{ "cells": [ { "cell_type": "markdown", "id": "a3ad138d-fc73-4fa9-bf8b-45841ffb0dc5", "metadata": {}, "source": [ "# Remove Instrument Response\n", "\n", "This is an example notebook for removing the instrument response to calibrate the data into physical units. \n", "\n", "**Note**: The workflow in this notebook is all incorporated into a class `mth5.timeseris.ts_filters.RemoveInstrumentResponse` and has been incorporated into `mth5.timeseries.ChannelTS` as `mth5.timeseries.ChannelTS.remove_instrument_response` and `mth5.timeseries.RunTS` as `mth5.timeseries.RunTS.calibrate`. An example is shown at the bottom of the notebook. \n", "\n", "All the filters are represented as `mt_metadata.timeseries.filters` objects. More information about these can be found in [mt_metadata filters](https://mt-metadata.readthedocs.io/en/latest/source/notebooks/filters_example.html).\n", "\n", "This example will read in an existing MTH5 that has one station `CAS04`, one run `a`, and 2 channels `ex` and `hx`. " ] }, { "cell_type": "code", "execution_count": 9, "id": "52ab48c8-c08d-40dd-a8c1-ae6f7fa12d0a", "metadata": {}, "outputs": [], "source": [ "from mth5.mth5 import MTH5\n", "%matplotlib widget" ] }, { "cell_type": "markdown", "id": "6e38b632-4525-4c48-94f5-a97b836817f2", "metadata": {}, "source": [ "## Open the MTH5 file\n", "\n", "This has 2 stations in it CAS04 and NVR08 both MTArray/Earthscope stations. Each only has one run. You can make this MTH5 file using `make_mth5_driver_v0.2.0.ipnb` " ] }, { "cell_type": "code", "execution_count": 3, "id": "2b83f17f-7b3f-458c-a525-9c6bbe2bf05c", "metadata": {}, "outputs": [], "source": [ "m = MTH5()\n", "m.open_mth5(r\"8P_CAS04_NVR08.h5\")" ] }, { "cell_type": "markdown", "id": "5313b5f0-ae85-4176-84e1-f8e9fafc9e7f", "metadata": {}, "source": [ "Have a look at the channel summary. This is a table of all the channels available in the MTH5 file." ] }, { "cell_type": "code", "execution_count": 4, "id": "8bda6697-6f9e-437e-9cb1-f34d42103364", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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surveystationrunlatitudelongitudeelevationcomponentstartendn_samplessample_ratemeasurement_typeazimuthtiltunitshdf5_referencerun_hdf5_referencestation_hdf5_reference
0CONUS SouthCAS04CAS04a37.633351-121.468382329.387ex1980-01-01 00:00:00+00:001980-01-01 00:00:00+00:0010.0electric13.20.0none<HDF5 object reference><HDF5 object reference><HDF5 object reference>
1CONUS SouthCAS04CAS04a37.633351-121.468382329.387ey1980-01-01 00:00:00+00:001980-01-01 00:00:00+00:0010.0electric103.20.0none<HDF5 object reference><HDF5 object reference><HDF5 object reference>
2CONUS SouthCAS04CAS04a37.633351-121.468382329.387hx1980-01-01 00:00:00+00:001980-01-01 00:00:00+00:0010.0magnetic13.20.0none<HDF5 object reference><HDF5 object reference><HDF5 object reference>
3CONUS SouthCAS04CAS04a37.633351-121.468382329.387hy1980-01-01 00:00:00+00:001980-01-01 00:00:00+00:0010.0magnetic103.20.0none<HDF5 object reference><HDF5 object reference><HDF5 object reference>
4CONUS SouthCAS04CAS04a37.633351-121.468382329.387hz1980-01-01 00:00:00+00:001980-01-01 00:00:00+00:0010.0magnetic13.20.0none<HDF5 object reference><HDF5 object reference><HDF5 object reference>
.........................................................
65CONUS SouthNVR08c38.326630-118.0823821375.425ex2020-06-14 18:00:44+00:002020-06-24 15:55:47+00:008565031.0electric12.60.0digital counts<HDF5 object reference><HDF5 object reference><HDF5 object reference>
66CONUS SouthNVR08c38.326630-118.0823821375.425ey2020-06-14 18:00:44+00:002020-06-24 15:55:47+00:008565031.0electric102.60.0digital counts<HDF5 object reference><HDF5 object reference><HDF5 object reference>
67CONUS SouthNVR08c38.326630-118.0823821375.425hx2020-06-14 18:00:44+00:002020-06-24 15:55:47+00:008565031.0magnetic12.60.0digital counts<HDF5 object reference><HDF5 object reference><HDF5 object reference>
68CONUS SouthNVR08c38.326630-118.0823821375.425hy2020-06-14 18:00:44+00:002020-06-24 15:55:47+00:008565031.0magnetic102.60.0digital counts<HDF5 object reference><HDF5 object reference><HDF5 object reference>
69CONUS SouthNVR08c38.326630-118.0823821375.425hz2020-06-14 18:00:44+00:002020-06-24 15:55:47+00:008565031.0magnetic0.090.0digital counts<HDF5 object reference><HDF5 object reference><HDF5 object reference>
\n", "

70 rows × 18 columns

\n", "
" ], "text/plain": [ " survey station run latitude longitude elevation component \\\n", "0 CONUS South CAS04 CAS04a 37.633351 -121.468382 329.387 ex \n", "1 CONUS South CAS04 CAS04a 37.633351 -121.468382 329.387 ey \n", "2 CONUS South CAS04 CAS04a 37.633351 -121.468382 329.387 hx \n", "3 CONUS South CAS04 CAS04a 37.633351 -121.468382 329.387 hy \n", "4 CONUS South CAS04 CAS04a 37.633351 -121.468382 329.387 hz \n", ".. ... ... ... ... ... ... ... \n", "65 CONUS South NVR08 c 38.326630 -118.082382 1375.425 ex \n", "66 CONUS South NVR08 c 38.326630 -118.082382 1375.425 ey \n", "67 CONUS South NVR08 c 38.326630 -118.082382 1375.425 hx \n", "68 CONUS South NVR08 c 38.326630 -118.082382 1375.425 hy \n", "69 CONUS South NVR08 c 38.326630 -118.082382 1375.425 hz \n", "\n", " start end n_samples \\\n", "0 1980-01-01 00:00:00+00:00 1980-01-01 00:00:00+00:00 1 \n", "1 1980-01-01 00:00:00+00:00 1980-01-01 00:00:00+00:00 1 \n", "2 1980-01-01 00:00:00+00:00 1980-01-01 00:00:00+00:00 1 \n", "3 1980-01-01 00:00:00+00:00 1980-01-01 00:00:00+00:00 1 \n", "4 1980-01-01 00:00:00+00:00 1980-01-01 00:00:00+00:00 1 \n", ".. ... ... ... \n", "65 2020-06-14 18:00:44+00:00 2020-06-24 15:55:47+00:00 856503 \n", "66 2020-06-14 18:00:44+00:00 2020-06-24 15:55:47+00:00 856503 \n", "67 2020-06-14 18:00:44+00:00 2020-06-24 15:55:47+00:00 856503 \n", "68 2020-06-14 18:00:44+00:00 2020-06-24 15:55:47+00:00 856503 \n", "69 2020-06-14 18:00:44+00:00 2020-06-24 15:55:47+00:00 856503 \n", "\n", " sample_rate measurement_type azimuth tilt units \\\n", "0 0.0 electric 13.2 0.0 none \n", "1 0.0 electric 103.2 0.0 none \n", "2 0.0 magnetic 13.2 0.0 none \n", "3 0.0 magnetic 103.2 0.0 none \n", "4 0.0 magnetic 13.2 0.0 none \n", ".. ... ... ... ... ... \n", "65 1.0 electric 12.6 0.0 digital counts \n", "66 1.0 electric 102.6 0.0 digital counts \n", "67 1.0 magnetic 12.6 0.0 digital counts \n", "68 1.0 magnetic 102.6 0.0 digital counts \n", "69 1.0 magnetic 0.0 90.0 digital counts \n", "\n", " hdf5_reference run_hdf5_reference station_hdf5_reference \n", "0 \n", "1 \n", "2 \n", "3 \n", "4 \n", ".. ... ... ... \n", "65 \n", "66 \n", "67 \n", "68 \n", "69 \n", "\n", "[70 rows x 18 columns]" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "m.channel_summary.summarize()\n", "ch_df = m.channel_summary.to_dataframe()\n", "ch_df" ] }, { "cell_type": "markdown", "id": "d236875c-d23e-4ece-bbb0-6f7a78e039f7", "metadata": {}, "source": [ "## Get observatory data\n", "\n", "https://geomag.usgs.gov/ws/data/?id=FRN&type=adjusted&elements=H&sampling_period=1&format=json&starttime=2020-06-02T19:00:00Z&endtime=2020-06-02T22:07:46Z" ] }, { "cell_type": "code", "execution_count": 16, "id": "134ea085-8b2d-4cc9-9351-b84329108d9c", "metadata": {}, "outputs": [], "source": [ "import json\n", "frn_json = json.loads('{\"type\":\"Timeseries\",\"metadata\":{\"intermagnet\":{\"imo\":{\"iaga_code\":\"FRN\",\"name\":\"Fresno\",\"coordinates\":[240.282,37.091,331.0]},\"reported_orientation\":\"H\",\"sensor_orientation\":\"HDZF\",\"data_type\":\"adjusted\",\"sampling_period\":1,\"digital_sampling_rate\":0.01},\"status\":200,\"generated\":\"2022-04-11T23:46:00Z\",\"url\":null},\"times\":[\"2020-06-02T19:00:00.000Z\",\"2020-06-02T19:00:01.000Z\",\"2020-06-02T19:00:02.000Z\",\"2020-06-02T19:00:03.000Z\",\"2020-06-02T19:00:04.000Z\",\"2020-06-02T19:00:05.000Z\",\"2020-06-02T19:00:06.000Z\",\"2020-06-02T19:00:07.000Z\",\"2020-06-02T19:00:08.000Z\",\"2020-06-02T19:00:09.000Z\",\"2020-06-02T19:00:10.000Z\",\"2020-06-02T19:00:11.000Z\",\"2020-06-02T19:00:12.000Z\",\"2020-06-02T19:00:13.000Z\",\"2020-06-02T19:00:14.000Z\",\"2020-06-02T19:00:15.000Z\",\"2020-06-02T19:00:16.000Z\",\"2020-06-02T19:00:17.000Z\",\"2020-06-02T19:00:18.000Z\",\"2020-06-02T19:00:19.000Z\",\"2020-06-02T19:00:20.000Z\",\"2020-06-02T19:00:21.000Z\",\"2020-06-02T19:00:22.000Z\",\"2020-06-02T19:00:23.000Z\",\"2020-06-02T19:00:24.000Z\",\"2020-06-02T19:00:25.000Z\",\"2020-06-02T19:00:26.000Z\",\"2020-06-02T19:00:27.000Z\",\"2020-06-02T19:00:28.000Z\",\"2020-06-02T19:00:29.000Z\",\"2020-06-02T19:00:30.000Z\",\"2020-06-02T19:00:31.000Z\",\"2020-06-02T19:00:32.000Z\",\"2020-06-02T19:00:33.000Z\",\"2020-06-02T19:00:34.000Z\",\"2020-06-02T19:00:35.000Z\",\"2020-06-02T19:00:36.000Z\",\"2020-06-02T19:00:37.000Z\",\"2020-06-02T19:00:38.000Z\",\"2020-06-02T19:00:39.000Z\",\"2020-06-02T19:00:40.000Z\",\"2020-06-02T19:00:41.000Z\",\"2020-06-02T19:00:42.000Z\",\"2020-06-02T19:00:43.000Z\",\"2020-06-02T19:00:44.000Z\",\"2020-06-02T19:00:45.000Z\",\"2020-06-02T19:00:46.000Z\",\"2020-06-02T19:00:47.000Z\",\"2020-06-02T19:00:48.000Z\",\"2020-06-02T19:00:49.000Z\",\"2020-06-02T19:00:50.000Z\",\"2020-06-02T19:00:51.000Z\",\"2020-06-02T19:00:52.000Z\",\"2020-06-02T19:00:53.000Z\",\"2020-06-02T19:00:54.000Z\",\"2020-06-02T19:00:55.000Z\",\"2020-06-02T19:00:56.000Z\",\"2020-06-02T19:00:57.000Z\",\"2020-06-02T19:00:58.000Z\",\"2020-06-02T19:00:59.000Z\",\"2020-06-02T19:01:00.000Z\",\"2020-06-02T19:01:01.000Z\",\"2020-06-02T19:01:02.000Z\",\"2020-06-02T19:01:03.000Z\",\"2020-06-02T19:01:04.000Z\",\"2020-06-02T19:01:05.000Z\",\"2020-06-02T19:01:06.000Z\",\"2020-06-02T19:01:07.000Z\",\"2020-06-02T19:01:08.000Z\",\"2020-06-02T19:01:09.000Z\",\"2020-06-02T19:01:10.000Z\",\"2020-06-02T19:01:11.000Z\",\"2020-06-02T19:01:12.000Z\",\"2020-06-02T19:01:13.000Z\",\"2020-06-02T19:01:14.000Z\",\"2020-06-02T19:01:15.000Z\",\"2020-06-02T19:01:16.000Z\",\"2020-06-02T19:01:17.000Z\",\"2020-06-02T19:01:18.000Z\",\"2020-06-02T19:01:19.000Z\",\"2020-06-02T19:01:20.000Z\",\"2020-06-02T19:01:21.000Z\",\"2020-06-02T19:01:22.000Z\",\"2020-06-02T19:01:23.000Z\",\"2020-06-02T19:01:24.000Z\",\"2020-06-02T19:01:25.000Z\",\"2020-06-02T19:01:26.000Z\",\"2020-06-02T19:01:27.000Z\",\"2020-06-02T19:01:28.000Z\",\"2020-06-02T19:01:29.000Z\",\"2020-06-02T19:01:30.000Z\",\"2020-06-02T19:01:31.000Z\",\"2020-06-02T19:01:32.000Z\",\"2020-06-02T19:01:33.000Z\",\"2020-06-02T19:01:34.000Z\",\"2020-06-02T19:01:35.000Z\",\"2020-06-02T19:01:36.000Z\",\"2020-06-02T19:01:37.000Z\",\"2020-06-02T19:01:38.000Z\",\"2020-06-02T19:01:39.000Z\",\"2020-06-02T19:01:40.000Z\",\"2020-06-02T19:01:41.000Z\",\"2020-06-02T19:01:42.000Z\",\"2020-06-02T19:01:43.000Z\",\"2020-06-02T19:01:44.000Z\",\"2020-06-02T19:01:45.000Z\",\"2020-06-02T19:01:46.000Z\",\"2020-06-02T19:01:47.000Z\",\"2020-06-02T19:01:48.000Z\",\"2020-06-02T19:01:49.000Z\",\"2020-06-02T19:01:50.000Z\",\"2020-06-02T19:01:51.000Z\",\"2020-06-02T19:01:52.000Z\",\"2020-06-02T19:01:53.000Z\",\"2020-06-02T19:01:54.000Z\",\"2020-06-02T19:01:55.000Z\",\"2020-06-02T19:01:56.000Z\",\"2020-06-02T19:01:57.000Z\",\"2020-06-02T19:01:58.000Z\",\"2020-06-02T19:01:59.000Z\",\"2020-06-02T19:02:00.000Z\",\"2020-06-02T19:02:01.000Z\",\"2020-06-02T19:02:02.000Z\",\"2020-06-02T19:02:03.000Z\",\"2020-06-02T19:02:04.000Z\",\"2020-06-02T19:02:05.000Z\",\"2020-06-02T19:02:06.000Z\",\"2020-06-02T19:02:07.000Z\",\"2020-06-02T19:02:08.000Z\",\"2020-06-02T19:02:09.000Z\",\"2020-06-02T19:02:10.000Z\",\"2020-06-02T19:02:11.000Z\",\"2020-06-02T19:02:12.000Z\",\"2020-06-02T19:02:13.000Z\",\"2020-06-02T19:02:14.000Z\",\"2020-06-02T19:02:15.000Z\",\"2020-06-02T19:02:16.000Z\",\"2020-06-02T19:02:17.000Z\",\"2020-06-02T19:02:18.000Z\",\"2020-06-02T19:02:19.000Z\",\"2020-06-02T19:02:20.000Z\",\"2020-06-02T19:02:21.000Z\",\"2020-06-02T19:02:22.000Z\",\"2020-06-02T19:02:23.000Z\",\"2020-06-02T19:02:24.000Z\",\"2020-06-02T19:02:25.000Z\",\"2020-06-02T19:02:26.000Z\",\"2020-06-02T19:02:27.000Z\",\"2020-06-02T19:02:28.000Z\",\"2020-06-02T19:02:29.000Z\",\"2020-06-02T19:02:30.000Z\",\"2020-06-02T19:02:31.000Z\",\"2020-06-02T19:02:32.000Z\",\"2020-06-02T19:02:33.000Z\",\"2020-06-02T19:02:34.000Z\",\"2020-06-02T19:02:35.000Z\",\"2020-06-02T19:02:36.000Z\",\"2020-06-02T19:02:37.000Z\",\"2020-06-02T19:02:38.000Z\",\"2020-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] }, { "cell_type": "markdown", "id": "9ed278c9-fca5-436c-9308-645350dc0d33", "metadata": {}, "source": [ "## Get EX channel\n", "\n", "Here we will get an EX channel, it will return a `channel_dataset` object. \n", "\n", "Change `ex` to `hx` to look at the magnetic channels" ] }, { "cell_type": "code", "execution_count": 5, "id": "09268f20-47fb-420b-aafc-023704f42a83", "metadata": {}, "outputs": [], "source": [ "ex = m.get_channel(\"CAS04\", \"a\", \"hx\", survey=\"CONUS_South\")" ] }, { "cell_type": "markdown", "id": "215523f9-ce38-4345-8181-51bbe4ac2a83", "metadata": {}, "source": [ "### ChannelTS object\n", "\n", "Convert the `ex` channel to a `ChannelTS` object which is based on an `xarray.DataArray` and has methods to working with the data. More information can be found [Time Series Objects](https://mth5.readthedocs.io/en/latest/source/ts.html)" ] }, { "cell_type": "code", "execution_count": 6, "id": "52f91525-5eb6-4e6c-8865-4aee81c77795", "metadata": {}, "outputs": [], "source": [ "exts = ex.to_channel_ts()\n", "exts = exts.get_slice(start=exts.start, n_samples=4096)" ] }, { "cell_type": "markdown", "id": "8bff51cf-f1ed-4df8-9ada-bd86f98fbc6f", "metadata": {}, "source": [ "### Channel Response Filter\n", "\n", "With the `ChannelTS` object comes the `ChannelResponseFilter` object. This includes all the filters that need to be applied to convert to physical units. Here we print out what the `channel_response_filter` attribute includes." ] }, { "cell_type": "code", "execution_count": 7, "id": "7b4bf97e-5d14-4519-a6a8-b774f5506624", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Filters Included:\n", "=========================\n", "pole_zero_filter:\n", "\tcalibration_date = 1980-01-01\n", "\tcomments = NIMS magnetic field 3 pole Butterworth 0.5 low pass (analog)\n", "\tgain = 1.0\n", "\tname = magnetic_butterworth_low_pass\n", "\tnormalization_factor = 2002.26936395594\n", "\tpoles = [ -6.283185+10.882477j -6.283185-10.882477j -12.566371 +0.j ]\n", "\ttype = zpk\n", "\tunits_in = nT\n", "\tunits_out = V\n", "\tzeros = []\n", "--------------------\n", "coefficient_filter:\n", "\tcalibration_date = 1980-01-01\n", "\tcomments = analog to digital conversion (magnetic)\n", "\tgain = 100.0\n", "\tname = magnetic_analog_to_digital\n", "\ttype = coefficient\n", "\tunits_in = V\n", "\tunits_out = count\n", "--------------------\n", "time_delay_filter:\n", "\tcalibration_date = 1980-01-01\n", "\tcomments = time offset in seconds (digital)\n", "\tdelay = -0.192\n", "\tgain = 1.0\n", "\tname = hx_time_offset\n", "\ttype = time delay\n", "\tunits_in = count\n", "\tunits_out = count\n", "--------------------" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "exts.channel_response_filter" ] }, { "cell_type": "markdown", "id": "684c4560-cb66-481f-80d1-3a13b89d80f0", "metadata": {}, "source": [ "### Plot the channel response\n", "\n", "The gray areas are the *pass band* of the filters and the vertical black line is the *normalization frequency*. These are estimated values. " ] }, { "cell_type": "code", "execution_count": 8, "id": "d85d92a2-bf38-462d-9097-6c4e988ac919", "metadata": {}, "outputs": [ { "data": { "image/png": 