKKKKACiiigAooooAKKKKAEPp61E/zMI/xP0qTPVj0FMjGcuerfyoGSUtFFAhjxq/X86qvCy8jkVco6UDTM2irzxK/PQ1VeNk69PWkUmR05WKnI7U2igZZjYvLuA471arNBKkEdqtC4XHINMlomY7QT6VnVK8zOCvGDUVIaRchjAUMRyanqhGzBgAfwq/TJYhAPWmO2xc9fY1JVa4PAWgEM2xv9w7T6GjyHxn9KhwR1FPR3U4U/hSKNDTbcSzAsOnJ/CtfVZ/Jtig+9J8v4d6fp0RSHzG+8/8AKsLU5/OuiB92P5R/Wq2RC1ZnUUU9FLsAKk0CMkOMVfpgiQHIFSUyGymszFxk8ZpxVkYvGAQaSWLB3KODVhECLgUDKBJJJbrSVobE64FLtUdhSDmM8Ak4HNWooip3N1qbAGT0qNmLfLGee5phe45m52L1/lVeRRvCIOe9KziMbYzk9zUsSY+dvvGgNhyII1/maps7P1PFSzSZ+Reneq9IaRPAcPj1FWDFGTkioOIlKn7xHbtUKsVO4daBWuTSxgEbF+tRrGzDK81ILg9xmkNwx6ACgeoqssI9WNRM7OfmNMooCxJGNzBSeDVgzovAzx6VUpKAsWHeNl2qMGmuFRfLzk5yahqRyrYI645oAjooooGFFP8ALbZv6CmUAOVipDDtU4uP7w/Kq1FArFwyROMN+tAaNT8i5+gqnShivIOKAsWplJG/PA7VUp7Oz/eOaZQCCrUMaldx5NVaesjqNoPFAMdInltx07VYjlDjng1TJJ5NJQFjSzWcSWOe5qRFjIy5x7U8yD7sK/jQJaERQqMtx7UypvJkJyf1qWKLadz9e1A7lZlZcbuM02nudzk5zzTKBhRRRQAUUUUAf//U8Tu7PYDLDnHcelZu41etLxkIik5U8Z9KS+thEwkThW7ehroMV2ZUDetLketRUUg5SaioaKBcpNRUWT60bjQHKSd80tR7jRuNAcrHkZFRU7cabQNKwUUUUFBRRRQAUUUUAFFFFABRRRQAV0mix4hkk/vNj8v/ANdc3XYaegiso88cbj+PNNEy2Od1J997IfQgfkKo1LO4kmkkHIZifzNRUhoKcegptO7UDG0UUUAFP2t5e/tnH40qR7huY7V9f8KlZg0BVRgKwx68g0CK1FFFAwooooAKKKKAFHWg9aB1oPWgBKKXGaXA7mgDptGH+iH3c/yFc9ck/aZSP77fzro9IGLT6sa5uXBlc56sf51T2IW7BbidPuyMPoTU66jer0lP44P86qY96Me9SVY011e7UAna31H+FTLrco+/Gp+hx/jWQV+Uc03aad2FkdCutxH78bD6HP8AhU66xZt13L9R/hXLbTRg0XFyo68ahYvx5g/EEfzpf+JfL/zyb8q4/Bowadxcp150+yfnyx+BI/lULaRZt03L9D/jXMKXXkEr9KnW6uV+7M35mi6Dlfc2jokP8MjD64NRHQ/7s35r/wDXqguo3y9Jc/UA/wBKlGq3o6lT9RRoFpEp0Sb+GRT9c1GdGux0KH6E/wCFSDWbkfeRD9M/41KNbb+KHP0P/wBajQPeKf8AZl6vGwH6EU02F2OsZ/DmtIa1F/FGw+hzUo1m0PUOPwH+NFkJ3MQ2tyvWJ/yNRmORfvKR9RXSDVbI9XI+oNSi/s26Sr+PFFhanJ0V2Hn2sn/LRG/EGl8m2f8AgRvwBosK5x1JgeldebK0PWJfwGKjOm2Z/wCWePoTRYLnKYFLXStpNqehYfQ//WqFtGjP3ZCPqM/4UrDuc6x7Uyt1tEk6rKD9Rj/GoG0a7HQofx/+tRZlpoyaK0G0u9X/AJZ5+hFQNZ3a9Yn/AAGaVh3RWpwPY0rRyL95SPqKZQMeVyeKCQfl9KRWxSsO9ADelJTs54NIRigBKKKKAFBKkEcEV2R23ln/ANdE/X/6xrjK6XRpw0LQE8ocj6H/AOvTRMu5zZBBweopK0NTg8m6YgfK/wAw/Hr+tZ9IpBRRRQAUUUUAFSAbRk9aAABk0wkk5NAC7jnNO4bp1qOigBSMUlSAhuDTSCKAG0UUUAFFFFAEvyiL3NRU4DI4602gQU8EHhqZRQMcVxTacGxweRSle69KAGUUUUAFalnaDZ50vAPT6etQWdt5z72HyL+vtU99c5/cR9B97/Cmu5LfRFKeRXc7OFHSoKKKRQUoOKSigB5AbkUgGOTQvXNP4k9qAGDnk0h5pW44ptABRRRQAVJGFJ2ucCo60tOsvtTl3yI06+59KBMu6fYrIPOddq/wjufc1JfTpbRtFB948E1dvbtbOH5QNx4UVzrXrsc7QP8AGq2IV3qUwjHoCaeLeY/wN+VTG8lPXFRm4c9l/wC+RU6F6lhNOmZQxYDNSjTG7yD8qiXUJUUKFXj2/wAKQ6hcH+6Pwp6E+8WRpi93P5U82ECrl2bA/wA+lUDfXJ/ix+AqWO+mQZf5x709AtIk8rTl6vn8f8KM6avbP504vYTjfINjd/8AIpudNXoM/nQAefp69I8/h/jR9stR92H9BR59gvSPP4f40fbbZfuw/oBQFg/tFR92L9f/AK1L9vmb7sX8zSf2kB92LH4//Wpp1KTsgouFvId9vmHLKB7c0v2y1l/10eD69f8A69L9ujYATx5/X+dJs0+bodh/L+fFAfIPs1lN/qpNp9M/0PNRPp0y/cIb9Ke2nEjMThh71F5d7b/d3Y9uRQHoys8Msf31IqKtFNRmXiRQ36GpPtFlN/rU2n1x/UUh3ZlU4dzWn9jtpeYJPw61C9hOo+XDfSiw+ZFL+Gm1JIjpgOpH1qOkMKKKKACiiigAooooAenX6U08mnJ1xTT1oASiiigByjLAetaHSqcAy+fSrtMllWdyDsH41XAzSucuT702kNC4NJS5pxJwBQMZRTuKMDsaAG0UuDSUAFFFOUZIFACtwAtMpzHLGm0AFFFFABRRTlGT9KAHNwAtR0pOTmkoAKKKKAHZpDjtSUUAFFFFABRRSgFjgdaAFVSxwKvIgQYFMC+VGSOTSLOrEDBBNMl6k9FFFBIUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU0nA96dTep+lADH6CMd/5VJ04qNPmYv8AgPpUtABRRRQAUUUUAFJS0UAQPArcrwaqsjIcMK0aidwuAwyp70DTKNFWWhDDdGarkFTgjFIq4lFFFAyaD7/4VdrPRtjbutXUfeu7GKZLH1UZg8qkdOlTNMinGc/SlXYclecnNAth9RJBvuESM4LHp6e9Nllx8qde5rT0aDJe5b/dH9aA2VzVupha2rOONowv16CuN68mt7VmaWRYF4VeT9T/APWrLCRR8scmhhHRESQs3J4FWlRUGFpWYKu7tVUTtuyenpQPVlymswUZY4phmQLuBz7VUd2c5agSROJgSS3AHQUv2hPQ1UpyqWOFpFWROBM56kD16VOWReCaiMnlrtzuaqzMWbce9ArXJyqMNzOSAaYXLfJGMCmKC7Bc1YJSBcDk0AOjiCcnk02aTb8i9TUO6WQ8Z/CkVgnQfN79qAsSpACMv1NR5WNzj5sdKaZHP8RpvXk0DAkk5PWkoooGFFFFABRRRQAUUUUAFFFFABRVsRAx9MNiqlArlsqJsYOAB0qqRgkHtTkco2R+NLKwZ8rQBHRRRQMKKKKACiiigAoop4R26CgBlFSGJ17flUdABViHYSOzD9agAJOB1o5BoA0aqyy5+Venc0wyuV2n86ioJSCiiigoKKKKACiiigD/1fn+tuY+bY7264B/GsSt+GF57MRJjJXvXQjGRgUVNPBJbyGKUYIqGkUFFFFABRRRQAUUUUAFFFSeW+3djjrQBHRRRQAUUUUAFFFFABRRRQAUU5UZzhRmtqx0xJMTTZK9h2P/ANanYTdiLT9OM5E0wxH2H97/AOtWlqs4gtvJTgycADsB1/wq1dXUdpEW6kdF/lXIzTSTyGSU5JpvQlau5FRRSgEnA5JqSxKegLHaoyT2FaltpE0uGm/dr6d//rVuw21tZrlAFx1Y9fzp2Jckc/DpN1JgviMe/X8q1I9HtlH7ws5/KmXOsRR5W3G9vU9P/r1iTXlzMcvIfoOB+VPRC1Z0T6XavjO4YGBg0xdIt0ztd8Hgg4wf0rl8nOc81KLidfuyMPoTRcOV9zdfRYj9yRl+ozUJ0Rv4ZQfqP/r1mLe3a9JW/E5/nUw1O+H/AC0z9QP8KNAtIsnRbjs6H8/8KjOj3Y6bT9DQusXY67T9R/hUq63N/FGp+mRRoHvFY6XfD+DP0IqM6feDrEfw5rTXXB/FD+Tf/WqUa1b/AMSOPpg/1o0C8jGSxu2YDymH1GKvR6NMxzKwUe3Jq62s2wGVVifTAFU5NalP+qjC/Xn/AAo0C8i/HpNqgG/L/XgfpVk21lGMtHGB6kD+tczJqF5J1kIH+zx/KqjMzHLEk+9Fw5X1Z28Pk+WDBt2dtvT9KryWNnNyYxz3Xj+VN035bCP6E/qa5JWZTlSQfam2JI3bjRuN1s3/AAFv8axZYZYG2yqVPvWpa6vLHhLgb19e/wD9etxJLa8j+UiRT1B/wpWTHdrc4qiujuNGjY7