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PfW7U5ZdfXv7000+vcM5x//33L58xY0bCrI/DDjus5dhjj2184IEH8k899dSq3/72tzWTJk1qNUv8DtPM2NeaTn6/3wH4fD4XCoUM4Mc//vHGj3/847UPPfRQ/lFHHTXlySefXOac43/+5382XHvttVo/RuQApRF0EUm5zMzM+CcXj8cT/6Di9XoJh8P21a9+ddTxxx9f/8EHHyx85JFHlre1tXmAvX7g8fl8zuPxdNyn4wOPc4558+YtXrJkyaIlS5Ys2rx583t7m+bc04Uyu/tg1rW947zDfXHO2YQJE5o7Yl22bNmiV155Jb5gUedpvHPmzGl4+eWXc956663gueeeW1tXV+d97rnnco855pj6Pb0OM3Ow7w+8WVlZ8Z29Xm/8d7mP2Lttr6ysbK+trfU98sgj+ccee2z90Ucf3XDnnXcWBoPByN7y0N3vtampyb785S+P/ec//7li2bJliz75yU9u7fgA/q9//euD//7v/94yf/784IwZM6a2t7fz4x//eOMf//jHVc3NzZ6jjjpqSsd5nukgXd5Dt9xyS9G2bdt877///uIlS5YsKi4ubm9ubvZ0fY1erzdexFxxxRWVN9988+ply5Yt+upXv7q+tbU1qc8uvV0Ed2/vqe50/C77Mp5HH30094UXXsidN2/ekqVLly6aMmVKc8fvK121tLR41q1bl7lgwYIsgDvvvLP42GOPrQcIBoPh2tpaD8COHTu82dnZkaKiovCaNWt8c+fOTXr9gKysLPeLX/xi3TvvvBN86623/CeccELdjTfeOLxjNscrr7ySDbBo0aLMKVOmtH7zm9/cfPLJJ+985513sgE2bNiQ+eyzzwYB7rnnnqKjjjqq4ZBDDmnZU9x7snDhwqxZs2Y1/+hHP9p40EEHNS5YsMB/6qmn1t11110lHa+zuro6Y926dRpQEzmApPU/8iIyNNTV1XlHjx7dBnDLLbfEp68eddRRDffee28hwPz58/3Lli3L3tMxOhxzzDF1P/nJT4Z1PH711VezAXJzc8P19fW7TQ0tKiqKlJWVtd11110FEC2uOxb86c77778fXLJkSWY4HOb+++8v6vgAVlxc3P7WW2/5w+EwDz30UHzae05OTriurs7T+XFtba0X4OCDD27Zvn27r+ODXmtrq82bN6/bonLOnDmNb731Vo7H43GBQMBNmzat6c477yw94YQTGgA+9KEP1d9+++3FEP1QX1hYGCoqKtqtqMrLyws3NDT0+t/+448/vv7+++8vCoVCrF+/3vfGG2/kHHvssY0AM2fObLjllluGnXjiiQ1z5sxp+M1vflM2e/bsvZ4/2d0H3qamJg9AWVlZqLa21vPII48UQnQK7IoVKzI/9rGP1f/2t79dW19f762trfV292G3t69zqBgq76Ha2lpvSUlJe1ZWlnvkkUdy169fv9tU8K6ampo85eXl7a2trXbvvfcWdd1eXFwczsvLCz/55JM5ALfddlvxkUce2VBaWhoOBoOR5557Lghw11137bZvZ13fG8m+pzr6/ulPfyoG+Pvf/55XV1e32+/p2GOPbXjwwQcLw+Ewa9as8b3++uvdTtv2+Xyu4zSTnTt3evPz88O5ubmRt99+2//uu+8Gu9snnfj9/sjvf//7mnPPPXd8VVXVVI/HwzXXXLMF4NJLL9166qmnTpw9e3bVkUce2Tx9+vSmiRMnTvvUpz5VMXPmzB6do52Tk+OuvvrqTTfccMPwG264YX0oFLLJkydPnThx4rRvfvOboyD6/0xVVdW0yZMnT/3ggw/8V1555TaAcePGtfzpT38qrqqqmrpjxw7fNddcsyUQCLg9xb0n//d//zds4sSJ0yZNmjQ1Ozs7cs4559SeddZZdeeee+72I444YnJVVdXUT3ziE+N37tyZ1qc1iEgifSMnIgPuq1/96sbPfvazlTfddFPZscceW9fRfu21124577zzKqqqqqZOnz69adKkSc2FhYW7TR3t7NZbb13z2c9+tryqqmpqOBy22bNn1x911FGrzz777J3nnHPO+CeeeKLgl7/8ZcJU67/85S/Vl19++dgf/OAHIzMyMtx99923omMae1eHHHJIw5e//OXRS5YsyZ49e3b9pz71qZ0A3/ve99adeeaZE0aMGNE+efLk5sbGRg/AxRdfvP3qq6+u+P3vfz/8/vvvX3HJJZds/fznPz/22muvjcybN2/xvffeu+ILX/hCeX19vTccDtvVV1+96fDDD2/p+rzZ2dmurKys7fDDD2+E6If9hx9+uKhj2vNPfvKT9RdddFFFVVXV1Ozs7Mgdd9xR3V38p556av3PfvazEZMnT57asUjc/vjUpz6189VXX82ZMmXKNDNz3/ve99aWl5eHAI455piGl156KW/69Omtra2tbbW1td7jjjturyNJHR94/+u//mtsZWVl6zXXXLMlNzc3cvHFF2+ZOnXqtNGjR7d1TOcPhUJ20UUXVdbX13udc3bllVduKikpCX/5y18e+eqrr+Z5PB5XVVXVfM455/T6cllDxVB5D332s5/dfuqpp06YPn36lGnTpjVVVlbu9v96V1/72tfWz5o1a8qoUaPapkyZ0tTQ0LBbsXL77bdXX3311WO/8IUveMrLy1v/+te/1gDccsstNVddddXYQCAQOfroo+tzc3P3+Nq7vjeSfU8B3HDDDevPPvvscVOnTp1y5JFHNowYMWK3137ppZfuePbZZ3OrqqqmVVZWtsyYMaOxoKBgt3guvvjiLVOmTJk6ffr0pr/97W81t956a2lVVdXU8ePHt3S8B9LVz3/+8/gikmeeeeairtuvu+66zdddd118Ect//OMfNd0d54033liaTPv3vve9+OXc7rnnnlVd+19//fUbr7/++oRL3u3cudPr8Xi45557djtl58wzz6zvLu5169a933H/uOOOa+qI489//nO3pxR861vf2vytb31rn4t1ikh6Ml0HXSR9DfXroIdCIdra2iwQCLiFCxdmnXzyyVUrVqxY0DG9V9LD0qVLM08//fSJ3a2uLb1zoL+HamtrPfn5+RGAb3zjG2UbNmzIuP322wfsPOuOeDZu3Og94ogjprzyyitLOr7YkqFhsPx7peugi6QvjaCLyKBVX1/vOfbYYye1t7ebc45f/OIXqw6UwkKkLxzo76G///3v+TfeeOOIcDhso0aNar3nnntqBjKek046aWJdXZ23vb3drr322g0qzoeeSZMmtQ10cS4i6U0j6CJpbKiPoA+UN954I/uSSy5JuKRSZmZm5L333lsyUDH1p40bN3rnzJkzqWv73Llzl5aVle11evRAHFcGn8H8HvrHP/6Rd911143u3DZmzJjWZ555ZsW+9v3Vr35V/Lvf/W5457Yjjjii4a677trjFQpEUkEj6CLpSwW6SBp79913Vx500EE7PB6P3ugiIiJpIBKJ2Pvvv184Y8aMcQMdi4j0Pa3iLpLeFmzZsiU/EokkddkvERERGbwikYht2bIlH1gw0LGISGroHHSRNBYKhT67cePGP27cuHE6+kJORERkqIsAC0Kh0GcHOhARSQ1NcRcREREREREZBDSiJiIiIiIiIjIIqEAXERERERERGQRUoIuIiIiIiIgMAirQRURERERERAYBFegiIiIiIiIig4AKdBEREREREZFBQAW6iIiIiIiIyCDgG+gA+kNeXp4bPnz4QIchfcQ5h5kNdBjSR7rmc/ny5QBMmDBhoEKSXtD7M730Jp/5+fl9HI30VmNjI8FgcKDDkD6gXKYX5TO9zJ8/f6tzrnR/999ngW7Rv8wXA+Occ983s3KgzDn3xv4+aX8bNmwYv/zlLwc6DOkjoVAIn++A+G7pgNA1n6effjqA3rNDlN6f6WV/8+mci7+XZfCYO3cuc+bMGegwpA8ol+lF+UwvZraqN/snM8X9t8CRwIWxx/XAb3rzpCIiIiIiIiKSKJmvxWc75w4zs7cBnHM7zCwzxXGJiIiIiIiIHFCSGUFvNzMv4ADMrBSIpDQqERERERERkQNMMgX6TcADwDAz+xHwMvDjlEYlIiIiIiIicoDZ5xR359zdZjYf+AhgwMedc4tTHpmIiIiIiIjIAWSfI+hmNh6ods79BlgAnGRmBakOTERERERERORAkswU938AYTObAPwRqATuSWlUIiIiIiIiIgeYZAr0iHMuBJwF/Mo597/AiNSGtXdm9nEz+4OZPWRmJw9kLCIiIiIiIiJ9IdlV3C8ELgEejbVl9HUgZvYnM9tsZgu6tJ9iZkvNbLmZfQ3AOfegc+5y4DLg/L6ORURERERERKS/JXMd9E8DVwE/cs5Vm1kl8JcUxHIHcDNwZ0dD7PJuvwFOAtYCb5rZw865RbEu34xt36v69vU8u/a6Pg9YBoYjulqhpIc95VPv2aFJ78+ho7s8GZbQbrGMWqf+HsBc9LGHbn46wwvU3HE9Pmf4gAwMH9H7HT+zMAJ4yI79DGCxW/S+V/8n9blDdu6E6oKBDkP6gHKZXpRP6SyZVdwXAV/o9LgauKGvA3HOvWhmFV2aZwHLnXMrAczsXuBMM1sci+EJ59xb3R3PzK4ArgDIHetnsU+XbhcZSvSeFdk314c1rIvd6PSzu/bozeEMIrHHkU7bIgZhIEQ7Lpl5enuQ5SDgjIKIURj7WeQ8FMYeF0ZiN+ehOGJkqaDfp3A4zM6dOwc6DOkDymV6UT6ls30W6GZ2NPBdYGysvwHOOTcutaEBMApY0+nxWmA28HngRCDfzCY4537fdUfn3K3ArQATJkxwny+7vh/Clf4QCoXw+ZKZ/CFDQdd8PsXpAOg9OzTp/Zle9jefzjlOP/10wpEwIRciFIne2iPt8Z9t4Taa2ptoCjXt+tlxP/a4vq2ena072da8jeUt29nesp2G9oZun7Mku4SRwZGMyBmR8HNkTvQWzAj29tcx5M2dO5c5c+YMdBjSB5TL9KJ8ppkv9e4L42T+6t4G/C8wn+iX4v2pu1fnnHM3ATf1cywiIiLSA16PFy9esrxZfXbM1nAr25ujxfq2lm1sa97GpqZNrG9Yz/rG9SzetpjnVz9Pe6Q9Yb/8rHzKc8sZkzuG8rzyhPuFWYWYaQReREQGXjIFeq1z7omUR9K9tcCYTo9HA+sHKBYREREZYFneLEbkjGBEzp4vKBNxEbY1b2N943o2NGxgXcM61jWsY039Gt7d8i5P1jxJxO06jSYnIyehcK/Ir2Bs3lgq8irIz8rvj5clIiICJFeg/8vMfgr8E2jtaNzTud997E1gYmxhunXABcBF/fC8IiIiMkR5zENpoJTSQCkzSmfstr0t3BYv2FfXrWZ1ffS2eNtinl31LGG3a8JgflZ+vFgfmzeW8rzy+P1sX3Z/viwRETkAJFOgz479PLxTmwM+3JeBmNlfgTlAiZmtBb7jnLvNzD4HPAV4gT855xb25fOKiIjIgSXTm0llfiWV+ZW7bWuPtLOufh2r6lZRU1fDqrpVrKpbxesbXufhFQ8n9C0LlsWL94q8ivjI+8jgSLweb3+9HBERSSPJrOJ+Qn8E4py7cA/tjwOP90cMIiIicmDL8GRQkR8tto/n+IRtTe1NrK5fHS3ca3cV8I+vfJz69vqEY3RMle8o3DuK+AJ/QT+/IhERGUqSWcU9H/gOcFys6QXg+8652lQGJiIiIjKYBDICTC6azOSiyQntzjm2t2yPF+w1tTVU11WzYucKXljzAiEXivctyCqIT5GvyK+gMq+SivwKxuSOIdOb2d8vSUREBplkprj/CVgAnBd7/CngduCsVAUlIiIiMlSYGcXZxRRnFzNz+MyEbaFIiHUN66ipraGmLnarreGV9a/w0IqH4v085mFUzqh48V6ZXxkffS/NLtUq8yIiB4hkCvTxzrmzOz3+npm9k6J4RERERNKGz+NjbN5YxuaN3W3KfH1bPavrVlNdV72rgK+t4c2Nb9ISbon3C2YEd53r3mm6/Ni8sQQyAv39kkREJIWSKdCbzewY59zLAGZ2NNCc2rBERERE0ltuZi7TSqYxrWRaQnvERdjctJnq2up40V5TV8O7W97lieoncLh43+GB4fGivTK/Ml7IjwiO0EJ1IiJDUDIF+tXAn2PnohuwHbg0pVH1sXWNxldfG+gopM84b/T/REkPe8in3rNDlN6f/a4vf90GJM6k9saP39He0ccAj5Gw3dPp5x9XvUKG1/B5PPi8RobXg89jZPg8ZHiMLJ+XQJaXYKZv189ML8EsX/QWu18czKQwmEmG19OHr3Rw85iHsmAZZcEyjhx5ZMK2llBLdKG6TiPuNXU1uy1Ul+nJjF8SrqOA3966nUNbD9W13UVEBrFkVnF/B5hhZnmxx3WpDqqvBXxwaMlARyF9JRJxeDyqANJF13x2XEdR79mhSe/P/uXcvvskfayu9x1EnMPM4ts6ns/F7nf8jHTaHgHCEcj1+wiFHaFIhOb26M/2kKM9EiEUdrSGwjS1hWlsDRFJ4nUUBDIoycmiOJhJSW4WJcFMinOyKMnJoiw/i1EFAUYVZpOTlczYw9Dl9/mpKqyiqrAqob3zQnWdi/flO5czd83c+EJ1P7/35xT5i3afMp9fwZicMWR4MwbgVYmISIdkVnEvJrqK+zGAM7OXia7ivi3VwfWVwizHBRMGOgrpK6FQBJ/vwBlJSXdd8/mX2E+9Z4cmvT/Ty/7m0zk4/fTZSfZ1tIYiNLaGogV7W4jG1jBNbSHqW0Jsb2xja0Mr2xp2/Vy8oY6t9a3UtYR2O15+dgajCrIZVZjNqIJsRhd23AKMLQ6Q60/PAnRvC9V1XNv9kVceIbc8l5q6Gqprq3lh7Qs8sPyBeD+veRmdO3q34r0yv5Jif7EWqhMR6QfJfM18L/Ai0LFQ3MXA34ATUxWUiIiIHBjMDH+GF3+Gl+Ie7tsWirCtsZUNtS2s3dHMuh3NrNvZxLodzaza1siry7fS2BZO2Kc4mMnY4gAVxUHGFgepKAlEfxYHKAik52XOOq7tflDgIOZMn5Owra6tjpra6OXh4ue819Xw+obXaQ23xvvlZOQkFO1j88dSmVdJeV452b7sfn5FIiLpK5kCvcg594NOj39oZh9PUTwiIiIiScn0eRiRn82I/GwOKy/cbbtzjp1N7azb2cya7U2s2t7Eqm2N1Gxt4rWV2/jn2+sS+udnZ1BREmRcSZDKTreKkmDaTp3Py8zj4NKDObj04IT2iIuwoXFDfLp8dW01q+pWMW/TPB5d+WhC3xHBEbtNl6/Iq6AsWIbHNKNGRKQnkvlr8y8zuwD4e+zxOcBjqQtJREREpPfMjMLYInPTR+2+MFpLe5g125uo2RYr3GPF+xvV23mgS/E+LDcroWgfV5rDuNIgYwoDZKbhaR0d12UflTOKo0cdnbCtqb0pvlBd50vEPbT8IZpCTfF+fq9/t4XqOq7vnpOZ098vSURkSEimQL8S+BJwF7FFW4FGM/sS4JxzeSmMT0RERCQl/BleJg7PZeLw3N22NbeFWbW9keotjazc2kjN1kaqtzby9KJNbG9si/fzeozyokC0aC8JUlkaZFxJtHgflpuVludtBzICTC6azOSiyQntzjm2Nm+Nj7h3LFS3ePtinl39LBEXifct9hfvVrRX5FcwKmcUPk96zlYQEUlGMqu47/5XS0RERCSNZWd6mVyWx+Sy3cchapvaWbm1gZVbokV7x/1Xlm+lNbSrCM3J8sVG2zuNusceBzLTrwg1M0oDpZQGSjmi7IiEbW3hNtbWr00Yca+preG51c+xs3VnvJ/P42NM7phowd5l2nxhVmFafuEhItJZMqu4Hw2845xrNLNPAocBv3TOrU55dCIiIiKDTH4gg0PLCzm0y3nvkYhjQ10LK7dEC/aVWxpYubWReTU7ePjd9QmXxSvL8zOuNFqsd4y4jy/NYWRBNt40vFRhpjeTcQXjGFcwbrdtO1t2xhen61y8v7zuZdoj7fF+eZl5CaPuHavNl+eVk+XN6s+XIyKSMsl8ffs7otdBnwF8BbiN6HT341MZmIiIiMhQ4vFY9BJvBdkcO7E0YVtLe5jq2DT5jgJ+xdZGHnpnPfWdLheX6fNQURyIF+0d57qPL8khP5Cel4gr8BdwiP8QDhl2SEJ7OBJmfcP6hFH3VXWreG39azy84uF4P8MYmTOSivwKKvMq46vMV+RVMDwwXKPuIjKkJFOgh5xzzszOBH7lnLvNzC5NdWAiIiIi6cKf4WXKiDymjEicMu+cY1tjW8KI+8otjSzbXM+zizcRiuwadi8OZsanzHeeLl9eFEzLheq8Hi9j8sYwJm8Mx40+LmFbY3vjbiPuNXU1vLXpLZpDzfF+2b7sbqfLV+RVEMgI9PdLEhHZp2QK9Hoz+zrwKeBYM/MC6fkVroiIiEg/MjNKcrIoycliVmVRwrb2cIQ125sSznVfsaWR55ds4e/z1sb7eT3GmMLseNHesVDd+NIgpWm6UF0wI8i04mlMK56W0O6cY1PTpt2K9/e2vseTNU/i2PWFx7DsYbsV7RX5FYwMjsTr8fb3SxIRAZIr0M8HLgL+0zm30czKgZ+mNiwRERGRA1uG1xOb4r77Jclqm9sTpsvvaaG63CxfrGAPYg1tNBStj604n0N2ZvoVoWZGWbCMsmAZHxrxoYRtLaEW1tSv2a14f6LmCerb6uP9Mj2ZlOeVx89x73zee37W7pfrExHpS8ms4r7RzP4BTIw1bQUeSGlUIiIiIrJH+dkZHDKmgEPGFCS0RyKO9bXNu02Zf6N6O+tr23lg+dvxviPz/fFz3Md1urb7yPxsPGm4UJ3f52di4UQmFk5MaHfOsb1le/wc947ru6/YuYIX1rxAyO1aI6AwqzBesI/NGxs/731M7hgyvJpgKiK9l8wq7pcDVwBFwHhgFPB74COpDU1EREREesLjMUYXBhhdGOC4qsSF6p567l+MmTIzPtreUcD/8611NLTuKkKzfJ5d57p3Wawuz59+RaiZUZxdTHF2MTOHz0zY1h5pZ139usRR97oaXlz7IttatsX7ec3LqJxRu0+Zz6ugJLskLU8zEJHUSGaK+38Ds4DXAZxzH5jZsJRGtQ9mNgX4IlACPOec+91AxiMiIiIy2GV5jakj85g6cveF6rbUt8ZH2zsK90Xr63hq4SbCnRaqK8nJ6jTivquAH1MUIMObfgvVZXgyosV2fgWMSdxW11bHqtpV1NTVUF1bHR+Bf33D67SGW+P9cjJy4qPtHcV7ZV4l5XnlZPuy+/cFicigl0yB3uqca+v45s/MfNBphY0eMrM/AacDm51z0zu1nwL8CvACf3TO3bCnYzjnFgNXmZkH+MP+xiIiIiJyoDMzhuX5GZbn50PjihO2tYUirN4eK9w7nfP+9KJNbG9si/fzeYzy2OXhxpcGYyPw0eK9OJiZliPIeZl5HFR6EAeVHpTQHnERNjZujE+V7xh5n79pPo+tfCyhb1mwLGGV+cq8SiryKygLluGx9PvCQ0T2LZkC/QUz+waQbWYnAf8FPNKL57wDuBm4s6MhtjL8b4CTgLXAm2b2MNFi/fou+/+nc26zmZ0BfC12LBERERHpY5k+DxOG5TJhWO5u23Y2tbEiNuJe3TH6vrWBF5dtoS28a6G6PL9v1/XcO600X1EcxJ+RfgvVeczDyJyRjMwZyVGjjkrY1hxqZnXd6oTCvaa2hkdWPkJje2O8n9/rT1iorjK/Ml7E52bungsRSR/m3N4Hw2Oj1J8BTgYMeMo516tRazOrAB7tGEE3syOB7zrnPhp7/HUA51zX4ry7Yz3mnDutm/YriJ47T2lp6cw//EED7SJDwcc//nEAHnzwwQGNQ0R6Jz9fq10PNg0NDeTk7L4ifF+LOMfWZsfGxggbGqM/ozfHjtZdnzsNKM42yoIeRgQ7fnooCxqFWZaWo+574pyjLlzH5tBmNrdvZlP7pvj9baFtROi0Mr8nlxJPCSP8IxjmG8awjGEMzxhOsa8Yr6XfFx4Hgv56b0r/OOGEE+Y75w7f3/2TWcU9QnQa+R8AzOxkM3vGOXfS/j5pN0YBazo9XgvM3lNnM5sDnAVkAY9318c5dytwK8CECROcz5fMZAEZCkKhEMpn+thTPpXjoUnvz/Syv/l0zjFnzpy+D0h6Ze7cuQOel8bWENVbG1kRvzxcdAT+lQ2NNLXtmjKfneHdtVBdaXTa/LiSHCpLg+RkHVj/xrSH21lTvyY+6r6qbhXvrnmXxe2LebXh1Xg/n/kYnTs6PlW+83nvRf6iA+oLj6FmMLw3ZfDY479wZvZhoqu1jwQeBH5MdFq6AT/q4zi6+xdjj0P7zrm5wNw+jkFEREREUiiY5WP6qHymj0qcYeGcY1NdKyu3NLCi07nu767dyWPvb6DzhM/heVnxYn1cSWzafGmQ0YUBvGl4ebgMbwbjCsYxrmBcvK2joKttrY0vUNd5yvwr616hPdIe75+bmRs/v71jqvzYvLGMzRtLljdrIF6WiOzB3r6CvJHoFPF/A6cCrwHfcs79KgVxrCVxbczRwPoUPI+IiIiIDDJmRlm+n7J8P0dNKEnY1tIeZtW2Jqq3NsTOeY+e6/7Yexuobd5VhGZ6PYwtDjCuNEhlScc579GR98JgZn+/pH6Rn5XPIcMO4ZBhhyS0hyNh1jeuTyjaa+pqeG39azy84uF4P8MYmTMy8dJwsZ/DA8M16i4yAPZWoLvYSDXAg2a2JUXFOcCbwEQzqwTWARcAF6XouURERERkiPBneJlUlsukssTF0ZxzbG9sS1hdfuXWRpZvbuD5JZtpD+8adi8MZEQXqoutLl9ZEi3ey4sDZPnS77xtr8fLmNwxjMkdw7Ecm7Ctqb1ptxH3mroa3tr8Fs2h5ni/bF92fJG6rsV7MCPY3y9J5ICxtwK9wMzO6vTYOj92zv1zf57QzP4KzAFKzGwt8B3n3G1m9jngKaIrt//JObdwf44vIiIiIunPzCjOyaI4J4sjKooStoXCEdbsaO5UuEdH3+cu28J989fG+3kMxhQF4oV752u7D8vNSssR5EBGgKnFU5laPDWh3TnHpqZNrKpbFS/aq+uqeX/r+zxV8xSu09mnw7KHxafJd75E3MickXg96feFh0h/2luB/gLwsT08dsB+FejOuQv30P44e1jwTUREREQkWT6vh8qS6PXYPzIlcVtdSzvVsaJ9ZWzK/IotDfx75TZa2netlp6T5du1UF2saB8Xu8Z7IDP9FqozM8qCZZQFy5g9InGt5tZwK6vrVlNTF12kruO896dqnqKurS7eL8OTQXlu+W4j7hV5FRT4C/r5FYkMTXv818U59+n+DEREREREJNXy/BnMGFPAjDEFCe2RiGNDXcuuUfctDazc2si8mh089E7i0kgj8/2xRepy4ivNjysJMqogG08aLlSX5c1iYuFEJhZOTGh3zrGjdcdu0+VX1q7khTUvEHKheN+CrILdpstX5lUyJncMGd6M/n5JIoNW+n39JyIiIiLSQx6PMaogm1EF2Rw7sTRhW3NbmOqtjVRv3VW4r9zSwINvr6O+dVcRmuXzJIy6d75UXH52+hWhZkaRv4gifxGHDT8sYVsoEmJdw7pd0+Vjo+4vr3uZB5c/GO/nMQ+jckYlFO+V+ZVU5FVQkl2SlqcZiOyNCnQRERERkb3IzvQydWQeU0fmJbQ759jS0BqfKl8dmza/eEM9Ty3cRDiy67ztkpzMhKnyHZeKKy8KkOH19PdLSjmfxxe/lNvxHJ+wrb6tPmGqfEcR/8bGN2gNt8b7BTOCu53n3nHue7Yvu79fkki/UIEuIiIiIrIfzIxhuX6G5fr50LjihG1toQirtzcljLhXb23kmUWb2NbYFu/n8xjlRYGEqfIdK82X5GSm5QhybmYu00umM71kekJ7xEXY2Lhxt1Xm3978No9XJy5VVRYsoyIvWqx3jLhX5FcwIjgCj6XfFx5y4NhngW5mAeDLQLlz7nIzmwhMcs49mvLoRERERESGoEyfhwnDcpgwLGe3bTubOi4P15iw0vyLy7bSFt61UF2e30dlaQ7jO02VH1capK3TJeTSicc8jMwZycickRw18qiEbc2hZlbXraa6rppVtavixftjKx+job0h3i/Lm0V5Xnl8cbrO57znZeZ1fUqRQSeZEfTbgfnAkbHHa4H7ABXoIiIiIiI9VBDI5LDyTA4rL0xoD0cc63c2s6JT0b5ySyOvrtjGP99eF+9nwMg3n2dcaZDxXS4PV5bnT8uF6rJ92UwqmsSkokkJ7c45trVs2226/LIdy3h+9fOEXTjet8hflHCOe8d0+dG5o8nwpN8aATI0JVOgj3fOnW9mFwI455otHefaiIiIiIgMIK/HGFMUYExRgDmJdSiNraHoInVbG3n+zQVEgoWs3NrA3+etoaltVxGaneGNXmKuNBgbed+10nxOVvqd3WpmlGSXUJJdwhFlRyRsaw+3s6ZhzW6rzD+/+nl2tO6I9/OZj9G5o3cbca/Iq6DIX5SWpxnI4JXMu7TNzLKJXvscMxsPtO59FxERERER6SvBLB/TR+UzfVQ+eTuWMWfOoUB0BHlTXSsrtzSwotO57u+vreWJ9zfQaZ06huVmdTnXPTryProwG18aLlSX4c1gXP44xuWP221bbWvtbue619TV8Mr6V2iPtMf75WbmdjtdfmzeWLK8Wf35cuQAkUyB/h3gSWCMmd0NHA1clsqgRERERERk38yMsnw/Zfl+jppQkrCtNRRm1bboQnUrOq00/9h7G6ht3lWEZniNscXB+AJ10cI9On2+MJjZ3y+pX+Rn5TOjdAYzSmcktIcjYTY0btiteH994+s8svKReD/DGJkzMmGV+Y7p88MCw7RQney3fRbozrlnzOwt4ENET3n5onNua8ojExERERGR/Zbl81I1PJeq4bm7bdve2BZfoG5F7Fz3FVsa+NfSzbR3WoSuIJDRpXDPYXxpkPLiAFk+b3++nH7h9XgZnTua0bmjOWbUMQnbmtqbEgv3TqvMN4ea4/2yfdkJhfvYvLHxS8QFM4L9/ZJkiNljgW5mh3Vp2hD7WW5m5c65t1IXloiIiIiIpEpRMJOiYBGHVxQltIfCEdbuaI4vULcittL8C8u2cP/8tfF+HoMxRQEqS4IJ13cfX5rDsNystDxvO5ARYGrxVKYWT01od86xuWnzbsX7gq0LeHrV00TcrpX5S7NLd02VjxXwW9q3EIqE8HnSb40A6bm9/V9wY+ynHzgceJfoCPrBwOvAMXvYT0REREREhiCf10NFSZCKkiAfnpy4ra6lnZpOl4dbEbv/2spttLTvKkJzsnzRwr00GPu565z3QGb6FaFmxvDgcIYHhzN7xOyEba3hVtbUrYkX7R2rzT9V8xR1bXXxftfffT1jcsfsNl2+Iq+CAn9BP78iGUh7fIc4504AMLN7gSucc+/HHk8Hrumf8EREREREZDDI82dw8OgCDh5dkNAeiTg21LXEF6jrmC4/r2YHD7+7HtdpoboR+f6Ey8JVxs51H1mQjTcNLw+X5c1iQuEEJhRO2G3bjpYd1NTV8OQbT5I1Ioua2hqq66p5cd2LhCKheL+CrIKEKfMd0+XH5I4h05ueawQcyJL5CmtyR3EO4JxbYGaHpC4kEREREREZKjweY1RBNqMKsjl2YmnCtpb2cLxo7yjgV2xt5MF31lHfsqsIzfR5qCwOxqfKx6fNl+SQH0jPa5QX+gsp9BdSm1PLnJlz4u2hSIh1DetYVbcq4frur6x/hYdWPBTv5zEPo3JGUZEXO8+90/XdS7NL0/I0gwNBMgX6YjP7I/AXopda+ySwOKVRiYiIiIjIkOfP8DJlRB5TRuQltDvn2NoQW6gudnm4lVsaWbKxnqcXbSLc6fpwxcHMxKI9tmBdeVGAjDS8PJzP42Ns3ljG5o3luNHHJWyrb6tndd1qquuqE1aZf3Pjm7SEW+L9ghnB+DE6Rtw7CvlARqC/X5L0QDIF+qeBq4Evxh6/CPwuZRGJiIiIiEhaMzNKc7Mozc1i9rjihG1toQhrdjTFR91Xbmlk5dYGnl28iW3z2uL9vB6jvCiw65ru8XPdcyjJyUzLEeTczFymlUxjWsm0hPaIi7C5aXPCiHtNXQ3vbn6XJ6ufxLHrC4/hgeG7nec+Nm8sI4Ij8HrSb2X+oSaZy6y1AL+I3URERERERFIm0+dhfGkO40tzgOEJ22qb2uMrzMd/bmnkpeVbaQvtWqgu1+/bVbB3ukxcZUkQf0b6FaEe81AWLKMsWMaRI49M2NYSamF1/eqEEfeauhoeX/k49e318X6ZnkzK88oTpsp3nPuen5Xf3y/pgLXPAt3MqqHTVy4xzrlxKYlIRERERESkG/mBDA4tL+TQ8sKE9nDEsX5nMytiI+7VW6MF/Gsrt/HA2+vi/cxgZH52/JJwlZ1G30fk+fGk4UJ1fp+fqsIqqgqrEtqdc2xr2bZb4f7Bjg94fvXzhF043rfIX5SwwvzYvLHxheoyPOm5RsBASWaK++Gd7vuBc4GiPfQVERERERHpV16PMaYowJiiAHMmJW5ragvFRtwbE1aav2/eGhrbdhWh/gwPlbHz3Md3GXXP9adfEWpmlGSXUJJdwuFlhydsa4+0s7Z+bcJ13Wtqa5i7Zi7bW7bH+3nNy+jc0QnXde/4WewvTsvTDFItmSnu27o0/dLMXga+nZqQ9s3MyoGbga3AMufcDQMVi4iIiIiIDF6BTB/TR+UzfVTiNG3nHJvrW+Oj7h3T5t9fW8sT72+g0zp1lOZmxafKj++00vzowmx8abhQXYYng8r8SirzK3fbVttay6q6VQmj7tW11fx7/b9pi+xaIyA3Izdhmnzn0Xe/z9+fL2dISWaK+2GdHnqIjqjn7u8TmtmfgNOBzc656Z3aTwF+BXiBP+6j6K4CHnPO3WJmd+5vLCIiIiIicmAyM4bn+Rme5+eo8SUJ21pDYVZva2JFwrnuDTyxYAM7m9rj/TK8sYXqSjtG3netNF8UTM9rlOdn5XNw6cEcXHpwQns4EmZj08aEor2mLrrC/KMrH433M4wRwREJo+0dC9YNCwzDY+n3hUdPJDPF/cZO90NANXBeL57zDqKj3/HC2sy8wG+Ak4C1wJtm9jDRYv36Lvv/J/A2cJ2ZnQ/c1YtYREREREREEmT5vEwcnsvE4buPS25vbKN6a0O0eO9YaX5rI3OXbqY9vGvYvSCQwbiS4K5p87HCfWxxgCxf+i1U5/V4GZUzilE5ozh61NEJ25ramxJG3avrqllVt4oHlz9IU6gp3i/bl015bnlC8V6ZV8nYvLHkZOb090saEMkU6J9xzq3s3GBmu891SJJz7kUzq+jSPAtY3vE8ZnYvcKZz7nqio+0JzOwa4DuxY90P3L6/8YiIiIiIiCSrKJhJUbCImWMTl+UKhSOs29nMyi2N0WnzsXPeX16+hX+8tTbez2MwujAQnyYf2tFO5vKtjCvNYXheVlqetx3ICDCleApTiqcktDvn2NK8ZbdR94VbF/LMqmeIuF0r85dml8YXp+t8ibiROSPxeZIpa4eGZF7J/cBh3bTN7MM4RgFrOj1eC8zeS/8nge+a2UVATXcdzOwK4AqA0tJSQqFQ30Qqg4LymV66y6dyPHQpd+llf/M5d+7cvg1Eeq2hoUF5SRPK5eBmwARgQiFQCFT5aA552dQYYUOjY2NjhA2NrVRvaOHV5VtoC8Odi14HwO+F4UEPI4JGWdBDWez+8IAHvy/9CvfOhsX+m+2bDcXQXtTO1vatbA5tZlP7Jja3b2bzzs0s2rKIpsiuUXcvXkozSin1lTI8YzjDMoYx3Bf9GfQEh9wXHnss0M1sMjANyDezszptyiO6mntf6u63ttul3eIbnFsAnLO3AzrnbgVuBZgwYYLz+dLnW5UDXSgUQvlMH3vKp3I8NOn9mV72N5/OOebMmdP3AUmvzJ07V3lJE8pl+nDO8cBT/2L4hINZuSU2bT428v76xmZcp4qoLM8fO789OvLecam4kQXZeNPw8nB7s6NlR8IidR0/59bPJRTZ9cVyXmbebiPuFXkVlOeVk+kdnGsE7O2v7iSi08sLgI91aq8HLu/jONYCYzo9Hg2s7+PnEBERERERGTTMjCK/h6MnlHD0hMSF6lraw9Rs63Se+5ZGVmxt5KF31lPfsqsIzfR5qCgOxIv2zgvW5QfS7/JwAIX+Qgr9hRw67NCE9lAkxPqG9YnFe10N/17/bx5e8XC8n8c8jAyO3K14H5s3lmGBYQM66r7HAt059xDwkJkd6Zz7d4rjeBOYGDu3fR1wAXBRip9TRERERERkUPJneJlclsfksryEduccWxvaYtdz33Wu+7LN9Ty7eBOhTteHKw5mUlkS3FW4xy4VV14UINOXfqul+zw+yvPKKc8r57jRxyVsa2hrYFXdKqrrqqmprYkvWjd/03yaQ83xfgFfIH6ue2VeZcLl4QIZgdS/hj1tMLOvOOf+D7jIzC7sut0594X9eUIz+yswBygxs7VEF3u7zcw+BzxFdOX2PznnFu7P8UVERERERNKVmVGam0VpbhazKhMXqmsPR1izvSl+TfeO67s/v2Qzf5+3a6E6ryd2ebhY8V4ZH30PUpqTngvV5WTmMK1kGtNKpiW0R1yEzU2b4wvUdRTv7215jyern8R1OvN6WGBYQtHe8XNEcAReT9+szL+3Ke6LYz/n9ckzxTjndiv2Y+2PA4/35XOJiIiIiIgcKDK8ntgU9xxgeMK22ub2XaPunQr4l5dvpTW0a7X03CxffMQ9PvpeEr2fnZl+l4fzmIeyYBllwTKOHHlkwraWUAur61dHR9s7ne/+ePXj1LfVx/tlejIpzyunMn+/L3YWt7cp7o/Efv65188iIiIiIiIiAyY/O4NDxhRwyJiChPZIxEUvD7e1ker4lPlGXl+5jQfeXpfQd1RBdqxgD8aK9+jI+8j8bDxpuFCd3+enqrCKqsKqhHbnHNtbtu+2UN0HOz7o9XPubYr7I+x9JfUzev3sIiIiIiIiMmA8HmNMUYAxRQGOrypN2NbUFoqNujcmnPP+j7fW0dC6a6E6f4aHiuLoqvJdV5rP9affQnVmRnF2McXZxcwcnnj1cev2AmXJ29sU95/16sgiIiIiIiIyZAUyfUwbmc+0kfkJ7c45ttS3xi4L1xBfaX7h+lqeWLCBTuvUUZqbRWVJkPGdivZxpTmMKczG502/hep6a29T3F/ouG9mmcBkoiPqS51zbf0Qm4iIiIiIiAwyZsawPD/D8vwcOb44YVtbKMLq7Y3R4n3LrlH3JxdsZEdTe7xfhje2UF2ny8JFF6wLUhTMTMuF6pKxtxF0AMzsNOD3wArAgEozu9I590SqgxMREREREZGhI9PnYcKwXCYMy91t247Gtl0j7p0WrHth6RbawrsWqisIZETPcY8V7eNLd10ezp+RfgvVdbbPAh24ETjBObccwMzGA48BKtBFREREREQkKYXBTGYGi5g5NvHycOGIY+2O6OXhVsRG3Ku3NPLy8i38461dl4fzGIwqzE6YKj8+tljd8Lz0uDxcMgX65o7iPGYlsDlF8YiIiIiIiMgBxOsxxhYHGVsc5ITJwxK2NbSGqO58rnts5P3Nmu00tYXj/QKZ3l0ry5ckLlQXzEqm7B0ckol0oZk9Dvyd6Dno5wJvmtlZAM65f6YwPhERERERETlA5WT5OGh0PgeN3n2huo11LVRvaWRFp+ny76zZwaPvrcd1WqhueF5Wwqh7xznvowqz8Q6yy8MlU6D7gU3A8bHHW4Ai4GNEC3YV6CIiIiIiItJvzIwR+dmMyM/mqAklCdta2sOs2tYUX6BuRax4f+Td9dS17Lo8XKbPQ0VxIF68d4zAjy8NUhDI7O+XBCRRoDvnPt0fgYiIiIiIiIj0lj/Dy6SyXCaVJS5U55xjW2Nb7LruDbFz3htZtrmeZxdvItTp+nBFwcz4VPnKTovVlRcFyfSl7vJwyaziXgl8Hqjo3N85d0bKohIRERERERHpQ2ZGSU4WJTlZzKpMXKiuPRxhzfYmqrfGLg+3tYEVWxp5fskWtjbsWqjO6zHGFGYzrjQnNuIePdd9fGmQ0tysXseYzBT3B4HbgEeAyN67ioiIiIiIiAwtGV5P7Pz0HD4yJXFbXUt74kJ1sdXmX1m+ldbQrhI5pw8Wo0vmCC3OuZt6/UwiIiIiIiIiQ0yeP4MZYwqYMaYgoT0ScayvbY4V7dHz3Rf28rmSKdB/ZWbfAZ4GWjsanXNv9fK5RURERERERIYkj8cYXRhgdGGA46pKAfhBL4+ZTIF+EPAp4MPsmuLuYo9FREREREREpA8kU6B/AhjnnGtLdTAiIiIiIiIiB6pk1od/FyhIcRwiIiIiIiIiB7RkRtCHA0vM7E0Sz0HXZdZERERERERE+kgyBfp3Uh6FiIiIiIiIyAFunwW6c+6Fzo/N7GjgIuCF7vcQERERERERkZ5K5hx0zOwQM/s/M6sBfggsTmlUic89zsxuM7P7O7VNMbPfm9n9ZnZ1f8UiIiIiIiIikip7LNDNrMrMvm1mi4GbgTWAOedOcM7dnMzBzexPZrbZzBZ0aT/FzJaa2XIz+9rejuGcW+mc+0yXtsXOuauA84DDk4lFREREREREZDDb2wj6EuAjwMecc8c4534NhHt4/DuAUzo3mJkX+A1wKjAVuNDMpprZQWb2aJfbsD0d2MzOAF4GnuthTCIiIiIiIiKDjjnnut9g9gngAuAo4EngXuCPzrnKHj2BWQXwqHNueuzxkcB3nXMfjT3+OoBz7vp9HOd+59w53bQ/5pw7rZv2K4ArAHw+38yxY8d2/0L7WWNjI8FgcFAcsyf7JdN3X332tn1P27prr6urIy8vL4moU6+v89mb4ymfvad8Kp+pOt5gyWdP2/c3n2Zmy5cvn9/jHfcuH6gdBMfr6X7J9N9Xnz1t72l7CbB1H7H0h77OZW+OOVTzOVhyCUM3n8n23Vu//dmmfKZmv1S+N/e2rbv2Sc653H3EsmfOub3egCBwMfAo0AT8Djh5X/t12r8CWNDp8TlEC/2Ox58Cbt7L/sXA74EVwNdjbXOAm4BbgP9OIoZ5ycab6htw62A5Zk/2S6bvvvrsbfuetnXXns757M3xlE/lU/lUPvcnZ/toVz57uZ/ymfpcHoj5HCy5HMr5TLbv/vx9VD4HZz6HymehZFZxbwTuBu42syLgXOBrwNP72ncPrLun2cvzbwOu6tI2F5i7n88/0B4ZRMfsyX7J9N1Xn71t39O2VPy++lJfx9eb4ymfvad89myb8pmafVOZz6GaSxg8+ezpfsrn7obqZ6Fk+yufA3fMvv63dl/99LcztcccLH8797atz39fe5zi3mdP0EdT3HsZwzznnBaTSxPKZ3pRPtOL8plelM/0onymD+UyvSif6aW3+UzqMmt97E1goplVmlkm0fPcH07xc96a4uNL/1I+04vymV6Uz/SifKYX5TN9KJfpRflML73KZ0pH0M3sr0TPFy8BNgHfcc7dZmb/AfwS8AJ/cs79KGVBiIiIiIiIiAwBKZ/iLiIiIiIiIiL7NhBT3EVERERERESkCxXoIiIiIiIiIoOACnQRERERERGRQUAFOmBmQTObb2anD3Qs0jtmNsXMfm9m95vZ1QMdj/SOmX3czP5gZg+Z2ckDHY/0jpmNM7PbzOz+gY5Fei72t/LPsffkxQMdj/SO3o/pRX8v04s+z6afntSbQ7pAN7M/mdlmM1vQpf0UM1tqZsvN7GtJHOqrwN9TE6Ukqy/y6Zxb7Jy7CjgP0PUkB1Af5fNB59zlwGXA+SkMV/ahj/K50jn3mdRGKj3Rw7yeBdwfe0+e0e/Byj71JJ96Pw5+Pcyn/l4Ocj3Mpz7PDnL78bko6XpzSBfowB3AKZ0bzMwL/AY4FZgKXGhmU83sIDN7tMttmJmdCCwiehk4GVh30Mt8xvY5A3gZeK5/w5cu7qAP8hnzzdh+MnDuoO/yKYPHHSSZV2A0sCbWLdyPMUry7iD5fMrgdwc9z6f+Xg5ed9CDfOrz7KB3B8l/LupRvenr2zj7l3PuRTOr6NI8C1junFsJYGb3Amc6564HdptSYGYnAEGiv8RmM3vcORdJbeTSnb7IZ+w4DwMPm9ljwD0pDFn2oo/enwbcADzhnHsrxSHLXvTV+1MGl57kFVhLtEh/h6H/BX9a6mE+F/VzeNJDPcmnmS1Gfy8HtZ6+P/V5dnDrYT5z6EG9OaQL9D0Yxa5v+CH6gWL2njo7564DMLPLgK0qzgedHuXTzOYQnYaZBTyeysBkv/Qon8DngROBfDOb4Jz7fSqDkx7r6fuzGPgRcKiZfT1WyMvgs6e83gTcbGanAY8MRGCyX7rNp96PQ9ae3p/6ezk07en9OQd9nh2Kus2nc+5zkHy9mY4FunXT5va1k3Pujr4PRfpAj/LpnJsLzE1VMNJrPc3nTUSLAhmceprPbcBVqQtH+ki3eXXONQKf7u9gpNf2lE+9H4emPeVTfy+Hpj3lcy76PDsU7fVzUbL1ZjpOUVsLjOn0eDSwfoBikd5TPtOL8plelM/0pLymF+UzvSif6UX5TC99ks90LNDfBCaaWaWZZQIXAA8PcEyy/5TP9KJ8phflMz0pr+lF+Uwvymd6UT7TS5/kc0gX6Gb2V+DfwCQzW2tmn3HOhYDPAU8Bi4G/O+cWDmSckhzlM70on+lF+UxPymt6UT7Ti/KZXpTP9JLKfJpz+zw9W0RERERERERSbEiPoIuIiIiIiIikCxXoIiIiIiIiIoOACnQRERERERGRQUAFuoiIiIiIiMggoAJdREREREREZBBQgS4iIiIiIiIyCKhAFxERERERERkEVKCLiIiIiIiIDAIq0EVEREREREQGARXoIiIiIiIiIoOACnQRERERERGRQUAFuoiIiIiIiMgg4BvoAPaXmZ0C/ArwAn90zt2wp755eXlu+PDh/RabpJZzDjMb6DCkj3TN5/LlywGYMGHCQIUkvaD3Z3rpTT7z8/P7OBrprcbGRoLB4ECHIX1AuUwvymd6mT9//lbnXOn+7m/Oub6Mp1+YmRdYBpwErAXeBC50zi3qrv+ECRPcr371q36MUFIpFArh8w3Z75aki675PP300wF49NFHByok6QW9P9PL/ubTORd/L8vgMXfuXObMmTPQYUgfUC7Ti/KZXsxsvnPu8P3df6h+ipoFLHfOrQQws3uBM4FuC3QHtEXC+zyoB436JKsvf1cej37vIiIiIiIiQ7VAHwWs6fR4LTB7T53Xh9fx7e3XpTwoGVjWh5NBuvvKIJmvEbrt001cXfvt7dh7i6W717zX/vs8ju3Wr7t9u+5n3WzvLsaE9oQ+tltst6z7RmJft2ufzvt6Ysf3xPtGj+Xppr+nU7yehJ+GuS5tDjy263m9sW3eWKyeTjdz0e272gyP2/XYGzuWL9bmjW33WTSmjn19zvBatH9GbL/oYyOD6D/Y3tgtwxkZsWN2bBsMU8s1xT297Hc+HbDld30ej/TOITt3QnXBQIchfUC5TC/Kp3Q2VAv07j4tJJQqZnYFcAXAiNF+LqzN2OsBh95E/54ZrK/PJRFZMrEn+/r29/fguvk/LpljRZI5dpLH7Iiho09CX9d9n+6ep9v9u2s3l9DWXf/ujukAbPd9uvbvrl/n/nnh3ft07huJtYd32+5w3ezjAGcunpMIJPTr/DjS0Rb7dmHX4y4/6f7/jYHidZ1uRAt+n4sW8b7OjyHenhEr/jM77scK/kwHmUQfZwJZzmI/we+MrI77GP7Y/QBGdmx/SR/7eyrczp07+zYQ6bVwOKy8pAnlMr0on9LZUC3Q1wJjOj0eDazv3ME5dytwK0TPQZ8x/gf9F52klM5xTS9d83kn0fNWLyz/8UCF1CORiCOCI+QihJ0jRISIc0Q6Hsd+RogQdhHaXXR7yEWIEIn+dJFYv+gtRMf9MGF2bYsQjt4n3Gl7ON4vEmuP9SBCmHYXppUQYcI4CxOxMBFCOAvjLIQj9tNCOEJg0Zt59n1a0J4454VIBuYyY7cMPC4TL5l4XSYZZJFhWWSSRZZl4bdMsr1+sj1ZBDxZBD1Z5Pn85Pv8FPiyyfb4dCrMANE56OlF57mmD+UyvSifaeZLvfvMMlSrnDeBiWZWCawDLgAuGtiQRORA5PEYHgxfml21MhSJ0ObCtEbCNIfbaYm00xIJ0RxppyXcTqtrpzXSTqsL0ebao7dIO62RFtoJ0U477bQRdm2ErI0w7YRpod1TR5O14jyt4GnFrMs8k0jsFtrV5CJeiPjxuGw8ET8+svHhJ4tssi1AwAIEPQHyvAHyvQEKMwIU+QIUZWaT6fH2569NREREpFeGZIHunAuZ2eeAp4jO5PyTc27hAIclIpI2fB4PPjwEvBkUZviT3q8nI66RiKPFhahrb6Uh3HFroynSSmO4hUbXTFOkhZZIC60000YL7TQTooU220mjpxnnbUos8sOxW4wLZ+MJ5+BzOWS5HLIth6DlkOvJocCXQ7Evl5LMHEZl5ZHtHZJ/EkVERCSNDNlPI865x4HHBzoOERHZPx6PESCDgDcDyNmvY0QijrpwK1vbm9jR3sTOcBP1oSbqI000Rppoco20uAZarYFG70bqPfWYt2XXAUKxWxO4UBBvJI8sl0+AfHItj0JfPiW+fEZk5jPGX0CuL7MvXrqIiIhIt4ZsgS4iIuLxGAUePwUZfqAoqX2awyE2tzWwua2BbaEGdoTqqQ3XUedqaaaOVqulybOGbb5GaiA65b4ldgvl4AsXku2KyPMUUewtZERGEWP8RZT78zWlXkRERHpFBbqIiBxQsr0+xmYXMDa7YK/9msLtrG+pY31bLVva69gW3sHOyA4a2E69dw11vvdZZxHeixAdgW/0YKEC/OFSCmwYw3yllGcOoypQyrCsYL+8NhERERnaelSgm1k2UO6cW5qieERERAaFgDeDCcFiJgSLu93eFgmztqWWNS07WN++nW3h7eyMbKPJs4UNvhVs9IR4LwzUg9sRJDNcSi7DKPGUUpE1goODIynJCvTvixIREZFBLekC3cw+BvyM6CVxK83sEOD7zrkzUhSbiIjIoJXp8TIuUMS4QBEwPmFbKBKhpmUnK5o3s65tC1sjW6hnM9u8C9nua2RZBJ6uB7YXEIiMpNRGUpE5iunBkYzKytNl5URERA5QPRlB/y4wC5gL4Jx7x8wq+j4kERGRoc3n8TAhUMSEQBEwOWHbxpYGFjZtoLp1PZsi62nwrKPGt5hVOF5oBFcbxB8eSamNYZK/giNyy2Pn2IuIiEi660mBHnLO1ZrpW30REZH9VebPocw/EZgYb6sNtbKgfgPLW9ezIbyeOlvHmoy5rI1EeHan4W0vo9hVMj6zgpk5FYzJzhu4FyAiIiIp05MCfYGZXQR4zWwi8AXg1dSEJSIicuDI92VxdGEFR1MRb6sNtTK/bg1LWqrZ6FaxOeNNttirvNYI7CwiPzKWsd5Kjs6v2ueCdyIiIjI09KRA/zxwHdAK/BV4CvhBKoISERE50OX7svhw0QQ+zAQA2sJh3m3YwILmataGa6j1fcB7vrd5rxE8O8ooc5M5LDCJWfnlutybiIjIEJV0ge6cayJaoF9nZl4g6JxrSVlkIiIiEpfp9XJE/miOyB8NHEsk4ljYuJnXG5aw2i1lXeaLrA/P5ZEtfnLbq5iUOYlj8yZR5s8Z6NBFREQkST1Zxf0e4CogDMwH8s3s5865n6YqOBEREemex2MclDucg3KHA8ezo72Fl2o/YFFoCTt9y5jveY959YZv2ygqPQfx0YJDGJOdP9Bhi4iIyF70ZIr7VOdcnZldDDwOfJVooa4CXUREZIAVZvg5o+QgzuAgQpEI7zZs4M2GJaxhMcsznuCDhifJ2j6e6RmH8tHC6eRnZA10yCIiItJFTwr0DDPLAD4O3Oycazczl5qwREREZH/5PB5m5o1iZt4o4CMsbdzKs7Vvs8bzNm957mP+jgfJa5vKEdmHMadwgs5ZFxERGSR6UqDfAtQA7wIvmtlYoC4VQYmIiEjfmRQsYVLwJCKRE3mtbjWvNL7F1oz3eN69y/ObcxgWnsFH8g5nRu6IgQ5VRETkgNaTReJuAm7q1LTKzE7o+5BEREQkFTwe46iCsRxVMJaW8Md4bsdS3gq9xabM1/hr6yv8s24ix2cfz5yC8Xg8NtDhioiIHHB6skhcFnA2UNFlv+/3cUwiIiKSYn6vj9NKpnEa09ja2sQ/t7/BSu8rPB35I89tHMnhvuP5aMFkfD2abCciIiK90ZO/ug8BtUQXhmtNTTgiIiLS30qyAlwxYg7N4WN4cOvbvGcv8rrnr7y+rZApHMNZpUeQ68sc6DBFRETSXk8K9NHOuVNSFomIiIgMqGyvjwuHH8G5kZk8tX0x/468yOKsR/jhtucoD3+Is4uO0nXVRUREUqgnBfqrZnaQc+79lEUjIiIiA87n8XBayTQ+GprE6/Vrea71RdZkPc8v6l6icvscLhl+HAFvxkCHKSIiknZ6UqAfA1xmZtVEp7gb4JxzB6ckMhERERlwRxdWcHRhBYsaNvOP2meoyXqG72+ez3EZp3NK0RQtJiciItKHelKgn5qyKERERGRQm5ozjKk5F/P89uU84x7mRe7kjQ2TuLDgY0wKlgx0eCIiImnBk2xH59wqoAD4WOxWEGsTERGRA8SHiybwveFfZFLoNJp9Nfyp8Rf8ev2T1IfaBjo0ERGRIS/pAt3MvgjcDQyL3f5iZp9PVWAiIiIyOGV6vXy67Fi+kH8NBW0zWJc5lx9tvZEHt7xLJOIGOjwREZEhK+kCHfgMMNs5923n3LeBDwGXpyYsERERGexG+XP5+ujzOMN3Nd5IkNfsr3x3wx9Y0rhloEMTEREZknpSoBsQ7vQ4HGsTERGRA9hRBWP5XtnnmB7+BK2+jdzRdDM/mnvPQIclIiIy5PSkQL8deN3Mvmtm3wNeA25LTVgiIiIylPg8Hj45fDb/lfdFMtpHcO+q6znzr1+mvrV5oEMTEREZMnqySNzPgU8D24FtwKedc79MUVwiIiIyBI3Nzudbwy+nyn8aK9ue5oS7z2P+uhUDHZaIiMiQ0JMR9A4GOPpgeruZnWtmC80sYmaHd9n2dTNbbmZLzeyjndpnmtn7sW03mZmm2YuIiAwimV4v/zj/Bi4Z921abSOXPXUhN7/2yECHJSIiMuj1ZBX3bwN/BgqBEuB2M/tmL59/AXAW8GKX55oKXABMA04Bfmtm3tjm3wFXABNjt1N6GYOIiIikwLXHnsstH76LDFfMLUu/wUX3f5uWdl2OTUREZE96MoJ+IXCEc+67zrnvEF3F/eLePLlzbrFzbmk3m84E7nXOtTrnqoHlwCwzGwHkOef+7ZxzwJ3Ax3sTg4iIiKTOUWMn8/xF9zPGN4f3Gx9gzl8uYsmWtQMdloiIyKDk60HfGsAPtMQeZwGpOqlsFNFF6DqsjbW1x+53bd+NmV1BdKSd0tJSQqFQaiKVAaF8ppfu8qkcD13KXXrZ33zOnTs34fFXRp3NXWtG8Hrkfs59+Dw+kXsZHx5W1QcRSrIaGhp2y4sMTcplelE+pbOeFOitwEIze4boOegnAS+b2U0AzrkvdLeTmT0LlHWz6Trn3EN7eK7uzivf03nvrrsDOOduBW4FmDBhgvP5evJSZTALhUIon+ljT/lUjocmvT/Ty/7m0znHnDlzdmufwxye+uBUvvriNfyz6bf47at84/gL+yBSScbcuXO7zYsMPcplelE+pbOe/NV9IHbrMDeZnZxzJ/YkoJi1wJhOj0cD62Pto7tpFxERkSHgoxMPZdqw+zjrH5/hnurr2dFSx08/euVAhyUiIjIoJF2gO+f+3HHfzAqBMc6591ISFTwM3GNmPwdGEl0M7g3nXNjM6s3sQ8DrwCXAr1MUg4iIiKTA6PwinrrgLj729yt5cuPNbH9wJ38441o8nv25uIyIiEj66Mkq7nPNLM/MioB3ia7i/vPePLmZfcLM1gJHAo+Z2VMAzrmFwN+BRcCTwH8758Kx3a4G/kh04bgVwBO9iUFERET6X2Egh6cv/hNlnqN4o/YvnHf/dUQikYEOS0REZED15KvqfOdcHdHLot3unJsJ7M/09Tjn3APOudHOuSzn3HDn3Ec7bfuRc268c26Sc+6JTu3znHPTY9s+F1vNXURERIaYQEYWT1z0W8ZnncLS5kc59Z7P6TJsIiJyQOtJge6LXebsPODRFMUjIiIiBxCf18s/z/sJh+aez/rwS5x8z2epbWka6LBEREQGRE8K9O8DTwErnHNvmtk44IPUhCUiIiIHCo/Hw51nfZMTSq5gB2/z0b9ewsb6HQMdloiISL9LukB3zt3nnDvYOXd17PFK59zZqQtNREREDiQ3nfZ5zhnzFRrsA06775Os2LZxoEMSERHpVz1ZJK7KzJ4zswWxxweb2TdTF5qIiIgcaL7z4U9x5aTv02rrOfvBi3lnQ81AhyQiItJvejLF/Q/A14F2gNgl1i5IRVAiIiJy4Pr8kWfytUN/TthTxyWPX8qba5cPdEgiIiL9oicFesA590aXtlBfBiMiIiIC8MlDTuAHs3+Ns2Y+8/RlvFS9aKBDEhERSbmeFOhbzWw84ADM7BxgQ0qiEhERkQPex6d+iJ8e83scYf7rX5/lmQ/eGeiQREREUqonBfp/A7cAk81sHfA/wFWpCEpEREQE4JSqw7hpzq2A8aWXruSRxW8OdEgiIiIp05NV3Fc6504ESoHJwBzgmBTFJSIiIgLACeMO4paP3Ia5LL7x7//m/vdfGeiQREREUmKfBbqZ5ZnZ183sZjM7CWgCLgWWA+elOkARERGRo8ZO5vZTbsfjgnx33he56+3nBzokERGRPpfMCPpdwCTgfeBy4GngXODjzrkzUxibiIiISNzMUeO5+7Q/44sU8JN3ruEPbz410CGJiIj0KV8SfcY55w4CMLM/AluBcudcfUojExEREelielk59515F+c9dBm/WvA1WkItfP5IjReIiEh6SGYEvb3jjnMuDFSrOBcREZGBMrFkBA984i6y3EhuWfodfvzCXwc6JBERkT6RTIE+w8zqYrd64OCO+2ZWl+oARURERLqqKBrGI+fcRSBSyV9rfsx/Png9kUhkoMMSERHplX0W6M45r3MuL3bLdc75Ot3P648gRURERLoamVfEMxfdTZnnKN6svYeP3v1f1Lc2D3RYIiIi+60n10EXERERGVTy/QGeuvh3HJ53IRsjr/CRuy9kxbaNAx2WiIjIflGBLiIiIkOax+Ph9k98gwsrvkGTreKsBy/g+RXvDXRYIiIiPaYCXURERNLCN46/kO/N+g0Ra+OLL36G373x+ECHJCIi0iM9KtDNbKyZnRi7n21muakJS0RERKTnzp52FHeecjcZroTfLPoaX3z85oEOSUREJGlJF+hmdjlwP3BLrGk08GAKYhIRERHZb4eOrOSp8/5Goc3g+S23cOZfv0xLe9tAhyUiIrJPPRlB/2/gaKAOwDn3ATAsFUGJiIiI9EZpTh7PXXw7k7JPZ2Xb05zwl0+yYOPqgQ5LRERkr3pSoLc65+JfP5uZD3B9H5KIiIhI72X6fNx/3vWcNuIL1LOcCx8/h28+e7uuly4iIoNWTwr0F8zsG0C2mZ0E3Ac8kpqwRERERPrGDSdfzi0fvptsRvHQup9z3J2f0mi6iIgMSj0p0L8GbAHeB64EHge+mYqgRERERPrS0WOn8Oql93N88WfZ6RZz4eNnc90zf9JouoiIDCpJF+jOuYhz7g/OuXOBK4DXnXOa4i4iIiJDgs/r5ebTv8itH76HbMbw8PpfcNydOjddREQGj56s4j7XzPLMrAh4B7jdzH7emyc3s5+a2RIze8/MHjCzgk7bvm5my81sqZl9tFP7TDN7P7btJjOz3sQgIiIiB5ajxk7m1Uvvi42mL9FouoiIDBo9meKe75yrA84CbnfOzQRO7OXzPwNMd84dDCwDvg5gZlOBC4BpwCnAb83MG9vnd0RH8CfGbqf0MgYRERE5wHQ3mn7snZ/klVWLBzo0ERE5gPWkQPeZ2QjgPODRvnhy59zTzrlQ7OFrRK+tDnAmcK9zrtU5Vw0sB2bFnj/POffv2PT6O4GP90UsIiIicuDpGE2fU3I5tW4JV/7rAk69+3PMW7t8oEMTEZEDUE8K9O8DTwHLnXNvmtk44IM+jOU/gSdi90cBazptWxtrGxW737VdREREZL/4vF5+fdoXuP/0h5no/yhr2l7msmfP4Yy/fknnp4uISL/yJdvROXcf0UurdTxeCZy9r/3M7FmgrJtN1znnHor1uQ4IAXd37NZdCHtp7+55ryA6FZ7S0lJCoVB33WSIUj7TS3f5VI6HLuUuvexvPufOndu3gfSTL5b9B9WNH+KuDU+ykue44Il/MTJ8FJeN/CgjA3kDHV6vNDQ0DNm8SCLlMr0on9JZ0gW6mfmBzxA9L9zf0e6c+8+97eec2+t56mZ2KXA68JFOq8KvBcZ06jYaWB9rH91Ne3fPeytwK8CECROcz5f0S5VBLhQKoXymjz3lUzkemvT+TC/7m0/nHHPmzOn7gPrJHODTnMWba5fzzbk/Z529xI83/ZvpOafxfyd9gfKC0oEOcb/MnTt3SOdFdlEu04vyKZ31ZIr7XURHwj8KvEC0OK7vzZOb2SnAV4EznHNNnTY9DFxgZllmVkl0Mbg3nHMbgHoz+1Bs9fZLgId6E4OIiIhId44YPYGnPvlbfnv8Xxnum8mCxoc47YH/4Pz7vsnrq/vyLD8REZGonhToE5xz3wIanXN/Bk4DDurl898M5ALPmNk7ZvZ7AOfcQuDvwCLgSeC/nXPh2D5XA38kunDcCnadty4iIiLS546rnMZzn/oDvzj6Too901nY+DCf/ddZHHX7Bfz0pftoam8d6BBFRCRN9GTeWnvs504zmw5sBCp68+TOuQl72fYj4EfdtM8DpvfmeUVERER66qSJh3DSxNt5b2MNP3v1L7yz8ynuXPl97vzglxyUdxJfPvJTzBw1fqDDFBGRIawnI+i3mlkh8C2iU9AXAf+XkqhEREREBqmDyyq486xv8sannuMzE39AvqeC9xr+yaXPfIKj77iIn7/8T1ra2wY6TBERGYJ6sor7H2N3XwDGpSYcERERkaHBn5HJ/xz1cf7nqI/z9vpqbvz3nbxX+wy3r/gOty/7GZXZH+LMiR/lwhlzCGRkDXS4IiIyBPRkFfcsopdVq+i8n3Pu+30floiIiMjQcejISv5y9ndoaf86v339UR5e8TArW+byy4XP8Mv3AozMnMmp407m04edTL4/MNDhiojIINWTc9AfAmqB+YBWQxERERHpwp+RyZeOOYsvHXMWO5oa+OP8J3mm5lnWt73JbR+8xB+X/pBh3hl8pPwjfPbw0xiekz/QIYuIyCDSkwJ9tHPulJRFIiIiIpJGCgM5XHvsOVx77Dk0trbyl3ef45HlT7Oq5XXuXfUGf63+P3KYyNTCw/jouGP42JRZmgovInKA60mB/qqZHeScez9l0YiIiIikoWBWFlfO+g+unPUftIVC3LfwZR5Y+hQr69/hzdp7ePPte/jB/CwKrIqDig/nPyYcy6lVh+Hzegc6dBER6Uf7LNDN7H3Axfp+2sxWEp3iboBzzh2c2hBFRERE0kemz8fFM+Zw8Yw5AKzcvon7F7zAy+teY3XTu7y8/XZefuN2vvHvAMXeKUwvPpRjyw/joxMPoyA7OLDBi4hISiUzgn56yqMQEREROUCNKxrOV447j69wHgALNq7m/kVzeW3966xvXcAL2+bzwjb4wVsesiKjGOGv4uDSgzihYibHV04n09eTCZEiIjKYJfMv+ibgKmAC8D5wm3MulNKoRERERA5Q08vKmV52CXAJEC3Yn1r+JvM2vEtNwxJWtbzCqvXP8ch6cC9nEqSCMcEqphRNYtaoqRxbMU0j7SIiQ1QyBfqfgXbgJeBUYCrwxVQGJSIiIiJR0YK9nOjVbiEUDvPq6iU8t3Ie725ZwNqmpSxpfJKlzY/y4DpwrxvecAmFvnLG5IxjaskkPjRmKu1hja+IiAx2yRToU51zBwGY2W3AG6kNSURERET2xOf1clzlNI6rnBZva2lv47U1y3ht7UIWblnGmoaV7AytZmv9W7zT4LinBlzEi++2UnJ9ZQzzj2Js3limlIzj0BHjObisQlPlRUQGgWT+JW7vuOOcC5lZCsMRERERkZ7yZ2QyZ9x05oybntBe29LEy6sW8ea6RbxePY8mXy11oY3saFrAspYQz2wGFsWK90gJud4ySvwjGREcQXn+SCYWj2HasHImFI3QivIiIv0gmQJ9hpnVxe4bkB173LGKe17KohMRERGR/ZbvD3DapMM5bdLhzJ1bzpw5c4DoNPklW9Yxb90yFm+tprquhs1N66gNbWBH82KWt7bBdqA6ehwX8eKNFJLtKSY/Yxgl2cMYHihlRM5wxhaUMb5oBFUlI8nNyh6w1yoikg72WaA75/R1qYiIiEga8Xm9nc5tTxSJRFhXt4P3N9WwbNsaamrXsb5hPdtaNlPXvoUNre+zLlSLNTjY3GXncDY+l4/fU0iOr4i8zAIK/YWUZBcxLFDMyLwSxuSXUp4/jFF5hXg8nv55wSIiQ4RONhIRERGROI/Hw5iCYsYUFPMfzOy2T0t7G9U7NrN823pqdm5gbd1mNjVtZnvLNmrbttEY3sGmtsVsCNVjLe2wc/djOOfBIkF8LocMC5LlzSHbm0PQl0tuZh75WXkU+fMpzi6gNFhASSCfkmA+pcF8hgXzdM68iKQl/csmIiIiIj3iz8hkyrDRTBk2ep99dzQ1sHLHJtbWbmVd/RY2NWxjS9N2drTsoK59Jw3ttbREGmgMb6U2tIpIexPW2gr1ez+ui2Rizo/XZeOzbDIsm0xP9Jbl9ZPtC5DtCxDIyCaYESA3Mxi9ZQXIzQyQk5lNblaAfH+QfH8gessK6Fx7ERlQKtBFREREJGUKAznMDOQwc9T4pPdpaW9jff0ONtRvZ2PDDjY37qS2pZ6dLXXUtTbQ0N5IY3sDzaFGmsONtEaaaYs00hKqJUIrEWvFWSvmad/3k3XhIj7MZWBkYs6Hhww8loGHTLyWgc8y8FkmPk9m9L4ngwxPJhmeDDK8GWR6Msn0Rh9n+TLJ8maS6c0g05tBhicDvy/anunJwJ8R3eb3ZeL3ZZDh8eHPyCTD68Pv8+H3ZpLp85Hti/bLzsjQaQEiaU4FuoiIiIgMKv6MTMYVDWdc0fBeHactFGJHSyPbm+rZ3lzP9qYGalsbaGxrprGthYb2Jpram2kOtdIcaqa5vYXWcPTWHmmjPdJOyLUSirQTcm2EXTvNrpmIaydCG85COEIQ/xnGzPXRb6F7zhk4D1R7AA/mPIC3030P1ukWf2weDO+ubWZ48GJYbJsn/tPTsd1i2+P9o308tnubYXgs2hY9ZuxIZvHt8X0s1jfWz+L9ovsACccxDI+nY4sHMxK2Re8T3bfLto7jdrR1iD4/8eePPmf0t7WrX2x/bFdMsW2e2HNG22P7d+xlltAe7d9lG7u2VW9ayYp5rQnP08FIvIJW4muwbtsT+rD7Fbi6XpWr63N012dPx9ptP083x+qyn6ebY3d7rCSeL9ljJWdwXK1MBbqIiIiIpKVMn4/hOfkMz8nvl+eLRCK0hNtpbG2lOdRKY1srjW0ttIbbaW5vozXcTkuojbZQ7Ge4ndZQO63hNtojIdrDIdrC7YQiYdojIUIdNxf92R4OESHMjp07COYGCUfCRIgQdiEiLhx97KJtEReJ33dEcC5MBBf7GcY5R5g2IkTARXA4nIv2BRfdh0jHK8PhgAiYi93vuEXi9511bo/dYm2p/uJiyFs40AHIYKECXURERESkD3g8HgKeLAIZWSl9nrlz58YvmTeURCIRIs4RcY6QCxPueByJfo0QikRwLkIo4nAu+iVBJOJiXyzEthPBOYi4aFv0ywii910kth9EIrH9XfQLhejj6JcEHW0uFgvE9o+1de4TiXR8sdCpb5f7AC7WL8Ku4xHfM7Gto09H2wfLPmDCxAnx5+28rTNH99s6t0dc5/4Ruup6zN17gHP73q873fXoeqwkDhOLK4nnS/ZgSeirYzkc13BOr46hAl1ERERERFJu1zR1yFQZEjd3pzHn0DkDHYb0kWt6ub9WmRAREREREREZBKwvpwYMVmZWDywd6Dhi8oHaQXLMnuyXTN999dnb9j1t6669BNi6j1j6S1/nszfHUz57T/ns2TblMzX7pjKfPW1XPnu/n/K5u6H6WSjZ/v2Rz8GSSxi6+Uy27/78fdzbNuUzNfsNps9Ck5xzufuIZc9c7PyNdL4B8wY6hk6x3DpYjtmT/ZLpu68+e9u+p23dtadzPntzPOVT+VQ+lc/9ydk+2pXPXu6nfKY+lwdiPgdLLodyPpPtuz9/H5XPwZnPofJZSFPc+98jg+iYPdkvmb776rO37XvalorfV1/q6/h6czzls/eUz55tUz5Ts28q8zlUcwmDJ5893U/53N1Q/SyUbH/lc+CO2df/1u6rn/52pvaYg+Vv59629fnv60CZ4j7POXf4QMchfUP5TC/KZ3pRPtOL8plelM/0oVymF+UzvfQ2nwfKCPqtAx2A9CnlM70on+lF+Uwvymd6UT7Th3KZXpTP9NKrfB4QI+giIiIiIiIig92BMoIuIiIiIiIiMqipQBcREREREREZBFSgi4iIiIiIiAwCKtABMwua2XwzO32gY5HeMbMpZvZ7M7vfzK4e6Hikd8zs42b2BzN7yMxOHuh4pHfMbJyZ3WZm9w90LNJzsb+Vf469Jy8e6Hikd/R+TC/6e5le9Hk2/fSk3hzSBbqZ/cnMNpvZgi7tp5jZUjNbbmZfS+JQXwX+npooJVl9kU/n3GLn3FXAeYAuVzGA+iifDzrnLgcuA85PYbiyD32Uz5XOuc+kNlLpiR7m9Szg/th78ox+D1b2qSf51Ptx8OthPvX3cpDrYT71eXaQ24/PRUnXm0O6QAfuAE7p3GBmXuA3wKnAVOBCM5tqZgeZ2aNdbsPM7ERgEbCpv4OX3dxBL/MZ2+cM4GXguf4NX7q4gz7IZ8w3Y/vJwLmDvsunDB53kGRegdHAmli3cD/GKMm7g+TzKYPfHfQ8n/p7OXjdQQ/yqc+zg94dJP+5qEf1pq9v4+xfzrkXzayiS/MsYLlzbiWAmd0LnOmcux7YbUqBmZ0ABIn+EpvN7HHnXCS1kUt3+iKfseM8DDxsZo8B96QwZNmLPnp/GnAD8IRz7q0Uhyx70VfvTxlcepJXYC3RIv0dhv4X/Gmph/lc1M/hSQ/1JJ9mthj9vRzUevr+1OfZwa2H+cyhB/XmkC7Q92AUu77hh+gHitl76uycuw7AzC4Dtqo4H3R6lE8zm0N0GmYW8HgqA5P90qN8Ap8HTgTyzWyCc+73qQxOeqyn789i4EfAoWb29VghL4PPnvJ6E3CzmZ0GPDIQgcl+6Tafej8OWXt6f+rv5dC0p/fnHPR5dijqNp/Ouc9B8vVmOhbo1k2b29dOzrk7+j4U6QM9yqdzbi4wN1XBSK/1NJ83ES0KZHDqaT63AVelLhzpI93m1TnXCHy6v4ORXttTPvV+HJr2lE/9vRya9pTPuejz7FC0189Fydab6ThFbS0wptPj0cD6AYpFek/5TC/KZ3pRPtOT8ppelM/0onymF+UzvfRJPtOxQH8TmGhmlWaWCVwAPDzAMcn+Uz7Ti/KZXpTP9KS8phflM70on+lF+UwvfZLPIV2gm9lfgX8Dk8xsrZl9xjkXAj4HPAUsBv7unFs4kHFKcpTP9KJ8phflMz0pr+lF+Uwvymd6UT7TSyrzac7t8/RsEREREREREUmxIT2CLiIiIiIiIpIuVKCLiIiIiIiIDAIq0EVEREREREQGARXoIiIiIiIiIoOACnQRERERERGRQUAFuoiIiIiIiMggoAJdRERkEDCzsJm90+lWMdAx9RUzO9TM/hi7f5mZ3dxl+1wzO3wv+99rZhNTHaeIiMhA8w10ACIiIgJAs3PukO42mJkB5pyL9G9IfeYbwA97sf/vgK8Al/dNOCIiIoOTRtBFREQGITOrMLPFZvZb4C1gjJlda2Zvmtl7Zva9Tn2vM7OlZvasmf3VzK6JtcdHps2sxMxqYve9ZvbTTse6MtY+J7bP/Wa2xMzujn05gJkdYWavmtm7ZvaGmeWa2UtmdkinOF4xs4O7vI5c4GDn3LtJvOYzOs0gWGpm1bFNLwEnmpkGFkREJK3pD52IiMjgkG1m78TuVwP/C0wCPu2c+y8zOxmYCMwCDHjYzI4DGoELgEOJ/l1/C5i/j+f6DFDrnDvCzLKAV8zs6di2Q4FpwHrgFeBoM3sD+BtwvnPuTTPLA5qBPwKXAf9jZlVAlnPuvS7PdTiwoEvb+WZ2TKfHEwCccw8DDwOY2d+BF2LtETNbDsxI4rWJiIgMWSrQRUREBoeEKe6xc9BXOedeizWdHLu9HXucQ7RgzwUecM41xfZ7OInnOhk42MzOiT3Ojx2rDXjDObc2dqx3gAqgFtjgnHsTwDlXF9t+H/AtM7sW+E/gjm6eawSwpUvb35xzn+v0Wud23mhmXyH6+/hNp+bNwEhUoIuISBpTgS4iIjJ4NXa6b8D1zrlbOncws/8B3B72D7HrdDZ/l2N93jn3VJdjzQFaOzWFiX5WsO6ewznXZGbPAGcC5xEdLe+quctz75WZfQQ4FziuyyZ/7FgiIiJpS+egi4iIDA1PAf9pZjkAZjbKzIYBLwKfMLPs2PneH+u0Tw0wM3b/nC7HutrMMmLHqjKz4F6eewkw0syOiPXP7XQ++B+Bm4A3nXPbu9l3MbEp7PtiZmOB3wLnOee6FuNVwMJkjiMiIjJUaQRdRERkCHDOPW1mU4B/x9ZtawA+6Zx7y8z+BrwDrCK6oFqHnwF/N7NPAc93av8j0anrb8UWgdsCfHwvz91mZucDvzazbKIj2ScCDc65+WZWB9y+h32XmFm+meU65+r38TIvA4qBB2Kvcb1z7j/MbDjRKe8b9rG/iIjIkGbO7WlWnIiIiAw1ZvZdooXzz/rp+UYCc4HJe7oMnJn9L1DvnPvjfj7H/wJ1zrnb9jtQERGRIUBT3EVERGS/mNklwOvAdfu4RvvvSDy3vad2An/uxf4iIiJDgkbQRURERERERAYBjaCLiIiIiIiIDAIq0EVEREREREQGARXoIiIiIiIiIoOACnQRERERERGRQUAFuoiIiIiIiMggoAJdREREREREZBD4fy6ScXHSntu7AAAAAElFTkSuQmCC\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "exts.channel_response_filter.plot_response(x_units=\"frequency\")" ] }, { "cell_type": "markdown", "id": "7a8ad66f-9b78-4798-ab61-78816ec6c97e", "metadata": {}, "source": [ "## Remove Instrument Response\n", "\n", "Here we will attempt to remove the instrument response to calibrate the data in physical units. Create a few helper functions \n", "\n", "- `zero_pad` will pad an input array to a power of 2." ] }, { "cell_type": "code", "execution_count": 20, "id": "08ec859d-0026-46c4-9358-0b7f799f12b3", "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "2e00d1a282b74f9480694ffc5f82822e", "version_major": 2, "version_minor": 0 }, "image/png": 