rdtnseRVM6LdDoyH8T/hSsPmRkUuTWkdJvB0Cn6Gozpl8P+Wf5Ef40WHdFHJoyatGxux1ib8Bmojb3C/eicfgaQ7kNFSiGQ5yNoHUngUvkufu4b6EGgCGinMjLwwI+tNoAXJoyaSigBcmlz602igB2AelJgikpckUAJS1Kse9GfONtR8D3oAkEsq9JGH0JqVbu6XpM34mqlFAGguo3w6S5+oH+FSjVrxepU/UVlUU7isjZGtXH8SIfpkf1qUa4f4ovyb/AOtWDRRdi5UdGNbi/ijYfQg1KNYtD1Dj6j/69cvRRcOVHXLqlkf48fUGl+1afJ950P1/+vXIUU7i5Edf5emydBEfpj+lJ/Z1i/Kp+RP+NcjS9KLhy+Z1DaPat0Lj6H/61QtosZ4WUj6jP+FYSTzJ912H0JqcXl2OVlb8Tn+dK6Cz7l9tEkH3ZVP1GP8AGq0uk3cY3AB/90/40+LWLpOJAHH5H9K0odYtn4kBjPvyP0p6B7yOZZWQ7XBU+h4q1YSmG6R+x4P0rrFeCdflZXHtzVd7CNmDI7IR2zkfrRYOYh1W38628xeWj5H071ytdxDG6QiOUhyBjPqK5C7gNtcPF2ByPoelDCL6FaiiipLCnqAPmNCjuelIzZoAQnJpKKKACiiigAp4bsaZRQA8r3HSmU4MRTiu7laAI6KKKACnZz1ptFACkYpKUHFOG00CGUoJHSgjBxSUDJMBuR1p0MLzSCNfxPoKjUMzBV5J6VuKEs4ct94/qaaRLdhlzMlpEIYuGI49vesSpJWd3LvyTUdDY0rBRRRSGFKBmkp3QYoAD6CjpwOtA45ptADwQeGpCpFNp4bselADKKeV7jpSKrOwRRkk4AoAlt7d7mURJ36n0HrXWEw2Ft6Kg49Sf8TUdlapZQZfG4jLn/PpXP394buX5eI1+6P61WxHxMgmuJLiRnkP3u3p7VBSU48jNSWNooooAKKKKACnj7tMp6/dNADKKKKACiiigApQMmkp6dc0AI55ptKaSgByu6HKMR9Ktpf3CdSG+tUqKBWNUX0MnE8f9aPKsJvuNsP1x/OsqincXL2NJtOkHMbhv0pv+nQH+LA/EVTjkkQ/IxH0q2l/Ov3sMPejQLMkXUX6SIGHtxTvM0+b7y7D+X8qPtltL/r4/wAetH2exm/1T7T6Z/xpiENhHIMwSZ/X+VVnsbhP4dw9qmbT5kOY2B/Q03zb6D727HvyPzoC/ZlJlZThgQfem1prqAYYmjBHt/gadjT5v9g/l/8AWpWHfuZVFabaduGYZAR7/wCIqq9pcJ1Qke3NFh3RXXqKVvvGlUHdg9qaTk5pDEooooAt24wpPrU5OBmmoNqgUSHCN9KZBn0UUUixR1oPWlHrTaACiiigBcml3etNooAd8p9qeg6sKiqQ8J9aAGYNJS5NLn1FADaKdgHpSEEUAJUnRfrTAMnFOc5P0oAZRRRQAUUUUAFFFFABRRSgZ4FAAAScCpyRCuB940oAhXceWNVySTk9aBbi7mznJzSAkHI7UlFAyytx2cflVhXVvunNZ1L0oFY0qKpLO68HmrCyo3fB96ZNiWiiigQUUUUAFFFFABRRRQAUUUUANJwM01shQo6nil6tj0pB8zFuw4H9aBjwABgdqWiigQUUUUAFFFFABRRRQAUhAPBpaKAGBFU5XjNOIB4IzS1Xml2/IvX1oGRSrGpwvWoaKKRYU7c2NueKbRQAUoJByDikooAUAswA5JNdnEiWdqAeka5P171z+kwebc+Yfux8/j2rR1mfZCsCnlzk/Qf/AF6pdyJauxgSzyTOzsfvHNNXyx97JqOipLJy5kAjUYpwtz3NOgUAbu5qVmC9e9Mm/YiMMajLE1WbGTt6Vb2GTmQ49AKgaFxnuB3pAmQ0/fhNq9+tMpQMnAoKAAngU5kZAC3en5EQ45f+VMV2U56g9RQIfCMvn0qd1jQmRhnNJG8ZOFGCainfLbR0FAuov2gjovFQsxYlj1NNq0sA6saB6Iq0VaeAHlOPakSDu/5UBcrUVLLsDYT8aioGFFFFAE0qKgXb3qGpBIThX5WnGI8FPmB6UCIaUgjqOtTrARy5AAqYuvUEYHPvQFyvMu3aB0xUXSnO5c5NMoBDtzepptFFAwpRjPNSpCzcngVYWOOPk/maBXGNCm0kZyBVSr/moW25qiRgkHtQCEooooGFSxoHJJ4AphVgcEHmpGHlpt7t1+lAiUNAvSka4GPlH51VooCxOs7D73NTsqSLkd+9UakjkKH2oBrsKkbMeOMGnTg7s4wPWrAAPzoev5VCYpSMEjGc0CuVqKuLAByeT+lQNG7EnbjHpQO5FRRRQMKKKKACiiigD//W+f66CGZoLNZV6qvSufrqbZrGa0WJiOFAYHg5roRjIdPFFqdqJI/vfwn0Poa5maCWB9kqlTXVQ2QtyWtpCoPVT8wNWpIkmTZMoYelVa5KlY4aiuobR7Q9C4+h/wDrVLHpdnH1Uuf9o/5FTYrmRyVKAT0rrpdOtpHDBAuOuB/kfpSNJYWQwSoI7Dk/kKdhcxzkNjdTHCoQPVuBU50m9HRQfoRWi2txhsJGSPUnH+NKNbh/ijYfTFGgXkZJ029HWI/gQf60G3vQuwwsR06Gtoazanqrj8B/jUg1ayPViPwNFkF32OYME6/ejYfUGoyCOoxXXjUrI/8ALUfkf8KeL2zb/lqv4miwcz7HGUV2nmWb/wAUbfiDS/ZrR/8Almh/AUWDnOKorsjp9mesS/hxUZ0uxP8Ayzx+J/xosHOjkasRwFhvc7F9+/0rpv7Mth9wFfpjP5kGki0yCOUTEs5HTcc0WDmILXT0IDSD5eoX1+vr/nirtzciBdqDc+OB2/GrLhipCHaexxnFZT6bIxz5uTnOSOaZHqYzefOzmT5i+ORyBjp07VB9nlzt4J9MjP8AOttNFQsWkfgnoo/qa0UitrNcltvux/xpWL5uxhW+k3EpzN+7X8z+VbkVtaWSbwAuOrN1/OqFzrCLlbYbj/ePSsKa4muG3SsWP6UaILN7m9caxGny243n1PA/xrDmuZ7ht0zE+3YfhVeilcpJIU9aSnN1ptIYUUUUAFFFFABRRRQAUUUUAKOtB60DrRQAlFFFAHYWny6en+5muPrsI/l05f8Arln9K4+qZEeoU5WZDuQlT6im0VJZoxapeRdW3j/aGf8A69WBrU/8SKfpmsg9BTadxWRvDW2/iiB+jf8A1qkGtx/xREfQ1ztFF2LlR0w1q27o4/L/ABqVdWs2OMsPwrlKs2kTSTAgcKcmndicUdS1/aL998fUGm/a7B+rofr/APXrknYu5Y9SaZRcOQ7MSWJGFaP8xSG2sZP4EP0x/SuNoouHKdedMsT/AMs8fQn/ABqI6RZnoGH0NcuGZehIqQXE6/dkcfQmi6Dlfc6A6Lbdncfl/hUZ0SP+GUj6iscXt2Okrfic1INSvR0lP4gf4UXQWZoHRG/hlB+q/wD16iOiz/wuh+uahGrXo6sD9QKkGs3Q6qh/A/40aB7w59JuhGqIVPJJ5qs2l3qjOzOPQirY1uX+KNT9Casw61EzYmQoPUHNGge8c4VKkqwwR2NJXZvDaXqbiA47MOv51jXGjyJlrc7x6Hg0rDUjFopSCpKsMEdQaSkUFFFFABRRRQAUUUUAFFFFABSg4pKKAHkZptAOKd1oARWZDuUkH1FXE1K8TGJMgdiBVLpSUBY6iz1Iz8SKARgHHvU99BBInmSgfL39vrXNWcnlzr6NwfxrrYXEseDzjgirRk1ZnOPp6sN0D5Hv/iKpNBJGf3ikCtK8tJLOXzoCRG3p29qbHfo/yTrwe/b8RSKuzKZs/Sm1ryWMUo327AZ7dRWZJFJEdsi4pWKTuR0UUUhhRRRQAUUUUAFSD5aQDvSE9qAHHD+xphBHWkp4YHhqAGUU4rim0AFFFFAC59aMUlaFjbeY3mv90fqaBPQsWcAhT7RLwccZ7CqFzcGeTP8ACOgqze3PmHyUPyjqfU1nYNN9hLuxwbs3IoK45HIplODEUihtFSEBuVpoHc0AA4GaB6mjqaQmgAJzSUUUAFFFFADgxFdHplkEAuZB8zfdB7D1qhplj57+dKP3angep/wrU1K9+zJ5UZ/eN+g9apdyG+iKOq328m2iPyj7x9T6Vh1Jw/1phBHWkykrCU4elNopDF6UlOPIzTaACinhGPQUbD3oAZT16GjaO5qWMR87jQBXop/yUZT0oAZRT9y+lG/2oAZUg4XNJvPpTzIdoGKAIaKkyp6ik2g9DQAyinFDSYoASiiigBw6E0fw0HoBQfSgBtFFFAEqTSx/cYirSajMv3wG/SqFFFxWRq/arSb/AF0eD6//AFxzR9ltJf8AUyYPp/8AWPNZVFO4rdjRNjcxnMTZ+hwaT7Rewf6wEj/aH9aqpPNH9xyKtpqMo++ob9KAsyVb2KUfv4+PXrSGzgmG62f8Ov8A9enfaLOQZlTaevT/AApv223j/wBTFz+Apk+hF/Z0/qv5n/Cj+z5wQflI9jSPqE7fdwtOgurhidzZA9hS0HqStG69VNVZ2AXb3NaIvNozIOB3FIVs7vkEbvbg07CXmYdFaMunSrzGQw/I1SeKWP76kVNi00N6L9abTj6U2gYUUUUAFFFFAC05+uPShB830ppOTmgBKKKKAClBNJRQBKuMFulMINK3AC03OKAEop2QetIcdqAEooooAKKKKAClBIORxSUUAKSTyeaSiigAooooAKKKKACiiigCRZXXoePQ1YWdTw3FU6KBWNIHPIpazlZlOVOKsLcdnH4imTYs0U1WVvunNOoEFFFFABSE4GTS0w8sF9OTQAnKr/tH+ZpwG0ACk6t/u/zp9ABRRRQAUUUUAFFFFABRRRQAVG6sSpU4A60+kDBhkdKAHVUmQht/UGrdJ14NA0zNoqaWPYcjoahpFhRRRQAUUVbsoPtFykZ+71b6CgDo9Ng8i1XP3n+Y/j0/Sucvp/tFy8g+70X6Cuk1KfyLVscM/wAo/H/61chVPsRHuKAScCp44cjL8UiRFk3A4OatjOBnrUjbKMkZjI5zmrMSYAc8k1XkfzG46dquKMKAewoB7DqgnfC7R1NOkkCD3qkSWOTyaYJCU9CFcE9KQqw6jFPSJi2GGPWkUEwxIffmoqmd0bggjHAqGgSJImKt8oyTU0gi53cN7UQxkEOaWZF2l+9Auo2Ipnaoz7mrJIAyeKggXC7vWi4BwD2pi6k9QTsQAB3psDPnb1H8qbO4Y7R2oGlqQUUUUigooooAKcGYdCRTaKAJWlZ1Cn8feoqKKACiinojOeKAGVYiSNhzyfSlMKkYRssKiQFZBnjBoEXApGADwO1UCSTk9atSysh2gdqqUCQUUUUFBU8aIV3v2qCl9qALRnXsM1GQJTlT83of6VBSgkHIoFYCCDg9aSnO29tx702gYUUoBPAqdICeW4FABBvzx93vVrOOTQAAMDpRTIZCZ09DUbSuwJUYHrUjhFO7aSevtVd5C+BjAHakNEdFFFBQoBPQZoII61JCwV+e/FXSAwweRQJszaKt/Z19TR9nX1NAXP/X+f6kP3cU3A6ZpzjArczFjmmi/wBW7L9DV+PVrtPvEOPcf4Vl0UXFY6FdbXHzRHPsaY+ttj93EAfUnP8ASsGindi5UXJr+6n4dyB6LwKp0UUigooooAKKKKACiilAJ6UAJSgkHI4NO2NTSCOtAFuO4L/u5mOOzdx+NWonuI1ZQ7Ng9QT+P0rJrRtopJ7iMISA4BYg44HB/wA+9NEtG3ZR3DfvZ3bHZSf1P+FOvb5bZdqfM54Apb65+zxbVOCR19B/j6VzD3EjH5flHTj/AB61TdiUrmgNQvl5ldV+oGfyHNOOszAYUBj6kY/QH+tYtFTcvlRfl1O8l/j2j0Xj/wCvVJmZjliSfU02ikOwUUUUAFFFFADj0FNp38NNoAKKKKACiiigAooooAKKKKAHL1ptOUZNG00ANopcGjBoA7B/l04j0i/9lrjq7K6+WxkHomP0rjapkRCiiipLHHtTace1NoAKKKKACtW3/wBHs3m7t0/kKzEUu4QdScVpag4RUt16AZ/oKaJfYy6KKKRQUUUUAFFFFABRRRQAUUUUAFFFFAEsU0sDb4mKn2rbttZBwtyuP9pf6iufop3E0mdbc2dvfxiVCNxHDD+tczPby2z+XKMHt6H6VJa3kto2U5U9VPQ10iSWupQ7SM+oPUGnuTqjkKK0LzT5bU7h88fr6fWs+pLTCiiigAooooAKKKKACiiigApQcUlFAD+CKbjtQDipBjGaAHZEagpyx6n0+laUE8ojE6D5weQf4h3NZceQ47/Wr0j7sESCNlPHIPH4U0Szo45IbuHIwysMEVzF9ZNaSccxt90/0q1bTGJvMhKszHlQcAj6HkGtz9zewlWGVPBB6g/41W5OzOOjlkiOYzitOO+ilHl3CgZ79RVK7tXtJTG3IP3T6iqtTsXZM1pdPVhvt269u34Gsx43jba4INPinlhOYzj27VpJeQXA2XCgH36f/Wo0FqjHorUm0/jdAcj0P9DWayMh2uCD70WGncbTgKQDNOPApDAntTKKKACiiigBwbHB6UpXuKZSgkUAJRUmA3I60iIzuEUZJoAlt4Gnk2jgDqa0budYIxBFwSPyFSEpYW+Byx/U1iMzOxZjkmnsTuxtODY4NNopFWJCoPIpnSgHFScMKCdiMEjpUmfM46GmFSKd9we5oGIwKHbTKeGzw1IVI+lAxtFFFABVuztWu5Qg4UcsfQVBFE80gjjGWauvt4IrK3xnoMs3qaaRMnYJ5YrG2yBgKMKPU1yEkjyyNJIcsxyas31213LkcIOFFUqGwirBTwQeGplFIocVIptPDdj0oK9xzQAijJx6084j470n3B7mmdaAF3N602iigAp6daZT060ANpKU9aSgAooooAKcetA60lACUUUUAKCRTt5780yigB+UPtS7AehqOigCUo27HpUZ60odh0NLv9RQAyin/IfajZ6GgBlFOKkU2gAooooAKUcnFJT0HzUAD9celMpScnNJQAVdgGEz61Sq8jrsBPH1oEyK4bov41Wp7tuctTKARaivJ4uA24eh5rQj1GJuJBtP5isWincHFHQmG1nG4BT7j/61Vn01D/q2I+vNZKsynKkg+1WUvbhP4tw96d0TZrYc9hcL0Ab6VVaN0OHUr9a001L/AJ6J+VWlvLaTgtj2biiyC7W5z9FdC1rbSjIUfVeP5VVfTV/5Zvj60rD5kZg4Un1qOr0llcIoAXcB6VTZWQ4YEH3pDTG0UUUDCnoOc+lMqQ/KuPWgBhOTmkoooAKKKKACiilHWgApKcWz1owD0oAbRS4IpKACiiigAooooAKKKKACiiigAooooAKKKKAFBIORxUyzsPvc1BRQBfWRH6Hn0qSsypBI4GM0ybFxnVc5PSmxtlS5GKpZ5zU3nsVKsM5GKAsWgMCnVFE4dcDqOtS0EhRRRQAUUUUAFFFFABRRRQAUnTpS0UAFFFFAFa4BwD6VVq5cfcH1qnSLQUUUUDCul0aDZE07Dl+B9B/9eueijaWRYl6scV2MjpZ2pI6Rrgf0qkRJ9Dn9Wn8248sH5Y+Px71lUrEsSzck8mkqSkrD1dkOVpzTOwx0qKigdhyNtbdjNTtcdkH51WooFYUkk5PWnIzK2VpoJU5FS+cQOFAPrQBI0qiTlc44zTDOxBAGKgooCw4qRg+tSRxMxBIwKVTIq4QHnvVoZIBPWgTYtNdd67TT6KZIgGBgUjMq/eOKjm37cr264qmBngUDSL3mKVJU5wM1Qqf7O/qKY8bJyaRSI6KKKBhRRRQAUUUUAFPVGc4FPjiL8ngVOzLEuAOfSgTYzyY0GXNKJUJ2AcHiojJ5hAfge1KsiJ9xc+5oFYULLESVGRU5Ztm4Dn0qJJV3Yxjd70TI5bcuSKYEcjhwD0I4IqIgjg8VId+QXXOO9XOGwevpSC9jPAJ6DNBBHUYrRooDmM2nhHboKvbF64FOoDmKPkyelO+zv6irlFMVyoLdu5FOFuO5qzRQF2NVFX7oxSF1UhSeTSkkdBmonaI4Ljn070ATAg8ioJJiDtQc+tMEjyHavyj2p0spVsL17mgLEqLgA5PTml2hvvKKr/aDtIxzUW9+u40DsXSECkEACqLbdx29KuRvvTLdutVZCrN8owKQIjqxFLj5W6djVeigo06Kzt7jgE/nS73/ALx/OmTyn//Q8BPWlfrijsD6UP1zW5mMooooAKKUAnpTgjUAMop+0DqaPkHvQAylAJ6CpNwxwKZvagBdjUbVHU03JNJQBIDGO2ak3godvFV6ehweaBDcmnnlQaYetOXkFT3oGMro9FwYpOOQev1rnSCDg1vaJIMyRd+GH8qa3JlsQay7G4VD90KCP1rHrc1tMSRSeoI/L/8AXWHQ9xx2CiiikMKKKKACiiigAooooAcOhptOWm0AFFFFABRRRQAUUUUAFFFFADl602nLTaAFpRkkD1ptSRDMqD1YfzoA6++/485f92uMrtrsbrWUf7DfyriaqREAoooqSxx7U2nNTaACiiigDQ0+PdKZD0QfqaqzyebMz9iePpWgP9GsPRpP6/8A1qyabJW9wooopFBRRRQAVctrRrj5icKO9U63T/otngcNj9TTRLZXbTP7sn5iom06cdCpqp50oYkO351Kt7cr/Hn60aBZg1lcr/Bn6EVC0Mq/eRh+FXF1KYfeVTU66mv8SEfQ0aBdmRRW39utX++CPqM0/wAi0uFygH1Xg0WDm7mDRWhNp8qcx/OP1qgQVOGGCOxpDTuJUkcskLiSMlWHcVHRQM6m01KG4Xy58I+Oc9DVKawt5GLW7YB6Y5FYdOV2Q5QkH2p3J5exbksJ05ADD2qoyspwwIPvVuO/nThiGHvVtb+CQbZkx9eRRoF2Y9FbP2Wzn5ibB9j/AEqlPZSxcr86+o/wosNSRTooopDCiiigAooooAKcuc8UgGTgU8naMCgB5IAwv41CRigHBzUjAMu5aAIq0rPUHt2HmfMvT3xWbRQJq52UkdvqFv1yp5BHUGuXurSW0fbIMg9GHQ0Wt3LavujPB6qehrp4prbUISMBh/Ep6j/PrVbk6xOOorTvtOktiZI/mj/UfWsypKTuWIbmWD7h49D0rSW5trobJgAff+hrFp6juadwaNGWwZctCdw9D1rNYMCQwwR2NWIruWE4Byvoa0BNa3g2yDDe/X8DRuK7W5i0VoTafInzRfOPTvVAgg4PBpDTuJRRRQMKKKKAFrbtohBEZpeGx+QqrY228+c4+UdPc0y9ufNby0Pyr+pprTUl66EFxK00hdunYegqvTw3Y0hXHI6UihtFFFABSg4pKcq55PSgCVemTTWGTmmM2Tx2pwb1oJatsMIx1pQ2OO1SEZ61GVxQCYpXPK1OoWFQ7qGd/uqegHqarAlTkV0Gn2pnYXk46fdH9aaG3Yv2VuYo/MkG12HKjoKxdSvzO5hiP7tevuf8Ku6rfeWPs0R+Y/ePoPSucpt9CYrqwoqRRjmgrmpHzEdFL0pKCgqVDt+Y0xRnk9KGOT7UAOb5/mFR0oJHSn8P7GgCOilII4NJQAU5PvU2nL1oAQ9aSnN1ptABRRRQA4dDTacegFNoAKKKKACiiigAooooAKKKKACiiigBwYil3A9RTKKAH4Q+1Gw9uaZS0ABBFPXhSaaHNSFhtAIoAhop+FPQ0bD25oAZU0vBCD+EU1AQwJHA5NNY7mJ9aBDaKKKBhRRRQAUUUUAFFFFADlZkOVJB9qtx3twpALbh71Sp6cZb0oE0aq6kucOh+oqwt1ayjBYfRv8A69c/RTuLlRvSWVvKMqNvutZ8thNHynzj26/lVRXdDlGK/SrcV/Mn3/nHv1o0CzRTCndgjFDHJraE9rcj94ACfXj9agl07vC34H/Giwc3cyqKkkhkiOJFIqOkUFFFFABTug+tIOaD1oASiiigBcml4PtTaKAFwaSlyRS5B60ANop2PSm0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFOAzQA+JwjZPerisrfdOazqUEjkUCaNKiqazsPvc1YWVG6HB96ZNiSiiigQUUUUAFFFFABRRRQAUUUUANKhhgjNU5I/LPqDV6q9x90H3oGipRRS9eBSLNrRoN0jXDdE4H1P8A9apNan+5bL/vN/StS1iW0tVRuNoyx9+prkriYzzPKf4j+naqeiIWruQ0UU5VLnAqSxtL061cWJEIPeq0rbnJ6UCuR0U9Y3flRSMrKcMMUDG0UUUAKKtKiY3R/MaqVLEjMwI6DvQJkqJKWy7EfjVmiimQFNZgo3GlJAGTxVSSbJKrytA0h5uB/CPzqOAgPz3qIAk4HWrMcJUhm7dqRWiJJZNg46mgMkoKio5YmZty85p8UWzk9aZOhTIwSD2pKkkYM+RUdIsWkqVf9U3oMVFQAVNCgZsnoKiAJOBVsnyY8dSaBMmJA6nFV3hLN8p57k1WJJOT1qXeVjxnJP6UCtYiIAJAOaSiigoKsCchRxk96r0UAXUmVyBjBqB/MQnkgZ4pIRmQe1XSMjBpk7FAPIeATVyMMEG7OfekjjEee5NSZFAmxaSml1XqRTJJAuBjOfyoEP3qTgcn2pgmQnB4qLzlGdi4qvQVYuzKWTjtVRWZT8pqyjeWqhv4v0p22JW44agBkzuAozgnrioNjbd3anyxlTnOc0rArEFbrmkMliZMbV64yaqdeTViEbQZG6VAxUn5BgUAhtFFTRRliGPSgYsLABs9MZqJipPyjApMnn3pKBBRRRQMKKKKAP/R8BXnipNoKZJxUe45pw6kVuZifIPU0bgOgptJQA8u1NJJ60lFABRRRQA4daSkpx9aAG0UUUAFFFFADj602ndRTaAHhuMMM1bsZ/JukboCcH6GqNFArHWarD5toxHVPm/xrk67W2kFzaq7c71wf5GuOmjMUrRHqpIqmTHsR0UUVJYUUUUAFFFFABRRRQAo60HrRQetACUUUUAFFSxRSTNtjGa1o4ILNfMlOW9T/SnYTdihHYzyckbR71P/AGbJ/fFJLqMjcRDaPU8mqv2q4/56GjQWpZ/s2X+8v60n9mz/AN5f1/wqD7Zc/wB80v225/v/AKCjQNSYafOO6/nTf7PuPQfnSC+uefm/QUfb7n1H5UaB7wn2C5/uj8xUsFlcCeMsvAYZ5HrTP7QuPb8qcupXCkEBePb/AOvRoGp1ci7o2X1BFcb9kuf7hrRfWLg/dVR+dVv7Sl/ur+tN2Ek0Vfstx/zzak+zz/8APNvyNXf7Sf8AuCl/tNv+eY/OloO7Kn2W4Y8Ifx4/nUy6fcHrhfqamOpEdI/1/wDrVC2oTt93C/Qf40aB7xMumf33/IU86amQQ5x7is5rmd/vOf5UxZZV+65H0NGgWfc17y3mmK+Xjao6VmtaXC9UP4c/ypy3tyv8WfqKnXUpR95QfpxRoJXRnsrLwwI+tNrYXUojw6EfrTvN0+X7wAPuMUWHd9jFora+yWUn3G/I1G2mD+B/zFFg5kU7OPzZ1B6Lyfwq3qMnKxjtyasIkNjGXY5Y/r9KyJpDLIXPejZCWruQ0UUUiwooooAKcrMh3KSD6im0UAalvftkJP0/vf41bubVbhdw4YdDWQINyA9DVi1u2gPlS/d/lVJ9yGuqKTo0bFHGCKZXQzwR3SAg89mFYMkbxOUcYIpNDTuMooopFBRRRQAoJByKvQ38sfyyfOP1qhRQJq5tGO0vBuQ7X/X8RWfNaSw8kZX1FVgSDkcGtG3v2U7Z/mX170xWa2M2itqazinXzIcAnnjoayHR42KOMEUNDTuMpQM0U/hB70hgcKMDrUdFFABSgkHNJRQA8gEblplOBINKwGNwoAZUkUskLiSI7WFR0UAdbZX8d2ux8LJ3XsfpVG+0rrLaj6p/h/hWCCVIZTgjoRXSWOpiXEVxw3Zux+tVe+5DVtUc4FOee1DHsK6m909LgF4vlk/Q/WuXkjeJykgKsOxpNFJ3GUUUUhluG8mh4J3L6GtANaXoweH/ACP/ANesSinclovTWMsfzJ86+3WqNXob6WPh/nX36/nV3FpejI4f8j/9eiwXa3MSrNrbmeTH8I6mpZLCZWAX5gT1/wAa0GMdjb4Xk9vc0WBvsRXs4hTyIuCRzjsKxqczF2LMck9abQxpWCnBsU2ikMeVB5WmUoJHSn4D9OtADAMnFOY/winEbBjvUVABRRRQA4NjrUlQ1YtoZLiURR9+vsPWglot2Nl9qky3CL19/at67uUtIgoIViMKD0H5dhTyYbC2z0VB+JP+Jrkrid7mUyydT0HoPSq2JSuEm4sfN6nnPrTAmDk0qyYGxxuX09PpUm0AAqcqehqSmMpyLuPtTakRwoxj8aCBjLuJwKi2nOKtk/NnPA54qGR8fU0FIjY4+UUyiigsKKKKAHhgeGpCpFNp4bHB6UAMpR1pxXuOlNHWgBW602nv1plABSijBpyg9aAGnrSgZ9q0NP06S+c5OxF6t7+lX5fD86/6mRXHvwf61DqRTs2dlPA16kPaQjdGBtNJirVxZXVoAZ0KgnAPUZ/CquTVJp6o5pwlB8s1ZiUU7I7ijA7GmQNop2002gAooooAKKKKACiiigAooooAUcnFOfrj0oTrn0pp5NACUoznApKngXLZ9KAZaVQvTriqkgRW21crPY7mJ9aZKF2qehpChptKCR0pFBikp+89+aMoeoxQAyin7QehpCrCgBtFFFABT+ifWmU9+oHpQAyiiigApQMnFJT07t6UAD+npUkVzND9xuPQ9Kh60lAGxHqEbjbOuM/iKc1nbTjfCcfTkflWLTld0O5CQfanfuTy9izLZTx9tw9RVStKLUXXiUbh6jg1a22l5yMbvyNFuwXa3MUcc02tGawlQZj+cfrWeQVOCMEUhp3EooooGFFFFABRRRQAU7PrTaKAHYB6UmCKSlyaAEop3B9qQgigBKKKKACiiigAooooAKKKKACpPurj1pqjJoY5NADaKKKACiiigCRZXXoePerCzqeG4qnRQKxob0/vD86cCD0NZ6sVORj8asLMjffGDTE0WaKiLbRuzkU4sFALcZoJH0UnXkUtABSUtJQAtU5ydwB6dqt1TeUsSOq9qBohrR0uDzroEj5Y/mP9Kzq6vSoPJtg5+9J834dqEOTshurz+Vb+UD80nH4DrXLgEnA5rUvmNzdsTwqfKKiVVQfKKGJaIijhG35xzUyqqcKMUySTZjjJNQfaH9BQGrJ5EL4AOAKrzbQQo6jqamWTEYZznJpGeIHJGcjOf0oGiqGKnIOKmMwbqufxppjyN0fIP6VFSGFFFFAwqxAGzkHAqFVLHAq8oVFx0AoE2Poqu06j7vNOVy6EqMGmTYrStuc+g6UioznC03pwatxIUQk9T2pFbAkYi+ZyM0plBBK9u5qozFzk0nOOaAsTmZx3B/OlWUuCGO30NOiCPHtI6VUoAm2Rg4ZvypQkRP36gqZUAUSMcc8UAWVVQpXHHv3pDDGe1Qb0zkljUwkQtnd+FMkVIlQ5HWmSyIRtz+VSHEqkKaqSIEOAc0DQ9o12B4+R3qClBI6HFWFSIAB+p5pD2K1KAWOB1q35CEhgeKRisOSOWNAXGG3bsRTDDIO2aZvbduzzU6SuzBeKA1JIoygJPU1LRUErkJju38qZO4CVSxLHA7CkaZAcqMn1qtg1IkRb5jwtIqxGTkknvUiuNhRhkdqJAgPyGoqACiiigZZkw0Y2kHHWo+XTPdePwqKigVidZRjLjJHSmO+9sngVHRQFhzHcc02iigYU4uxxk9OlNooAKKKKACiiigAooooA/9L5/p4PQ0ynDoRW5mDDBptPblQaZQAUUUUAFFFFABTuo+lNpw9KAG0UUUAFFFFACjrRSU4+tADaKKKAOi0WbMbwH+E7h+NVNYh2XAlHSQfqKradN5N2hPRvlP4//Xrd1aHzbQsOsZ3fh3quhG0jlKKKKksKKKKACiiigAooooAKce1NqVI3lIVBk0ARVft7F5cPJ8q/qatw2kVuvmzkEj16Cq1xfNJlIvlX17mnbuTe+xaluYbRfKhALDt/jWRJK8rbpDk1HRQ2NKwUUUUhhRRRQA4dDTacOhptABRRRQA9ulMp7dKZQAUUuDS49aAButNp52k8Gkx70ANop200mDQAlFLikoAKKKKACpFlkT7rEfQ1HRQBI0jytmRi2PWmGl6D602gAooooAKKKKACpI03tjt3qOraxEKGXhqBMn6VFLHvGR1FPVg3sR1FPpkENrcvA3lsCVJ6en0rWmhjuU5/A1m7RndjmmpeNFJgDK9xTTB66oqywvC+xx/9eoq6Jlhu4vUHoe4rDmgeB9r/AIH1pNFJ3IaKKKRQUUUUAFFFFAFm3uZIDxyvcVrYgvY8/wD6xWBU0btCd6nBppktEs1u9tyeQehqr1rbhvIZ12S4Ungg9DVefTz96Dn/AGT/AEot2BPuZdFKQVJVhgjsaSkUFFFFABT09PWmUo4oADwaSnv/AHvWmUAL1qQ/IuO9NXjn8qRjk0Aa1jqbQ4iuCWTse4/+tW1cWsF9GCfT5WFcbV+zv5bQ4+9Geq/4VSfchx6ohubWW1fZIOOx7Gq1dqDb30HZ0b8wf6GucvdOktiXT54/XuPrSaGpdzNooopFBSgkHIpK0LG38xvNf7q9Pc0CbsaMLPFb77huRzz2FZE8v2l93T0BqS9ufOby0PyL+pqjTbEl1FII60lPDEcHkUu1W+7SKI6KUgjrSUAFSrhBk9aRFHU9qazbjmgB27f96mlSKbTw3Y0AMop5XuKZQA5VZ2CqMk8AV1tlaLZw5fG88sf8+lU9KsfLUXMo+Y/dHoPWodVvtxNrEeB98/0qlpqQ3d2RS1C8N3Lhf9WvQevvWfRRUloKljk25VuVP8+xqKigCc+tJSA4XmlU85PQUENCk7BnvUJOeaVmLHNNoKSsFFFFAwooooAKKKKAHBiKkCqfn9Kt6fYPey7Rwi/ePp/9etabw8TzBL+DD+o/wqHUinZnbSwFerD2lOOhzrSKei1e06xe/lI+7Gv3mH8qsrodysirJjaTjcOg/rXVwQRW0QhhGFFZ1KqS907cBlc51L11ZL8Tn5fD7dYZs+zDH6j/AAqoui3nmiNwAp6uDkY+ldjSHOOKwVaR7E8nw0ndJr5kUMEVvGIohtUVNSAgjIpaxPWiklaOxS1CAXFo6HqBuHOOlcWYV7V6B05rnZtIuQxaEBlJyBnBx75xXTRmlpI+eznBzqONWlG72Zz5g9MU0W7swVVJLHAArRktriI4kjYfhx+db+m2PkL58o/eMOB6D/Gt51FFXPEwmBq1qvs2mu5gSaHfIAVAfjPB6fnWfJbXMP8ArY2X6givRaRgGBU9Dwa51XfU+gqZHSf8OTX4nmuPUUmK0Z7ZYpWiPG0kVAYfQ12HyUrxbiypg0lWTEw/+tV2HR9Tubc3VvbSSxA4LKpbkfSplJR1kxxu9EjJoqaSJ4mKSqUYdQwwfyNR49DVANopcGkoAkHCZ9ajpx7Cm0AFXIBhM+tU60VG1QPSgljZDtQmqFW7j7g+tVKBoKKKKBhRRRQAU4MR3ptFAD9/qM0fIfamUUATIgLcGmMDkmmU4MRQA2in7weopcKenFAEdSNwoWhUOfamscnNADaKKKACiiigApy9c+lNp3QfWgC3FfTR8N849+v51eE1pdjbIAD78H8DWJRTuS4mnLpzDmE59jVJ7edPvIadHczxDCNx6Hmraak4++gP04o0DUzKK2Rd2k3Eq4PuM0PYwTDfA2PpyKLBzdzGoqeW2mh++vHqOlQUigooooAKKKKAClBxSUUAOwD0ptFOznrQA2ilIxSUAFFFFABRRTlGTQA77q/Wo6cxyabQAUUUUAFFFFABRRRQAUUUUAKCQcipvN3bQ44HWoKKALwVesZx7dRTt2PvDH05rPqQSyDv+dBNi6GU9CDUMzlcBTg9agaVm6gflTCSevNAJErTMy7enrUNFFBRYtYDcXCRdiefp3rqr2YW1szLwfur9TWdo0GFa4YdflX6d6XUpRJIIuoTr9TVLYzerM3cqkL69KRcty4xg8CnkA9aAQRkdKQDDIqttNQTRkEuOlRu5LlgfpTCSeSc0i0gJJAB7UlFFAyVZNkZA6k1FRRQAVLHHvyT0FRUuTjHagCwskaDCg/WmSyLIBgHIqGnDaOozQKwgGeBVkIcqg4xyah8w9gAemRSiaQDGaALT7F+dhzVYzvnI6elRFi3JOaSgEiYFXPCcn3qNmLHJqWDO/gcYpj/AOsO7jntQA9G8uMt3PSoQQDyM1JK4YgL0HSoqARNujC5UfN71GWZupzTakSJn6dPWgCOiriRRj/aNK0KN04NAXKySMnSkdy5yaeYJPTNIYpAMkdKA0IwcEHrSsxc7jTaKBigkdDilIIAJ6mnIm489B1NSKBJIW/hWgQyRNiqD1Oc1LbrwW/CiR43YDr/ACqcAKAooE3oRMcuu0ZwcE015XRzkZHapwABhRilIDDB5FMVxiSI/Q8+lJKGKELVR12MVo3v/eNA7D0iYsNwwKDIm0hVxmoyzHgkmm0hhRRRQMKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/9P5/pR1pKK3MyQdxUdPB5BpGGDQA2iiigAooooAKKKKAHHrTad1H0ptABRRRQAU7qPpTacOtADaKWkoAUEg5FdrC63VsrHkSLz/ACNcTXS6NLmFoT1Q5H0NUiJLQ56SMxSNG3VSR+VR1raxD5dyJB0kGfxHFZNSykwooooGFFFFABRTlVnIVRkntWrBYpGPMuCOO3YfWnYTdipb2ck/zH5U9fX6VoPLBZJsQZb07/jVe4v8/JBwP73+FZoOSc96NhWb3JJp5J23OfoOwqGlpKRQUUUUAFFOCk0EYoFcbRRRQMcOhptOA4NGMdaAG04A0Z9KSgB7bfWm5A6ChUZvujNWFgHVj+FArkSo8nTpUgtz3NWQMcClpk3K/wBnTHU002/oatUUBdlIwSDpzTCjqcEGtCrzaZeBA3l5BGcDGfyqW0t2a06dSpfki3bsYJDr94UnB9q0mieP5WUr7EYqu0Ct04NMh3TsyoQaSpWjdPce1MyD1oGNop2PSgepoAD6U2iigAooooAKKKKACrUUuflbr2NVaKBNFqZlBGPvD0qSOQOPeqNKCQcjg0BYtTS7flXr3NVKKKASLFvcPbtleQeora/c3kXqD+YNc7U0MzwPvT8R600xNXHXFu9u2Dyp6Gq9dEjw3cWOoPUdxWPc2z27eqnoaGgT6Mq0UUUigooqRRj5jQAAYGTTCcnNPY7znvUdABVmG7mh4ByvoarUUAbIltbwbZBtft6/gapT2UkPzL8y+o/rVOr1vfSRfK/zr+op3Js1sUaK2Xt7e7XzICFb/PUVlywyQnEgx79qLDTuRUUUUhki8qRTAMmlU4NPYYNADSe9MpSc0lABRRRQBYt7mW1k8yI/UdjXVWl5FeJ8vDD7yn/PSuNp6SPEweMlWHQimmS1c277SsZmtR7lP8P8KwuldTY6klziOX5ZP0P0ovtNS5zJF8sn6H602uwk7aM5uCFp5Ai/ifQVoXkywxi2h4459h/9epdq6fB8w/eN/P8AwFZJ/eEtnk9aWw9yKilKletJSKCiiigB4fseRTggb7tRgZOKeTtGBQAjntTKeG7NzRtB5WgBlFL0pVBZgo7nFACocHJ6Vq6fZLcyee4/dqenqaggtxdyiCNdqp95v8+tdDPNFYW2QMBRhV9TVJEN9EV9Svfs0flxn9436D1rluvJqaSVrhzJIfmNQkEdaTZSVhKKKKQwpQMmin9BgdTQAp+bCjtTWPYdKUnaMDr3qOgAooooAKKKKACiilAzQAAZqeCIzzJAnVzjJqLqcLVuOPy3WQH5lIP4ih+Q4uKkubY7e1to7SFYY+g6n1PrVio4pFljWRejDNSV5jvfU/RYKKilDYawJBA60KQyhh0IzTqYAy+4yTSKH0U0sAcH/wCt+dLgk57CgYzLjqpP5f8A1qXevfj6jHvUlFAWFVc8mn01emPTinVDGgIBGDUK8Db/AHeP85qapIrS5nLNBE7gYyQCeen+fzo5ktxNpasr0U50eJtkilG9CMGmE84HWrWuwXOe1S1kafzolLAgbsc4I/8ArYrHKspwwIPvXcgBRgU1445BiRQw9xmuiFeys0eDismjVm6kZWbMbw9oUutXgUgrbxnMr9OPQH1Ne4QwRW8SwQKEjQYVR0ArnvC7xrYvbIoURPnAGOG5/nmumr5vMcTOrVcXsiMPg1h04vcrXFpa3S7bqFJh6Oob+deGeMdKj0rWWW3TZBMokQAYA7ED8Rn8a98rhPHtj5+nRXqjJt3w3B+6/H8wOv8A+ussruFdRb0ehlj6SlScktUeKZNLu9auNEjdsfSojbn+E5r64+buVycnNJXdaTpi2cXmSjMzjn2Hp/jVybTbGfO+FcnuBg/pXK8TFO1j3YZLVlTUuaz7HnQOCD6VogggEd6v6vpMVpGs1sGIJwwPOPSsmBuCh7V0QmpK6PJxOHnQn7Oe4s4yn0NU60iARg96z2UqxU9qo50NooooKCiiigAooooAKKKKACiiigAooooAersvSlyp68VHRQA8r6U3GKASKdu9aAGUU/APSkKkUAIOTQTk0o4GabQAUUUUAFFFFADhxzSpI8Z3IxB9qQ+lNoA1YtR/hnH4j/CpmtrW5G+IgH2/qKxKcrMh3KSD7U7k8vYszWc0XONw9RVStOLUHUATDcPUdasmO0uxlcbvbg/lRbsF2tzDoq9NYTR8p849uv5VSIIODSGmJRRRQMKKKKAFBxS4B6U2nKOfpQAhBHWkqzsYjkZpphbGQKBXIKkHyrn1poU5waVjk49KBjKKKKACilwaSgAooooAKKKKACiiigAooooAKKKKACiiigApyI0jhF5LHAptbGjweZOZm6Rjj6mgTdjdGyztv9mNfz//AF1yLXErOXJySSfzrb1m4wq2y9W+Zvp2rnapkxXUsGYsjA8H2qNZGVSvY1HRUlWCiip44t43HgUDIKKkKhZNpPFStb/3T+dArlainvGyYz3poBPIHSgYlFFFABRRRQAUUUUAFFKACcE4q2sSR/OxzigTYECOLGdv0qoSSeTn61PK8b+v1qvQCCnpGz9KZTt7/wB4/nQMs7I4hl+TTfMaRgq8CkAMkRyclTUAJHTigRaaRYxsTrVbcxO7PNNooCxKJpB3z9anSbedpGKrpGz9OnrUxKQ8AZagTHtCjdOPpTRbgHk5qRJFfp19KViwGVGfamK7GOi45OFHagKrR4TgGqjNuOcn8adGGZsKcUh2EKEPs96vimqgB3Hk+tPpibCiiigRXnTK7h1FVcGtKigaZSWBzyeKd9nbPUVapaAuVmhRRuJOBVWtKs9wFYgHNIaZOpBHChh9OaSWNVG5ePamo4+VSMYPBFXCAwwelMNjNop7oUbB6dqZSKCiiigAooooAKKKKACiiigAooooA//U+f6KKK3Mx6gkYFK44BpqnBp4AKkGgCKiiigAooooAKKKKAHD0ptKKD1oASilpcetADaWl4HvRk0AKV70nA96Oo+lNoAdu9Kv6ZN5V2oJ4f5T+PT9azqUEqQw4I5FAM6nVofMtd46xnP4dDXK126Mt1bgnpIvP4iuLkQxu0bdVJB/CqZEewyiiipLCrNvayTnI4X1p1pB58vP3V5P+FX7u68j91EAGx+VNIlvoh+bexTjlj+ZrKnuZJz8xwOwHSoGYsSzHJPekobBIKKKKRQ7qKbSg4oIoASpAoHWo6kU5GKCZDqawyKdR9aCURdaXAHWjPYU2g0Hbj0FNoooAKnii3Hc3SkjiLcngVcAxwKCWwAA4FLRV9dMvHiEqp15xnB/Wk5JbsunRqVLqnFv0KFFTS208PMsbKPUjj867Twn4f8APcanep+6X/VKf4j/AHiPQdvesq1eFKDqSLp4ec5+ztZmGvhnWnt1uUtyyuNwGRuwfbOayLi0urQ4uoniJOBvUjP517/SFVYYYAj0NeHHN5p+9FHqyyyFvdkeMaXp4OLqYe6D+tdBVu+gFtdyQqMKDlfoeRVSux1fae+fS4PDwoUlGAhAYYYZB7GuJuYvJuJIv7rcfTt+ldvWFqtjcTSCe3ieQBcPtBO30Jx0z/St6E1GVmefnVDnoqa3Rz1V5osjco5qwQQcHqKntrd7mURJ9SfQetd7aSuz5CEJSkoxV2zLSCeRS8aMwXqQCcVHuI4NejwQpbxLFH0H6+9JLbwTDEsav9Rmub6xrsfSf2E+VPn1POcA9KbWxrNnHaTp5K7UdenPUdayevBreMrq6PCr0ZUajpy3Q2iiiqMQooooAKKKKACiiigAooooAKKKKAJIpXhcOhwa3YZoruMgj6qa56no7xsHQ4IppktXLN1atAdy8oe/p9ap10EE6XKbXA3Y5FZ9zZmE715T+VDXYSl0ZTRQT83FI+c4NIxzSggja1IsZTuv1oKlTTaACinj5hz2plABRRRQA9HeNtyHBFakV7HKPLuQOe/asiincTVzVm0/PzQHg9j/AI1UayuV/gz9CKbFczQjCNx6GrK6lKPvKp/SjQWpXS2nJ+4fx4q2LCVlAchf1pG1NyPkQD6nP+FQG9uHPLYHtRoGpdXToVGZGJ/QUpj04fKSv51kOzs3zkn60yi4Wfc2W0+B1zExHpzkVlywyQttkGPftTUd423IcGtWK8inXyrgAZ79j/hRow1Rj0VpT2DL88HzD071ndODSGncAcciun0+7kaHNyeB0Y+nvXP20BnkC/wjkn2q3fTgYto+AOv9BTXcT10Ogu7SK7Ta/DDow6iuVubWW1k2SD6EdDWvpV9nFrKf9w/0/wAK2pYo5kMco3Kae5N2tDiRIejcilKqRlD+FXL3T5LU71+aP19PrWeDjpSLQlFSZDcNwfWl27eTSGJ90e9R0pOTmkoAKXp0pKKAH7geGFPjheVwkXJJ4qGuq02y+zR+ZIP3jfoPSmtRN2LcMSWsXOM9WI7muVvLprubeeFHCj0FXtQvxLJ5UZ+RDnPqR/SsuRQWLJ0JzTbJiurIqeGB4amUVJY4rim04Njg1II8jcKAGgYGTR90ZPU0v+0egqMnJzQAlFFFABRRRQAUUUUAL1pT6CjoPepoY8/MelAmySGPaNxqeit7StPDYuphx/AP61M5qCuzfC4aeIqKnA0bCGeK2RJevXHcA9qtE4OCD+Wf5VNRXmObbufoFKkqcFBPYhUhuR0p1BGCR+NFM0CmINo28YB4x6U+q09zDbFfObbu47n9KaTeiInOMFzTdkWaKhjnhl/1bq2ewPP5Uy6uUtojI/XsPU0Wd7CdWCg6jeg6W6gtiPOfbuHHU9PYVOk0Mv8Aq3Vvoc1xEsrzSGSQ5JqKun6smtz5p59JTdoe7+J6ZY2Ut9OIY+B/E3ZRXoVvbw2sQhhXao/X3PvXn/gG/MgubGRizDEiknJx0Pvxx+f5+j18zmMpqq6T2R6McV9YgprYY8cci7JFDKexGRXEeILNLa5SWFAiSr0UYGV69PYiu6rE1+2E9g0mPmhO8HHOO/4d/wAKwwlTkqrsa0pcskcDRSAgjIoJAGTX0Z6Zs6Hdra36hyAso2E46E9P1r0GvJMBsE8jt/jViG4ntzmCRo/90kDt2/AV5+JwftZc8XZnLVoub5kepMwUFmOAOSTXC6xqRvZTDEf3CdP9o+p9vSqM2q388XkTTbkJ54Az6Dgc1TqMPg/ZvmnuFGjyu8itLZWs3+siU+44P5ioIdPtbecSoDk8AE8A+3etCmuCVOOo5HTt9a9Hnla1y5Yak3zuCuvIkopAcjNLUG5UvYftFrJGOTjI+o5FcRgZzXfOxBCr1Pf0rMk0uzkJIUqT/dP+NddCpyqzPDzPLp4mSnS3RytVZ06OPxro59HaNGkjk3bQTgjnisWu2M1LY+Wr4arh5JVVYzaKuvCrcjg1WaN06jj1pmKZHRRRQMKKKKACiiigAooooAKKKKACiiigAooooAKcGNNooAlJVuKaV9KZSgkUAGMUlPBB60uE9aAI6cKXCetOwpX5TzQBHSUUUAFKBmkp3QUAITmgEg5BwaSigDQh1CVOJPnH61dzaXgwcbvyNYVFO5LiaM2nSLzEdw9O9UGVlO1gQfQ1bhvpo+G+ce/X860FntbsbXAz6N1/A0aBdrcwqK1ZtOPWE/gf8azXjeM7XBB96LDTTGVKvGCKipQSOlIGi0XVvvA59qE+98h475quG9aeOelBBI7Afdqvwfalc5OKZQWkO2mjIHSm0UDFyaXg+1NooAUg0lKCRS5B60ANop2PSm0AFFFFABRRRQAUUUUAFFFFABXX2ca2dmC/GBuaue063+0XSg/dX5j+Faus3O1FtlPLct9O1Uu5EtXYwp5mnmaVurGoaKKksKKKKAJI9mcOOKurjHy9KzqKBNGlkZx3pazcnOc81PHNtG1unrTFYtEBhg8imhVjBIGKVWVvunNMmOIzQIpE5JJ70lFFIsUAk4HWntEyLub1p8Cktv7CrEihkOTjvQJsoUUUUDFUgEE1ZlkVo/lPWqtFArBRRSgEnA60DHKjP92mkEcGplhkHzA4IqUbZflcYYUCuVkco2RTScnNTNA46c0wxyD+E0AR05RuYL60mCOoqWEHeCRxQMkkfYPLSqtOZtzFvWk60CQdORVuKTeNrdRUSQE8twKsrGqHK0CbG+UhOTyTTwoXoMU6imSFFRmRAcEimNOg6c0DsT00sFGWOKqGd854p3lu53v0xnigLE3mBgdpwB3ppeQk7ACPWq7vu4HCjoKngOVI7j+tA7BHKXJBxntUZeV8bRjHpSGKRPmHb0pGmdht6fSkHoMLMeCSabUsZU/I/Q9PrTXUo200FDKuxSbxg9RVKlBKkEdqBNFyZSy8dqpVfSRX6dfSlKIeo60xJ2M+irTW/wDdP51AyMv3hSHcZRRRQMUYJ54FOkTY2OtMqZsSKCo5XgigRDRS4x1qRYXYZ6CgZFRVj7O3qKPs7eooFdH/1fn+iiitzMKf3z60ynDp9KAA8802n9/rTaAEoop2PWgBtLg0uQKTJoAXHrSnGPWmU4elACZNJRRQAUUUUAOHpTaKcetADaKKKAOl0e4VoTbk/MhJA9v/ANdQatZNv+0xDIP3gP51ixSvDIssZwy119pdx3ce5eGH3l9Kpa6EPR3OMpVUsQqjJPSunvNLjmzJDhH9Ox/wqhZ2bwuXnXDDgD+tKw+ZWJlVLK3yeo5PuawnZnYu3JPNXb+fzJPLU/Kv86oUMIrqFFFFIoKKKKACnD0ptFABSg4OaXqM0lAEo5qNmz06UpOBtplBKVgoorr9N8D+INV09dStIVMbk7FZgrMB3AOBj0yf0rOpVhTV6jsjSMJS0ijkQCTgVajhA5fk+lbl14c1nS1LXdlKijAL7SV5/wBoZH60mnWP2lvNlH7sfqf8KFVg48yd0aUcPUq1FSitSKPTrqWISoow3QZwSPWq0lvPFzIjKPUjj867aisFiH2PpJZFScVyyaZzumaeZmFxKP3Y6D1I/pXTUxMAbRwB6Cn1zVJubuz1cHhIYanyR+bCuy0aYS2Kx8Zi+TA9B0/SuNrW0nULeykdLqVYkkAwXOBkfXjvXDiqbnT03KxUVycz6HY0UyOWOZQ8TB1PdTkfpVe9vbfT7Z7u6baifmT2A9zXjqLb5UtTy3JJXZg+I/JiaGd3VS2U+YgZxyMD8Tn8K59WVxlSCPUVyeqapcatdNc3HA6Kg6KPQf1qgjvGdyMVPqDivqaGDlGmoyepxQzvkfLyXR6FbwSXMqwxDLN+Q9zXc2trHaQiKP8AE9ya4jwTftM9xazHc+A6k9cDg8/UivQK8XHykqnsnsj0PraxEVKOxWns7S6GLmFJf99Qf51x+p6XaaZKv2KLy0lXnGSMr7knsRx/9eu5rH1yESWDSd4SH79Oh6exz6fzrHC1pRmlfQdLljUU2jjKKKK909kxtcg82yMg6xHd+HQ1xVdZql6soNtEcr/ER39q5Z0KNtNd1FNR1Pis2q06mIbp9NxDyM02nD0ptbHlBRRRQAUUUUAFFFFABRRRQAUUUUAFSKO9R09M59qBMmUlTvBxjpWrbXSXA2Nw3p61iM2eBTQSDkHBFNMnlL93ZmPMkXK9x6Vn1t2l4JR5cv3/AOdV7uy25lhHHcen0oa7DT6MzwwxtbpSMpFNp4bselIoUcqVqOpAuDleRTWGDQA2iiigAooooAKKKKACiiigCRuQDUdPXn5aaeKAEooooAt295JB8v3l9D/StApbXy7lOH/X8axK17GAIpuJOOOPp600TJdSQhbG2O3lj396xSSTk8k1sJfxSMY5RhT0J6Y96jnsARvtz+H+FN+Qk7bmWCQciuis9WRgI7n5WHG7sfr6VzpUqSrDBHakpXKaud58rr2ZT+INY1zo6MS9sdp/unp+FYkN3cW/ETlR6dR+RrobLU0uMRy4ST9DTumRZrYxhpl2G+dMD1GD/KmSF4/laEhR/eBzXYHgZqBbq3dtokAYdjwfyNFg5jkfLjk/1TYP91v8ahZGQ4YYNdu0EEn341b6gVE1lasu0oMelFh8xxdWbe0nuTiJcjuT0FdP9msbcZ8ofkW/xqXzJGGIIyPduAPw60WDmKlppcMBDyfO459h+FQ6pfeWptoj87fePoPT8auXt2LSHOcyNwo/rXIszOxdjkk5Joegkr6sbSgkdKSipNCTcG+9SFSORyKZSgkdKAFAzTt5XgU9mGzGMGoKAJmIk6cVERijpT8huDQBHRSkEUlABRRRQAU4DA3UgGTgU58A4HagAVdzYq+AAMCqkJAPPerlMhhXTaLLut2iP/LM8fQ//XzXM1q6O0i3R2qWUqQ2O1Y143gz0sqquniY+eh1VFRmaMfeO3/e4/nTLi4jtojNIeO3ufSvNSb0PuZVIxTk3oiO5nht2RpWC7sjv0+gpsV5az8RSqxPYHn8q4++upJ2aZzy3A9h6VlV2rD6avU+ZlnklUfLG8fxPRbu6is4TNKfoO5PoK4i4v5rmUyuBk9B6D0qsXdlCuxKjoCeBmm7iela06agcGPzCWJtG1o9iQzSnkcfSmvJLIAJGZtvTJzign5eTTMj1NanmJ20QbGxmkwadxtOKbk0Ab3hm/8A7M1u2uXOIy2xzjPytwT+HWvoVHWRQ6MGU9CDkGvlzJqzb3t3aPvtZXib1Qkfy+leXjcv+sSU07M9DC4z2KcWro+nK8g8XeKxeTPpVk3+jIcSOOd7A9B/sj9TXON4t197V7SS6LJIu0kgbgPZgM81zvy1hgss9lPnq622NMVjvaR5Kenc1IrmRR+6kYD2JrWstRnaZIp23Kxxnoc9v1rlRxypqxHPLGwYckHINezKCkjkw+Jq0Zpxk7dj0SiooZVmiSZejgH86lrzT9ATTV0Ic4ODg9qkU7lDdMjNUby7S0j3Hlj90etc4mo3kZJWTqScYGOa0jRlNXR5uKzKjh5qE9X5dDsqRjgY9a5yPW5R/rY1b6cf41vg7gGByDyKiVKUfiOjDYyliE/ZPYUfKMLwBQXZVJPOB6f4UUVNkdVg579aKQdMenHrS0xhXFXMQhuJIh0VuPp1H6V2tZ9zpsd23msxRsY45GPp61tSqKD1PJzXByxFNez3RylABJAHU1ryaLcryjK/6GrVjYGA+bOP3nYen/166XWja6Z81SyvESqKE42Xcp/2Ejxgs5SQ9cDIqlLod0nMTLIPyP611tFc/tZH0Msrw7VrfiedOjxOY5BhlOCKZXQ6var9o8zpvHUeo4rDeJk56j1rri7q58riKXsqsqfYioooqjEKKKKACiiigAooooAKKKKACiiigAooooAKKKKAClBwc0lFAD2H8QplPU/wnvTSMHFAAOTQTk04Ahd1MoAKKKKACiiigAooooAtQ3k0PAO5fQ1pJd29wNkoAJ7N0/OsOinclxRsS6cjfNCcex6VmSwSwnEike/anxXM0P3G49D0rSiv4ZBtlG0n15FGjFqjFqReAWrXlsIZBuiO3PpyKzp7eWLqvyjuOlFhpplWiiikUFFFFABRRRQAUUUUALS5z1ptFAD9uRkUyinZ9aAG0U7APSkIIoASiiigAoopyKXcIvUnFAHSaUiQWZuHIG7JJ9AKwLmY3E7zH+I8fTtV6+k8uNLVDwBk/wBKyqb7EruFFFFIoKKKKACiiigApQCelJUijAoE3YZkg8cGlZmb7xzUmAetMK+lAuYZRSkEdaSgocHZQQDwasM58jpjPFV1GTirRkXyycewFAmU6KKKBhRRUnlny/MoAjooooAf5j4xuNSCchQMZI7moKKBWL6yK3Q8+lSVmVKsrr3z9aYrF6kqt9oP92k+0N2AoFZlrAPUUgVRyABTY2dhlhj0pjThSQBkigLE9ISByajEnygv8uelQzLJ94nIoCw55wOE59zTVZpvlJxiq9WIUbduIwBSKtYidNjbc5q15SBeRmkEYQlyc1A0rs2c49qBbilBksRtX9aN0rn5cgdsVbUkjJGKZJIU6Ln3oC5EIGY5c04ukQ2ryaiaWTODxTcPIc4yfWgLdy1uZ48rwTVIgg4PBq5FGU6n8KhnB35PQ9KARLHCF+ZuTUrKrcMM1VM7YwBimrM6nk5+tMLMla3GflOKZ9nf1FTrMjdTg+9SA55FArsp+TIDxVmPzMfPipKKAuFJSFlHBIFOoEQtCjex9qgaB16cirhBI4OKBnvQO5nYPSpokkDBsYHvVs4HzHtVKWTeeOgpDvckljH3gTkmnJmJcyH6CoFkdeM8e9MJLHJ5oHYs/aP9n9aT7R/s/rVaigLI/9b5/ooorczClHWkpQDQA7t9KUgA80Ec/Wmt1oAM+lNoooAKKKKAClHWkooAU9aSnHkA02gAooooAKd1H0ptOHpQA2iiigAqWGaSCQSRHBFRUUAdlZ3kd3HleHH3l/z2qeQI/wC6c4JBx6/hXHQSvbsJkOCK6a2uYr+Pn5ZF5I7g+oq0zJxsc7e2b2km08qfumqddrPAtzEYpfwI9fUVyE8L28pikHI/X3qWi4u5DRRRSKCiiigAoopetAAOtOOF4FJ04FNoAKKswlWBjYe9Btzng8UCudv4G8Ivrt2L+9TFhA3IP/LVh/CPYfxfl34+ilVUUIgCqowAOAAK8t+F19nT7nS2OWgcSLx/C/BH4EfrXqdfDZvVqSxDhPZbHu4SMVTTj1CvLPF9mLfUxcKMLcLu4GPmHB9s9D+P5+p1zHiyxa805WiGZInBA7sCMEAdz3/CufAVfZ1k3s9D08NPlqI8pop7xyRnbIrIfRgQf1qMnAye1fWp32Pav1GlgjgnHPFSq6OMoQfpUBOTmmkA9RmhxuRzNPQnmmjgjMkpworjLq5e6mMr9OgHoK2NWjYwK4Jwh5GeOa54kAZPFdeHppLm6nyudYqpKfsNo7+pLFNNC2+F2RvVSQf0qe5v728RUup3lVDkByTj86zWnUfd5qBpnbvj6V0OMb3a1PCTla1y4zqv3jimCaM8ZqjVyBcJn1qhNHQeH737Dq1vMThS2xuM8Nx+nWvba+cmnUHA5rXtdW1Kzx9muXQemcj8jx3ry8bgXXkpxdmd+ExnsU4yWh7tXMazqed1lAeOjt/Mf41x1t4v1YkQzsrhzjftAYZxyMYH6Vcrz6WAlSleqfSYCdOunNdBMDGOn0qpfGZbWRojyF/HHc/lVymsoZSrDIIwRXoJ2dz1KsOeDina6OHqKVdyH1HSrEsZikaM9VJFMr1D84acXZmaDg0pGOexpZF2OR2poOKRQlFPZccjpTKACiiigAooooAKKKKACiilAzQAoGaVj2FBOOBTKACiiigBela9pe78RTH5ux9ax6KaYmrmreWYwZoh7kf1rKrcsZTLEUc5K8fhWTLEY5mj9D+lDEn0Y1OPm7Clc7/nprH+EdBSK2KRQ2ipMK33eKYQR1oASiiigAooooAKKKKAFBwc05x39aZUg5UigCOiilAzQBJCEMi+Z93PNX725UqIYjkHqR/Ks7tntTKdxWCrMF1JAcDlfQ1WopDNz/Rr5fRh+YrNntJYOT8y+oqsCVIZTgjvWpBf5+S4/wC+v8ae5NmtjKorYmsUkHmW5Az27H6VkujRttcYI9aLDTubVjqhTENycr0Ddx9a0ruxivF3g4fHDDv9a5GtqxvHhjRCdwJ7+np9e9NMlrqiri4sW/eMykdFB4Pv9Knh1S8ySzKVHUsP8K3p4IryHa46jg9wa5WeCS3URMOScn+QoegJpmumtRk4aM/gaV9VfYWVAo7Z5JrFWJlXeR2z+FRO7MRz04pXHyolmkkuH8x23N71XII60uTShs8NzSKGUU/aDytN6UAPUYGaXaDUYJFSBsigmzuMY802iigoKKKKAHhuxoZMcimj1pQxzQA2ipCu7laZ0oAVeOfSm048DFOiieaRYoxlmOAKBpNuyLVpby3EgjiXccZ+lXJLS5i/1kbDHfGR+YrprGxjsotq8ufvN/ntV6uV4jXTY+jpZEnTTqSakcRFFJNIIoxlmOK7GztEtIhGvLH7zepp+FVxJgA9Cfr/APXqesatVy0PRwGWwwzcm7sKx9YgBthKgAKMM/Q8VsVHLGJomibowI/OsoS5ZJnbiqKrUpU+6PPphmM+1VgAB7mrkw2KwbqOKpcbQTXqn54uwmCetGccCgsTTaBjuxptOHQ02gB38NNp38NNoAKKKKACiiigAp6E5plPTrQBbi1G9t/lilIUdAeR+taUXiG5XiWNX+nB/rWBSVDhF7o66WNr09ITZcuL6e5mMznr0HYD0pFnU/eGKqUVa00Ryzk5ycpbs0gc8iur0ubzbVVJ5T5T/SuFV2T7prUstSe2J2Yw3UN0rOrDmjZHdl2KWGrc0tnudvRWFFrQ/wCW0f4qf6H/ABrTiuUuU3xZ25xXFKnKO6Pr6OOoVtKcrskLPkkHjsCKVXbo4H1H+FJRSNrslTLYY8D075/A1LUMR5I9eamrKW5rHYKryAiT2Iz09Pf/AD/hYqGVd2CuNy9M+9OO4pq6I6KCGHUflSAgsFHU9v8AP1rQyKt3aG8TYhAZTnJrFl0u8j/g3j1U5/8Ar11oAAwKWqjWlHRHFicso15c87p+R5pPFJDIVlQxn0IxUNd1rMAltg+M+Wf0Ncc8HdPyrspz543Plcbhvq1X2d9CtRSkEHB4pK0OMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACplwwyeoqGlBwc0AKzFqbT2HcdDTKACiiigAooooAKKKKACilHNP8AlT3NACBSeelGz3ppJPWkoAsxTSQZKN+Har8Woo3yzDafUdKx6KdxNJm69pbzjenBPdelZs1lNFzjcvqKgjlkiO6NiDWlDqPaYfiP8KejJ1Rk0VvtDbXQ3DBPqvWs+awlTlPnHt1pWGpIoUUpBBweDSUigooooAKKKKACiiigApcmkooAdwfakwaSlzigBK0dPjBdpm6IKoZz1rVmH2azEI+8/X+v+FNEvsZs0hllaQ9zx9KipaSkUFFFFABRRRQAUUUUAKBk1LUQOKfuFBMkx1FM3UuSPvUE2Y6o2xninbhTOtA4oSiiigsKdsPUcj2ptL05FACVNHJsBVhkGmb8/fGffvTtit9w/gaBDZNm75OlMp+x84waZQMKKKKACiiigAooooAk8x9oUHAFPjjyN7dB0pqICN78KKa77jx07CgQu4M+6TpVtXSQECqFW4EGN56mgTJBGinIFNkl2cAc0NLtk2npUEsm87R0BpgkM3ue55qeNAg3vwfeq6tsbcO1DOznLGkM0AQwyOlBIHJOKzwzKMA4pCSeTTFyl3y0J3nnNI8qpwOTUTMfIGD3xTIyuSr9DQFhfPf2qNnZzljT5I9hG3kHpTdjn+E0h6DKKcVK9eKbQMKUEjkUlFAEglkHQ0/z39qgooFYeCC2Xyc1eXBGQcis6rNu3VD9aBNFqiiimSJVSSIhvlGQatc59qdQNOxnFWHUEUKjN0FaNFIfMVfs/vR9n96s0UxXZ//X+f6KKK3MxR1pWJJoHHNNoAcOn0pW9aRcZ5pWIwAO1ADKKKKACiiigAooooAcO4ptKOtB60AJRRRQAUtJRQA49abTuoxSUAJTlGTTak+6vuaAGscnAp0cjwuJIzhh0NR0UAdfZXyXaYPyyDqP6ii/s1u4uOJF+6f6VyaO8bh0OGHQiursb9LtdrfLIByPX3FUnczatqjk2VkYowwRwQabXU6jp4uR5sQ/eD9f/r1y5BBIIwRSaLTuJRRSjmkMAM0uccCgkDgU2gAoop6IXOB0oAdEhZuOMVepqqFGBT1VnYIgyScAUyN3ZHVeC9TTSteinmJEUitHIQCSARkcDnqBX0Fb39ldnFtPHIfRWBPHt1rwHT7FbSPLcyN94+nsK0K+czDCQxNTnTsz7DBZbKFFe0dm/wAD3d2VFLt0Ayax5p2mbJ4A6CvO9H1C4hvIYXlcwuQmzd8vPC8Hjg46YP8AKu9rwauFdCVm7mrounKzEZVdSrgMD1B5Fcp4h0u3W0+1W0QRo2y2wADB4Jx/nvXWVDcQJcwPA4BV1I55qqNV05qSKi7O55HRT5EaN2jbqhKn6jg1HmvrDvIrmITQ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     "metadata": {
      "application/vnd.databricks.v1+output": {
       "addedWidgets": {},
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width='100%'/>\"\"\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {},
     "inputWidgets": {},
     "nuid": "4e813232-0e8c-41f0-8a62-ab6ee303c5be",
     "showTitle": false,
     "title": ""
    }
   },
   "source": [
    "_Uncomment the following within databricks for actual results._"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 0,
   "metadata": {
    "application/vnd.databricks.v1+cell": {
     "cellMetadata": {
      "byteLimit": 2048000,
      "rowLimit": 10000
     },
     "inputWidgets": {},
     "nuid": "80ccfd58-5789-4981-96a0-0169e3d8a108",
     "showTitle": false,
     "title": ""
    }
   },
   "outputs": [],
   "source": [
    "# %%mosaic_kepler\n",
    "# \"agg_overlap\" \"ix\" \"h3\" 10_000"
   ]
  }
 ],
 "metadata": {
  "application/vnd.databricks.v1+notebook": {
   "dashboards": [],
   "language": "python",
   "notebookMetadata": {
    "mostRecentlyExecutedCommandWithImplicitDF": {
     "commandId": 85549842153093,
     "dataframes": [
      "_sqldf"
     ]
    },
    "pythonIndentUnit": 2
   },
   "notebookName": "03.a Overlap Detection",
   "widgets": {}
  }
 },
 "nbformat": 4,
 "nbformat_minor": 0
}