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TZlWrVg3VqlWT1hs2bIjw8HAsWrRI7QA9PDwcEyZMwLFjx7Kd+iw4OBjLly/HlStX1B51PLt5Vm1tbfHixQs8ffpUrXJIc8qUKZOn+eCJiPTBjRs3cvwxnIiIiIofjQXo48aNw8GDB3H69Gm4uLjkef8PPvgA27ZtUzt/cHAwoqOj4efnJ6Wlp6fj9OnT+Omnn5CcnIwzZ84gOjoaFSpUUMjzxRdfYNmyZSoHSstunlUjIyNUqVJFq3cx9JGxsTHvnBMRZXHs2DHOAU5ERFQCFThAF0Jg3Lhx2LdvH4KCguDh4ZGvckJCQuDk5KR2/tatW+P69esKaUOGDEH16tXx9ddfw9DQEAMGDECbNm0U8rRv3x4DBgzAkCFDVJab0zyrBgYG2d6tJyIiKgydO3dWWP/555/Rtm1bnZwPnYiIiAqmwAH6mDFj8Ntvv+HAgQOwtLSU5kK1traWBlSbMmUKIiIisGXLFgDAsmXL4O7uDi8vL6SkpGDbtm3Ys2cP9uzZI5WbkpIiTcWVkpKCiIgIhIaGwsLCApUrV4alpaVS1z5zc3PY2tpK6ba2trC1tVXIY2xsDEdHR4Uu9kRERPmRlJSEiRMnwsTEBIsXL4aRkWbHXr116xYOHz6skJbdD8xERERU/BX4SmLNmjUA3g8ik9mmTZuk+bGjoqIQFhYmbUtJScHkyZMREREBMzMzeHl54fDhw+jUqZOUJzIyEr6+vtL6okWLsGjRIjRv3hxBQUEFrTYREVGBLVmyBGvXrgUAeHl5YcSIERore+7cufj22281Vh4RERHpPpngJNM5io2NhbW1NWJiYmBlZaXt6hARkQ6pUqWKNEd4+/btcfToUY2U+9tvv6F///4qt2WctvX9/KTv7SciIt1U0POT/swXRkREpGEZwTkAjfbuyi44//zzzzV2DCIiItI9DNCJiIjy4dq1awrrNWvWLPRjfv/994V+DCIiItIezY5mQ0REpCdq1aqlsG5paamRcrObzvPZs2dwcHDQyDGIiIhIN/EOOhERUR6lpaUppaWmpmqk7NevXyulVahQgcE5ERGRHmCATkRElEcnT55USjt79qxGyl6+fLnCeqtWrfDnn39qpGwiIiLSbeziTkRElEfr1q1Tmf7q1SvY2trmu1whBObNm6eQ9vfff+e7PCIiIipeeAediIhKhHv37mHOnDl49OhRoR4nKioKe/bsUblt5syZOH78eL7Lznr3fODAgfkui4iIiIofBuhERFQiVKtWDVOnTkXPnj0L7Rjdu3eHs7NztttXrFiBtm3b4pdffslX+RMnTlRYb9euXb7KISIiouKJAToRERV7YWFh0uvQ0NBCOUZkZCQOHDiglN6kSROltMGDB0MIUeBjymSyApdBRERExQcDdCIiKvaOHDlS6Md49+6dynQ3NzeV6Xl9djwmJkYpzciIQ8UQERHpEwboRERU7Hl4eBT6MVRNfwZkP/95nz598lR+QECAUlrp0qXzVAYREREVbwzQiYhIKy5dugSZTAaZTIZXr14VqKysd7dz6l4eEREBIQTCw8PzNHf59OnTVaabmJioTH/9+jVu3rypdvlfffWVwrqbmxvat2+v9v5ERERU/DFAJyIirahfv770+osvvpBeR0dH57msrAH6gwcPAACrV69G1apVsWvXLhw5cgQymQwuLi4wMDBAhQoV4Ovri5CQEIwaNUphHvPnz5+jYcOG6NixI5KTkwFk340+uwAdALy9vREXF5fn9gDAzZs3YWxsnK99iYiIqHhigE5ERIXqzJkzGD9+PO7evQvg/d3trNOJ/fPPPwCA0aNHw8HBATKZDJGRkWofI2uAvmzZMgDAmDFjcP/+ffTp0wcffvih0n43b95EnTp1sG7dOjRt2hTXr18HAEyaNAkXLlzA0aNHsWDBgmyPu3z58lyD6PHjxyM5ORlCCCxevBg//vhjrnfu+/XrB3Nz8xzzEBERUcnD0WeIiKhQNWvWDACwc+dOPH/+HAcOHIC/v79CnrS0NADAmjVrpLSRI0fijz/+UOsYWQP0ixcv4vnz53muq4+PD548eYLAwEAp7YcffsDTp09V5u/duzfWrl2bY5mbN29GYmIidu3aJaVZWVlhwoQJ0npKSorCPmPHjs1z3YmIiKj44x10IiIqEhld18ePH6+0LS0tDWfOnFFIO3ToEFasWIEXL17kWG5MTAz27dunkHb58mU4Ojrmq56///670jE3btyosD558mQcO3YMjo6OanVDzxycA4C/vz9CQkKk9cWLFytsz9z9n4iIiPQHA3QiIio0mZ/rBt7fIQ8PD1fKl5iYKN1pz2zChAmwt7fH77//nu0x2rdvn+cpzXIyefLkXPMsXLgQbdu2BZDzM+g5qVOnjvT622+/VdhmaGiYrzKJiIioeGOATkREhWbbtm0K66NHj1aZ7+XLlzmW06tXL5XpQgj8+++/+atcPnXo0EFh/c6dO/kuKyEhAYmJiQWtUrG1dOlSeHl5oUaNGhg/fnyOo+8TERHpAwboRERUaK5du1ao5SclJRVq+ao0aNBAYX3v3r0K619++SXs7OzUKiswMBB//fWXxupWnLx48QI//fQTgoODcf36dQQHB+PChQvarhYREZFWMUAnIqJCkzE6uyb8/PPPSmlFffccANq1a6ewXqVKFYX1zp0749GjR2qV9c033+Cjjz5SSGvcuHHBKliMpKWlISkpCampqUhNTYW9vb22q0RERKRVDNCJiKhQHD16VKPlDR06VCntq6++ylMZd+7cgRCiQF2pGzVqpLAeEBCgsG5mZqb2FGkZU89ldvz48XzXrSidPn0aXbp0gbOzM2QyGfbv36+UZ/Xq1fDw8ECpUqXg5+enMBBguXLlMHnyZFSoUAHOzs5o06YNKlWqVIQtICIi0j0M0ImIqFB07NhR42VmfV770qVLOeb/8ssv8ezZMykor1atmrQt88Bz586dy7GcVq1aoVmzZrh48aLStpo1ayqsm5mZwcDAAIcOHcLAgQMVto0YMSLH47Rp0walSpXKMY+uSEhIQK1atfDTTz+p3L5z5074+/tj6tSpCAkJQdOmTdGxY0eEhYUBAN68eYNDhw7hyZMniIiIwPnz53H69OmibAIREZHOkQmOyJKj2NhYWFtbIyYmBlZWVtquDhFRsZCeng4jI6NCKTs0NBS1atUCAMhkMqXtEydOxPbt2xEQEIAuXbrkWFZcXBzi4+Ph5OSksqxz586hevXqsLGxybGczPs+ePBA4U5wWloanj59ikqVKkEIgTZt2uDEiRMqy4mIiICzs3OOx8qgS+cnmUyGffv2oXv37lJagwYNUKdOHYW57T09PdG9e3fMnTsXu3fvRlBQEFatWgXg/cj4Qohse0UkJycjOTlZWo+NjYWrq6tOtJ+IiChDQc/PvINOREQat3nz5kIru1OnTjluX7JkCSIjI3MNzgHA0tISTk5OAIAePXpI6U2aNMF///2HRo0a5RqcA4rzlpcvX15hm5GRkRSwy2QyrF+/Ptty1A3OdV1KSgqCg4OVntdv164dzp8/DwBwdXXF+fPnkZSUhPT0dAQFBSn0cMhq7ty5sLa2lhZXV9dCbQMREZE2FM7tDSIi0mu7du0qtLIjIyNx5MgRpcHZACAoKAiA6jvruVm1ahVMTU3h6emJH374IU/7Hjp0CFu2bEHbtm1z7aJuYKD6t/G4uLg8HVOXvXz5Eunp6XBwcFBId3BwwLNnzwAAH3zwATp16gRfX18YGBigdevW6Nq1a7ZlTpkyBZMmTZLWM+6gExERlSQM0ImISOPevXtXqOV/+OGHSmlhYWEFCticnJywffv2fO1brlw5fPHFF2rldXR0VEr766+/YGFhka9j67KsP5QIIRTSZs+ejdmzZ6tVlqmpKUxNTTVaPyIiIl3DLu5ERKRxmUfrLirF5W5qqVKlsHv3bmm9QYMGaNu2rRZrpHl2dnYwNDSU7pZniI6OVrqrTkRERP/DAJ2IiKiIffzxx9LI8hcuXMhXl3xdZmJiAj8/PwQGBiqkBwYGKk1TR0RERP/DLu5ERKRzHj58iIoVKwLI3/PkVPji4+Px4MEDaf3x48cIDQ2FjY0NKlSogEmTJmHAgAGoW7cuGjZsiICAAISFhWHUqFFarDUREZFuY4BOREQ6JyM4V1efPn0KqSaUncuXL6Nly5bSesYAboMGDcLmzZvRp08fvHr1CjNnzkRUVBS8vb1x5MgRuLm5aavKREREOo8BOhERadT169eL/JhDhgwp8mPquxYtWkAIkWOe0aNHY/To0UVUIyIiouKPz6ATEZFG+fj4aLS8Bg0a5Jqnffv2Gj0mERERkTYwQCciIp22detWWFlZZbv98OHDRVgbIiIiosLDAJ2IiDQmMTFRZfq///6rdhlmZmYK61WqVEFMTEy2+cuWLat22URERES6jAE6ERFpzHfffaeUduLECdSvXx8ffPCBWmUcPHgwT8esWbNmnvITERER6SoG6EREpDFLly5VSssY6fuXX35RSC9dujR2796tkObq6oo2bdqoLPv3339XSpsxYwYsLCzyW10iIiIincJR3ImIqEhUrVoV1tbWUnf1Xr164eOPP1bI8+bNm2z379mzp8L6rVu34OnpqfmKEhEREWkJ76ATEVGRMTD432lH1RRd8fHxapdlbm6ukToRERER6QoG6EREpBEnT55USuvfv7/Cukwm09jxODgcERERlTQM0ImISCNatWqllGZvb6+w/tVXX0mv+/btm+djnDt3Do0aNcKyZctgaWmZ90oSERER6bACB+hz585FvXr1YGlpCXt7e3Tv3h13797NcZ+goCDIZDKl5c6dO1KemzdvomfPnnB3d4dMJsOyZctyrYdMJoO/v7+Ulpqaiq+//ho1a9aEubk5nJ2dMXDgQERGRhakyURElEV6erpa+fz9/TFnzhysXbsW7du3V9qe9Y57Vo0aNcK5c+cwYcKEfNWTiIiISJcVOEA/deoUxowZgwsXLiAwMBBpaWlo164dEhISct337t27iIqKkpYqVapI2xITE1GxYkXMmzcPjo6OOZZz6dIlBAQEwMfHRyE9MTERV65cwffff48rV65g7969uHfvHrp27Zq/xhIRkUoPHz5Umd65c2eFdVNTU0yZMgUjR45U2d2dU6YRERGRPivwKO5Hjx5VWN+0aRPs7e0RHByMZs2a5bivvb09ypQpo3JbvXr1UK9ePQDAN998k20Z8fHx6N+/P9avX49Zs2YpbLO2tkZgYKBC2sqVK1G/fn2EhYWhQoUKOdaPiIjUY2SkfDpZsWKFym7vWTVv3hynTp0CAFSvXl3jdSMiIiIqLjT+DHrG9Dk2Nja55vX19YWTkxNat26tcnAhdYwZMwYffvhhtvPmqqqfTCbL9ocBIiLKu7i4OKW0cePGqbXv0qVLUb16dQwYMIA9nIiIiEivaXQedCEEJk2ahCZNmsDb2zvbfE5OTggICICfnx+Sk5OxdetWtG7dGkFBQbnedc9sx44dCA4OxuXLl9XKn5SUhG+++Qb9+vWDlZWVyjzJyclITk6W1mNjY9WuDxGRvlq8eLHC+nfffaf2vr6+vrh9+7amq0RERERU7Gg0QB87diyuXbuGs2fP5pivWrVqqFatmrTesGFDhIeHY9GiRWoH6OHh4ZgwYQKOHTuGUqVK5Zo/NTUVn3zyCeRyOVavXp1tvrlz52LGjBlq1YGIiN7/OLt161aFtKlTp2qpNkRERETFl8a6uI8bNw4HDx7EyZMn4eLikuf9P/jgA9y/f1/t/MHBwYiOjoafnx+MjIxgZGSEU6dOYcWKFTAyMlIYUTg1NRW9e/fG48ePERgYmO3dcwCYMmUKYmJipCU8PDzPbSEi0ifHjh1TWJfJZGr9cEpEREREigp8B10IgXHjxmHfvn0ICgqCh4dHvsoJCQmBk5OT2vlbt26N69evK6QNGTIE1atXx9dffw1DQ0MA/wvO79+/j5MnT8LW1jbHck1NTWFqapr3BhAR6alPP/1UYd3Y2FhLNSEiIiIq3gocoI8ZMwa//fYbDhw4AEtLSzx79gzA+xHUzczMALy/Kx0REYEtW7YAAJYtWwZ3d3d4eXkhJSUF27Ztw549e7Bnzx6p3JSUFNy6dUt6HRERgdDQUFhYWKBy5cqwtLRUes7d3Nwctra2UnpaWho+/vhjXLlyBYcOHUJ6erpUPxsbG5iYmBS0+UREei/rtJr8biUiIiLKnwIH6GvWrAEAtGjRQiF906ZNGDx4MAAgKioKYWFh0raUlBRMnjwZERERMDMzg5eXFw4fPoxOnTpJeSIjI+Hr6yutL1q0CIsWLULz5s0RFBSkVt3+++8/HDx4EABQu3ZthW0nT55UqjMREeXdu3fvFNbVmcWDiIiIiJTJhBBC25XQZbGxsbC2tkZMTEyOz64TEekrmUymsM4fQIuGvp+f9L39RESkmwp6ftL4POhERKQ/MveOylC3bl0t1ISIiIio+GOATkRE+dajRw+lNA4SR0RERJQ/DNCJiCjfrly5opRmZFTg4U2IiIiI9BIDdCIiypcHDx6oTM+Y5pIoN48fP0bLli1Ro0YN1KxZU2lGACIiIn3D2xxERJQv/fr103YVqJgbPHgwZs2ahaZNm+L169cwNTXVdpWIiIi0igE6ERHly6VLlxTWDQwMMHPmTC3VhoqbmzdvwtjYGE2bNgXA6fmIiIgAdnEnIiINef36NaZOnartalAROX36NLp06QJnZ2fIZDLs379fKc/q1avh4eGBUqVKwc/PD2fOnJG23b9/HxYWFujatSvq1KmDOXPmFGHtiYiIdBMDdCIi0ggzMzNtV4GKUEJCAmrVqoWffvpJ5fadO3fC398fU6dORUhICJo2bYqOHTtKU/OlpqbizJkzWLVqFf755x8EBgYiMDCwKJtARESkcxigExGRRnB6Nf3SsWNHzJo1Cx999JHK7UuWLMHQoUMxbNgweHp6YtmyZXB1dcWaNWsAAC4uLqhXrx5cXV1hamqKTp06ITQ0NNvjJScnIzY2VmEhIiIqaRigExFRnqWmpiqlyWQyLdSEdFFKSgqCg4PRrl07hfR27drh/PnzAIB69erh+fPnePPmDeRyOU6fPg1PT89sy5w7dy6sra2lxdXVtVDbQEREpA0M0ImIKM/69u2r7SqQDnv58iXS09Ph4OCgkO7g4IBnz54BAIyMjDBnzhw0a9YMPj4+qFKlCjp37pxtmVOmTEFMTIy0hIeHF2obiIiItIGjuBMRUZ7t2bNHYf3w4cNaqgnpsqy9KoQQCmkdO3ZEx44d1SrL1NSU07AREVGJxzvoRESUJ0IIpTR1gyzSD3Z2djA0NJTulmeIjo5WuqtORERE/8MAnYiI8mTlypUK6yNHjuTz56TAxMQEfn5+SqOyBwYGolGjRlqqFRERke5jF3ciIsqTCRMmKKybm5trqSakTfHx8Xjw4IG0/vjxY4SGhsLGxgYVKlTApEmTMGDAANStWxcNGzZEQEAAwsLCMGrUKC3WmoiISLcxQCciogIxMGBnLH10+fJltGzZUlqfNGkSAGDQoEHYvHkz+vTpg1evXmHmzJmIioqCt7c3jhw5Ajc3N43WY+PGjTAzM1NIU9WjQ500Q0NDlCtXDo6OjnB0dISDgwNMTEw0Wl8iIqKcMEAnIiK1vXz5UimNA3fppxYtWqgcjyCz0aNHY/To0YVaj4wfBgqLjY2NFKxnBO6qFltbWxgaGhZqXYiIqORjgE5ERGr7/vvvldKaN2+uhZoQFY3Xr1/j9evXuHXrVo75DAwMYG9vn20AnznAt7a25rgNRESkEgN0IiJS2x9//KGw/vnnn6Nt27Zaqg0RsHr1aqUu7jnd2c9pW0pKCl68eIFnz55Jy/PnzxEVFYXExMQc6yGXy6V9cmNqapprEJ+xZG0bERGVbDKRW/80PRcbGwtra2vExMTAyspK29UhItKqrHf93r17h1KlSmmpNvpN389PRd3++Ph4hcA9axCfeT0tLU1jx3V2dsbAgQMxYsQIeHh4aKxcIiIqHAU9PzFAz4W+XwAREWWWNUDnKUR79P38pKvtl8vlePPmjVqB/IsXL9QuVyaToUOHDhg1ahQ+/PBDPu9ORKSjCnp+Yhd3IiLK1Zo1a5QG+7p8+bKWakOkuwwMDGBrawtbW1t4eXnlmDc1NVVll/qM15GRkfj333+RmpoKIQT+/PNP/Pnnn3B1dcWIESMwdOhQODk5FVHLiIioKPAOei509Rd6IqKipGpAK54+tEvfz0/60v7nz5/j559/xrp16/D06VOFbUZGRujevTtGjRqFVq1aceA5IiIdUNDzEyevJSKibN26dQs//vijtqtBpLccHBwwZcoUPHz4EIcPH0bnzp2lQDwtLQ2///472rRpg+rVq2Pp0qV4/fq1lmtMREQFwQCdiIhUmjFjBry8vPDDDz9ouypEes/Q0BCdOnXCH3/8gcePH2Pq1KlwcHCQtt+7dw+TJk1C+fLlMXjwYFy4cIG9XIiIiiEG6EREpGT37t2YPn26tqtBRCq4ublh1qxZCAsLw65du9CyZUtpW1JSEn755Rc0bNgQderUwbp16xAfH6/F2hIRUV4wQCciIiW9e/fOcfuCBQuKqCZElB0TExP06tULJ06cwO3bt+Hv748yZcpI20NDQzFq1Cg4Oztj9OjRuH79uvYqS0REamGATkREeWZsbKztKhBRJhnPoEdGRmLTpk1o0KCBtC0uLg5r1qyBj48PGjdujG3btiEpKUmLtSUiouwwQCciIiW53UG3sLAoopoQUV6YmZlJz6BfuXIFw4cPR+nSpaXt58+fx4ABA+Do6IgRI0bg7Nmzhfas+pUrVzBjxgzMnz8fO3bswIULFxAVFQW5XF4oxyMiKgk4zVou9GUaFyKizD7//HOsXbs22+0RERFwdnYuwhpRVvp+ftL39udFTEwMtm3bhjVr1uDmzZtK2ytWrIgBAwZgwIABqFSpUoGOlZycjN27d2PVqlW4cOGCyjwmJiaoUKEC3NzcpMXJyQkymQxCCGkBIL0uVaoUevToodCFn4hIFxX0/MQAPRe8ACCiki4iIgIymQy2trZIS0uDubl5jvMp16lTB5cvX+acy1qm7+cnfW9/fgghcO7cOWzYsAG///47EhISlPI0btwYAwcORK9evVC2bFm1yw4LC8PatWuxYcMGvHjxQpPVlnh5eeHMmTN5qhcRUVFjgF7IeAFARCXZiBEjsH79emndxMQEp06dQsOGDVXmv3jxImrUqAFzc/OiqiJlQ9/PT/re/oJKSEjAvn37sGXLFhw/flypm7upqSm6du2KgQMHon379irHnZDL5fj777+xatUq/PHHH0pd1318fPD555/DxsYGT58+xZMnT/D06VNpiYuLy3O9mzRpgmPHjsHMzCzP+wLA69evcePGDTRs2JBjaRBRoWCAXsh4AUBEJVVKSgpMTU1zzWdjYwO5XI6//voL9evXL4KakTr0/fyk7+3XpIiICPz666/YsmWLyi7w5cqVQ79+/TBw4ED4+voiJiYGv/zyC1avXo179+4p5DUyMsLHH3+MMWPGoHHjxtn2tBFC4O3bt1KwnnHXXSaTKS3p6emYMmUKoqOjAQBdu3bFnj17YGRklKd2pqSkwMvLCw8ePECNGjWwevVqNG/ePE9lEBHlhgF6IeMFABGVVDt27EDfvn1zzffff//Bzs5OrWCeio6+n5/0vf2FQQiB0NBQbNmyBb/++qvKrupVq1bFf//9h8TERIV0Z2dnjBo1CsOHD4ejo6PG63blyhU0b95cmtN92LBhCAgIyNOjNgcPHkS3bt0U0j799FMsXLiwUOpMRPqpoOenvP30SEREJUZKSopa+QwMDBicE+kBmUwGX19f+Pr6YsGCBTh27Bi2bNmCAwcOIDk5GQCU7pi3aNECY8aMQbdu3Qq1y3idOnWwf/9+dOzYEampqdiwYQMcHR3x448/ql3Gr7/+qpS2bds2HDx4EFOnTkXp0qXx5MkTPH78GE+fPoWHhwc2bNgAa2trTTaFiChHvIOeC/5CT0Ql1ejRo7FmzZpc8/E0oZv0/fyk7+0vSm/fvsXu3buxZcsWnD17FhYWFhg4cCBGjx4NLy+vIq3Lrl278Mknn0jfSytXrsTYsWNz3S82NhYODg5ISkqCnZ0dZs6cialTp+LNmzc57jdw4ED88ssvSukZo8sbGCjOWJyeno7Zs2fjxo0bmDJlCnx9ffPQOiIqCQp6fuI86EREeiYhIQHz589XKzi/f/9+EdSIiHRZmTJlMHz4cJw5cwYxMTF4+fIlVq1aVeTBOQD07t0by5cvl9bHjx+PXbt25brfvn37kJSUJJXx+eef4+7du/jss89y3G/Lli3Yv3+/QlpERATq1asHJycnbNq0SUqXy+UYNmwYpk2bht27d6Nhw4YICAjgj5xElCe8g54L/kJPRCVJWlpanrqh8hShu/T9/KTv7dd33333HWbPng0AMDY2xtGjR9GqVats87dr1w6BgYEAgHPnzqFRo0bStsuXL+PEiROws7ODh4cHPDw8cOLECQwdOhTA+0Hybt68iXLlyiEmJgZNmzbF9evXpf2HDx+O5cuX44svvlD5w2f//v2xdu1aWFhYAADi4+Px+eef4+zZs9iwYQNat25d8DeEiHQGB4krZLwAIKKSJPNFbW5+/fVX9OvXr5BrRPml7+cnfW+/vhNCYPjw4di4cSOA90H0nTt3YGNjo5Q3KioKLi4ukMvl8PDwwMOHD3MdXE4IgR49euDAgQMAgI8++gi//fYbOnXqhBMnTijld3BwwPPnzwEAhoaG6NKli8Kd9woVKmDVqlXw8/ND586dceXKFQDv53a/fv16nga7IyLdxi7uRESktuyCc7lcjmrVqknrISEhDM6JSGfJZDKsXbsWHTt2BAC8ePECX3/9tcq8O3bskOZo79+/v1rBsEwmw7p162BnZwcA2Lt3Lxo2bCgF57a2tliwYIE0H3tGcC6TyfDLL79g37592LVrFywtLQEAYWFh6NKlC6pVqyYF5wBw8+ZNnDlzBsD759fPnz+PHTt2YPny5Qr1TklJwcGDBxEREZG3N4qIip0CB+hz585FvXr1YGlpCXt7e3Tv3h13797NcZ+goCCV81zeuXNHynPz5k307NkT7u7ukMlkWLZsWa71kMlk8Pf3V0gXQmD69OlwdnaGmZkZWrRooXKOTyKikurdu3e5DoQkk8mwb98+9O7dG1u2bEHt2rWLpnKk9xITE+Hm5obJkydruypUzBgZGWH9+vVSELxhwwYp2M0s8+jt/fv3V7t8BwcHhS7rISEhAAAzMzMcOnQIX375Jf755x9UqlRJyrN+/XrpGL169UJISIhCF/a4uDgAgLm5uZS2evVqAMDQoUPRuHFj9O3bF/7+/ujbty8+++wzvH79Gq1atUK3bt3g5+eHZ8+eKdQzKSkp28eR4uPjpR8PiKh4KHCAfurUKYwZMwYXLlxAYGAg0tLS0K5dOyQkJOS67927dxEVFSUtVapUkbYlJiaiYsWKmDdvXq5zU166dAkBAQHw8fFR2rZgwQIsWbIEP/30Ey5dugRHR0e0bdtW+oIkIirJ4uPjUalSJdjY2CgMZqSKp6cndu7ciQEDBhRR7Yje9+po0KCBtqtBxVT58uUxd+5caX3EiBHSlHDA+2vN4OBgAO+naqtevXqeyv/4448VehMZGBhgx44d+OCDDwAAtWrVQnBwMFauXImTJ09Kz61nqFSpEgIDA7Ft2zaUK1cOAODn5yc90w68vzu/evVqlaPF//LLL3B3d8e5c+cAvL9T/9lnn0kB+fHjx+Hk5IQqVarg1atX0n5Pnz7FsGHDYG9vD2dnZ5VlE5GOEhoWHR0tAIhTp05lm+fkyZMCgHjz5o1aZbq5uYmlS5eq3BYXFyeqVKkiAgMDRfPmzcWECROkbXK5XDg6Oop58+ZJaUlJScLa2lqsXbtWrWPHxMQIACImJkat/EREumTt2rUCQI5LTt/XpLtKwvnp3r174qOPPhKbNm0SX3zxRZ72LQntJ81IS0sT9evXl77TZs6cKW37/vvvpfTFixfnq/xXr16JGjVqCGNjYxEQEJDvesbExIizZ8+KlJQUIYQQ33zzjcrv5IkTJ4p58+YJY2PjbL+3V6xYIR4+fCjKli0rpS1atEgIIcSTJ0+Eo6OjQn4LCwvx5MmTfNX76dOnYtGiReLBgwf5bjuRPino+Unjz6DHxMQAgMpBOrLy9fWFk5MTWrdujZMnT+breGPGjMGHH36INm3aKG17/Pgxnj17hnbt2klppqamaN68Oc6fP5+v4xFR8ZCWlibdRUlISNDb0cg3bNiQax4PD48iqAmVNKdPn0aXLl3g7OwMmUymNBUV8L7rroeHB0qVKgU/Pz+l7seTJ09WuPtJlB+GhoYICAiAoaEhgPe9Mu7duwchhNS9XSaT4ZNPPslX+TY2NggNDcWLFy8wfPjwfNfTysoKjRs3lmbSGDlypNLz8N26dcPixYvx9ddf4+DBgyhVqhQAwMnJSeFxz/Hjx8PHx0fh8aVff/0Vb968QceOHaVu8Bnlx8fHY8SIEQrnwuvXr+PLL7/EqFGjcpxSs3///pg8eTJ69eqlcrsQAg8fPpSelycqSpMmTYK7uzv+/vtvbVdFYzQaoAshMGnSJDRp0gTe3t7Z5nNyckJAQAD27NmDvXv3olq1amjdujVOnz6dp+Pt2LEDwcHB2Z7cM76cHBwcFNIdHByUnt/JkJycjNjYWIWFiIqXmJgYGBsbo1SpUvjoo49QpkwZ9O7dW9vV0orLly/nuH3+/PlwdXUtotpQSZKQkIBatWrhp59+Url9586d8Pf3x9SpUxESEoKmTZuiY8eOCAsLAwAcOHAAVatWRdWqVYuy2lRC1apVC5MmTQLw/lru888/x4ULF/Do0SMAQKtWreDs7Jzv8o2NjWFtba2RumZwd3fHhx9+KK3b2Nhg7dq1UlDdoUMHBAcHY8mSJbh8+TImTJiAsWPHSvmzPk4aEhKCDh064Pbt2wCAKlWq4P79+3BxcQEAHDt2THqmftmyZfDx8cGiRYuwbt06eHl54ccff5SC7PT0dHzzzTcYNmwYzp49K5X/8uVLhWPK5XL07NkTlStXxrBhwzT59hDlKioqCkuXLsXTp09V3qwttjR3M1+I0aNHCzc3NxEeHp7nfTt37iy6dOmicpuqLu5hYWHC3t5ehIaGSmlZu7ifO3dOABCRkZEK+w4bNky0b99e5bGmTZumsisRu9ARFR+zZs1S+Xf89u1bbVetyKl6HzIWKt50qYs3ALFv3z6FtPr164tRo0YppFWvXl188803Qoj33XtdXFyEm5ubsLW1FVZWVmLGjBnZHiMpKUnExMRIS3h4uM60n3RDfHy8cHNzk77jqlatKr3++eeftV09lYKCgoSBgYEAILZv355r/rS0NLFmzRrRoEEDAUCUK1dOjBgxQun73c7OTuqSfuTIESnd1NRUXLt2TdSoUUPleaFDhw7i8ePHYvXq1Sq3Hz16VKE+CxcuVNie0X0/s8TERHHp0iWRlpamkB4ZGSl+//13ERcXV4B3kPTZnTt3dPK6pqDnZ421ZOzYscLFxUU8evQoX/vPmjVLVK9eXeU2VQH6vn37BABhaGgoLQCETCYThoaGIi0tTTx8+FAAEFeuXFHYt2vXrmLgwIEqj8ULAKLiKSEhQfz7778iPT1djBs3TuWFxVdffaVXFwIJCQnZBufLly/XdvWogHQ5QE9OThaGhoZi7969CvnGjx8vmjVrprS/Os+g8wd0Usfhw4eV/o+Ymprq9A+0ly5dEhcvXszzfs+fPxcxMTEiMjJSyGQyhTZn/cFswoQJ0jZfX1/pRwFPT08xZcoUaT3j/cru3DF06FDpxte7d++EpaWlwvbr16+LlJQUsXLlStG7d29x+PBhUbduXQFA+nFOCCEiIiKkH1AGDRpUkLeP9FhJDdAL3MVdCIGxY8di7969OHHiRL6fZQwJCYGTk5Pa+Vu3bo3r168jNDRUWurWrYv+/fsjNDQUhoaG8PDwgKOjIwIDA6X9UlJScOrUKTRq1EhluaamprCyslJYiEi3CSHQtGlTNGjQAO7u7li5cqXKfAsWLIClpSUSExOLuIbakdPUOqNHjy7CmpC+efnyJdLT0/P0iFlupkyZgpiYGGkJDw/XRFWphOnUqZPSI01dunTRePd0Tapbty7q1auX5/3s7e1hZWUFJycntGrVSkrv168funfvrpB3/vz50uMkISEhUlf2Ro0aYc6cOTh27Bjs7e0BQGEU/Kw2btwIFxcXTJgwAUePHlWaFenq1asYNGgQxo0bh127duHDDz+UHrWaN28e5HI5tm7divLly+PevXsA3o9Un56enqe23717F3Xq1MHAgQP57DuVOEYFLWDMmDH47bffcODAAVhaWkonXmtra5iZmQF4f1KNiIjAli1bALx/7sXd3R1eXl5ISUnBtm3bsGfPHuzZs0cqNyUlBbdu3ZJeR0REIDQ0FBYWFqhcuTIsLS2VnnM3NzeHra2tlJ4xL/qcOXNQpUoVVKlSBXPmzEHp0qUVpswgouLt7du3uHLlCgCoddH+448/6sXAVDlNd2lkVOCvf6JcZR0ASwihlAYAgwcPzrUsU1NTmJqaaqpqVIItW7YMR48elcYRysvc58XVDz/8gLNnz6J69epYsWKF0nZTU1N0794dCxYsUEj39fUF8P7G17179zBixAjs2rUrx2PJ5XKsWLFC5XE+/fTTHPe9fv06xo0bp5R+7do11KxZE5s2bUJcXBy6desGCwsLmJmZqbxZ9vnnnyMkJAQhISHo378/2rdvn+NxiYqTAt9BX7NmDWJiYtCiRQs4OTlJy86dO6U8UVFR0qAwwPuAe/LkyfDx8UHTpk1x9uxZHD58GB999JGUJzIyEr6+vvD19UVUVBQWLVoEX1/fPA9A8dVXX8Hf3x+jR49G3bp1ERERgWPHjsHS0rKgTS9Rbt26hQ0bNnB+eC0JCwvLMZiinCUlJeUp/7x58xAaGooGDRrg+PHjhVQr7cv4UTSrktxm0g12dnYwNDRUulseHR2tdFedSNMyBiM2MTFB48aN0alTJ21XqdA1a9YM8fHxuHz5MmxtbVXmadmypVJanTp1pNfW1tZYv349KlSoUGj13Lx5szTjU2anT59G3759MWLECHzxxReoXLkyHB0d4eTkhKdPnyIxMRGXLl1Ceno64uPjFWZ/+uuvv6TXsbGx2LZtG9avX4+PP/4Yq1atUjhOSEgIPvzwQ2zcuLHQ2khUYJrsb18SaesZvytXroj+/fuLoUOHiv79+4vjx48X2rGSkpKkZ4+GDRtWaMchZYmJiaJbt27SszOJiYnarlKxdPLkyRwHQ8ttef36tbaboHH//fdftu2Vy+Xarh5pgC4/gy7E+0HiPv/8c4U0T09PhedQC0KX2k+66d27d/y+yyQuLk4YGRlJ5wKZTCbi4+OV8oWEhIh27dqJpUuXijdv3oiQkBCxZcsWaeC9jHGfMpZPP/1U2NvbK6RVqVJF9O/fv0Dn5oxlzpw50jz3EydOFCdOnFDY3qBBAyGEEHK5XDRv3lxp/z179ohXr16JH374QSE980DTVDyV1GfQdaclOkpbFwCqvqAKi67+5y7pVA3gtW3bNm1Xq1iqVatWgU7+u3bt0nYTNOK///4TI0eOFNu2bVPZTjs7uxxHyabiRdsBalxcnAgJCREhISECgFiyZIkICQkRT58+FUIIsWPHDmFsbCw2btwobt26Jfz9/YW5ubl48uSJRo6v7fYTFUeNGjWSzgmenp552jciIkIkJiaKXr16KZxb9u/fL7777jsBQFSqVEmsX79eREVFiWXLlmkkQM+6LFq0SGHd3d1dCCHE8OHDVebv0aOH6Nq1q9rX1nfu3BGXLl0Sa9euFc+ePRPx8fFi2rRpYvPmzQV+/0mzbt++rZMxTEHPT3wIUQe9e/dOZXpsbGyhDFpnYFDgJx0oHzZt2qSUltPALKRaWloarl69mu329PR0GBoa5lhGxpyxxV3GXLfr1q1T2nbx4kXUrVtX5fO/RPlx+fJlhS6zGXNQDxo0CJs3b0afPn3w6tUrzJw5E1FRUfD29saRI0fg5uamrSoT6b1WrVrh/PnzAP73/Lm6MuaRb9KkCXbv3i2lt2vXDt26dcP48eNhZ2cnnWdq1aqVY3lLly7Ftm3bEBwcnKd6TJ48WWH99evXSElJwfr161Xm37dvX7ZlVa1aFdWqVcOQIUNw+PBhvH79Gvv375e2Hzx4EF5eXli4cCGA948E1KxZE7Gxsfjzzz/h5+eHypUr499//4WpqSlq166dp7YQqcLITAdlfn4/s59//hlCCMTFxWHz5s35Hgk3K16wa8fq1auV0kpKoFiUchrMpn379jAwMECHDh1yLGPatGmarlaRy+6HvQzly5fn3zppVIsWLSDe98RTWDZv3izlGT16NJ48eYLk5GQEBwejWbNm2qswEaFz587S6xYtWuSrjHbt2kmve/XqJQ0KXa5cOYXzTNYAPevgzp06dULHjh3zVYfMYmNjUaVKlXzte//+fRw6dAg9e/bEzz//rBCcA8CRI0ek4Bx4/7y7EAItW7bEJ598gnr16iEwMBAffPABfH19MXPmTOlmixACwPtZLX7++WdERkbmWp9Hjx5h9uzZuHv3br7aQyWEhu7kl1ja6EI3ceLEbLv1NGvWTHh4eEjrGXNRqiM9PV0sWrRILFq0SKSnp0vpd+/e1cnuISVddp8x5U2fPn0U3r+mTZuKGzduiHPnzonU1FQhhBDR0dHCzc0txy5zxd2jR49KdPtImb538db39hPl186dO8Xy5ctFSkpKvstYtmyZ6N27twgLC8sxX8OGDQUA8cknnyiMuQO8Hw/l+fPnonr16qJChQpi0aJFYsaMGQKAKFOmjJg3b16hdJEvyLJixQpx7ty5HPM0bNhQLF68WDg4OIh169ZJ6bVq1cr1fa1evboA3j+SRrkrqV3cdaclOkobFwB5/bJQdwCU7du3S/sMGjRISr9586ZO/ucu6RhIaUbW9+/ChQsq86WlpYm0tLQS+75///332bbt5s2b2q4eFQJ9D1D1vf1ExcGLFy/Evn37RFxcnBg/frx0Xqpfv76UJ/N1bHp6ujhz5ow0lsXjx4+Fj4+PqFy5sujUqZNa18VDhw4Vtra2hRakf/rpp/net3379sLX11ds2LBB4X1auXKl6NGjR7bXJampqeL+/fuF+EkVTyU1QJcJ8f/9L0il2NhYWFtbIyYmplCe/1Ylr91Qf/31V7XmdW/WrBnOnDkjrb98+RK2tra4evWqwjMz/C9RONLS0vDLL7+gVq1a2Lt3b7bzcPP9z5usfy9JSUk5zpWc3d9XWlpars+q64KQkBDY2dnByckJBgYG0hgS2bXL1tYWL1++LMoqUhHRxvlJl+h7+4mKmwcPHsDb2xtpaWn4999/4efnp/a+QgisWLEC/v7+ueYNDg6Go6MjBg4ciL///rsANS58T548gRACHh4eStvS09Olc3vr1q1x8uRJzJ49G99++21RV1Nn3blzB56entK6rlxDF/T8xGfQS4D+/fsDAG7cuIHw8HCVeYQQCsE5AGzduhUAkJiYWLgVJACAiYkJhg0bhnr16mUbnANQOT8oqZaWlqaUllNwDgDVq1dXuyxdc/jwYdSpUwcVKlSAqakpqlatmuv/l/HjxxdR7YiIiLJXuXJlPH36FGFhYXkKzoH3P0I7OTkppDVq1EgpX6NGjVCnTh04OzsrPG+vq9zd3VUG58D7gTe9vLzg6ekpzfs+depUpKenQwiBmTNnYuzYsVi8eDEaN26MU6dOFWXVqRBxFHcdk99ffo4dO4b27dtL6ytXrkS7du1w4MAB9OrVCz/99JPSPikpKZgyZQrmzZuX7/qSesLDw9X+bMuUKaMzvwDqulu3bims79mzJ9d9rly5gvnz58PBwQGjR4+W0lNTU3MN7gtLXFwchgwZgvDwcJw7dw5GRqq/mjN+jAMAuVyOhw8fomnTpnj79m22ZY8aNUrT1SUiIsoXBweHfO+bNUBXVdbnn38uvXZ0dMy2rFq1ainNALNv3z44ODioDPy1Yfny5SrTbWxs4OXlhX/++UchvUWLFhgxYgR69uyJ+vXr47fffsMHH3yAhIQE1K9fX2vXOPomJiYGjx49KlAZDNB1zP379/O1X+bgHADGjRsnvf7qq6+y3Y/BedHIbuqP7Lx8+RJ2dnaFVJuS48aNGwrrPXr0yHUfMzMzTJ8+HQAUAnRt3kH/5JNPcOTIEQCAsbFxtj/QxMXFKaVdv349x7LLli1b8AoSERFpWdaAu3PnzkpTqGXOY21tnW1Zly9fxu3bt+Hj4yOl2djYwNLSUkO1LTyxsbFKwXmGgIAABAQEKKXXqFEDbm5uaNu2LUaOHInSpUsXdjX11u7duzF8+PAClcEu7lomhMD333+P4cOHIyYmpki7Nz9//rzIjqWv7t27h9WrV+PHH3/M036TJ0/G+fPneSc9F5nvKAN5H78hc/e31NRUjdQpPzKC8wyPHz9WmU8ul+e5bGNj43zViYiISJe4urqiTJkyAIBu3bqhX79+SoGmi4uL9NrCwkJpf+D9tMVGRkaoWbOmwnZzc/MSO57FrVu38Oeff2LSpEkwNzeHTCbDoUOHEB0djVWrVmH69OkYMWIEnj59irlz52LKlCl4/vy5ysdgU1JSEBYWViT11tvr4AIOUlfiFdYosZcvXxbbtm0Tv/32mzTy4Lhx40Tz5s0LbdTJrEuvXr1K5GjWuiLr9HX5WT777LMcj7FgwQLRo0cPvR3Zs6D/dzOPmJqXKQs15f79++K///5T+dlfunRJIW98fHye//8kJSUVeZuo6Oj7KOb63n4ifXT69Gnx3XffSefsqKgoUapUKQFAdOjQQWFE+NTUVFGlShUBQKxdu1bExsaKGzduKJSXeQrW8PBwkZaWJmrUqKF0Pm3durXCur+/f5Fdr2t7mTNnjvjvv/+EEO9nxMmYCu63337TyGeanp6uNCNVenq6dPx27doJIYTKWat0cRT3gIAAqT6cZq2QaPoC4OXLl6JNmzZ5+sMwNTUtlD+4qlWrqkzPPEc65V+zZs3U+hxq1qyZ4/bsHDx4UMpTqVKlImyZ7lD3vcpO5h+p7t27Vwg1zN7s2bNz/NwtLCxEWlqadFJcsGCB2n/bpB/0PUDV9/YT0XtnzpwR69atE4mJiUrbEhISxK1bt7Ld99q1a6JNmzZi/vz5Utrr169FQECA2LVrlxg8eLD4448/RP/+/aVzrLW1tRAi79MiF+elTp06IiEhQRw/flxp2+7du3P9jJYvXy58fX3FsWPHpLSUlBQxdOhQAUC4ubmJd+/eSdtGjhypcAxra2tRvnx5ERwcrFAuA3Q9pekLgAYNGuT5j6JcuXLizJkzRfZH+O7dO9GuXTsBQLi4uKg9z3pxknHn1MPDo1DKT0hIyPE9zvi118bGRty5c0d4eXnlmD8kJETpGFnz6JvU1FSF9o8aNSrPZTRq1EihDFUnd02KiIgQo0aNEqtXr87T3+TEiRNFnz591Mp77dq1Qm0D6Q59D1D1vf1EVHQ++eQT6Txrb28vhNCvAD235fXr19J7tXjxYim9TJkySnknTZokAgIChIGBgdK269evi61bt+Z4rNjYWOlYWQP0rVu3Fvn/jazWrVsn1YcBeiHR1AVAUlKSwgeWl8XGxkZcu3ZNKT0yMjJf5ZUuXTrH7VnLXbZsmfR6/fr1GnpntePly5ciLCxMoX2VKlUSGzZs0GjPgZzunmf+9TDjx4+rV6/m+rl5eHiIP//8U9o36/YHDx4olHvixAmlXxpLips3bwoLCwuF9ufnbzTrezhr1iy19nv+/LmYNGmS2L59e4GOl5fFzMxMrXykP/Q9QNX39hNR0cn8SFz58uWFEMrn9JYtW+Z6jra0tFS5b9bF1dW1QNcM2lhatGghfHx8ivSYFSpUyNN1UEJCgggKChKpqalCiPfXy+fPn1e4hi4oBuhFIC8XANnlefnypdoX16oWKysr8fTpU6X01NRU0aVLlzyVZWNjk2uebt265bi9OAoJCcm13Zp4liZzt5a8vn+LFi1S6zOcM2eOqFixolL6uXPnhFwuF/7+/sLExERKP3jwYIHbpWs09f9SVTmvXr0SjRs3Fs2bN8/2jrq5ubnC56EOuVyu0ZNS5h/O7O3tRbt27RR+/KGST98DVH1vPxEVnYyepQBEtWrVhBCK1xBjxowR//77r8rzdfv27aXXs2fPFkIIUalSpWzP79OmTRMrV67U6DWDvi1t27YVPXv2FGFhYUIIIX7//XcRFBQkjfU1evRoIYQQBw4cEACEiYmJeP78uUb+r6xdu1aqBwP0QpLTBYBcLhcJCQlCiP/dMe3SpYtSvsmTJxfoP5m5ubl48+aNUnpGHTKn+fn5qSzDzc1NzJgxQ9y4caPA/+mfPHlSuG+6BmV8PtbW1mq1rSBevHhRoGPEx8erDLzVXU6fPq0QtGVeGjduLHbt2lWg9umKtLQ0jX12ef28du/eLT7//PN8HTu3xx4AiH79+qlVpz59+uSrvVSy6HuAqu/tJ6Ki07hxY+kcXKdOHSHE/7pyu7q6ipSUFPHkyROV52y5XC6WLVsmvv/+e+k561u3bqnMm9HzMb+9brmov2SNrb7++muN/F9hgF4EsrsASEhIkJ4j/vLLL5U+8Mzy859mxIgR0utSpUopldO3b1+V5b97904asfL7778XAwcOFF27dlV4NqSg/6HHjRtXeG+4Bn377bcCgBg+fLjabVPlxo0b4vbt2yq3xcXFicWLF4tr166JLVu25Fr+hx9+mGOd09LSREpKSr4+l2HDhuWa5+7duwV+X3MSFBQkpk2bJp49e6ZWfrlcLkaPHi06dOggDYamSubRyDP+JjMvPXr0yFd9d+zYket7FhERIeRyeY6j8qvj6NGjuR4rLS1N4W8/u+Xly5f5ai+VLPoeoOp7+4mo6NSuXVs6Bzdt2lQI8X6k8TNnzogXL14IId4//paXa4Rz585lm1edHplcNLt8+eWXQgghDh06JAAIBweHfD3+umbNGqlMBuiFJLsLgNw+5Js3b6qdN+uybds2hT/MjOAjc55JkyZJ5QcHB4vx48dnG0RmpYn/xLpOVRCnbrvGjh0rAIjJkyeL/fv3S9uyTs0hhBBGRkbS9u+++y7X8n///Xe16l9YgwKuWrVKo+9zZnFxcdJxevfurdY+e/fulfbp1q2byjzjxo0TAMSUKVNEWlqaykC5ID88qPve5fT5ZjzLlBNHR0eV+/7999/i66+/Fv/8848QQqj1Aw2REAxQ9b39RFR0Mm5+Ae+nc1MlNjY2z+fs7PJmdL3mUrSLp6enwnr37t2FXC4X48aNExMnThTfffedcHV1FUeOHBFHjhwR3333nbhx44Y4dOiQmDdvnujQoYPCY6YM0AtJxgVA5rvijx8/VutDTk1NzfZ5lKzLu3fvxHfffSeWLVsm5HK5SEtLE5988olo0aKFNNdj5vy//PJLvtukif/Auur8+fNi0aJFYsmSJYXyh5tVXve/cuWK2m3JOsWEJpZFixZp8u1W8M8//+T5/4ixsXGO+6j73HZBvH37ViPvrZ+fn0hOTs72ONntl/EYhjp5df3vj4qWvgeo+t5+Iio6madZ++GHH1TmyTq7DABRt27dHMvNOp96hoSEBOHt7Z3r9cCpU6fEtWvXhJWVlXBzc1O4WcJF+wsD9EKScQHg7OwsjfCnTlfivCwZAXhuMu/z999/57tNqqZr8vX1zVOdDx8+nO/jF5ai+FLKLDQ0VK19Ll++LHx8fMSECRPy1J60tDS1us3nZcmYGqQwZD55ZX2vsqPq/b148aJYsWKFiImJyfZ5rpw+l/zQ1Pu7ePFileXL5fJsvzdUcXd3z/YY+ZlOjkomfQ9Q9b39RFR0IiMjRe3atUWzZs1ynJI18/m6SZMmuY4Onl2ALsT7LvRyuVzq2QlAPHv2TDx48EC8ePFCYbqx+Ph4qTdf5vIyehjev3+/0K+RuSgvDNALSdau0vl9Pjjzsn79epGamioOHDggrl+/rnZdMpdx9erVfLfpv//+UyhrypQpSvMIqrPokrS0NPHBBx/kuQ15HZSte/fuQgghkpOTpZEgc1pGjhxZ4LbFxcWJ7du3C0tLS418WRSWrD/8pKWliT179ogdO3ZI08nFxsaKR48eSftkrVvm7mFjx44V3bt3z7U9Dx8+LHDdNfVFbG1trVDuixcvlMaoyLxk96z+ixcvxK+//qrUxa1x48ZKY1yQ/tL3AFXf209Eumfr1q2iVatWIigoSK38OQXoGWJjY8XSpUvFyZMn1Sozc3lPnz6V0nv16iUA5bGzuBTewgC9kOT3WebsloLIXE54eLjGyso84FTmdA8Pj0L5T1cYNmzYkK/PIzk5Oc/7PH/+XNSrVy/XfPXq1ROvXr3SWBtjY2MVRhHNbVmwYIE4duyYWv8HX716JebPny/Onz+f53qlpaWpnIcy82jnW7duFQkJCcLe3l4AEH/88YcQQvH/W+nSpcXp06fz9FlMnz69QO9phqzl1qpVK99/45nfw5zypKSk5FqvrM+zEWWm7wGqvrefiIq/iRMnavw8/9dffwkHBwcxbNgwhfT09HRx//59IZfLRfny5fN8fVOQmYb0dWGAXkh0KUCfN2+eACAaNmwo3ZHMr3v37olPP/1UbNu2TSE9c12/+uqrXNvj7+9foHpoSl7ng8/8eRTGH2TmUfM1KSkpSbi4uEjHsbW1VXn8qlWrSvvMnj1bYZudnZ34+++/pQHa6tevr/AseOYBDnOTl7m9p02bpvTeZ50HdMqUKXl6n69du6aR93XIkCFSmceOHRN37twp8N95TlMaqjOoXIaMKRxnzZqlkbZSyaHvAaq+t5+Iij917qDnR25xws8//6x0beLp6SnNfOTl5SUuXbqksD23G3dclBcG6IUktwA9446gOouZmVmB63Pnzh217rzl1+nTp4VMJhPm5ubixYsXCvOqZxc8paWlFVp91KXuZ5C5m/iUKVOEEEIpcNTEkpcALK8SEhLE48ePxZMnT0RMTIwYNWqU0vH37dsn5c/rYxm1atVSuy5BQUH5fo9UBfdmZmZ5KkNTXr16JYYMGSKmT58undTCwsJEuXLlsn2PWrRokW29Hj9+LLZv366ReqekpIg7d+4U+Ec5Knn0PUDV9/YTUfFXWAF6bm7evKl0bVKzZk2RkJAgdu3apXKA6pzGx+Giesnv+ckAVCDffvut2nmdnJwKfLxq1arB2Ni4wOVkp2nTpnj48CGePn0KOzs7HD16FN9++y3++usvzJw5U+U+27dvL7T6aJq/vz/Wrl2LhQsX4ocffgDwvs2aZmRkpPEyM5QuXRru7u5wc3ODlZUVvvnmG6U8Xbp0kV7n9f/L1atXcf/+fRw4cACpqak55m3RokWeys5s6dKlSmnVqlXLd3kFYWNjg59//hnTpk2DTCYDALi6uiI6Ohpt27ZVyh8aGooePXpkW964cePw/PlzjdTN2NgY1apVk+pFREREVBDvY29FhoaGKF26NHr16qUyZlG1DxUOBugF4OXlpRAIVa9eHcOHD882f6lSpYqiWgXm4eEBW1tbAICdnR1mz56Ndu3aZRt0DhgwoCirpyQ8PFztvPXr18fIkSMxefJk6fOwtrYurKoVCTc3N3Tr1k0hzdDQsEBlVq1aFd27d8fy5csBvP9Sfv36NeLi4gAAcXFxmDZtWoGO8cUXXyisly5dGpUrV1Z7//bt2xfo+OrasWOHwvrevXsBAObm5tnuc+jQIfj7+xdmtYiIiIjyJbsAnXQDA/QCuHr1KipWrIhDhw5h6dKluHLlilLQkZmlpWUR1k5/3Lp1K8ftmX80+fDDD5W2Ozo6Kqw3aNCgQPUJCAgo0P758euvv0qvAwMDNVbul19+CQDo3bs3bG1tYWVlhX379qF///7Z9qhQxcbGJtc8iYmJ+P3339Uqb86cOfjll1/UPn5B2NjYIDY2FgcOHFC4c96vXz94eXmp1bbMlixZUhjVJCqWwsPD0aJFC9SoUQM+Pj7YvXu3tqtERFTiqQrQ69atq5T2xx9/AABMTEzy1Gt4y5Yt+Pfff/NfQX2noUcZSqzsnkHfuXOnyvwvXrxQyDdw4EDp9b///lvEtdc8VXOoA+9HQ9eW9evXK9Tl5MmTSp9TbvXLvL+fn5+4fPlyvp830dTAZZqU37YAEAkJCVp/hifzMn/+fG2/nZL09HSRmpqq9jgGbm5u4t27d9quNpUQJeEZ7MjISBESEiKEEOL58+eifPnyIj4+Xq19S0L7iUi/aesZ9KtXryoct379+uLt27dK+eRyufj333/Fo0ePRGpqqqhcubIwMDAQBw4cEPv371coY+LEicLV1VUcO3ZM2l/b14zaXjhIXCHJuAB4/vy5sLOzEwDEunXrctwn8wfz8uVLcfPmTREaGlpENS5cOQ04Nm3aNK3UqXr16lIdMgY4e/LkiTh//rzaA2tlbseZM2eEEEKcOnVKrT8+CwsLsWvXLmFiYiLatWunk4N5bd26Nd9fLh9//HGh5M3LMm7cOPHrr7+Ko0ePivT0dG2/nSr98ccf2db/q6++Eu/evdPZulPxVBID1Jo1a4qwsDC18pbE9hORflm0aJF0rVCzZs0iO25oaKjCdYq6kpOTpQHkhBC5llHQ67/OnTsXWTBdGAsD9EKS9QIgNjY2132ioqLE119/LQ4fPlzY1dOK9PR0sXLlSpX/EYt6RPcTJ04oHL906dL5KidzGdHR0UKI978aXrhwQVy7dk3ExcWpbG+bNm3EgwcPhBBCxMXF6WRwLsT7tmzfvl2MHj1aqvu+ffs0+iWU8dl7enpq/Avu448/1vI7mLv09PRs65+YmKjt6lEJpAsB6qlTp0Tnzp2Fk5OT9L2S1apVq4S7u7swNTUVderUEadPn1ZZ1qVLl4SXl5fax9aF9hMRFURSUpKoXbu2cHR0FLdu3Sqy4758+VK6RinIDwMLFy4UpUuXFnPmzFG5ffr06QrXQ/Xq1RMbN25U+/qvb9++KtNXrVql9eCbAboW8QJAteyCkdx6F2ha1uN7enrmq5x69epJZWR3l/PUqVPCx8dHyle3bt2CVF1r4uLipKn6NPUFlJCQIJUfEBCg8S+4zN2ldJmqupcpU0bb1aISShfOT0eOHBFTp04Ve/bsURmg79ixQxgbG4v169eLW7duiQkTJghzc3Px9OlThXwvX74Unp6e4ty5c2ofWxfaT0RUUHK5vFCn583Ojh07xNChQ8WjR48KVE5udc98TXTo0CGltJyW3r17K6XVqlUrT0F+5qVZs2aif//+Oh+gc5A4yhcDAwPUr19fKX3kyJFaqM3/rF69Ol/7bdiwASNGjEBQUBAMDFT/WTRr1gxXr16FeP/DFi5dulSQqmqNhYWFRqfq+/XXX1G6dGlpvTCmmFM11ZkuyjyrQ4bNmzcXfUWIikjHjh0xa9YsfPTRRyq3L1myBEOHDsWwYcPg6emJZcuWwdXVFWvWrJHyJCcno0ePHpgyZQoaNWpUVFUnItIJMpmsUKfnzU6fPn2wYcMGeHh4FKicvNQ9L1PGHj16VOXsPs2bN8/31LPu7u7Ytm2bQtq9e/fyVVZhYoBO+TZr1iytHTsmJkblH2f16tXzVZ6Pjw/WrVuH5s2bF7RqxcrixYsBAL6+vnne9+DBg4iMjES/fv0U0jt16qSRuhVHVapUUUrr3LmzFmpCpH0pKSkIDg5Gu3btFNLbtWuH8+fPAwCEEBg8eDBatWqV65SdycnJiI2NVViIiKj4UHXtPn78eIwcOVLpO719+/aYMmWKRo/fu3dvpbQqVaqgUqVKBS5bk9NOM0CnfGvbti3Gjx+vlJ6UlFTox160aJHK9KxTplHOJk2ahCdPnuDSpUtYuHBhrvk9PDzQvXt3pKeno0uXLnByclLK4+DggIsXL2L79u1ISUlR2j5o0CCN1F0XDRs2TCmN84qSvnr58iXS09Ph4OCgkO7g4IBnz54BAM6dO4edO3di//79qF27NmrXro3r16+rLG/u3LmwtraWFldX10JvAxERaY6qXqrLli3D2rVrVU5HbWFhgSdPniilZ3cHvWfPntke28bGJtubSELFtHN5UaNGDWzZsqVAZWTGAJ0KZPny5ahZs6ZCmpmZWaEfV9Xde1V3Lyl3bm5uMDQ0xJgxY6Q76fXq1VOZ99GjR9i3b1+2jwFkqFevHj755BOVXekHDRqE1q1bF7ziOsjT01Nh/cyZM1qqCZHuyHohJYSQ0po0aQK5XI7Q0FBpyXpOyTBlyhTExMRIS3h4eKHXnYiINEdVYJ1bd3U3NzeFPDKZDD4+PirzqrqBt3v3bsTGxuLVq1fZHktVV3rgfbwREBCQY/0AYMeOHbnmyQsG6FRge/fuVUqTy+WFdrx3796pTF+xYkWhHVMfmJmZ4cqVK5DL5Thx4oTS9h9//DFf5V64cEFh3djYGDt27MCAAQPQu3dvPH78OMf91fli1CUpKSn46quvcPjwYTRp0kTb1SHSGjs7OxgaGkp3yzNER0cr3VVXh6mpKaysrBQWIiLSbXXr1pVeV61atcDlCSFQp04dzJs3D7169cox748//oiPP/5Y5d35zL755hultLVr12Ly5MkYPnw43r59i8ePH2PUqFEKeSwsLPDZZ59l+8NyfjFApwJT9avT3LlzERkZmadyUlNTcfjwYYSFheWY7/vvv1eZ3r59+zwdj1STyWQwNzdXSp86dWq+ymvQoIHCurW1Nezs7LBlyxbs3LkT7u7uOT5j1LJly3wdV1uMjY0xf/58vX4WnwgATExM4Ofnh8DAQIX0wMBADgZHRKQnfv/9dwwYMAABAQFwd3cHAOzbtw+VKlXCvHnz8l3u119/jV27duGHH34A8D74d3NzU3gWvGvXrmqVlflHhAwjR46EqakpgPfXru7u7gqPLRobG+PNmzfYuHFjvtuQnaIfMpBKpAkTJmD58uXS+nfffYfvvvsOaWlpaj+Du3jxYkyZMgVWVlaIjo6W/ihU5cvq0aNH+R7RkZTJZDLY29sjOjoaADBv3rwCvb+HDx9Gnz590KZNG5W/Ms6ZMwelS5dW+eOLqufciUg3xMfH48GDB9L648ePERoaChsbG1SoUAGTJk3CgAEDULduXTRs2BABAQEICwtTugtBREQlk5ubm9Lz2d27d0f37t3zVV7W69EffvgBzZs3R+3atSGTybBs2TI4ODjAy8sr267wWVlaWuLixYuYOXMmEhISsr0ZmPVZ9awj2L969Qq2trZ5aI1qMlHQp+JLuNjYWFhbWyMmJobd6XLw7NkzlYHUgwcP1B4ZMfMf3Pz58/HVV1/lmg8Abty4AS8vrzzUltQRHR2N1q1bw9PTE9u2bYOJiUmByktNTc1xereEhASsWbMGz549U/gRRi6X88cXIhV04fwUFBSkspfLoEGDpCkGV69ejQULFiAqKgre3t5YunQpmjVrVuBj60L7iYhIczJf72UOUQ0MDKT1CRMmYNmyZYVynNwsX74c/v7+AN5Pv3zq1Kkcy87v+YkBei54AaCexMREld2ihwwZgp9//jnX/ZOSkpQGl1MVmKk6Dv8LlywXLlxAw4YNpXV+vkSq6fv5Sd/bT0RU0uh6gJ6SkoJOnTrh2bNnOHz4MNzc3HIsO7/npwI/gz537lzUq1cPlpaWsLe3R/fu3XH37t0c9wkKCoJMJlNa7ty5I+W5efMmevbsCXd3d6m7QlZr1qyBj4+PNFhMw4YN8eeffyrkiY+Px9ixY+Hi4gIzMzN4enpizZo1BW02ZZHdyO2bNm1Sa/++ffsqpR04cEApLSYmJm8Vo2KnoHfqiYiIiIg0zcTEBMePH8eNGzdUBueaUuAA/dSpUxgzZgwuXLiAwMBApKWloV27dkhISMh137t37yIqKkpaMk+TlZiYiIoVK2LevHnZzm3t4uKCefPm4fLly7h8+TJatWqFbt264ebNm1KeiRMn4ujRo9i2bRtu376NiRMnYty4cSqDP8o/mUyG0NDQfO+/f/9+pTRVP8pk/hEHALy9vfN9TNJNDNCJiIiISF8VeJC4o0ePKqxv2rQJ9vb2CA4OzvUZM3t7e5QpU0bltnr16klzMasa+h4AunTporA+e/ZsrFmzBhcuXJCeSf7nn38waNAgtGjRAgAwYsQIrFu3DpcvX0a3bt1yax7lQa1atTRanqrp1CZMmKCw/s8//2j0mKR9DNCJiIiIqLC5uLhouwoqaXyatYwuyDY2Nrnm9fX1hZOTE1q3bo2TJ08W6Ljp6enYsWMHEhISFJ5fbdKkCQ4ePIiIiAgIIXDy5Encu3ePU3IVktjY2Dzv8/TpU5XpFy9eVEq7fv26wrqFhUWej0e6jQE6ERERERWWK1euYOrUqQgKCtJ2VVTS6DRrQghMmjQJTZo0ybHrsZOTEwICAuDn54fk5GRs3boVrVu3RlBQUJ5Hdr1+/ToaNmyIpKQkWFhYYN++fahRo4a0fcWKFRg+fDhcXFxgZGQEAwMDbNiwAU2aNFFZXnJyMpKTk6X1/ASc+szS0hJJSUkoVaqUlPb8+XM4ODgo5V2+fDmuX7+ucnA5Vf7991+FdXWnb6PihSO2ExEREVFh8fX1ha+vr7arkS2NBuhjx47FtWvXcPbs2RzzVatWDdWqVZPWGzZsiPDwcCxatCjPAXq1atUQGhqKt2/fYs+ePRg0aBBOnTolBekrVqzAhQsXcPDgQbi5ueH06dMYPXo0nJyc0KZNG6Xy5s6dixkzZuSpDqQo6/zljo6OePbsmUKQPnjwYPzyyy9qlxkdHY0PPvhAIW3jxo0FqyjpJN5BJyIiIqIMxWlGn8DAQGzatAm//fZbvsvQWBf3cePG4eDBgzh58mS++vN/8MEHuH//fp73MzExQeXKlVG3bl3MnTsXtWrVwvLlywG8f4b522+/xZIlS9ClSxf4+Phg7Nix6NOnDxYtWqSyvClTpiAmJkZawsPD81wnUpYRpANARESE2sH569evAUCaTzezAQMGaKx+pDucnJwwYsQIlCtXDkeOHNF2dYiIiIiI1NKmTZsCzxhW4ABdCIGxY8di7969OHHiBDw8PPJVTkhICJycnApaHQghpC7qqampSE1NhYGBYjMNDQ0hl8tV7m9qaipN25axkGY4OTnhm2++yfEHnMmTJyus29raYteuXfj666+V8mb9XKnkWLduHZ4/f46OHTtquypEREREREWmwF3cx4wZg99++w0HDhyApaWldJfU2tpamht7ypQpiIiIwJYtWwC8nz7L3d0dXl5eSElJwbZt27Bnzx7s2bNHKjclJQW3bt2SXkdERCA0NBQWFhaoXLkyAODbb79Fx44d4erqiri4OOzYsQNBQUHSyPJWVlZo3rw5vvzyS5iZmcHNzQ2nTp3Cli1bsGTJkoI2nfJh/vz5OW5v2rSpUu+GPn36KOWrWLGiRutFuofPohMRERGRvilwgJ5xCz9jGrMMmzZtwuDBgwEAUVFRCAsLk7alpKRg8uTJiIiIgJmZGby8vHD48GF06tRJyhMZGanw8P6iRYuwaNEiNG/eXBpx7/nz5xgwYACioqJgbW0NHx8fHD16FG3btpX227FjB6ZMmYL+/fvj9evXcHNzw+zZszFq1KiCNp1y4OHhgcePH+d5v6xT52Unu6n3iIiIiIio5JDJZMXqOfSCkgl9am0+xMbGwtraGjExMezungdRUVFwdnbO835CCLXunL59+xbW1tb5qRoRUYmg7+cnfW8/EVFJkzkGyByiZk6fMGECli1bVpTVyrOCnp/4EC8VCicnJzx48AALFizI874ZPS+yc//+fQbnRERERERU4jBAp0JTqVIlfPnll3neb+XKlTluzxiDgIiIiIiIqCRhgE5aU6FCBYV1S0tLAICFhQX+/vtvlftkjD9ARERERET6RR8GEWaAToVu4cKF0uuVK1dCCAEhBJ4+fYq9e/dK2/7991/pdatWrXD16lWlspo3b164lSUiIiIiItKSAo/iTpQbf39/vH37FnK5XGn0/B49eiA2NhZpaWkoW7aswjYfH5+irCYREREREWnJ9OnTsXjxYoWbe/qIAToVOiMjI8yaNSvb7Rld24mIiIiISD9NmzYN33//PQwM9LuTt363nnSet7e39PrmzZtarAkRERERERUmVcF55gGkhwwZUpTV0QreQSeddvjwYezduxc9evSAm5ubtqtDRERERERFaOTIkbCysoKjo6NePAIrE5lngSclBZ1onoiIqDDo+/lJ39tPRES6qaDnJ3ZxJyIiIiIiItIBDNCJiIiIiIiIdAADdCIiIiIiIiIdwACdiIiIiIiISAcwQCciIiIiIiLSAZxmLRcZg9zHxsZquSZERET/k3Fe0tfJWHh+JiIiXVTQ8zMD9Fy8evUKAODq6qrlmhARESmLi4uDtbW1tqtR5OLi4gDw/ExERLopv+dnBui5sLGxAQCEhYXp3QVQbGwsXF1dER4erldzzLLdbLc+YLuLf7uFEIiLi4Ozs7O2q6IVzs7OCA8Ph6WlJWQyWY5569Wrh0uXLmn0+AUtMy/7q5s3t3w5bc/LNl39O9K1zzmv+2rzc1aVzs+5cPbl56ye4vw5CyHg5+eX7/MzA/RcGBi8f0zf2tpap/7TFiUrKyu9bDvbrV/Ybv1SUtqtbz8cZ2ZgYAAXFxe18hoaGmr88y5omXnZX928ueXLaXt+tuna35Gufc553Vebn3NO+/Bz1uy+/JzVU9w/ZxMTEymOzCsOEkdEREQl2pgxY3SuzLzsr27e3PLltD2/23SJrn3Oed1Xm59zcfmMAX7O6mzn56z5Mgvrc1ZFJvR1dBk1xcbGwtraGjExMTr1q1JR0Ne2s91stz5gu/Wr3USaxL8j/cDPWT/wc9Y9vIOeC1NTU0ybNg2mpqbarkqR09e2s91stz5gu/Wr3USaxL8j/cDPWT/wc9Y9vINOREREREREpAN4B52IiIiIiIhIBzBAJyIiIiIiItIBDNCJiIiIiIiIdAADdCIiIiIiIiIdUOwC9NWrV8PDwwOlSpWCn58fzpw5I21LTU3F119/jZo1a8Lc3BzOzs4YOHAgIiMjcyzz5s2b6NmzJ9zd3SGTybBs2TKlPHFxcfD394ebmxvMzMzQqFEjXLp0Kdf6hoWFoUuXLjA3N4ednR3Gjx+PlJQUhTzXr19H8+bNYWZmhvLly2PmzJnIOnZfcWv3hAkT4OfnB1NTU9SuXVtlHnXaXdzafvXqVfTt2xeurq4wMzODp6cnli9fnq+2F6d2v3r1Ch06dICzszNMTU3h6uqKsWPHIjY2tkS3O+t74OLiAplMhrdv35b4dstkMqVl7dq1OtHu9evXo2nTpihbtizKli2LNm3a4OLFi0r5cjp2djT1nU6kD+Li4lCvXj3Url0bNWvWxPr167VdJSoE4eHhaNGiBWrUqAEfHx/s3r1b21WiQtKjRw+ULVsWH3/8sbarUrKJYmTHjh3C2NhYrF+/Xty6dUtMmDBBmJubi6dPnwohhHj79q1o06aN2Llzp7hz5474559/RIMGDYSfn1+O5V68eFFMnjxZbN++XTg6OoqlS5cq5endu7eoUaOGOHXqlLh//76YNm2asLKyEv/991+25aalpQlvb2/RsmVLceXKFREYGCicnZ3F2LFjpTwxMTHCwcFBfPLJJ+L69etiz549wtLSUixatKjYtlsIIcaNGyd++uknMWDAAFGrVi2l7eq0uzi2fePGjWLcuHEiKChIPHz4UGzdulWYmZmJlStX5qntxa3dr1+/FqtXrxaXLl0ST548EcePHxfVqlUTffv2LdHtzqxbt26iY8eOAoB48+ZNiW83ALFp0yYRFRUlLYmJiTrR7n79+olVq1aJkJAQcfv2bTFkyBBhbW2t0Kbcjq2Kpr7TifRFWlqaSEhIEEIIkZCQIDw8PMTLly+1XCvStMjISBESEiKEEOL58+eifPnyIj4+XruVokJx4sQJcfDgQdGzZ09tV6VEK1YBev369cWoUaMU0qpXry6++eabbPe5ePGiAJDjRVdmbm5uShexiYmJwtDQUBw6dEghvVatWmLq1KnZlnXkyBFhYGAgIiIipLTt27cLU1NTERMTI4QQYvXq1cLa2lokJSVJeebOnSucnZ2FXC4XQhS/dmc2bdo0lQG6Ou0Woni3PcPo0aNFy5YtpfWS/plnWL58uXBxcZHWS3K7V69eLZo3by7+/vtvpQC9pLYbgNi3b1+223Wl3UK8DxIsLS3FL7/8IqXl59ia+k4n0kevXr0SFSpUEC9evNB2VaiQ1axZU4SFhWm7GlRITp48yQC9kBWbLu4pKSkIDg5Gu3btFNLbtWuH8+fPZ7tfTEwMZDIZypQpk+9jp6WlIT09HaVKlVJINzMzw9mzZ6X16dOnw93dXVr/559/4O3tDWdnZymtffv2SE5ORnBwsJSnefPmMDU1VcgTGRmJJ0+eFMt2qyO3dgPF8zPPrj42NjbSuj585pGRkdi7dy+aN28upZXUdt+6dQszZ87Eli1bYGCg/JVaUtsNAGPHjoWdnR3q1auHtWvXQi6XS9t0qd2JiYlITU2V/g7VPXZhfKcT6ZLTp0+jS5cucHZ2hkwmw/79+5Xy5OdRkMzevn2LWrVqwcXFBV999RXs7Ow0VHtSV1F8zhkuX74MuVwOV1fXAtaa8qooP2cqXMUmQH/58iXS09Ph4OCgkO7g4IBnz56p3CcpKQnffPMN+vXrBysrq3wf29LSEg0bNsSPP/6IyMhIpKenY9u2bfj3338RFRUl5bOzs0OlSpWk9WfPninVt2zZsjAxMZHqrCpPxvqzZ8+KZbvVkVu7geL5mWf1zz//YNeuXRg5cqSUVpI/8759+6J06dIoX748rKyssGHDhhLd7uTkZPTt2xcLFy5EhQoVVJZdEtsNAD/++CN2796N48eP45NPPsEXX3yBOXPm6GS7v/nmG5QvXx5t2rQBoP53S2F8pxPpkoSEBNSqVQs//fSTyu07d+6Ev78/pk6dipCQEDRt2hQdO3ZEWFiYlMfPzw/e3t5KS8ZYEWXKlMHVq1fx+PFj/Pbbb3j+/HmRtI3+pyg+Z+D9WCwDBw5EQEBAobeJlBXV50yFr9gE6BlkMpnCuhBCKQ14P7jQJ598ArlcjtWrVxf4uFu3boUQAuXLl4epqSlWrFiBfv36wdDQUMozduxY/P333znWV1WdVbUpa3pxa7c61Gl3dvmKQ9tv3ryJbt264YcffkDbtm1zbVPW9OLY7qVLl+LKlSvYv38/Hj58iEmTJilsL2ntnjJlCjw9PfHpp5/mWHZJazcAfPfdd2jYsCFq166NL774AjNnzsTChQsV8uhCuxcsWIDt27dj7969Sj0Fcjt2YX6nE+mCjh07YtasWfjoo49Ubl+yZAmGDh2KYcOGwdPTE8uWLYOrqyvWrFkj5QkODsaNGzeUlsw9TYD3P1T5+Pjg9OnThdomUlYUn3NycjJ69OiBKVOmoFGjRkXSLlJUlH/PVLiKTYBuZ2cHQ0NDpTsQ0dHRSncrUlNT0bt3bzx+/BiBgYEFusOUoVKlSjh16hTi4+MRHh6OixcvIjU1FR4eHtnu4+joqFTfN2/eIDU1VaqzqjzR0dEA3p/MimO71ZFbu4Hi+ZlnuHXrFlq1aoXhw4fju+++U9hWkj9zR0dHVK9eHd26dcO6deuwZs0a6U5sSWz3iRMnsHv3bhgZGcHIyAitW7cG8P7/7rRp00psu1X54IMPEBsbK90d04V2L1q0CHPmzMGxY8fg4+Mjpefl2Jlp4judqLjI72MomT1//lyazSM2NhanT59GtWrVNF5Xyj9NfM5CCAwePBitWrXCgAEDCqOaVECa+Jyp6BSbAN3ExAR+fn4IDAxUSA8MDFT4pS7jQu7+/fs4fvw4bG1tNVoPc3NzODk54c2bN/jrr7/QrVu3bPM2bNgQN27cUOgqeuzYMZiamsLPz0/Kc/r0aYVpeo4dOwZnZ2e4u7sXy3arI7d2A8XzMwfe3zlv2bIlBg0ahNmzZytt15fPPOOuYXJyMoCS2e49e/bg6tWrCA0NRWhoqNSl/8yZMxgzZgyAktluVUJCQlCqVCnp2XBtt3vhwoX48ccfcfToUdStW1dhm7rHzkoT3+lExUV+HkPJ6r///kOzZs1Qq1YtNGnSBGPHjlX4sYy0TxOf87lz57Bz507s378ftWvXRu3atXH9+vXCqC7lkyY+Z+D9mCq9evXCkSNH4OLikqfpaCkPimw4Og3ImBZn48aN4tatW8Lf31+Ym5uLJ0+eCCGESE1NFV27dhUuLi4iNDRUYfqf5OTkbMtNTk4WISEhIiQkRDg5OYnJkyeLkJAQcf/+fSnP0aNHxZ9//ikePXokjh07JmrVqiXq168vUlJSpDwrV64UrVq1ktYzpuRp3bq1uHLlijh+/LhwcXFRmJLn7du3wsHBQfTt21dcv35d7N27V1hZWamciqi4tFsIIe7fvy9CQkLEyJEjRdWqVaXjZNRHnXYXx7bfuHFDlCtXTvTv31+hLtHR0SX6Mz98+LD4+eefxfXr18Xjx4/F4cOHhZeXl2jcuHGJbndWJ0+eVBrFvSS2++DBgyIgIEBcv35dPHjwQKxfv15YWVmJ8ePH60S758+fL0xMTMTvv/+usE9cXJzax1bVbk19pxPpImSZmSEiIkIAEOfPn1fIN2vWLFGtWrUirh1pCj9n/cDPuXgrVgG6EEKsWrVKuLm5CRMTE1GnTh1x6tQpadvjx48FAJXLyZMnsy0zu/2aN28u5dm5c6eoWLGiMDExEY6OjmLMmDHi7du3CuVMmzZNuLm5KaQ9ffpUfPjhh8LMzEzY2NiIsWPHKky/I4QQ165dE02bNhWmpqbC0dFRTJ8+XWk6nuLW7ubNm6ss+/Hjx3lqd3Fr+7Rp01SWm/X9KWmf+YkTJ0TDhg2FtbW1KFWqlKhSpYr4+uuvFQLVktjurFQF6CWx3X/++aeoXbu2sLCwEKVLlxbe3t5i2bJlIjU1VSfa7ebmpnKfadOmqX1sVe0WQnPf6US6JusFfXJysjA0NBR79+5VyDd+/HjRrFmzIq4daQo/Z/3Az7l4kwnx//1QiYiIiEgvyWQy7Nu3D927d5fSGjRoAD8/P4WBGWvUqIFu3bph7ty5WqglFRQ/Z/3Az7l4M9J2BYiIiIio6MXHx+PBgwfS+uPHjxEaGgobGxtUqFABkyZNwoABA1C3bl00bNgQAQEBCAsLw6hRo7RYa8orfs76gZ9zycE76ERERER6KCgoCC1btlRKHzRoEDZv3gwAWL16NRYsWICoqCh4e3tj6dKlaNasWRHXlAqCn7N+4OdccjBAJyIiIiIiItIBxWaaNSIiIiIiIqKSjAE6ERERERERkQ5ggE5ERERERESkAxigExEREREREekABuhEREREREREOoABOhEREREREZEOYIBOREREREREpAMYoBMRERERERHpAAboRERERERERDqAAToRERERERGRDmCATkRERERERKQDGKATERERERER6QAG6EREREREREQ6gAE6ERERERERkQ5ggE5ERERERESkAxigExEREREREekABuhEREREREREOsBI2xXQdXK5HJGRkbC0tAQApKamarlGlF9GRkYwMOBvUkRUMgghEBcXB2dnZ738bst8fpbJZNquDhEREYCCn58ZoOciMjISrq6usLe3x6JFi2BnZ8cLgWJICIGUlBQcPHgQmzZtghBC21UiItKI8PBwuLi4aLsaRS7j/ExERKSL8nt+lglGKjmKiYlB2bJlcePGDRgZGcHJyUkv71QUd0IIvHv3DtHR0TA3N4eNjY22q0REVCCxsbFwdXXF27dvYW1tre3qFLmYmBiUKVMG4eHhsLKy0nZ1iIiIABT8/Mw76LmQyWQoU6YMhBBwcHCQurpT4QoKCkLLli3x5s0blClTJt/luLu7w9/fH/7+/rCwsICBgYEUpBsaGmquwkREWqKvvboy2m1lZcUAnYiIdE5+z8+8FayGjKDcxMREyzXJ2eDBgyGTySCTyWBsbAwHBwe0bdsWP//8M+RyudrlTJ8+HbVr1y68impR6dKlAXAsASIiIiIi0j06G6DPnTsX9erVg6WlJezt7dG9e3fcvXtXIY8QAtOnT4ezszPMzMzQokUL3Lx5UyFPcnIyxo0bBzs7O5ibm6Nr167477//8lSXjF8/isNdig4dOiAqKgpPnjzBn3/+iZYtW2LChAno3Lkz0tLSNHqs4hjkFofPkIiIiIiI9JPOBuinTp3CmDFjcOHCBQQGBiItLQ3t2rVDQkKClGfBggVYsmQJfvrpJ1y6dAmOjo5o27Yt4uLipDz+/v7Yt28fduzYgbNnzyI+Ph6dO3dGenq6NppV6ExNTeHo6Ijy5cujTp06+Pbbb3HgwAH8+eef2Lx5M4D3z+2NGDEC9vb2sLKyQqtWrXD16lUAwObNmzFjxgxcvXpVuhufsZ9MJsPatWvRrVs3mJubY9asWQCAP/74A35+fihVqhQqVqyIGTNmKPwYIJPJsGHDBvTo0QOlS5dGlSpVcPDgQYV6HzlyBFWrVoWZmRlatmyJJ0+eKLXt/PnzaNasGczMzODq6orx48cr/H+Ijo5Gly5dYGZmBg8PD/z6668afGeJiIiIiIgKmSgmoqOjBQBx6tQpIYQQcrlcODo6innz5kl5kpKShLW1tVi7dq0QQoi3b98KY2NjsWPHDilPRESEMDAwEEePHlXruDExMcKtgpsIuRQqYl7FiKSE5CJd5HK52u/RoEGDRLdu3VRuq1WrlujYsaOQy+WicePGokuXLuLSpUvi3r174osvvhC2trbi1atXIjExUXzxxRfCy8tLREVFiaioKJGYmCiEEAKAsLe3Fxs3bhQPHz4UT548EUePHhVWVlZi8+bN4uHDh+LYsWPC3d1dTJ8+XTo2AOHi4iJ+++03cf/+fTF+/HhhYWEhXr16JYQQIiwsTJiamooJEyaIO3fuiG3btgkHBwcBQLx580YIIcS1a9eEhYWFWLp0qbh37544d+6c8PX1FYMHD5aO07FjR+Ht7S3Onz8vLl++LBo1aiTMzMzE0qVLpTzv3r0Tt27dEu/evVP7fSUi0kUxMTECgIiJidF2VbRC39tPRES6qaDnp2IzSFxMTAwASKNvP378GM+ePUO7du2kPKampmjevDnOnz+PkSNHIjg4GKmpqQp5nJ2d4e3tjfPnz6N9+/ZqHdsQRtjWbb/mGpMHs+9PgWnpgj/7Xr16dVy7dg0nT57E9evXER0dDVNTUwDAokWLsH//fvz+++8YMWIELCwsYGRkBEdHR6Vy+vXrh88++0xaHzBgAL755hsMGjQIAFCxYkX8+OOP+OqrrzBt2jQp3+DBg9G3b18AwJw5c7By5UpcvHgRHTp0wJo1a1CxYkUsXboUMpkM1apVw/Xr1zF//nxp/4ULF6Jfv37w9/cHAFSpUgUrVqxA8+bNsWbNGoSFheHPP//EhQsX0KBBAwDAxo0b4enpWeD3johIFz0JDtd2FXRCWEgELMxj/pcgMr8UqtMzTWCTeS4bQ0MD2LiVhWU5cz4SRUREWlEsAnQhBCZNmoQmTZrA29sbAPDs2TMAgIODg0JeBwcHPH36VMpjYmKCsmXLKuXJ2D+r5ORkJCcnS+uxsbEaa4c2CSEgk8kQHByM+Ph42NraKmx/9+4dHj58mGs5devWVVgPDg7GpUuXMHv2bCktPT0dSUlJSExMlAZl8/Hxkbabm5vD0tIS0dHRAIDbt2/jgw8+ULgYatiwodJxHjx4oNBtXQgBuVyOx48f4969ezAyMlKoX/Xq1Qs0AjwRka5KikvG+n7btF0NnbDuky0wNSil0TLNrEvBvrIdHKrYwb5KOdhXtoN9ZTvYuJaBgaHOPh1IREQlQLEI0MeOHYtr167h7NmzStuy/sKdEYjmJKc8c+fOxYwZMxTS3Cq44dMD3VGxogdMS2n2IiA3JmbGGinn9u3b8PDwgFwuh5OTE4KCgpTyqBPMmpubK6zL5XLMmDEDH330kVLeUpneK2NjxXbIZDJpZPnMdzKyI5fLMXLkSIwfP15pW4UKFaQBBHnHg4j0wdmN/2q7CjqjrEsZlDIqpfj9L8v4R0Waqnz/n5aanIa3ETF4F5OEp8H/4Wmw4qCyRqWMUM7D9v8DdzvYVy4Hhyp2KFfRFkamxeKSioiIdJzOn03GjRuHgwcP4vTp03BxcZHSM7pfP3v2DE5OTlJ6dHS0dFfd0dERKSkpePPmjcJd9OjoaDRq1Ejl8aZMmYJJkyZJ67GxsWjSpAmMzYxgUtoEpqV0e6o1VU6cOIHr169j4sSJcHFxwbNnz2BkZAR3d3eV+U1MTNQeRK9OnTq4e/cuKleunO/61ahRA/v371dIu3DhgtJxbt68me1xPD09kZaWhsuXL6N+/foAgLt37+Lt27f5rhcRkS5KfZeKowtParsaOmPy359rdB701KQ0vHj0CtH3X+D5g5eIvv8S0Q9e4MWjV0hLSkPU7eeIuv1cYR+ZgQy2Fcq+D9qr2MGhcrn/D+DtYGZVtD/sExFR8aazAboQAuPGjcO+ffsQFBQEDw8Phe0eHh5wdHREYGAgfH19AQApKSk4deqU9Oyyn58fjI2NERgYiN69ewMAoqKicOPGDSxYsEDlcU1NTaVns4uj5ORkPHv2DOnp6Xj+/DmOHj2KuXPnonPnzhg4cCAMDAzQsGFDdO/eHfPnz0e1atUQGRmJI0eOoHv37qhbty7c3d3x+PFjhIaGwsXFBZaWltm+Jz/88AM6d+4MV1dX9OrVCwYGBrh27RquX78ujfKem1GjRmHx4sWYNGmSNHZAxsjxGb7++mt88MEHGDNmDIYPHw5zc3Pcvn0bgYGBWLlyJapVq4YOHTpg+PDhCAgIgJGREfz9/WFmZlbQt5SISKeE/nEz90yUb8aljOBcwwHONRQfoZOny/E6/C2i77/E8wcv3gfu//86KTYZL5+8xssnr3Er8J7CflaOlnCobCcF7Bl33S3tLdjri4iIlOhsgD5mzBj89ttvOHDgACwtLaVnxq2trWFmZgaZTAZ/f3/MmTMHVapUQZUqVTBnzhyULl0a/fr1k/IOHToUX3zxBWxtbWFjY4PJkyejZs2aaNOmjTabV2iOHj0KJycnGBkZoWzZsqhVqxZWrFiBQYMGwcDg/XNzR44cwdSpU/HZZ5/hxYsXcHR0RLNmzaSeBz179sTevXvRsmVLvH37Fps2bcLgwYNVHq99+/Y4dOgQZs6ciQULFsDY2BjVq1fHsGHD1K5zhQoVsGfPHkycOBGrV69G/fr1MWfOHIXB6Hx8fHDq1ClMnToVTZs2hRAClSpVQp8+faQ8mzZtwrBhw9C8eXM4ODhg1qxZ+P777/PxLhIR6a59U49ouwp6ycDQAHbuNrBzt0GNtlWldCEE4qLj8fz/77Q/v/+/u+6xz+MR+ywOsc/icP/sY4XyzKxLwb6SndJddz7nTkSk32RCnQeAtSC7X5UzB4tCCMyYMQPr1q3Dmzdv0KBBA6xatUoaSA4AkpKS8OWXX+K3337Du3fv0Lp1a6xevRqurq5q1SM2NhY+Pj44fPgwKlWqpPBcNRU/SUlJePz4MTw8PPhZElGxkvjmHa4dvoXfvz4EAEiWJ+GnZ/MQExOj0S7exUVsbCysra11uv3vYpIQ/eB/d9wzgvjXYW8h5Kovv7I+517e2wlVm1WCcSmdvadCRESZFPT8pLMBuq6IjY1FzZo1ceTIEVSsWJFdpou5d+/e4cmTJwzQiYqYqsE5U5PSsLrnJnjUr4Cu09Sb9lIXPbzwFEbGhnDzc8k9cwH81P1nPLn0v6nVGKDrfoCendSkNLx8/EoK2DOC9xePXiItWXkMmFKWpvDuUB2+3b1RuUlFGBoV/R32pLhkXPg1GBe2BqN8TSf0WdpNYwPZEhGVJAU9P/HnWDXExcUBeP+Me1EF6GkpaXgbGQvLchYwNS9+A9PpqsTERADKo8oTUeG5tCsUf8w4hs9+6Qv3uv/rvXRkznGEh0YiPDQSLUY1gpWDZYGP9S4mCWbWRffjW+Lbd1jTczMAYEHY94XaNTlzcE7Fm3EpIzh5OsDJM/fn3O+dfoSYqFhc3n0Vl3dfhblNafh0rgHf7t5wr1cBBgaF+xx7zLM4nP35X/yz5TKS4t5PQ/vyyWu8jYzB0F/6oXRZ3rggItIkBuhqePv2LUxMTPDixQsYGxtLz3IXppdPXiM1KQ1xb+NhZGoIK3tLBuoFIIRAYmIioqOjUaZMGRgaGmq7SkR6Y+fEAwCAX4btxLTQyVL6tSO3pdcp71ILfJwzGy7gwLS/0GdJN9TrU7vA5akj/mWC9Do5IaXQRuxOTkgplHJJt6h6zl0uF3h6ORwh+6/j6qFbSHiViH+2XMY/Wy7D2skKtbt6oXY3b7j4OGl00Lnn91/g1NrzCN5zDemp76dFta9ih7of18LJNefwNPg//NTjZ4z49VOUKW+tseMSEek7BuhqEELA1tYWL168wNOnT4vkmG/+e6uY8N/7uV6pYMqUKSNN0UdERSsl8X9B+KFZgYiJitVo+Qem/QUA2DnpQJEF6GnJadLrlEIM0F8+flUo5ZLuMzCQwaN+BXjUr4BuMzviwbnHCNl/Azf+vI2YqFicWvcPTq37B3buNqjdzQu1u9eEY9Vy+T7e40thCFp9HjeP3ZXSPOpXQIvPG8GzTVUYGMhQo101rO+3DdH3X2Jlt58x/Nf+cKxmr4nmEhHpPQboajIyMkKVKlWQklI0dzF2DfpJKe3r02OL5NgllbGxMe+cE2lRatL/AvSgNecVNxbT0VCS4pOl14V5l1tV1/ny3k7As0I7JOkgQyMDVGteCdWaV0Lq3A9xN+gBQg/cwM1jd/HyyWscX34Gx5efgZOnPWp380btrt6wdSuba7lyucCtwLsIWn0eTy6/f5RCJgO8OlRHi1GNFB5NAQDHquUw7sBnCOj/Pkhf9dEmDN3cD+711BuAl4iIsscAPQ8MDAyKbGCxuIgEpTQOakZExZk8PfcoPPrBSwStOYdW45rCzt2mCGpVMHeDHkqvXzx6BfvKdoVynDsnHyilVfygAnC8UA5HxYBxKSN4d6gO7w7VkZyQgluBdxGy/wbuBj1A1O1oRN0+gT/nnUAF3/Lw7e4Nn85esHZUHOchNSkNV/ZeQ9Da83jx8H0vDUMTQ9TtVQvNRzTM8f9zmfLWGLvvM2wc9BueBv+HdZ9swadrPoZXu2qF2m4iopKOAToRERWZxDfvEHkr+9u+qz7ahIRXibi4IxTzHn8HI5O893pxqJb/7r15IYTA3yvOSOupSWk55C6Yw7OVI/EmQxsAswrtkFSMmJqbwLd7Tfh2r4nEN+9w/ehthO6/gQfnnyAsJAJhIRE4OP0vVGzoDt9u3qjStCKu/nETZzb+i7joeADv52VvOKAumgxtACt7C7WOW7qsGUbuHIitI3fj9t/38cuwnfh4YRfU7+NbmM1Vm6rZI4iIdB0DdB2U8DpRZXr8qwRY2JoXcW2IiDQn5MAN7Jt6JNvtCa/+9/338J8nqNa8Up6PYVq6aAbUzPpdnZ6qPD1WYbKw4fmAlJUua4YGfeugQd86iI2Ox7VDNxF64CaeXA7Hw/NP8PD8E4X81k5WaD7iA9TvVwelLEzzfDwTM2MM3tgHu786hMu7QrFr0kHERcej1dgmGguOhRBIfPMO5jal1d7nzskH2D5+H2zcyqLFqEao2bF6oc6yQESkKQzQddBfi4NUphfm3RkiosKQniZXWM8pOFci8vdgelFdhB/44ajCelEG6Av/+0GaApQoO1b2FmjyWQM0+awBXoe/xdU/biJk/w1E3nwGJ097tBjVCLW7ecPQuGDjsxgaG6LPkq6wsjfHiZ/O4c95JxD3Ih5dp3co0DRwLx6+wpV913Bl33W8evIGdT7yQfcfO6B0mZyndruy9xp2TDwAeZocCa8TsXXkbti6l0XzEQ1Rr3dtGHP+diLSYQzQdVDsc9UXXbPrL0PHr1uh9fimSE5I4bRrRKTzzm++qFY+IQSOLzutkJYx53JeyQyLpktryP4bCutpKUUToE+96F+iuu0mJibC09MTvXr1wqJFi7RdnRLLxrUMWo5ujJajGyMpPhmm5iYa/X8kk8nQaUobWNhZ4OD0v3B240XEv0zEJ0u7wchU/cvNuBfxCD1wA1f2XUd4aKTCtit7r+HBuUfotbArPFtXUbn/6YB/cHDGMQBA7W7eKFfRBuc2XcKrJ2+w99sj+GtREBoNrge/nj4FGudCCAEhUOjz0BOR/mGAroNSchgJ+M/5J2DjVha/jt6D2t288enqnkVYMyKivMmY+ixXAji68KRC0tZRv8PJ00GtgddEprvtj/8Ny1MdNaWw7qBnfs7dsbo9ypawOadnz56NBg0aaLsaeiU/XdnV1Wz4B7AsZ44d/vsReuAGEl4notWYxoBMBpkMSv/KZDJABrx++gZX9l3HvdOPIOTv/54NDGWo0qwS/D6qCStHK+z55hBePHyFjQN/Q/1PaqPLtPbS1IZCCByecxxBq9/PENF0aAN0md4eBgYytBjdGJd2hOBUwAW8CX+LwCWnELjkFMp7O8Kncw3U6uwFOw/1g/XX4W/x6+g9ePn0NVqPbYJGg+rl6UcIIqKc8NtEB1naW+a4/dfRewAAoQduoP+qj0rUnRQiKjnyckdZZNOdfUHzVfji+Cg4eTrkuH96qjzH7UWhsAL0P+efkF7bVyqcUeK15f79+7hz5w66dOmCGzdu5L4DFQu+3WuidNnS+GXYTtw/8wj3zzzK0/4VfMujzkc1UaurNyzt/jfWwqS/RuLPBSdwZv0FXNwRinunH6H34q6o1MgDu7/8A5d3hQIAOk1pjZZjGkvXR6alTdDkswZoOLAerh2+hYvbQ/Dw/GNE3HiGiBvP8Oe8E3CoWg52HjawdrSEtaMVrBwt4eTpgPLejgrXWXdOPsBvY/ci8e07AMDBGcdwdtNFdPqmNTwauCEuOg6x0fEoZWmKig3cCvhOEpE+YoCug1xqOiL496tq5X34z1NUbuRe4GMKIZDyLrXIBlciopLvwA9/qp1Xnp59gL24zVp8d9EfZXK4c1zUA7Q9Df5PKe3SrlC0GNVIY8d4+eQ1fh27VyHtxaNXGiu/oE6fPo2FCxciODgYUVFR2LdvH7p3766QZ/Xq1Vi4cCGioqLg5eWFZcuWoWnTptL2yZMnY+HChTh//nwR154KW7XmlfD574Nx6MdAxL9OAMT//xD3/7/FZbzO+NfUwgRe7avBt3tNlKtoq7JMYzNjdJ3WHt4dqmPnpAN49eQNAvpug31lO0Q/eAkDQ1mOo8gbGhnAt5s3fLt5I/5VAm4cvYNrh2/jwdlHeH7vBZ7fe6G0TxlnK3i1rwbv9tXx+HI4AhcHQQjAtbYz6nzkgxM/ncXrsLfY9v83TzLrt7IH6nzkk/83kYj0EgN0HRS855raebeP34fvL08s8DH3fnsE/2y5jPGHhqGCb/kCl0dE9M/WYLXz3jx2N8fth+ccR/9V2T/SkzVAz5he6fn9Fzi36SJajW2KMs5WatcnN48vKXejf35X+eK+IOY1XqmUpsk2FFRCQgJq1aqFIUOGoGdP5c9m586d8Pf3x+rVq9G4cWOsW7cOHTt2xK1bt1ChQgUcOHAAVatWRdWqVRmgl1CutZzx+e+DNF5uxQZumBQ4CkfmHMe5TZcQ/eAljEoZYUAe5mG3sDXHB/398EF/PyS8TsSTy+GI+T/27jusqeuNA/g3BAhDNsoWcQ8UEPdCHChubetqXVWrP7fUWVv3aNVaW/e2dddZWydOVJwICuIWBEVEENkESO7vD+SSSwZJCCTA+3kenif33HPvPddIyHvPOe95l5r/E5+GT3GpeH3/DT7FpeLGrru4sesue2yrb7zRb3F36Av00WKwF65uvYmrm4ORm5WLKramMDQ2RGL0Rxydcwounk4yHzjkZOUi+c0n2NUpm2UhCamoru24jaubgzH+8IgS5ZXQJRSg6wCGYcCIGTbz8JuH75Q+NuVdKrLThDAyK9l8spt/3QMAnF9zBWP2fF2icxFCiKrO/HxJ4f6crFyF+4sG6GIRA74+D+v77kRWSjbeRsRj8snRAPKXRzOxMlZretDji8+xY/h+lY9T1dsI2X8H+i3xL/VrK8vf3x/+/vLbs2bNGowePRpjxowBAKxduxbnzp3Dpk2bsGLFCty6dQsHDx7E4cOHkZ6ejtzcXJibm2P+/PlldQukHBOYGKL/0h5w794Adw+Foc2IZqjRzEWtc5lam8gM7HOzcvH8ehQizj3Bo/NPkZOZiwHLeqD5IM/Cdpgawm+6D7pMyR8ZosfXg1gkxuZBf+HVzdfYO+EoJv/zrdQc9T3jj+DxhWf4dvcQNOxaV+raSa+TkZudC/t61dS6J0Iqi4IVVf5ddB6jdg3Wcms0gxaE1JKMj5nsF7Bdow7il/br1V5G7f4x5Xvci6PmqkaEEMJRdHm1kioumM5O5WZ8f3gqEgCQlZINAIgJfYv7xx5ihtMiLGi8CqdXXMTHN5+QJ1Ttc1dWcN5pUlsA0OjKGjGhb2WWW7lYauwapSknJwchISHw8/PjlPv5+bG95StWrEBsbCyio6OxevVqjB07VmFwLhQKkZqayvkhpE47Nwxd11/t4FwRA2MDNOxaFwNX98GC0O+xOHwmJziXpMfXYzta9Ph6+HrdAJhYGeNt+DucWn6BUzf2QRweX3gGALjwe5BUDo5Xt19jVaeN+LXLZjy5/KJE95DxMRNxj+JLdA5CygNNf+/QJgrQy1hOVi6u77yNBY1X4bduW/H6/htEBj5D0utkvLwZre3mUYROCNEIRsGccnUoWnLt2vZb+KXDek5Z0LZb3PaIGeyffJzdvrzhBpa3/J1Tpi5X7/zAwK5uVWSlZkMsLvnn6LsnCTLLy8uSTomJiRCJRLCz4yb3s7OzQ3y8esHCihUrYGFhwf64uGg+ICNEHj2+nkrrp1s4mGPw2n4AgGvbbyPi3BN23+UNN9jXMaFvEX03lt2Oi3yPnSMPIC87D4yYwd4JR5DwIhFPr77EvolH8SI4Wuk2ZKcJsa73DvzWbUuJvmN+jP2Ev2ecxIeXupMDg5CKjAL0EkiM/ohb+0IgyhMjMzkLp5ZfQPxT2V+qCvwz/wxO/HSW3d49+hBnvzqJjngqfGHLE+Yp7DFiNPDFkhBCNBGkSnpxI4rNmlyUrKXcYkPf4vDMk8Wet6CnXV4WeWUU9JolRn3E/EYrsWvkAbXPVSB4912pshaDPUt83rJWdORDQW6AokaOHFnsGuhz585FSkoK+xMbG6uwPiHa1rBLXXT4rhWA/JxBCS8S8eFlEsJP53/u1Pqc5PfKpvxRJYlRH7H9m73IThXCrUV11GjuguxUIdb6b8W2oXsReiJCqjdeHoZhcHTuKSRGfwTDAIG/Bal9H7/33IY7B0JxbN5puXUyPmaW6HOUEFKIAnQ1JcUk4+e263Bk1n+4vuM25ruvxOUNN7C60ya5xwgzcnB7fyinLC0hnX19Y9cdmVlAixs2eWuvcomYxCIxlrZYi8Xea+QOA6HPVkKIJijKyq6ua9tvFV9JQtHPW3keX3yO+e4rEXoiXJ1mQY+fH3BmfsoCI2bw+OJzpLzT7PDrqrVsMPDXvho9Z2mytbUFn8+X6i1PSEiQ6lVXlkAggLm5OeeHEF3X84cuqNnKFcL0HOwefQjnPmeBb9i1Lr5Y0RM8Xn6SzNAT4VjfbydS36fDoUE1jNo1GCO2DYSlozlyMnOhp5//lf1t+DtOTo7c7DwcmfUvLm8q7JUX5YpwbtVlhB4Phx6fBz19Pby4EYXoe/kPtcRihu2sSU/KkNszzjAMEqM+IiMpEwDw7vF7mfVu7rmHBY1X4d7fyq1AVCAvR4S4yPcU2BONqEirTlOArqSYMO58wM0D/2Jf/7v4fLHHn/n5IubVXaGwzuOLzxF++rFUeY8fuig87m1EPPJyRFjXeweOzPpXbr2slGykJ2YgMzkL6YkZsivRhyQhRAPEpTAXrLTWOt8xfD+yPmVj38RjxVeWgacn/af02A/ye5rU4da8fA3nNjQ0hLe3NwIDAznlgYGBaNNGc0vREaLr+AZ8DNv8JSzszZDwIhFh/0QAADpNbIdqtW3R8HNyun0TjyE9MQNO7vb47sAwmFgaw6xqFYw/PALdZnTErKsTYW5vBnGemM1RUdBLfmvffZxaegGxD+KQ9iEd6/ruxIXfrwEAus30RbMv85d6u/jHNTAMgw19d2JJs99w91AYVvluxOoum6SCdLFIjN/8tuDndoWrSRQ8JJDEMAyOzjkFADizUnayT1GuCJ/epgAAXt6MxtMr+fPqj8z6F2u6bsbdz+vXq4JhGFzfdQdRd6RX1CCkvKMAXUlbBv2Fj7Gf2O1kiddFFR3ayTAMLq67rva1q9a0gZG54iztoSfC8fr+G9zadx+3998vtl3r++2UWYfic0KIJhSdA64JfEO+xs9ZVMHnvFjMYMvgPTgU8A+7L+FFolR9KxdLmV9ai1s2TlXu3Rto9HyakJ6ejrCwMISFhQEAoqKiEBYWhpiY/C/MAQEB2L59O3bu3InHjx9j+vTpiImJwfjx47XYakLKnlnVKhixfRD7GVazlStqfH7o1vF/hQ+sarWpgf8dGQmzqlXYMtsa1ug63Qe2Nazh1rw6ACD68zKPN3bfxT2J4Pb0ios4MOU43jyIg7GlEYauH4BOk9rBd2I78Hj5HUG3993H6/tvkPExE4cC/kFGUiZEOSIE/8WdVpPwIhFxkdwe89T4NAgzczhlkgktbapbybz/0z9fxNIWaxEZ+AybvvwT277eh/SkDNw7nN/jrs7w+8cXn+PEj2ewof8utoxhGFzZHPx5lAKDDy+TIMzIgTAzh3rpSblCAboKnl9/BaD4uZUJz7lr4Za014dvyMeC0BnsMEpZDk0v/BJ5eOa/2D3mkFSdjI+Z7Gt5DxhoDjohRBOu77yt8XN+kBEga9pv3bYAAOIi3uH5tVe4eyiM/WKXGPVRqn6Hsa0UfjaXVKNu9fC/IyPQoEudUruGuu7duwcvLy94eXkByA/Ivby82EzsgwYNwtq1a7F48WJ4enoiKCgIp0+fhqurqzabTYhWVPdywuC1/WBfvxp6/diVLXdrXh1dpnVA+zEtMWbP1wqXzS0I6qPvxSLpdTJOLszPv9F+TEvwDfTw/NorPAt6BQMjfUw68S2a9m8MHo+HqjVt0LBrfk/98R/zR/cIquRPn6xiawoAuPt3GCf4fhuev9KQWVVTTDszFiaWxgCApCKfgw/+fcS+zikSvBdMdbq6+SYAYNe3B9l9t/YUTs+UTH758tZrRJwtTKgnT6zEyNaNX+zGlc3BmOm8GP8tCUTgmqu4czAUv3RYj/V9d2Bh41VsQlCxSIy7h8KQ/LlHnxBdROugq+DwjH/RckhTiHIUJ3Jb3WkTZl2diGq1bQEA7599UFi/OHp8HgyM9GFkboTMZNlJkoqKOPMESa+TEXL0AdqMaI4qNqZY7bux2OMYUIBOCCk5RqT5z5Kwk4/Qd3F3Tu+SphUsyyb5IFaUI4K+QB9H5vwnVV9QxZBNEldUWmIGzD5/+VWF5Px9+3rVUKt1DZXPURY6duxYbK/UhAkTMGHChDJqESG6zauvO7z6ukuVd5/pq9TxbhIB+vWdtyHOE6NOOzf0WdgNYpEYN3bl94L3XdwddnWqco5t920LPDr/lO00GrP3a+Rl58HZwxFru29F0utk3DkQivajWwIA3jzMD9A9+7jDuYkjbN2sERP6FonRH+HYyJ49r+SDy7QPhXmVgrbexOlfLsFXYoSAZCfQ2VWX2dfZ6UL83nMb6ravyY44HbFtIDI+ZiIjORMGAn149msM82r5n/3CjBwkvf7EHv/q1mu8uvWac7+HZ+RP+Xz3OD95c+jxcAz+rS8urruG879ehYunI6aeGsv+e354mSR3CT0AyM3KBV+gX25W0iDlGwXoarjwe/FDcS7+cQ1D/ugPAPhn4dliahfj8+eZgUC1t2tFmz8AAK/vv8UXP/eU2i8WiaW/WFJ8TgjRAE1ncS9wdO4pDN86kP2SlJ4kJ59GCYjFDOdLWMixh2g5pClS49Ok6jbt30TuGsP5vUmqBehikRgHpp5gt72/aKLS8YSQisuhoT0MTQyQnSrEjc8rPXQY1xo8Hg9dpvngdcgbuHg6oeXQplLH1m7nBrt6VfH+6QfY16+GGs1c2BUV2o5qgZMLz+HfRedgVrUKPPs0wpuI/ADdqbEDAMDWzSY/QP8ckL8OeYOouzGchJjpiRkQZubg8PcnEXYyv2ddmeHrGUmZyEjKRGxYHFv259i/OXWu7byD2UGT8DEmGRu/2C0/l5ICp5ZdYKdfxYbFIepODNxaVMf6vvnTPg2M9FGrrRv+mX8W9vWqovWwZhBUEUCYLsQv7dejelMnjNnztcxzFyRf5suY8qQMUa4IfAM+Pr1NwZUtwWg3qiVs3azVOhcp/yhAV9EMp0VK1ZPMsJmTmaugpmwD1/TB3wH5SwQVfNE1MOKuv1mnnRueX48q9lxPL7/A8pa/S7cxM1dqKBXN0SGEaEJpfZZEnHmCh/9FwrNPIwDAkVnSvdollSfM4zxg+HfRebQcIv2FFwD0Dflyh7grWtJSntATEQg9XphN3qYGfUEjhOTj6+vBtakznl+PgjhPDFs3a9TrWBsAYGZrimlnvpN7LI/HQ485nbF/8jF0ndaBs9xhu29bIO5RPO4dfoBD00+gbvuaiIvIf/Do3ORzgF4z/7MoMSo/mdy6PjukriEWMbj4+zU2ONek5NhPiIuMR+BvQWoF54B0bpTdYw7BxcOR3S66ktLZlfm9/BYO5sj8lIUnl16w+zI/ZSFwzVU07FoXYjGDbUP3AgC+/XMIXt16Dd8JbWFqbQKxmMGd/fdxZVMw+i31R33f2lLtehb0CjuG70Pfxf6493cYYkLfIvzUY/wUEqDWfVZaFSiNO81BLyXCdCGA/Cdq6nxJ8+rbmH1dMCTIwJj7POXb3UNK0ML8IUIAkPpeoleI4nNCiAYwpbDMWoHEV4XZhp8FvVRY161ldUw8MYrdnvTPtxBUMYRNDSu4+9eXe/6k18nsdnaaUOHDWXlD3MVqDPMv2huvbm8MIaRiqiGxokO7b1uoNOS6kV89LHs6Fx69G3HK9fh6GPhrH1SrbYvc7DwEbb8FYUYODIz0UbVW/nTNqp97c8PPPlGYdf3J5Rds25zcC4fC1/WppXQ75fmj53Y8vvCs2Hpf/NwTddrXLLZeRlImJ+iWR3KUwJPLLxAX+R5LvNfg2o7bOP7TGTY4B4CdIw7gyqZgLGi8Cqt8N2LniAM4Mvs/JEZ/xPZv9gHIHyl1cPo/+G9p/ioXe/53GKJcMY7NPcUm3UuRMWKLVB7Ug15KngW9Urq3vagZlyeAbyDxpexzT5R+kSHuBsbcHnVV5WTm4Na+EE4PFPWgE0I0obSWRCtK1nrr9TrWwtMrLzF0XX80HZA/RPyX1z9Bj88Dj8fDsqdzAQB7/3dE5jnX+G0p9rp9F3eHW4v8jMo8OQH65Q034D+nE6ycLJS6FwDg0fxGQogCbi3ykywKqhii2VeeGjuvHl8PTXo2wIXfr+Hqlvykbo6N7NmHhA396sHJ3R5vI+I5iYkBgG+gB9uaNnj/9AP7kLFmK1c06FwHh2f9h14/doV9/WpK5UIq6ts/h+DC2iBOtnhJtdu64cUN7mhShwZ2aD2sGXaPOYSIM8UnnFNFQZBdIOG5/OSl7599kMpDlfkpC69uv2az77cf00qpnC1xke9x//hDdJ7UHsYWRqo3nJSZnKxc/Nx+XfEVFaBH8yU0eG2/Ep9j2tnvMGLbQHa7Wi0bTo9MQQ+65NycAiX5Jc1KyZYaHkpZ3AkhJaXpJcakSMSweUJu0k4rF0uM3DEYAefHwat/4Ugkvr4eZ0hn/nnUC4brdqiJ9qNbwvnz3Ex5Q9zvH3uIZS3WqnTuossaEUKIpDrt3dDjh84YvuUrhRnf1dG4R/5yjrmfp2m2+sab3ScwMcTkf8fAvn41qePMqpnBws6MU2ZXtyrqdayNH+9Mg2efRrCvWxWtvvGGU2MHTDwxCkP+6A+zqtwcHQGB3CUYe/3UFQ271IWFg7ncNsvqrCp4KGpkJvs7clks2SnP/EYrsfvbwpWWlnivQXaasNjj1nTdjCsbg/Hf0vNsWVzke7y4EQVhZg6i7sTIfGBNyh7DMEhLSC++ogLUg15CXv0b4+C0E0rXN6tWBV+t7I2slCw2EZBzYwc4N3ZA91m+MDITSA2XVNSrPWBFT+wrMmdGWTLn8FB8TggpoRu77pT4HPPvB8DA2ADbv9mHPGEe3kZwh36nJqSzy/4UcGtRHQOW94CBkT4ny7A8otzC4H7kjkHYPVp6eUpZard142zLG+KujmdXFQ/ZJ4RUbjweD50mtiuVczs2soeViyWSYz/B2cMR3l96cPbrG/LRcmhT/DOfm/zYwt6Ms7qGnr4ebGXkz/jyl17sa7fm1eH9RROEn3mM+8fCUd+3Nhwb2qH9mJa4tj1/mc6arfJHC5haGUudq0BWivTqRmafs70bSzzAmHV1Ilb6bACQ/7AhM0e5VZG0SSwSY8ugPTCRuP/Hl17g5KJz8OjViM0DYGptgoyPmej1U1fY1akKu3pVwefr4e+Z/6LtyOZo2KWutm6hRF4ER2PzV3+i109d0XF8m+IPqEAoQC8BfQFf5fmB8+8HgMfjQSwS4034O3aIJAB0mdpB5jGyerWHrh8AIH/JDnUDdGGG9BM7GuJOCNEF5p97YyafHI3QE+HYN/EYu+/980Qs9voVjg3tOMdMPD4KqqjXsRbCTz8GAPAN+GjUrR4enSu+97/D2FacbU0G6IQQoi08Hg9dprTH5Y038OXPPWXOb/ce0EQqQDexMmGDYiC/B5tvoFwvdWP/Bmjs36DwXBIPXqvY5PewK/xuKrGrw3etYOVsyX4mG5oU9q6bWpuwrwVmAmR+KgzQe87rglPLLgAA2o9uibuHw5CdWnyvdmmb775Sqh2p8WkI2noLQVsLE95lfMwEAPy3JH9Ou6u3MywdLfD08gs8vfwC9TvVRo85ncHj68HSwRw5mTm4uvUm2gxvLjNT/NUtN/ExNhn9lvhLjzxD/vuRk5kLgamhJm+XI+puDDZ/9Sd7XzVbucLJ3aF85GXRQChVDu5Sd008/q3KxxT8R9fj66Hvou5o0rOh3LqNutWDbQ1rdg1cyS+F8tYBNrcrfn3ghl3zn6TJyi5P4TkhpKTUzbArT9EvCGH/RAAo+XDwFoO9wNPjQWBqiNpt3ZD+Qbl2F80HwpMzxL3As6CXSi079+4xDW8nhGhXy6FNMef6ZDg3cZS538TKGN8dGIah6/qzZaKcPDToXIfddijy8FQV+kaFn68FQXVutvxky30WdoOxpREGLO+BPgu6seu4A4BIYsi3sYURWn3dFIYmBugypT1bztPjwaFBYXuNLeVPHXXxlP1vUlrUfUjwOuQNHvxbmEn/yaUXWOO3Bb923oSf263Dkma/IWjrLWz8YheA/BFp5369ghlOi/DPgrP4d/F53Nh1F1F3Ytjl4yTtGXcE8+quwIW1Qbi1N0RuO/KEechKzeZsS91jmhCLm/6KGU6L8FRiBNmGfrs49f7ouR2zXZcg4qz8nALpiekVpqORAvQSkFyaoTSM3DEIs65NYr8M6kkkjtMXyH4yOf/+98WeV98w/3x5OXnScycryH9sQoj2FA2cu8/0xfi/h6t/wiIBuqxRRVVr2qh8Wj2+HlbFzseSJ3NgYKSP1/ffqNU8fjE96FuH7MW9w2EA8nse5AXrRechWtibyaxHCCHaVLdDTTYBJwDk5YpQq3UNjP97OBp0qSs1ykgVkp/vBT3gzb7ykFcd1b2csDhiFtqMaC61TywRXOrx9fDFL72wKHwWqtYq/HtRv1MdmEv0/ls6WcDMVrqzy6FBNc6o1/K6RnlBbzsApL5PxwynRVjs9SsC11wFAHZ6AQBsHLAbs12XIPltCifwfXgqEgBwdtVlHJn9H+KfJsi81tIWa/FTg1+Q8TETM5wWYU7NZQj+6x5+brsOF9ddwwynRfix/s9IfZ8/X3vb0L14//yDwiTbu0cfgihPjN2jD2GG0yLOSIjYsDj89d1hlf9NRHlinQvsdTpADwoKQu/eveHo6Agej4cTJ05w9jMMg4ULF8LR0RHGxsbo2LEjHj3irr0oFAoxefJk2NrawtTUFH369MGbN6p/Cev5QxfOdt/F3aXqTDk1BqN2DZZ7Dsmnjcrg8Xic4UV8/cKgvOia6KooSI4hyhGptQwQIYSoosu0Dqjd1g3fHRimVH3JpXkA5TKblyQ5jirLFMkimcVdXsK4sBMRiH/2Aas6bsTabltk9koYGHF75mdemViidhFCSGnqPLkd9Pg89JjdGUB+fo7Rfw5BzZauap9TcspQweipOu1rYvq57+Di5cTuq1rLBsO2fMWpV1TRh7k8Hg8GRvpsRxUA1GjmDGOJYfXVatqi+WBPznGefd0x/dw4zvD7TpNLJw+ALlrWYi07BUCW1Z02cXq/z/92FTOcFrGj6RY0XsXuOzb3FBKjP+LMz5dknmtVx+Iz/R/74RTbkz6/0UrOvoJpazlZuZygOzM5CxkfM/H82its/HI3El7kZ9/PThdisdev2DH8QLHXVZYmgn2dDtAzMjLg4eGB9evXy9y/cuVKrFmzBuvXr8fdu3dhb2+Prl27Ii2tcO3AadOm4fjx4zh48CCuX7+O9PR09OrVCyKRSOY55ZF8MufWojpnCM1P96Zj8r+jUd3TSeGbYqnCUjuySM4Zt3G1Yl9POTUGdX1qYdZV7pc5WV8UjS2NoP85QM/Lkf430NPT6f8ShBAdlxSTLHcfI1YuiO4a4FPkwOL/2Ck731GR5oM81TpOck6cWMRIzY0H8pfeXO27EQkvEhEX+R4Jzz9I1ZF8EPHNxi80nqGZEEI0qfvsTlj8aDZnbfaSajHICxYO5mgzsvB7N4/Hg5O7A4zNC4efzw6aBI9e8qeJAkCH71pDUMWQcy6AO03JyEzAScJm42YNn3Ft0G9JYUecuV0V6PH1OMO1G3Wth57zuJ13FdmVTcFY22Ob3N7tbUP3stn/z6++Uqptub3vvsL9M5wW4YfayzHTeTFys3KR+j4N891XYkHjVdgyeA9e3XyNXd8eBAA8vvgcGR8z8eTSc845nl+PwqnlF9h7Kms6nSTO398f/v7+MvcxDIO1a9di3rx5GDAgP2Han3/+CTs7O+zfvx/jxo1DSkoKduzYgT179qBLl/xfor1798LFxQUXLlxAt27dVGrP6D1DcW3bLXy5qjen3MLBnF0Cok77mnKPLzpvUVWSc8YlP6Sqezrhu/3fsNsLwr7Hzb0haDuiOfvU6n9HRuDBv4/Q7tuWCNqWn1giL1dGgF4eki8QQnRWRlImZ9uublX2tbIjdor2eiiz/OPA1X2UOrcizk0ccPdQGKes06S2sHAwR55QhAt/BGH4loFSxxXt4Xf2cCx2frysZw73Dj9gX7uVoAeKEELKAo/H0/iDRBMrY/x4d5rMXnH7ulVVWunCyskCi8JnsR1TBQwkvo8LTAUQmBhi4K/5f0PMbPMT07UZ0RwnfuImw/Pq646gLTfhM74NTK1N4DuhLXwntMXr+2+wrvcOpdtVXr15IL3cs6S/xh8p1cRx6tg58gCeX4+SKv/wMik/+Jb4Y3zml0uwcrZAFVtTdik8gYkhukyTncS7KIZh5I7mUJVOB+iKREVFIT4+Hn5+fmyZQCCAj48PgoODMW7cOISEhCA3N5dTx9HREe7u7ggODlY5QG/QqQ4adKqjsI7ARP5/TIMSBuiKkmRIMqtaBX7T83ugRmwbiPSkDNRqXYNNNlcwfz3+sfSckeKSHRFCiCInfjrD2Zbs2ZZ8sKhI0UBemeFiTp/XJC8Jybb6TmyLdqNacNbf7fBdK5l/fIsG6L1/8kMVG1NcWn9d7rX2jD+MGRf/x7mm5Nw/mn9OCKms5AU5ft93hDAzB179Git9rqLBOQDwJfI4FTxgaDHYi1NH1uoczk0csez5D1LTkVybOmPVm/kQZuQgOfYTTq+4iIQXiUh6LX9EWUX0+MIzbTdBiqzgvMBf4w4j5V0qu33xj2tSdRJfJyPqTgyq1bZlR1okRn2ETQ1r6Onx8DYiHlc2B0OYLsSHl0mYcmoMslKypc6jqnIboMfH56+Ja2fHHUpoZ2eH169fs3UMDQ1hZWUlVafg+KKEQiGEwsKh5KmpqTLrqaOkPeiysh8Wp3GPBlJlBT07BUkeJBUkO2IYBpnJWZxlKQghpDgxoW8525K9K67NnGHpZIFPb1MUnqNoj7kyPe+aGP3TdEAT3Np3H/U61IT/nM5S++V9aSz6Rc7Ywgg95nZWGKB/eJmEaztuV7q1XQkhRF1GZgJ8tbJ38RWLwe1BV6LHV+JPkKGx7BxQPB4PRlUEcGhgh9F/DQUAhcnOiPY9vvi82Dr3/g7Dvb/DZO7rMrU9LvzODep/avCLJpqm23PQlVH0C5MywwsU1VmxYgUsLCzYHxeXks2rGbSmL/u6pF8gc7M1Mw/i1c3XxdY5POMkFjRehfX9dmrkmoSQyqntqBbsax6PhyF/FCbLnHNjMn64NVXqmKK9E3XauRV7HXnJ2VRhaGyAaafHygzOFVF3SF/UnRi1jiOEEKI+ySRxJe08U4ZjI3s4NXZA1+kdMOkf7hLNVi6WpX798szve5/iK2lJ0eBck8ptgG5vn5/lt2hPeEJCAturbm9vj5ycHCQnJ8utU9TcuXORkpLC/sTGxpaonZ59GpXoeEmy1i1XR81W8uc2Pr8ehfSkDNw5GAYAiL5bsvsnhFQesoaiFx3FI/ls1MbVCtYyvpxIrqcLAOZ2ZlgUPlPhtTU170tdxhbKDd+X9OjcU/Z1dnrhyC2zqqYaaRMhhBBpkkG5JhKMFkdQxRDTz36HbjN8UaMZt+PPpMjfjmYDPeHZ113qHCVNNF1e+VTSUWblNkB3c3ODvb09AgMD2bKcnBxcvXoVbdrkv5ne3t4wMDDg1Hn37h0iIiLYOkUJBAKYm5tzflT15cpe7GsDYwM0HdAEjbrVk/lFVBXtvs3viWrQpW6JzuM/p5PC/fsnHSvR+QkhldPNv+5JlRVdwkwyhpcVVH+5spfMuX+Kptv8FBKgQitLR0nnnB2Ycpx9LahC2dsJIaS08A2l56ArUtJls4rmKem3ND8B9tcbv+As3bbs+VwMWtOHTVgnqVaRzrWx+74uUZvKC0W5vSoynZ6Dnp6ejhcvXrDbUVFRCAsLg7W1NapXr45p06Zh+fLlqFOnDurUqYPly5fDxMQEQ4fmz/2wsLDA6NGj8f3338PGxgbW1taYMWMGGjduzGZ1Lw0tBnvBQKCPGi2qA1B9/XN5mvRsiNlBk2Bd3bJE5zGS8eXvq9W9cXjGvwDylwOSlPAiEb912wIA+OH2NDbDJSGESLq+606Jz6GoN8Pvex+c//WqVLmuJlT7cmUvHJn1n1J1JXvTaXk1QggpPXp6PPjP6YSMj5moVtu21K/HAzdAbzeqBZoP8oTAxBAuHo7YN/EoOv6vLRuMypznXuSBdl2fWphxeQJW+xa/bnh50H5MS06i1MpOpwP0e/fuwdfXl90OCMjvJRkxYgR2796NWbNmISsrCxMmTEBycjJatmyJ8+fPw8ys8Mvab7/9Bn19fQwcOBBZWVno3Lkzdu/eDT6/9Ia06PH14P2lR6mcu2otmxKfgyejd8pQwROqi+uusxnkNw7YhdlBk0rcBkJIxZPwPLHYOsWNRFcUoEtmVNc1JpbGyPyUxSlr9bU3Wg5tipnOi+Uel/kpi9ODAlAPOiGElLbOk9tr9foFwbhtDWtMPTW22PpF81DxeDzYSyxjWhTfQA+iXDGA/NWb8oTSSyvrkpZfe1OALkGnh7h37NgRDMNI/ezevRtA/n/OhQsX4t27d8jOzsbVq1fh7s6dt2FkZIR169YhKSkJmZmZ+Pfff0uc+K28k/UFWSxjTfQCIUcK1+b98DKpNJpECCEAgIyPmXL36fIXjJ4/5o/KcmhQjVPO4/Ew7uAwAEDDrnU5iUOB/DwfkvPPAepBJ4SQCkUDKVJ4PB6bVNXF05Etd/evD0A6d8l3B4axyakLllnWVd8dGCbzYUPfxd210BrdoNM96KR0GFsYS5WJ8sRaaAkhpLKR9fkjKeH5B7n7qtYs+Qii0tLsSw9UsTGVSgAEAHXa18TqtwsAAGIxg0MB/7D7+AZ6SHjBHXlQr2Pt0m0sIYSQMqNOEtNRuwbj4X+RqNWmBoL/vAv/OZ1g7WKJX6J/5IyEHby2HyJ7PIVrMxesaP0HAMDY0gi1WtfADzen4k14HDI+ZuLplZec88+49D+s7rSJ3fb+oglCjj5U2KY+C7vh5MJzKt+LIjY1rFC3Q02p8hUvfoCBnCXtKgMK0Csh82pVONsuXk4QU4BOCNGwAct7SJU51K+G7jN9YS5n3riiIe512ksvt9ZpUjv1G6hBfAM+GvnVK7Ze0aR5+kYGUiOTWn3dVKNtI4QQoj5ZiUtVoc4iI4386rF/U1oM9mLLi/6NNKoiQNMBTYpcL/+Clo7msHQ0x619IVLnt6/HHe1laiM/ESsA9JzXBR3GttJ4gF50fj6Qn1RPmeB82pmxWOu/TaPt0RU6PcSdlI2Jx0ZBlKe7Q0cJIeWPff1qaDOiucx9XaZ14Hzh6LuoG/u6YEieLDweD426FQbBM69MQI+5qq1Zrgt+uF249vvlDdc5GdyHrh9Q4i+DhBBCSq5rgA+sXCzRcULbkp2ojJYBrd8pf/RV25Hcv72N/RtA30gfTu72cPZwxIAVPaWOVbRSClD4kEBRvW4zOqrYYig1/L9oFnwgv8ffuYmj3CR/PeeVXjLwskA96JWUi6cjYsPiAAD6hnzUaSc9vEQesZiR6gUihBBJ/T8vI6MMU5vCuXNOjewV1hVJ5MuwqyM/QY4us3a2ZF8/ufSCs8/USvEUAEIIIWWj2/cd0e37jiU+TxnF5xi+dSBiQt/C7fMqUgVMrU2w5NFs6Av4cofbu3g4ofssX4hyRQj8LUhqf8FxkmvIS/ruwDDU7VATwswcvA55A0bMIPpurMy6i8JnYkHjVZzzAoBby+qIuh2DZl9xE21P/nc0zq26zBmmb+mYnzS22VceOL3iotQ1fMa1xqllF2Revzygx/SVVNfpPgCAmp/XVaxW2xazrymXnf3uwdBSaxchpHzKSuWuA25d3UrpYyWDbs++7gpqgs1KW1HV9aml7SYQQgjRAPfu+QncOnzXukyuZ2hsgNptaoAvYySagZF+sXPhu0ztgJZDZE+xKujF5hvIDh1tauT/ze81rysmHhsld7panwV+3F54iSZ9u2sIvt74Bfov406Pq+7phLH7vuFcu56v/FwtVs4W0OPrYfGjWXLr6DoK0Cuphl3qYuaVCRi77xu2TNkETHcOUIBOCOG6f6wwuYyFgzn7dFsZYlFh0K1oDjrADeYrGh5PvWRChBBCdM/wrV/hx7vTUV9BMKlrLJ0s4ChrJNvnP018fem/0d5fNIGNkg/l3f0bAABaDPYEAM4IBWMLI3j1dZe9DjyAcYeGQ1DFEH7f+6Bmy/wORlnD39khC4xSTdJJNMS9EitueOg3G7/A3glHpcozU7Jk1CaEVGaMxB/CYZu/VCnQVCVJpZWThSrNKldmBSk3iokQQoju0+PrqfSwWpskl/cMOD8Oh2eehDAjF2H/RAAoDITd/evj8oYbAPJ7qoeuGyA1pB6Qftg8dv83yE7NhrWLJQDgq9V90G1mJ1jISRgrS82Wrlj2dC6nzMRSelpYwaUFEvfk4uWE2NC3Sl9L2yhAJxzm9mZIjU8DADTu2RCAdIBOa6ETQiSJxQxO/HiG3VaU6E2WvBzle8V7L/CDWMyg5RCv4iuXIx2+a6XTy8gRQgipuCTXVgeAr1b1QfLblMIA/XPU6xfQEdVq2aKuTy2FwXXRffWKTN/i8XgqBeeqMDDK74Hn6+uh/zJ/hJ9+gq83foFFHqtL5XqlgYa4E44BEvM+ZM1hKZD6Pq0smkMIKQeKrl2u6LNDlupeTkrXrWJjiq/XD0DtttJLrpUnRefx+c/qpKWWEEIIqYymnRkLr37u+OHWVKVHvRkY6aP5IM9ig+veC/zY16WZW4WRGL43dP0AWFe3xNB1A9iytiNbYPzfw2Foopk11Y0tjDRynuJQDzrhsFRy+OirW6+LTeZECKkcig5RV3WZMNemzphwbCRsXK012SydtuzZD5jjtpTdVmbNV0IIIURTnJs44usNXyhVVzIQVkYVG1MsfToHkeefokGXuuo0T2VN+zdG0/6NZe9UovmNezRA84Ge2DnygNw6My7+D++ff8DWIXvVbKVyKEAnHM6NHdBjbmd2joiVswWS36RI1XtxI4oCdEIIAOk/3KoOcQfAJnypLPQN+Vj9dgEyk7NgUsmXVuvfvz+uXLmCzp0748iRI9puDiGEECi1RLlCRlUEaDqgiUbaIk/BMtHFPeSW94DByEyA7DQhAKDf4u6wcDDHz1E/gm+gh5nOi6XqWziYw8Kh9PMK0BB3IqXTpHZs8F21lq3MOrf23S/LJhFCdBgjLhKg69GfFmVV9uAcAKZMmYK//vpL280ghBAiwdzeDOb2ZrBytoChiaG2myOTjasVfrg9FQsfzFBYz6iKANbVLQEAy57PxYjtA9Hrp65o2LWwd78g8NY3lL9efFH6RqXT103foohCX63qDQBo9pUHJp8creXWEEJ0kVjEDdD5AsVLpREiydfXF2ZmpZMsiBBCiHr0+HqYd2sq5tyYAj1Zy5npCGtnSwhMi3+A8MPNqVj9dgEEJoZo7N8AHce3gYoj91njDg6Dk7s9Jh4bxRnCP2rXYPVOWAQF6EQhKycLrH67AIPX9oOrtzNn398zTmqpVYQQXZKXk8fZNrUy0VJLSFkLCgpC79694ejoCB6PhxMnTkjV2bhxI9zc3GBkZARvb29cu3at7BtKCCFEZXwDvsqJXyuDOu1rYvq5cXDx4Ga/b+RXTyPnp39xorY7B0IRcuSBtptRIcRFvkfGx0xtN4MQtVzeGMzZVuZJNqkYMjIy4OHhgfXr18vcf+jQIUybNg3z5s1DaGgo2rdvD39/f8TExJRxSwkhhJDygZLEEZXY1LBCUnQyu31g6gl4f+mhxRaVbx9eJeHC79fYBx2r3y7QcosIUd3jC8+03QSiJf7+/vD395e7f82aNRg9ejTGjBkDAFi7di3OnTuHTZs2YcWKFSpdSygUQigUstupqanqNZoQQghB/nxzXUQ96EQl/RbL/yJGVPdL+/U0CoGUa2/C32m7CURH5eTkICQkBH5+fpxyPz8/BAcHyzlKvhUrVsDCwoL9cXFx0VRTCSGEVELdZ/qiak0b9FnYTW4dz77usHKxxLiDw2Tur9O2BmfbqbFDidtFPehEJbKeNGV+yoKJJWUiJqQyehkcre0mEB2VmJgIkUgEOzs7TrmdnR3i4+PZ7W7duuH+/fvIyMiAs7Mzjh8/jubNm0udb+7cuQgICGC3U1NTKUgnhBCiNgsHc8y+NklhnTrt3fDNRvnrxbf9tiWMLY1Rq3UNAMCU/8YgPvY91tf8We12UYBOVJIrzJMqe//sA9xaVNdCa8q3nKxcbTeBkBJTciUSUokVXa6GYRhO2blz55Q6j0AggEAg0GjbCCGEEEV4xWSw5+vroflAT862mY1pia5JQ9yJSkQ5IqmyQwH/aKEl5V/46cdSZWKxmus9EKIlGclZ2m4C0VG2trbg8/mc3nIASEhIkOpVJ4QQQnRJu9Et4NCgGrz6uJf5tSlAJyqp51tbqiwx6qMWWlIy/y0NxAynRbiyWfV5kJry4WWiVJkwTSijJiG6KeNjJi7+QUtmEdkMDQ3h7e2NwMBATnlgYCDatGmjpVYRQgghxeu32B/fX/gfDIwNyvzaFKATlRhq4T+ppqQlZiDi7BMkv03BlU35gfl/SwIhyhNrpT2MjN7yaztva6ElhKjnBc0/r/TS09MRFhaGsLAwAEBUVBTCwsLYZdQCAgKwfft27Ny5E48fP8b06dMRExOD8ePHa7HVhBBCiO6iOehEZXNuTMaFtUG4d1j3s48XzHW8tS8ER2b9J7PO24h3qO7pVMYtA2zcrKXKJJewI0TXifOkp7xYOpproSVEW+7duwdfX192uyCJ24gRI7B7924MGjQISUlJWLx4Md69ewd3d3ecPn0arq6u2moyIYQQotMoQCcqs61hjZqtXXU+QH99/w12DN+PXj91lRucA8C/i86jzcjm8OpbunNM3j1+j1+7bEbVmjYYu/8b/B1wUqqOvkA312MkRJa8Ijkpev3UFZ69G2mpNUQbOnbsCIZRnDtjwoQJmDBhQhm1iBBCCCnfaIg7UUvNltzej/Az0gnPtG1d7x3ITM6SGQhLiroTg30TjiLpden2Xv/aZTMA4MOrJCxv9bvMOrXbupVqGwjRJFEuN0DvOL4NLJ0stNQaQgghhJDyjwJ0ohbbGtbQNyocgPHnmL/x9MoLLbYoX9qHdDy98qLYHh1Z3jyMK4UWKadO+5oAAEaknfnwhKijaIBOCCGEEEJKhgJ0ojarIj1l277ep6WWFFrdeRO2fb0PoSciVD5WrMXgmG+Q/6tIa6OT8kTWsouEEEIIIUR9FKATtfX6sau2m8DBMAwykjIBACd+PKPy8Xp8zf86MAyD1PdpSIpRPHz+yaX80QeK5soTomvyqAedEEIIIUSjKEkcUVu9jtJrohdkTdeGrYP3sK8zP2WpfDzfUPMJ2mZVXwJGzKC6l/ws8S5eTogNfctuvwl/B+fGDhpvCyGaRj3ohBBCCCGaRT3oRG36MgLaPKF2vrCL8sR4fj2qROfQ9IOFtxHx7FrnMRIBeFHeAxpztk8vv6DRdhBSWnKzC6dkeJbyKgiEEEIIIZUBBehEoyIDn2rlunk5eSU+R3pShgZaUigrNVupevqG3IEsz4JeabQdhJSGD6+ScGn9DXbb+8smWmwNIYQQQkjFUGkC9I0bN8LNzQ1GRkbw9vbGtWvXtN2kCmHenWmc7X8WntNKO/KySx6gH57xLwAg9kEcLq2/DlFe2SSN4xvQ2uek/CmaL0FgaqillhBCCCGEVByVIkA/dOgQpk2bhnnz5iE0NBTt27eHv78/YmJitN20cs/KyQJNJYZoayJQVserW6+VqtekV0PO9vi/h3O2j8z+D7/32IbTKy7i186bAABXt9zEjd13VGpPXOR7bP7qT6Xq8g356Leku0rnJ0TbstO4I0TcWlTXUksIIYQQQiqOShGgr1mzBqNHj8aYMWPQoEEDrF27Fi4uLti0aZO2m1YhSPYA8/jaSRD394yTStUztTbhbNdu68bZvrU3hH2d8CIR277ei38Xn8fxeWeQq8QSaGKRGOFnHuOvsX/LrTP55GisfruATUpXs0V1mNqYcurQ+tJE16W+T2Nff7myl9aSQxJCCCGEVCQVPot7Tk4OQkJCMGfOHE65n58fgoODpeoLhUIIhUJ2OzU1tdTbWN417FIXdw+FAQC7zFlZy0qRPd+7Tjs3TvI4AyPV/ss/vfKy8Bqp2TAwNlBY/5f265H0WvGSaq7ezgCAhQ9mICs1G5ZOFsBd7miOh6cikZUqROth3hT4EJ2U9qEwZ4OsFR0IIYQQQojqKnwPemJiIkQiEezs7DjldnZ2iI+Pl6q/YsUKWFhYsD8uLi5l1dRyy92/Pmc7MfqjlloirZ4vN3CoVtuWfe03oyMAwPsL5ZJbHZx2QqqMYRgkRn8Ew+Rnay8uOJdkbG4Ea2dLAIAolzvffd/EYzg29xRu77uv9PkIKStFR5PIWtGBEEIIIYSorsIH6AWK9kLKW6977ty5SElJYX9iY2PLqonlVtF/x9WdNmqpJdKKJmBrPtCTfe3ZuxEAwL5BNaXOJSu7+oW1Qfi57TrMdF6sfiMBmFU1lVl+ipZcIzro/olwzjYlOiSEEEII0YwKH6Db2tqCz+dL9ZYnJCRI9aoDgEAggLm5OeeHFM+mhhX7WltroQOAvoCPXj91Zbf5+tz/4nwDPla8+AE/3pnG9qbb11MuQJfl3Oor7OuCXnRFOk9uJ7O8rk8t+IxvLVWenSaUUZsQLSvyX51PPeiEEEIIIRpR4QN0Q0NDeHt7IzAwkFMeGBiINm3aaKlVFc/X67/QdhMAAFP+G4vG/g3YbT196f/iBsYG+fO+P6vvq/z82eS3KXL3ZacWH0z7TpQdoPN4PPT+yU+qnBEzSgX+hJSld4/fc7b1DSt8OhNCCCGEkDJR4QN0AAgICMD27duxc+dOPH78GNOnT0dMTAzGjx+v7aZVGLY1rDnbYnHZBZVxjwpHR+gb8mHjagWeXv6w+/oda2PW1YmwcbXC6L+Gyjyex+MpnTzuN78tcvet9Fkv+/x6hVMAjMwESl1H0rahe1U+hpDSdH0nd9lBPS2t3kAIIYQQUtFUim6PQYMGISkpCYsXL8a7d+/g7u6O06dPw9XVVdtNqzBMrIw528lvPsGmupWc2pr1Jvwd+7pgqO3yZ3ORnS6EWdUqAIC5wVMUnsPA2AC5SqzhnvkpS+4+yazWBSwdzeHuXx/Xd6i2jrqkZ0GvEPpPBLz6ukvtu7U3BKEnIjBsy5eoYiN7HjshpY1WGiCEEEII0YxK0YMOABMmTEB0dDSEQiFCQkLQoUMHbTepQlvR+g9c3nSj1K+TlpiB879eYbf1PyerMjA2YINzZRgWs3yaJIZh8DH2E67vvF1s3UknvoUeX/lfs7H7vsaA5T2kyvdNOCpVlpmchSOz/8PLm9E488slpa9BSEnQlAtCCCGEkNJTaQJ0UvZOLS39DOQHp53ApziJterV7MkTZuSwr+3rK04alxj1ERu/2I0TP51V6tw+37WGub0Zukwr/qFQvY610WZEc5n7Ti46h4yPhevMR4cUrjCQGp+mVFsIKSlxHndJwJE7BmmpJYQQQgghFQ8F6KRcexkcxdk2NFG+J1xSVko2+/q7A8MU1v2l/Xp8UpAsTpKBsQEsHMzx073p6D7TV+n2WDpKrx4QtPUWFjRexfZgGhgV3uvTKy+UPjchJfHhVRJn2717fS21hBBCCCGk4qEAnWhM3Q41pcrEIrGMmprDFElGZ2xuVOJz6mtgTeeh6wdg4Jo+MLU2AaD6HN2h6wfI3Xf/6EMAQGp84cgBsYiGHReV8TGTO7qCaMReGdMtCCGEEEKIZlCATjRm1K4hUmUx99+W2vWi78ZClKuZBwAGEnPQ+YZ8mNspP39dlqb9G6PFIC+1j1e0NvvZ1VcQ9ygeB6aeUPv8lcGCxquwtPlvyPiYWeoPiiqT+CcJ7OsqtpSYkBBCCCFEkyhAJxoja6kyYWaOjJollxKfhvX9dmrsfFVsTNjX+oZ8TPlvLFoP89bY+VVlYmkMWzdrmfuSYz9hjYLl3gjXijZ/4KcGv+DShuvabkq5l5uVywnK598P0GJrCCGEEEIqHgrQSelSIeOzWCTGnYOh+PAyqdi6KfHSQ5dbfaN+QG1oYsi+5hvwYelojtbDZSdrKyvdZnTU6vXLm4yPmYg4+wSiPDHEElMfstOEEGbk4PTyi1psXfkX+k8E5tZejvTE/OUEHRpUU2mFAkIIIYQQUjz6dkU06usN3LnTqqzIdPdQGP7+/iR+6bC+2Lp6etJzuuu0c1P+YkWIckVSZUXnt5c1j96N0HyQp9rHxz/7gGQlk9lVBOv77sTu0YdwbfstiGW8n6Rkii7117BLXS21hBBCCCGk4qIAnWiUV7/GcGhgx27LCnzlibobW3wl9rzSc4qb9Gqo9PFF5eVIt7NaLRulj289vJna15ZHj6+HQWv6Kl2fYRgwDINfOqzHDKdFWO27EctarNV4u3RVQXbx/5YEIlMiKz8pmTxhHl6HvJEqf3UnRgutIYQQQgip2ChAJxr3/YXx7OsXN6IU1JTvY+wnuftys/NkzidWNVO6pGZfNgEA1GztypYZGBtg2fO5mB/6PUbuGIRarWvIPV6cVxjgj/5rqNrtkOXLX3opVe9lcDSi7sRITRH4+OaTRttTHiz2+lVmeWZyVhm3pHyLvPAMc2ouw7o+O6T2xT6I00KLCCGEEEIqNgrQSam6tv220nUZiUzbEWefyK13cd01PDr3lFPW88cuqjdOQpepHTByxyCM2jmYUy4wMYR5tSpw714f+jKS4BWQ7NFv0LlOidpSVKtvvDH93Lhi6wkzcpD5SToAXd7yd86c7MpsvvtKJLxI1HYzyo2dIw7I3VeSB2KEEEIIIUQ2CtCJTnjw7yOEfF7fGwASoz/KrRslY2htx/FtSnR9fYE+3LvXV7iOujhP9lJdlk4WEMnZpylO7vao0dxFYR0ejyc3aVf4qUgwqiQEqMC2fb1X200oF+Ii3yvcbyixNCEhhBBCCNEMCtCJTtgz/ghnO3j3XblrV/P1uf9tR+4cVCa9eU16NpAqM7Ywwjcbv4CFg1mpX/+bDV/ILDe2zH+ooGit7z3jj2D/pGOl0i5doMoIgeQ3KUhNSC/F1lQMslZKkDR4bb+yaQipsGJjY9GxY0c0bNgQTZo0weHDh7XdJEIIIUTrKEAnpaLpgPw53SZWxmr33OYK82SWJ7/hZiZ371ZfrfOrquXQphiz92sIqhQuybYoYhZqNHNBlykd4P2lB8bs/brUrm/pZIHVbxdIlWd9yk+I9uj8UwT+dlXu8aEnIkqtbdqWm52rUv2CpcKIfPqG8qd0AICLp2MZtYRUVPr6+li7di0iIyNx4cIFTJ8+HRkZ9LtJCCGkclP8DYwQNTk2ssP9Y/lJuTYP/Av/OzxC5XPkZedBILE+eYGCbN0A4NTYoUTtVIUeXw/1fWtj6ZM5eHzhOVy9ndnl3ozMBBjye78ya4ssdw+FafX62qQo4Hb1dpbKQi7MEJZ2k8o9IzOBwv18A34ZtYRUVA4ODnBwyP8Mr1atGqytrfHx40eYmppquWWEEEKI9lAPOikVknOhXwZHq5WkLDdbdg+6JBNLY5XPW1I8Hg8Nu9aFqbVJmV+byLai9R9y900+OVqq7Mjs/0qzORWCvJwLBYrrYSflX1BQEHr37g1HR0fweDycOHFCqs7GjRvh5uYGIyMjeHt749q1a2pd6969exCLxXBxUZxrgxBCCKnoKEAnpaJokreH/0VK1WEYBrlZ8ocmKzNsubhevopo5pUJ6LPAD4B2HlBUBO+ffoAoV4T4pwmUPE8ORTkNAIBvQH8+KrqMjAx4eHhg/fr1MvcfOnQI06ZNw7x58xAaGor27dvD398fMTGFiTy9vb3h7u4u9RMXV7hMX1JSEoYPH46tW7eW+j0RQgghuo66QEipYIp8ud/7vyP5S5UZFg6L3TXqIJ5eeYEf706XeY6PsZ9QtaaNwuv0mNu55I0tZ+zqVIVdnapo0qsRjC2McOfAffyz4JxUvaYDGsPE0hjXd95hy7JSsxVmqq8I+izshg8vE3FzTwjGHRout97sGksBAKY2Jlj0cGZZNU/nvHv8Hr922QwAWPZ8LjutpLiVCeStGEAqDn9/f/j7+8vdv2bNGowePRpjxowBAKxduxbnzp3Dpk2bsGLFCgBASEiIwmsIhUL0798fc+fORZs2ilfjEAqFEAoLp6ekpipOZEgIIYSUR/QNi5QKgYye7cjAwrXLw888RmTgM4hyxXKTlx2YclyqrGjQUFwAX5FZOppDYGoIEyvpofathzfD0HUD4NGnEaf86pabZdW8MlM0I3uHsa3wxc+9sOrNfNRp5wYAmH7uO7nHZyRllmr7dF1BcA4A8+qswJlfLgEAUovJ4k4qt5ycHISEhMDPz49T7ufnh+DgYKXOwTAMRo4ciU6dOmHYsGHF1l+xYgUsLCzYHxoOTwghpCKiAJ2UipaDm0qV/fVd/hI6udl5+HPM32w5T0/2EmmyEn+9uBHFvu4+y7ekzawQPHo3kiprP7olAMCteXVOeV5O8fP6y5tr22/JLJdces/CwbysmlPuXfzjGhJeJGL/ZOkHZIQUSExMhEgkgp2dHafczs4O8fHxSp3jxo0bOHToEE6cOAFPT094enoiPDxcbv25c+ciJSWF/YmNjS3RPRBCCCG6iIa4k1JRtZbsnu0zP1/E5Y03OGVJrwvnq/N4gKIpwa9uRrOv63eqU6I2VhSS0wYKVKtty762r18N8U8SAABOjezLrF1lRalcBVUqX66Ckoi+Jzvw6fVTV4hyRGjco0EZt4joKskHYUB+r3jRMnnatWsHsVjxVApJAoEAAgH9LhNCCKnYqAedlKmL665DLOJG4Nd3FM6R/uX1T8UeX0BPTs874Zp2eizs6lUFADBqZNPXdZLZ/l2bOsusoy/QR0DgeLlD3YUZOaXStvLq7+9Pyiyv17E2Ok9pz3kARConW1tb8Pl8qd7yhIQEqV51QgghhCiPAnRSahaFz0TzQZ4qHaMo8ZRUtm0le2kqg2//HCJ3n75An+1BjroTI7deeXV73332de22NeTWc2xoByd3B5n74iKVG5JbWc2/H4Cpp8fCoX41bTeF6AhDQ0N4e3sjMDCQUx4YGFhssjdCCCGEyEcBOik1ptYm6DSxncrH8WUM2QaAPeOPcM9vRUuMFajRTHGypNchbwAAN/eEQJQrKosmaUWXqR3UOk5Pr3J+FCr7f8HczgwuHo6l3Bqia9LT0xEWFoawsDAAQFRUFMLCwthl1AICArB9+3bs3LkTjx8/xvTp0xETE4Px48drsdWEEEJI+UZz0EmpkjcXXRGxnOWdiq6lTom/ChlbFC6d9vWGAQrrzq6xFDMuT4B93aql3awyZ2BsoNZxdw7eh6u37OHxFdm9Iw+03QSiw+7duwdf38JknAEBAQCAESNGYPfu3Rg0aBCSkpKwePFivHv3Du7u7jh9+jRcXV211WRCCCGk3KMAnZQ6voEeRLnFJwJq+XV+5nc9fT2IcvJ79tb12YFvNn0JS0duMF6zNX0BlMTj8bDqzXykJaTD3M6s2Pr/Lj6P4Vu+wu19IXD3bwBrF0uNtSUvRyQzcV1pkJr2oKbb+0Px1ao+GjlXeXDv8AMcnHZC280gOq5jx47F/o5NmDABEyZMKKMWEUIIIRVf5RzXScqUsjFUwRJqksnfXoe8wV/f/Y3ou9ys0pSVWxqPx1MqOAeAp5df4Misf3Fy0Xksb/U73kbEY4bTIvy7+HyJ2nDm54v4qcHPePc5a3xp+/AySeVjvL/0KIWWlC+qBOdzb04pvYYQQgghhBAOCtBJqfPq11ipeknRyQDye9AlxYbF4cIf1zhl1epQFmlVyFqSLvREBPv6t25bAABXt9xEdrpQ7etcXHcdudl5OPPzRbXPoYrYsLcqH+M7oXInsHr//INK9W2qW5VSSwghhBBCSFEUoJNS12NOJ/b1qF2Di63f7CvpHs6nl19wtrtO9yl5wyqRpv3dla6blZJd4uvxDcpmiPuBqSdUPsa+XjUM/LUPxu7/RvMNKgfiHsnOWL/s2VypMiMzGqlCCCGEEFKWKEAnpU4gMRzdrXl1LH0yB99s+lLu0mC9fvQr/pwmhhprX2WgyvrnYlHx+QJkSfuQrtb1NKXXT12VrttisBfq+dQqxdboFrGYQd7nvA4fYz/JrCMwNYR79/qcst4Liv9dJIQQQgghmkNJ4kipMzIToOePXcCIGJh8XhrNs08jqSWevlrVGwBgYET/LTVNlVxqD09Fwvd/bVW+Rur7wgCdp1f2a9RX93Iq82uWF7tGHcTre7GYe3MKzvx8SW69vJw89vX3F8bDoYFdWTSPEEIIIYR8prM96MuWLUObNm1gYmICS0tLmXViYmLQu3dvmJqawtbWFlOmTEFOTg6nTnh4OHx8fGBsbAwnJycsXrxYY5mfifJ8/9cWnSZx10TnG/Ax5b8x7Lay6yy3G91Co22rDARVlB9xIFYi474suVm57Gs9vvIfLVF3YnDnUKha17STWCquio2pyscbWxoVX6kCeHzhGTI/ZSHizBOF9ZoP8gIAWFe3pOCcEEIIIUQLdDZAz8nJwVdffYX//e9/MveLRCL07NkTGRkZuH79Og4ePIijR4/i+++/Z+ukpqaia9eucHR0xN27d7Fu3TqsXr0aa9asKavbIMVw8XSEhb0Z9AV8VK1VmPit/eiWco/pt9i/LJpWoTTyq6d0XUNTQ2SnCfHu8Xulj3kb8Q7nVl9mtx/8+0jpYzf034W/A07idcgbpY8BgPSkDFg6WQAAnD0cUa226okD+8zvBgCoW0mGux8K+Edm+Y93pgEAmvRsgOnnxmHGJVo2ixBCCCFEG3R2LPGiRYsAALt375a5//z584iMjERsbCwcHfN7Xn/99VeMHDkSy5Ytg7m5Ofbt24fs7Gzs3r0bAoEA7u7uePbsGdasWYOAgADweGU/DJdw8Xg8zA2eApFIzBna3ndxd9T1qYUdw/drsXUVhx5fD6vfLsCbh3FY679NYd20hDT8WP9nAMCEYyNRs6XiNefjIt/jt25bS9zGj7HJcPV2Vqruh5dJ+KXDena7zYhmal2TXTGgAo+q+fQ2pdg6BQ86eDwenNztS7tJhBBCCCFEDp3tQS/OzZs34e7uzgbnANCtWzcIhUKEhISwdXx8fCAQCDh14uLiEB0dXdZNJnLoC/RlJn1r0Fl6abAR2weWRZMqLIcGdjC3qwKeHg9LImfLrHNp/Q32dejx8GLPuabrZpnlyW9TcH3XHVzedEPmfgB4E/6Ofa3KsPgTC85ytpOiPip9rCQ9fv5DOrGo4gboV7YEa7sJhBBCCCFESTrbg16c+Ph42Nlx50haWVnB0NAQ8fHxbJ0aNWpw6hQcEx8fDzc3N6nzCoVCCIWF60CnpqZquOWkJBp1q198JSIX34CPn0KUHz0iLiYbe47EvPOi7h99iDO/5Ccka9CpDuzrVZOqE3L4Afua7c1WQtFl90R56s2b5+nlX1MsVu/48kCs5r8NIYQQQggpe2Xag75w4ULweDyFP/fu3VP6fLKCDIZhOOVF6xQkiJMXoKxYsQIWFhbsj4uLi9LtIaXLq39j6GkhO3hFo8rUjpc3ogEAecI8vI2Il0qwmJ6YIffYguAcADI+ZgIAUt+nISbsLVsuGRjL60HP+JiJ+8fDkZudJ3M/ANi4Wsm/CQUKetC1sSxcWZH38KLd6BbwGd8aE0+MKuMWEUIIIYQQecq0B33SpEkYPHiwwjpFe7zlsbe3x+3btzllycnJyM3NZXvJ7e3t2d70AgkJCQAg1fteYO7cuQgICGC3U1NTKUjXEW8j3hVfiaikkV89PDr/FABg5WyB5Dfc+cqJ0flDx/8adxiRgc8AAEufzoHR57Xtf263TqnrxEW+R63WNbC4aX6CxunnxsHJ3R6inMKl9uQtzfbXuMN4GRyNtqOao//SHjLrtBjspVQ7iiq4JlOBh7jf3ndfZrmhsSF6zO1cxq0hhBBCCCGKlGkPuq2tLerXr6/wx8hIuWWPWrdujYiICLx7Vxi0nT9/HgKBAN7e3mydoKAgztJr58+fh6Ojo9wHAQKBAObm5pwfoiMqbgylNaK8wgDZ1s1Gbr2C4BwAgrbdQvzTBPzWfavSw6f/mc+dM/7q9msAgE0Na7as4FxikRipCYVrqr8MjgYA3Nh1V+75+QZ8pdpRVEGvvVhU+YaBFySGI4QQQgghukNnk8TFxMQgLCwMMTExEIlECAsLQ1hYGNLT87+4+/n5oWHDhhg2bBhCQ0Nx8eJFzJgxA2PHjmWD6qFDh0IgEGDkyJGIiIjA8ePHsXz5csrgXl7RW6ZxuVmFw8adGsvO3l10iPT51VewZdBfeBuu2oiGlPg09vXNPflTWQwlkgOKcvMfFuwYcQCLvX6Vueza1iF7NDqSoqAHPSb0LT68TNLYecuDlkPUG3VACCGEEEJKj84G6PPnz4eXlxcWLFiA9PR0eHl5wcvLi52jzufzcerUKRgZGaFt27YYOHAg+vXrh9WrV7PnsLCwQGBgIN68eYNmzZphwoQJCAgI4AxhJ+XHgGWyhzcT9Vk4FI4QyZWT8C3wt6tSZWkf5M89l8WmhhWu7yyckpLwPBEAIJbowU/+vBxYQQK44D/vskF7gWdBr/B7z+0qXVuRnMzCe5Zctq2i8/7SQ+1RB4QQQgghpPTobBb33bt3y10DvUD16tXx33//KazTuHFjBAUFabBlpCyN3DEIB6YcR+8FfqjdVjrrPimZ3vO7QpQrQquvm2LL4D0y61xYq9rvT83Wrnh18zWnzL17fegbSgeEkr3z/y0JRMfxbdhtHl+PE0AXKDqs3ndiW5XaJyk3W34W+orC1s0aiUWWofOf5aul1hBCCCGEEEV0tgedECA/sFvyZA5afe2t7aZUSGZVq2DY5i9Rp31N9Pqpa4nPpy/go8Ug6aHT4jyxVBK4nKxc5AkLh9jb1a3KyRKvx+exc9UVkQzqVVV01IC8UQTlFcMwUsE5AAjMBFpoDSGEEEIIKQ4F6ETn0dJqZaNhl7pqH2tqY4Ilj2djUcQsZKVmS+0X5Ypg5WzJKXt6+QXOrrzMbtf3rc2Z187T4+GfBdzkckW1Ht4MptYmare76Dru13bcllOzfLqyOVhmuREF6IQQQgghOokCdEIIAEBfoP6Mlx9uToWxuREEJoZIiU+V2i/KFUmtof7n2L8523k5eZy1znMycqSWfSvqixU91W4zANRqXYOz/SlO8fV0nVjM4Na+EMQ/+wCGYXBq6QWZ9ShJJiGEEEKIbqIAnRACALB2sYSxpXLLHEpq920LCEwLs7HLCv7ycsR4dO6pwvPk5Yg4mfqtnC3BiEt3bT0XD0fOdsH1zq68hIvrrpXqtUvDvcNhODLrP6z23YiY+285+xr3aAAAlMuBEEIIIUSH6WySOEJI2VsUPguX119HjRbVceLHM3j3+H2xx/Re0I2z3X5MK1zecINTFnLkgcxjG3aty66xnicUIU9YmLWdb1D2zw8ZMYNjP5xC8J/5q0W0G90SAoml4HTd3wEnC1/PPMnZ9/X6AXh69aXUqAFCCCGEEKI7KEAnhLD09HjoPKU9APkZzq2rW2L62XEwtpDd225erYrS18vLKQzIRTl5nGXVJPfJwpeRFV4d8+5Mw7IWawEAt/bd5+y7+HsQesztopHrFOfBf5EwMhOgnk8tjZyvaAZ8fYE+GvnV08i5CSGEEEJI6aAh7oQQmYpm/67Z2hULwr7HrCsT5QbnqhJJBOF5uSKkfUgv3JbI8C5LtVq2GmmDlZOF3H2X1t+QWZ6Vko3fe27D1S03NdKGlPg07Bl3GNuG7tVYJvmczByNnIcQQgghhJQdCtAJIUoxr2YGs6pVSpRMrqiouzHs6zyhCH8H/FO4nSNC1Vo2co/VVA+6Oo7/eBqxYXH4d/F5Tq+/ul7dimZfn1ohO7FbgRc3ovD++QepcnGR+foZSZklbhchhBBCCClbFKATQoqlp6+HPgv8NH5ecZ6YfS3KyYNkondRkazuRdnVqarx9sgimX3+zsFQ7J98DPePhbNl/y45X+JrHJn1H/v6+o47cuslvEjE5oF/YVXHjRCLGU7b3kXKzxcw6+rEEreREEIIIYSUPgrQCSEyWblYsq+/3T0E5nZmSh9rVzc/eJ5wbKTUviF/9Jd5zPPrUZztvByRzOHe1tUt0XKoV6k8MJBlpvNibPtmHwDg7+9PcoJzQHFAXZwPr5KQlyOCMEO54egJLxLZ12u7bcG2oXvZbXkjCr47MAzVamtmOgAhhBBCCCldlCSOECJT3Q41cftz0jQ9vmrrZk8/Nw7CdCFMrU2k9hkaGyh1jjyhCBkf84dp12nnxgbwzQd6out0H5XaUxy7ulXx/pn0sPECTy+/kFrHXV15wjzwDfl4euUltn8O/JWlp1/4TDXuc4+5KE8Mvr4eGJFY5jHm9so/WCGEEEIIIdpFPeiEEJl6zOnMvlZ1aS59Q77M4BwAcotJ/lYg/mkC+3rQb/3Qf5k/OnzXCh3Ht1GpLcroPLldsXVCjjws8XU+vErCfPeV2Pu/o7i8UXYCOgB4dP5psVnsCxSMMri247bM/co+ECGEEEIIIdpHPeiEEJlMrU2w+u0CzZ9YyZ5oyeHcRmYCtB3ZQvNt+YynVzhCoFG3enDvXh+Hpv/DqXNw2okSX2fvhKPIyczFg38foVod+cPOd406iE6T2kot8caIpf/t4iLjcWPXXTz495HMc1k4mJes0YQQQgghpMxQgE4IKVU8PR4nsKyrxjrfBkal/FHFKwzQR+0cjMxPWaVymbfh79jXCc8TFdQEbu4NkQrQX4e8kaq3ccBuhefh69NAKUIIIYSQ8oK+uRFCSpX3F00421VsTFU+B9+gdJdUq+dTC3p8HlybOqt8vZqtXBGvYP66unJkJI67tP66xq9DiDbp6+vD09MTnp6eGDNmjLabQwghhGgdBeiEkFLVb6m/VJnf95pN8lZSJpbGWPp0LiaeGAVAtR77V7deY7XvRgT/eVejbRLlihH/7AOu7biNPGGexpLUEaJLLC0tERYWhrCwMGzfvl3bzSGEEEK0jgJ0QkipMqoikOpFV2UN87ajmmu6STIZGhtAj5//kajH18Pc4CkqHX/sh9MQ5SqX2E0ed//6nO3Vvhvxz/yzuLzxBvIUrAkvj1c/9xK1hxBCCCGElC0K0Akhpa5o52/DrvXYtdJnB01SeGzVmjal1SyFbFyt4DuxrUrHKMpQ//558cPge/3YVWb5udVXkKtkgF6nnRvqtK+JAct74OsNXyh1DCGyBAUFoXfv3nB0dASPx8OJEyek6mzcuBFubm4wMjKCt7c3rl27ptI1UlNT4e3tjXbt2uHq1asaajkhhBBSflGSOEJIqTOryp13bmCkj5mXJyh1rIGR9pYJ6/lDF4hFYlzdfFOp+iIFS6PJC7C7TG2PC79fg6WTBWxrWMs9PjUhTak2DP69Pyxo7XOiARkZGfDw8MCoUaPwxRfSD3sOHTqEadOmYePGjWjbti22bNkCf39/REZGonr16gAAb29vCIVCqWPPnz8PR0dHREdHw9HREREREejZsyfCw8Nhbk4rDxBCCKm8KEAnhJS6LlM7IDH6I5r2b6zysQXDzrWlbvuanADd3b8+Is48kVk3+l4sGvnVk7lPXuK5LtN84NTYAbVa1QAA1O9UG08uvZCqF/+kcF14txbVEXUnRub5KDgnmuLv7w9/f+kcEgXWrFmD0aNHs8nd1q5di3PnzmHTpk1YsWIFACAkJEThNRwdHQEA7u7uaNiwIZ49e4ZmzZrJrCsUCjnBfmpqqkr3QwghhJQHNMSdEFLqjC2MMGrnYHj0biRzv6CKofyDefJ3lQVjC2POdu02NbDs2Vz8eHe6VN1dow7KPY84TyyzXN+Qj8b+DWBilX+d/kt7yKyXJ9E7X7WWDbpO71Bs2wkpLTk5OQgJCYGfnx+n3M/PD8HBwUqdIzk5mQ2437x5g8jISNSsWVNu/RUrVsDCwoL9cXFxUf8GCCGEEB1FATohROsWhc9CnwV+MvfVbutWxq3hcvF05GzrG+pDYGooNWy/wIsbUTLLRXnSw9+9v/SQKrNxtZJ5/MFpJwrrVLdC1+k+GP3XUOhJrHPu7OEo40hCNC8xMREikQh2dnaccjs7O8THxyt1jsePH6NZs2bw8PBAr1698Pvvv8PaWv40j7lz5yIlJYX9iY2NLdE9EEIIIbqIhrgTQrRO35APEysTqXKeHg9WThZaaJFEG3g8jN3/DbYN3QsAaNQ9P9O6ZGAs6c+xf2NJ5GwAQNqHdJxfcxXPr72CkZlAqu5XK3up1aYO37WGHl8PDTrXwcrXP+HDqyRc33kbHf+nWlI7QkqKx+MOcWEYRqpMnjZt2iA8PFzpawkEAggE0r9HhBBCSEVCATohRCfo8aW/1Fs5azc4L1DPpxZWxvyE3Ow8CEzzh+PLC0KyUrLZ1xv67UJi9EfOfrt6VdF1agc4uTtAX6DeR3DRddqr1rSROzSekNJga2sLPp8v1VuekJAg1atOCCGEEOXREHdCiE5o0rMh6nWshe4zfdmyjKRMLbaIS4+vxwbnyioanAPAh5dJ8Ozrjqq1tLN8HCGaYGhoCG9vbwQGBnLKAwMD0aZNGy21ihBCCCn/KEAnhOgEfYE+xu77Bl2mFSY/q2Ire563rvv0NkXuPnnJ4iR1mdoeAGBqLT3sv9dPstdKJ0TT0tPTERYWhrCwMABAVFQUwsLCEBOTv4JAQEAAtm/fjp07d+Lx48eYPn06YmJiMH78eC22mhBCCCnfaIg7IURn8Q1lL02mKwb91hcfXiYi+K97yE4tXP5JmJkj9xgTS2O5+wr4zfCFZ193GJoaYnnL3zn7GnWVvYwbIZp27949+PoWjmgJCAgAAIwYMQK7d+/GoEGDkJSUhMWLF+Pdu3dwd3fH6dOn4erqqq0mE0IIIeUeBeiEEJ3F09PyGmvFaD7QEwBwcy93rWdFSbKqyMn+LklPjwf7etWQnS6U3mdAA59I2ejYsSMYhlFYZ8KECZgwYUIZtYgQQgip+OibHiFEZ+npeIBeoJFffc52njAPaYkZMuua2VZR+rxGVaQzVlvYmanWOEIIIYQQUm5QgE4I0VnKLtekbf2X+nO2A9cGYVXHDTLr1mjuotY1rJwtsCRyttqZ3wkhhBBCiO6jAJ0QorvKSYAuMDXEihc/sNvhpx8jMzlLZt0uUzvILC+OsYUxjC2M1DqWEEIIIYSUDzoZoEdHR2P06NFwc3ODsbExatWqhQULFiAnh5t4KSYmBr1794apqSlsbW0xZcoUqTrh4eHw8fGBsbExnJycsHjx4mLn1BFCdIOuz0GXZGBsIHdfo26Fid2KrmFenJZfNwUAdJvRUa12EUIIIYSQ8kMnx0o+efIEYrEYW7ZsQe3atREREYGxY8ciIyMDq1evBgCIRCL07NkTVatWxfXr15GUlIQRI0aAYRisW7cOAJCamoquXbvC19cXd+/exbNnzzBy5EiYmpri+++/1+YtEkKUUJ4CdEW6TvfBo3NP1Tr2y196odsMX5hXU37uOiGEEEIIKZ90MkDv3r07unfvzm7XrFkTT58+xaZNm9gA/fz584iMjERsbCwcHR0BAL/++itGjhyJZcuWwdzcHPv27UN2djZ2794NgUAAd3d3PHv2DGvWrEFAQEC5md9KSGVV3gJ0QRVDCNOll1irVtsWk/8drda67jwej4JzQgghhJBKQieHuMuSkpICa2trdvvmzZtwd3dng3MA6NatG4RCIUJCQtg6Pj4+EAgEnDpxcXGIjo4us7YTQtSjV84eojnUt5NZbmhsANemzrCpblXGLSKEEEIIIeVJuQjQX758iXXr1mH8+PFsWXx8POzsuF+GraysYGhoiPj4eLl1CrYL6hQlFAqRmprK+SGEaEn5is/RZkQzqbLuM3210BJCCCGEEFIelWmAvnDhQvB4PIU/9+7d4xwTFxeH7t2746uvvsKYMWM4+2QNUWcYhlNetE5Bgjh5w9tXrFgBCwsL9sfFRb0lkQghJaenXy6eIbIada8vVVa3Yy0ttIQQQgghhJRHZToHfdKkSRg8eLDCOjVq1GBfx8XFwdfXF61bt8bWrVs59ezt7XH79m1OWXJyMnJzc9lecnt7e6me8oSEBACQ6lkvMHfuXAQEBLDbqampFKQToiV8fb62m6ASfQPp9lb3dNJCSwghhBBCSHlUpgG6ra0tbG1tlar79u1b+Pr6wtvbG7t27YKeHrcnrXXr1li2bBnevXsHBwcHAPmJ4wQCAby9vdk6P/zwA3JycmBoaMjWcXR05DwIkCQQCDhz1gkh2mNd3VLbTVBJeevxJ4QQQgghukUnv03GxcWhY8eOcHFxwerVq/HhwwfEx8dzesP9/PzQsGFDDBs2DKGhobh48SJmzJiBsWPHwtzcHAAwdOhQCAQCjBw5EhERETh+/DiWL19OGdwJ0XGj/xqKJj0boucPXbTdFJXQ5wohhBBCCCkJnVxm7fz583jx4gVevHgBZ2dnzr6COeR8Ph+nTp3ChAkT0LZtWxgbG2Po0KHsMmwAYGFhgcDAQEycOBHNmjWDlZUVAgICOEPYCSG6p0HnOmjQuY62m1FibUY213YTCCGEEEJIOcJjCiJeIlNqaiosLCyQkpLC9swTQog8M5wWsa+XPp0Doyo0ZYaUjsr+96my3z8hhBDdVNK/Tzo5xJ0QQsqrucFTAADGlkYUnBNCCCGEEJXo5BB3Qggpr2xcrbDs+VyZGd0JIYQQQghRhAJ0QgjRMIGJobabQAghhBBCyiEa4k4IIYQQQgghhOgACtAJIYQQQgghhBAdQAE6IYQQQgghhBCiAyhAJ4QQQgghhBBCdAAF6IQQQgghhBBCiA6gLO7FYBgGQP6C84QQQoiuKPi7VPB3qrKhv8+EEEJ0UUn/PlOAXoykpCQAgIuLi5ZbQgghhEhLS0uDhYWFtptR5tLS0gDQ32dCCCG6Sd2/zxSgF8Pa2hoAEBMTU+m+AKWmpsLFxQWxsbEwNzfXdnPKDN033XdlQPdd/u+bYRikpaXB0dFR203RCkdHR8TGxsLMzAw8Hk9h3ebNm+Pu3bsavX5Jz6nK8crWLa6eov2q7NPV3yNde59VPVab77OscnqfS+dYep+VU57fZ4Zh4O3trfbfZwrQi6Gnlz9N38LCQqf+05Ylc3PzSnnvdN+VC9135VJR7ruyPTiWpKenB2dnZ6Xq8vl8jb/fJT2nKscrW7e4eor2q7NP136PdO19VvVYbb7Pio6h91mzx9L7rJzy/j4bGhqycaSqKEkcIYQQQiq0iRMn6tw5VTle2brF1VO0X919ukTX3mdVj9Xm+1xe3mOA3mdl9tP7rPlzltb7LAuPqazZZZSUmpoKCwsLpKSk6NRTpbJQWe+d7pvuuzKg+65c902IJtHvUeVA73PlQO+z7qEe9GIIBAIsWLAAAoFA200pc5X13um+6b4rA7rvynXfhGgS/R5VDvQ+Vw70Puse6kEnhBBCCCGEEEJ0APWgE0IIIYQQQgghOoACdEIIIYQQQgghRAdQgE4IIYQQQgghhOiAchegb9y4EW5ubjAyMoK3tzeuXbvG7svNzcXs2bPRuHFjmJqawtHREcOHD0dcXJzCcz569AhffPEFatSoAR6Ph7Vr10rVSUtLw7Rp0+Dq6gpjY2O0adNGqcXqY2Ji0Lt3b5iamsLW1hZTpkxBTk4Op054eDh8fHxgbGwMJycnLF68GEVTA5S3+546dSq8vb0hEAjg6ekps44y913e7v3BgwcYMmQIXFxcYGxsjAYNGuD3339X697L030nJSWhe/fucHR0hEAggIuLCyZNmoTU1NQKfd9F/w2cnZ3B4/Hw6dOnCn/fPB5P6mfz5s06cd/btm1D+/btYWVlBSsrK3Tp0gV37tyRqqfo2vJo6jOdEEIIIUQmphw5ePAgY2BgwGzbto2JjIxkpk6dypiamjKvX79mGIZhPn36xHTp0oU5dOgQ8+TJE+bmzZtMy5YtGW9vb4XnvXPnDjNjxgzmwIEDjL29PfPbb79J1Rk4cCDTsGFD5urVq8zz58+ZBQsWMObm5sybN2/knjcvL49xd3dnfH19mfv37zOBgYGMo6MjM2nSJLZOSkoKY2dnxwwePJgJDw9njh49ypiZmTGrV68ut/fNMAwzefJkZv369cywYcMYDw8Pqf3K3Hd5vPcdO3YwkydPZq5cucK8fPmS2bNnD2NsbMysW7dOpXsvb/f98eNHZuPGjczdu3eZ6Oho5sKFC0y9evWYIUOGVOj7ltS3b1/G39+fAcAkJydX+PsGwOzatYt59+4d+5OZmakT9z106FBmw4YNTGhoKPP48WNm1KhRjIWFBeeeiru2LJr6TCekskhNTWWaNWvGeHh4MO7u7szWrVu13SRSCmJiYhgfHx+mQYMGTOPGjZm///5b200ipaRfv36MpaUl88UXX2i7KRVauQrQW7RowYwfP55TVr9+fWbOnDlyj7lz5w4DQOGXLkmurq5SX2IzMzMZPp/P/Pfff5xyDw8PZt68eXLPdfr0aUZPT495+/YtW3bgwAFGIBAwKSkpDMMwzMaNGxkLCwsmOzubrbNixQrG0dGREYvFDMOUv/uWtGDBApkBujL3zTDl+94LTJgwgfH19WW3K/p7XuD3339nnJ2d2e2KfN8bN25kfHx8mIsXL0oF6BX1vgEwx48fl7tfV+6bYfIDazMzM+bPP/9ky9S5tqY+0wmpLPLy8piMjAyGYRgmIyODcXNzYxITE7XcKqJpcXFxTGhoKMMwDPP+/XvGycmJSU9P126jSKm4dOkSc/LkSQrQS1m5GeKek5ODkJAQ+Pn5ccr9/PwQHBws97iUlBTweDxYWlqqfe28vDyIRCIYGRlxyo2NjXH9+nV2e+HChahRowa7ffPmTbi7u8PR0ZEt69atG4RCIUJCQtg6Pj4+nLUHu3Xrhri4OERHR5fL+1ZGcfcNlM/3XF57rK2t2e3K8J7HxcXh2LFj8PHxYcsq6n1HRkZi8eLF+Ouvv6CnJ/2RWlHvGwAmTZoEW1tbNG/eHJs3b4ZYLGb36dJ9Z2ZmIjc3l/09VPbapfGZTkhlwufzYWJiAgDIzs6GSCSi6R4VkIODAzudsVq1arC2tsbHjx+12yhSKnx9fWFmZqbtZlR45SZAT0xMhEgkgp2dHafczs4O8fHxMo/Jzs7GnDlzMHToUJibm6t9bTMzM7Ru3RpLlixBXFwcRCIR9u7di9u3b+Pdu3dsPVtbW9SqVYvdjo+Pl2qvlZUVDA0N2TbLqlOwHR8fXy7vWxnF3TdQPt/zom7evIm///4b48aNY8sq8ns+ZMgQmJiYwMnJCebm5ti+fXuFvm+hUIghQ4Zg1apVqF69usxzV8T7BoAlS5bg8OHDuHDhAgYPHozvv/8ey5cv18n7njNnDpycnNClSxcAyn+2lMZnOiG6JCgoCL1794ajoyN4PB5OnDghVUedXA2SPn36BA8PDzg7O2PWrFmwtbXVUOuJssrifS5w7949iMViuLi4lLDVRFVl+T6T0lVuAvQCPB6Ps80wjFQZkJ9caPDgwRCLxdi4cWOJr7tnzx4wDAMnJycIBAL88ccfGDp0KPh8Pltn0qRJuHjxosL2ymqzrHsqWl7e7lsZyty3vHrl4d4fPXqEvn37Yv78+ejatWux91S0vDze92+//Yb79+/jxIkTePnyJQICAjj7K9p9z507Fw0aNMA333yj8NwV7b4B4Mcff0Tr1q3h6emJ77//HosXL8aqVas4dXThvleuXIkDBw7g2LFjUiMFirt2aX6mE6ILMjIy4OHhgfXr18vcf+jQIUybNg3z5s1DaGgo2rdvD39/f8TExLB1vL294e7uLvVTkMzR0tISDx48QFRUFPbv34/379+Xyb2RQmXxPgP5yVKHDx+OrVu3lvo9EWll9T6T0qev7QYoy9bWFnw+X6oHIiEhQaq3Ijc3FwMHDkRUVBQuXbpUoh6mArVq1cLVq1eRkZGB1NRUODg4YNCgQXBzc5N7jL29PW7fvs0pS05ORm5uLttme3t7mfcE5Pe6lMf7VkZx9w2Uz/e8QGRkJDp16oSxY8fixx9/5OyryO+5vb097O3tUb9+fdjY2KB9+/b46aef4ODgUCHv+9KlSwgPD8eRI0cAFAZitra2mDdvHhYtWlQh71uWVq1aITU1Fe/fv4ednZ1O3Pfq1auxfPlyXLhwAU2aNGHLVbm2JE18phOiS/z9/eHv7y93/5o1azB69GiMGTMGALB27VqcO3cOmzZtwooVKwCAnd5RHDs7OzRp0gRBQUH46quvSt54orSyeJ+FQiH69++PuXPnok2bNpprPFFaWf4+k9JVbnrQDQ0N4e3tjcDAQE55YGAg54Og4Ivc8+fPceHCBdjY2Gi0HaampnBwcEBycjLOnTuHvn37yq3bunVrREREcIaKnj9/HgKBAN7e3mydoKAgzjI958+fh6OjI2rUqFEu71sZxd03UD7fcyC/59zX1xcjRozAsmXLpPZXlve8IFgVCoUAKuZ9Hz16FA8ePEBYWBjCwsLYIf3Xrl3DxIkTAVTM+5YlNDQURkZG7Nxwbd/3qlWrsGTJEpw9exbNmjXj7FP22kVp4jOdkPJC3TwRkt6/f88ut5mamoqgoCDUq1dP420l6tPE+8wwDEaOHIlOnTph2LBhpdFMUkKaeJ9JGSqjZHQaUbAszo4dO5jIyEhm2rRpjKmpKRMdHc0wDMPk5uYyffr0YZydnZmwsDDO8j9CoVDueYVCIRMaGsqEhoYyDg4OzIwZM5jQ0FDm+fPnbJ2zZ88yZ86cYV69esWcP3+e8fDwYFq0aMHk5OSwddatW8d06tSJ3S5Ykqdz587M/fv3mQsXLjDOzs6cJXk+ffrE2NnZMUOGDGHCw8OZY8eOMebm5jKXIiov980wDPP8+XMmNDSUGTduHFO3bl32OgXtUea+y+O9R0REMFWrVmW+/vprTlsSEhIq9Ht+6tQpZufOnUx4eDgTFRXFnDp1imnUqBHTtm3bCn3fRV2+fFkqi3tFvO+TJ08yW7duZcLDw5kXL14w27ZtY8zNzZkpU6boxH3/8ssvjKGhIXPkyBHOMWlpaUpfW9Z9a+oznRBdhCIrM7x9+5YBwNy4cYNTb9myZUzdunWVOue9e/cYDw8PpkmTJkzjxo2ZjRs3arLJRA2l8T5fu3aN4fF4jIeHB/vz8OFDTTabqKg03meGYRg/Pz/G1taWMTY2ZpycnJg7d+5oqslEQrkK0BmGYTZs2MC4uroyhoaGTNOmTZmrV6+y+6KiohgAMn8uX74s95zyjvPx8WHrHDp0iKlZsyZjaGjI2NvbMxMnTmQ+ffrEOc+CBQsYV1dXTtnr16+Znj17MsbGxoy1tTUzadIkzvI7DMMwDx8+ZNq3b88IBALG3t6eWbhwodRyPOXtvn18fGSeOyoqSqX7Lm/3vmDBApnnLfrvU9He80uXLjGtW7dmLCwsGCMjI6ZOnTrM7NmzOYFqRbzvomQF6BXxvs+cOcN4enoyVapUYUxMTBh3d3dm7dq1TG5urk7ct6urq8xjFixYoPS1Zd03w2juM50QXSPvC31wcDCn3tKlS5l69eqVceuIptD7XDnQ+1y+8RiG1rsghBBCCKnMeDwejh8/jn79+gHIHxJrYmKCw4cPo3///my9qVOnIiwsDFevXtVSS0lJ0PtcOdD7XL6VmznohBBCCCGkbKibq4GUL/Q+Vw70Ppcv5SaLOyGEEEII0Zz09HS8ePGC3Y6KikJYWBisra1RvXp1BAQEYNiwYWjWrBlat26NrVu3IiYmBuPHj9diq4mq6H2uHOh9rjhoiDshhBBCSCV05coV+Pr6SpWPGDECu3fvBgBs3LgRK1euxLt37+Du7o7ffvsNHTp0KOOWkpKg97lyoPe54qAAnRBCCCGEEEII0QE0B50QQgghhBBCCNEBFKATQgghhBBCCCE6gAJ0QgghhBBCCCFEB1CATgghhBBCCCGE6AAK0AkhhBBCCCGEEB1AATohhBBCCCGEEKIDKEAnhBBCCCGEEEJ0AAXohBBCCCGEEEKIDqAAnRBCCCGEEEII0QEUoBNCCCGEEEIIITqAAnRCCCGEEEIIIUQHUIBOCCGEEEIIIYToAArQCSGEEEIIIYQQHUABOiGEEEIIIYQQogMoQCeEEEIIIYQQQnQABeiEEEIIIYQQQogOoACdEEIIIYQQQgjRAfraboCuE4vFiIuLg5mZGQAgNzdXyy0iJaGvrw89PXouRQgp/xiGQVpaGhwdHSvl55rk32cej6ft5hBCCCEASv73mQL0YsTFxcHFxQXVqlXD6tWrYWtrS18EyimGYZCTk4OTJ09i165dYBhG200ihJASi42NhbOzs7abUeYK/j4TQgghukjdv888hqIUhVJSUmBlZYWIiAjo6+vDwcGhUvZUVAQMwyArKwsJCQkwNTWFtbW1tptECCFqS01NhYuLCz59+gQLCwttN6fMpaSkwNLSErGxsTA3N9d2cwghhBAAJf/7TD3oxeDxeLC0tATDMLCzs2OHupPyqUqVKtDT02ODdD6fr+0mEUJIiVS2UV0bNmzAhg0bIBKJAADm5uYUoBNCCNE56v59pq5gJRQE5YaGhlpuiXxXrlwBj8eT++Pr66u1NllZWSE7O5uz786dO2zbypqJiQkAyidACCHl0cSJExEZGYm7d+9quymEEEKIxulsgL5ixQo0b94cZmZmqFatGvr164enT59y6jAMg4ULF8LR0RHGxsbo2LEjHj16xKkjFAoxefJk2NrawtTUFH369MGbN29UaktBEKnLvRRt2rTBu3fvpH62bNkCHo+HCRMmqH3unJycErXNzMwM9BaA6QABAABJREFUx48f55Tt3LkT1atXL9F51aXL7yMhhBBCCCGk8tLZAP3q1auYOHEibt26hcDAQOTl5cHPzw8ZGRlsnZUrV2LNmjVYv3497t69C3t7e3Tt2hVpaWlsnWnTpuH48eM4ePAgrl+/jvT0dPTq1YsdGldRGBoawt7envOTnJyMmTNn4ocffsBXX33F1o2MjESPHj1QpUoV2NnZYdiwYUhMTGT3d+zYEZMmTUJAQABsbW3RtWtXAPnvSYsWLSAQCODg4IA5c+YgLy+v2LaNGDECO3fuZLezsrJw8OBBjBgxQqpucHAwOnToAGNjY7i4uGDKlCmc93zv3r1o1qwZzMzMYG9vj6FDhyIhIYHdX9Brf/HiRTRr1gwmJiZo06aN1MMdQgghhBBCCNE1Ohugnz17FiNHjkSjRo3g4eGBXbt2ISYmBiEhIQDye8/Xrl2LefPmYcCAAXB3d8eff/6JzMxM7N+/H0B+ApkdO3bg119/RZcuXeDl5YW9e/ciPDwcFy5cUL4xDJCXlYvcTGGZ/6ibw+/Tp0/o168ffHx8sGTJErb83bt38PHxgaenJ+7du4ezZ8/i/fv3GDhwIOf4P//8E/r6+rhx4wa2bNmCt2/fokePHmjevDkePHiATZs2YceOHVi6dGmxbRk2bBiuXbuGmJgYAMDRo0dRo0YNNG3alFMvPDwc3bp1w4ABA/Dw4UMcOnQI169fx6RJk9g6OTk5WLJkCR48eIATJ04gKioKI0eOlLrmvHnz8Ouvv+LevXvQ19fHt99+q8o/HyGEEEIIIYSUuXKTJC4lJQUA2MzbUVFRiI+Ph5+fH1tHIBDAx8cHwcHBGDduHEJCQpCbm8up4+joCHd3dwQHB6Nbt25KXVsffFzou0mDd6O8Kc//gIGJQKVjxGIxhg4dCj6fj71793KGdG/atAlNmzbF8uXL2bKdO3fCxcUFz549Q926dQEAtWvXxsqVK9k68+bNg4uLC9avXw8ej4f69esjLi4Os2fPxvz58xVmtq9WrRr8/f2xe/duzJ8/Hzt37pQZMK9atQpDhw7FtGnTAAB16tTBH3/8AR8fH2zatAlGRkac42rWrIk//vgDLVq0QHp6OqpUqcLuW7ZsGXx8fAAAc+bMQc+ePZGdnQ0jIyOV/i0JIURXxd58pu0maEXRJHGaIkzLQvLL96ja0Bl8w3Lz9YgQQkgFUy7+AjEMg4CAALRr1w7u7u4AgPj4eACAnZ0dp66dnR1ev37N1jE0NISVlZVUnYLjixIKhRAKhex2amqqxu6jrPzwww+4efMm7ty5I5XZNiQkBJcvX+YEswVevnzJBujNmjXj7Hv8+DFat27NCfbbtm2L9PR0vHnzptj55N9++y2mTp2Kb775Bjdv3sThw4dx7do1qba9ePEC+/btY8sYhoFYLEZUVBQaNGiA0NBQLFy4EGFhYfj48SPEYjEAICYmBg0bNmSPa9KkCfvawcEBAJCQkKC1ee+EEKJJ2SmZODFyg7aboRUTJ07ExIkTkZqaWuLl5dLeJePl+Yd4cS4MscFPIc4VwcTWDI2HtEOTb9rD3NlGQ60mhBBClFMuAvRJkybh4cOHuH79utS+ogm/GIYpNgmYojorVqzAokWLOGWu1V3R5Z//oWZNtzLvgdU3Vi1z/KFDh7B69WqcOnUKderUkdovFovRu3dv/PLLL1L7CgJZADA1NeXsk/VvVjD8Xpmkaz169MC4ceMwevRo9O7dGzY20l96xGIxxo0bhylTpkjtq169OjIyMuDn5wc/Pz/s3bsXVatWRUxMDLp16yaVyM7AwIB9XdC+gmCeEELKu5CtKkzTIiyGYZD0NA4vzj3Ai3NheP/gNWe/gYkAmYlpuL3uDO5sOAu3zo3hOcIHNXwagqdgpBghhBCiKTofoE+ePBknT55EUFAQnJ2d2XJ7e3sA+b3kkoFlQkIC26tub2+PnJwcJCcnc3rRExIS0KZNG5nXmzt3LgICAtjt1NRUtGvXDvrGBjAwEcDASLXh5mUpLCwM3377LX7++We5w/ebNm3KzgHX11f+7W/YsCGOHj3KCdSDg4NhZmYGJyenYo/n8/kYNmwYVq5ciTNnzsht26NHj1C7dm2Z+8PDw5GYmIiff/4ZLi4uAIB79+4pfQ+EEFIR5GYKcWvtKW03o9wQi8SIu/uCDcpTXhcmRQWPB4embqjdzQO1unnC0rUqXgU+QNifVxFz/QleBT7Eq8CHsHC1hcewDmg0qC1MrKVHoBFCCCGaorMBOsMwmDx5Mo4fP44rV67Azc2Ns9/NzQ329vYIDAyEl5cXgPwEYlevXmV7h729vWFgYIDAwEA2Cdq7d+8QERHBmV8tSSAQQCDQ3SBcnsTERPTr1w8dO3bEN998IzWEn8/no2rVqpg4cSK2bduGIUOGYObMmbC1tcWLFy9w8OBBbNu2DXw+X+b5J0yYgLVr12Ly5MmYNGkSnj59igULFiAgIEDh/HNJS5YswcyZM2X2ngPA7Nmz0apVK0ycOBFjx46FqakpHj9+jMDAQKxbtw7Vq1eHoaEh1q1bh/HjxyMiIoKTAI8QQiqDp//Sg8ni5GblIPpqJF6eC8PLwIfITi5cDYQv0Idruwao1d0Ttbo0hmk17jD5Oj2aok6Ppvj4Ih4P9gTh0d/BSHmdiKClx3Bj1UnU690MHsN94NDUjZbtJIQQonE6G6BPnDgR+/fvxz///AMzMzM24LSwsICxsTF4PB6mTZuG5cuXo06dOqhTpw6WL18OExMTDB06lK07evRofP/997CxsYG1tTVmzJiBxo0bo0uXLtq8PY07deoUXr9+jdevX3NGFBRwdXVFdHQ0HB0dcePGDcyePRvdunWDUCiEq6srunfvrjDQdnJywunTpzFz5kx4eHjA2toao0ePxo8//qh0Gw0NDWFrayt3f5MmTXD16lXMmzcP7du3B8MwqFWrFgYNGgQAqFq1Knbv3o0ffvgBf/zxB5o2bYrVq1ejT58+SreBEELKu3MBf2m7CTopMykNLwMf4uW5B3gdFIm87Fx2n5GlCWp2boLa3T3g6tMQhqbFT1ezrm0P30UD0W5OPzz55y7Cdl9BQngMIo/cQuSRW6jm7gKPER3RoF9zlZO5EkIIIfLwGHXX8Spl8p5K79q1i11Wi2EYLFq0CFu2bEFycjJatmyJDRs2sInkACA7OxszZ87E/v37kZWVhc6dO2Pjxo3sEOnipKamokmTJjh16hRq1apFWcArgOzsbERFRcHNrexzChBCiLoyk9Lw5PgdXF7wNwAgW5yDH+N3IyUlRSohaGVQkCTu0ppjeB/0Am/vvgQkvtKYu9igtp8Hanf3hFOL2tDTlz1CTFkMwyA+LBoP/rqKpyfvsQ8ABObGaPhVa3gM94FNbfsSXYMQQkj5V/D3Sd2/zzoboOuK1NRUNG7cGKdPn0bNmjVhbGys7SaREsrKykJ0dDQF6ISUIbFIDD0+d5ROblYO9vgthUvruui68hsttazkooMioW+oD+dWdUv1Ont7LOckNausAbrkMmvPnj3DUvuRMNLLT6harXF11O7mgdrdPGHbwKnUhqBnfUzHo79v4sGeq/gU/YEtd2lTD54jfFCrmyf4BiV7IEAIIaR8KmmArrND3HVJWloagPw57mUVoOcJc5EWlwzTauZKDcUjysvMzATAzfROCCk9D/dfx5WFf2PAX5M4QezVxUeQ/Oo9kl+9R6vpPWHmYKXgLMVjGAaZH1Kl5hSXpqzkDBwd8jsAYPrrjSXupVWkaMbxyqroMmvObeqhSe+WqNXVA+ZO1mXSBmPrKmg2viu8v+uM19eeIOzPK3gV+BCxwU8RG/wUpnYWaDy0HZoMbQ8zx5L9vyaEEFK5UICuhE+fPsHQ0BAfPnyAgYGB0knRSiI5KgF5wlykp6RB31AfpnYWFKiXEMMwyMzMREJCAiwtLeUmxCOEaFbgzD0AgJPfbcWEh6vZ8peBD9nXImFeia9zZ/1ZXP/5BDovHwrPET4lPp8yspLS2Ne5mTkQmJfOQ9yc9OxSOW9F0H/XBK2NIODp6aGGT0PU8GmI1LcfEb7vGh7uv46M9ym49dsp3P7jDGp384DHMB9Ub1+fksoRQggpFgXoSmAYBjY2Nvjw4QNevy6bHozUN0ncgrexMHeWnf2cqMbS0pJdpo8QUnbysnPY15fmH0L6u2R2WxOzra7/fAIAcPGH/WUWoOcJCxOR5WRkl1qAnhydUCrnJZpj7mSNtrP6otW0nnh+JhQP9gThzc1neH46FM9Ph8Kqph08hndAo69aw8jSVNvNJYQQoqMoQFeSvr4+6tSpg5ycnOIra8CuEbukykYFLS6Ta1dkBgYG1HNOiJbkZRV+fobuuKTFlmiOZM92Toaw1K6jJ+Nzy87DFYiXUZloFd9QH/X7Nkf9vs2R+DQOD/66isgjt5D86j2uLDyM6z+fQP1+LeA5wgd2TVy13VxCCCE6hgJ0Fejp6ZVZUrHMtylSZZTQjBBSnjHi4nvJE5+8xe31Z9F6Wk9Yl4OM2C/PP2Bff3wRX2pZvCWvU8C5ZR3gXKlcrkzp6+uzq680a9YM27dv13KLNMe2niM6LxuC9nP74/HxO3jw51V8ePwGEQdvIOLgDdh71YDHMB/U69MMBsaG2m4uIYQQHUABejnCMAzNXyOElGtZH9Px/qH8qUIH+q1ETlo2nhy/g6mv1kNfoHoyR9sGTiVpotIYsRj3Ngey2+Kcks+jl+fGyn+kyrxG+QIVYGCVpaUlwsLCtN2MUmVYxQgewzqgyTftEXfvJcL+vIrnp+4jPjQa8aHRuLr4MBoNbAOPYR1gVdNO280lhBCiRaWf7YyoLDMxVWa5ZDIiQggpjyKP3sLRr/+Quz8nrXDIeGzwU7WuYWBUNj2RmYncz2RRbukF6EXxBfowtq5SZtcjmsHj8eDUvDZ6rh+N7+6uQLu5/WHubIPsT5kI2XoBO9vPx5Ghv+P52TCI80Tabi4hhBAtoABdBwWv/ldmeV52rsxyQgjRVaJcbpBxZeHhUr8mj182f9ouzjvI2S56r6Vp6sv1ZXYtRYKCgtC7d284OjqCx+PhxIkTUnU2btwINzc3GBkZwdvbG9euXePsT01Nhbe3N9q1a4erV6+WUcu1z8TWHC0ndcfo4KXot3si3Dq5AzweXl+NxMnRm7Ct1TzcWnsKGQnSU94IIYRUXBSg66AMOT3o21r+gBurTwLIX3uXEEJ03f0dF5WryDC4tuI4pyhbzc85Hr9spgI9P32fs12aQ9wlfXfvZ52Z7pSRkQEPDw+sXy/7gcGhQ4cwbdo0zJs3D6GhoWjfvj38/f0RExPD1omOjkZISAg2b96M4cOHIzVV9t/AikqPr4daXZtgwJ7JGH1jCZpP8IORlSnS3yXjxqqT2NH2J86ShNrGiMXabgIhhFRoFKDroFwFmYBv/XYKkUdvYaN7AI5+/XsZtooQQlQXtOSoUvUYJn8dc0mnJ+9E4pO3Sh5fmIDu7e0XyjdQg0qrB/3GqpPs62qNq8PMwapUrqMOf39/LF26FAMGDJC5f82aNRg9ejTGjBmDBg0aYO3atXBxccGmTZvYOo6OjgAAd3d3NGzYEM+ePZN5LqFQiNTUVM5PRWPpWhUd5n2Bcfd+gf8fo2DXpDpyM4X4Z/QmPNx/XdvNw4fIN9jcdDb+/W6LtptCCCEVFgXoOqhKMV++zkzJX4It+kqkRtYOJoSQ0qDKtBx5n2V/dl6M9+ExMvdJEpfh8HJ5SmsO+q21p9jX5s7WpXKN0pCTk4OQkBD4+flxyv38/BAcHAwASE5OhlCY/1D6zZs3iIyMRM2aNWWeb8WKFbCwsGB/XFxcSvcGtEjfyAANv2iFISfnoNFXrcGIxAicuQc3f/tPa3/3Mz6k4vjIDcj8kIpnp+7jfUTxv5eEEEJURwG6DqrW0Fnpuq+vRmrkmgzDIPsTDZsnhGjOxXkHlK7LiOQPm93bfRlSYhMVHl+WCdoA4M0d6V768H2a7eFMehGPne1+4pR9iv6g0WuUpsTERIhEItjZcbOS29nZIT4+fwH3x48fo1mzZvDw8ECvXr3w+++/w9pa9kOIuXPnIiUlhf2JjY0t9XvQNr4BH91+G4GWk/0B5OeouTB7X5knkMvNysE/325E2tuPbFnozstl2gZCCKksKEDXQeEHbyhd92zAnxq55tmpu7GhUYDML52EEKKOCBU+y4rO5y4qaNkxhfuL9qAX9DJ+ePwWZwP+ROqbJKXbooz4+1FSZcmv3mv0Grt9FiA5KoFTZuFiq9FrlIWi8+Ullwxt06YNwsPD8eDBA4SFhaFfv35yzyMQCGBubo49e/agVatW6Ny5c2k2W2fweDy0m9MPnZcNAXg8PNx3Df+M2YzcrJwyuT7DMDg/4y+8ux8FI0sTdP9tJADgyYk7yPyYXiZtIISQyoQCdB3AiMUQSSQXSnys3JxLAMh4n4LslMwStyHy6C0AwJ11Z0p8LkIIUZW81SsKiISKe8iLzv8W5+X3yO/v/TMeHQrGybGb2X1p75LVHib84lwYfnUah6tLjqh1vLLiH0TLLPddPLBUr6tJtra24PP5bG95gYSEBKledVI8z5Ed0WfbOOgbGeBV4EMcHrimTALkW2tP4cmJu9DT10PvLePQ8KtWsGtSHSJhHsL3XSv+BIQQQlRCAbqWZCSk4O3dlwCAvwf+hi3N5qj9NPzx8dsaaxfNaSeEaIKmh+Dy9BRnLc9K4q5J/uTEHQBA3ufP1YSIWEQcCsavTuOwtdkcXJ5/CB9fvlf5c/efbzdJlbWa2gMAYGRpotK5FHn/UPb8XnOn8jMH3dDQEN7e3ggMDOSUBwYGok2bNmqfd+LEiYiMjMTdu3dL2sRyp46/F748OA1GliZ4dz8KB/utLHb6R0k8+ecu+/Cs8/KhqN6uPng8HrxGdQIAPPjrKq3XTgghGkYBehnLycjG7XVnsNlrFg72W4m3d1/gzc1nyEpKw5tbsjPXFkdPT4NvIwXohBANECuYU64ORSOF7m4+jz87L+aUhf15hbPNiBmck5gSFLrzMnZ1mI9TE7aXuG12njUAAFZudsj8mK6Re0+IkD2/mqfJz3sNSE9PR1hYGMLCwgAAUVFRCAsLY5dRCwgIwPbt27Fz5048fvwY06dPR0xMDMaPH6/FVpdvTs1rY/DxmTBztELyy/c40OeXUknY9i40iv2d8R7bGU2+bs/uq9enGYxtzJAWl4wX5x5o/NqEEFKZ6dZf+nIm6UU87u+8BFGuCJkf03F5/iEkPFKctObi3AO4/vMJdvvEyA2c/XlC5bMes1RYDzc3U4jcTPnLuFF8TgjRBEas2Q+TNzefIUvOcF5ZS7nFh0bjPyWC75fn84OLkgTVevz8P6VJz99hU+PvcbD/KrXPVeDh3iCpMo8RPiU+r6bdu3cPXl5e8PLyApAfkHt5eWH+/PkAgEGDBmHt2rVYvHgxPD09ERQUhNOnT8PV1VXta27YsAENGzZE8+bNNXIP5ZFNXUcMOTkbVRs4IyMhFX9/8SteBz3W2PlT337EiVEbkZedi5qdG6PDT19y9usbGaDJ1+0AAKE7L2nsuoQQQihAV1tyVAJ2+yzA5Z8OIWRrIDY1/h73d1zCHr+lco8RpmWxc70LZH8q7BW6u/E8/vl2o9RxAgvFwyZDtgQq3F9AnCfCxsbfY0OjALlD0jT9pZoQUjkpysqurpBtF1Sq//Qf5YZAPz8TinX1puLR4ZvqNIsN0HPSswEA70JeaTwpnW19R3RZPlSj59SEjh07gmEYqZ/du3ezdSZMmIDo6GgIhUKEhISgQ4cOJbpmZR7iLsnMwQqDjs2AS5t6yEnPxrHh6/D4WMmnvOVkZOPE5+XUbBs4oefGMez/cUkew33A4+vhza3nxXZOEEIIUR4F6Ep6e5eb3fxgv5Xs62vLjxd7/JVFh7G+/jSFdWKDnyL6ivSyae1m91N4XHJUAvKyc/GX31KcmbpLbj1hahbysnMhyslDRkKq7ErUhU4I0QDJxJeaUloPEE+O2Yy8rBycnbZbreN5MoKXC3P3l7BVXPZebho9X3lGPeiFBObGGLB3Mur1aQZxrginJ+/E3U3n1M4nIxaJcXrSTnyIfAMTWzP03z0RhlWMZNY1c7BCnR75IydCd9GSa4QQoikUoCvp2Dfr8Ol14fqzmYlpcusyYm7PEcMwCNmqWs+PJKua1WDmaKWwzuPjt/HhUSwij9zCfTnDzSTb9VfXJXLqUIBOCCm5u5vOafycfIG+xs9ZVMFSaWKRGAf6rcSpiYXD5JOev5Oqb1PXQWbvYtSlCI22q14vb42erzyjHnQufYEBem4YDe+x+cvOBS09hisL/pb6LqKMa8uP4eX5B+AL9NF35wSYO9sorN90dH6yuCfH78idgkIIIUQ1FKCroGB+V3F/9BIi33C2i67Pqyq+AR+jg5eBbyj/y+n5GXvY15d/OoSjX/8uVUey1zz7U4bsE1EPOiFEAx7u1fzySx8evSm+UgkVPLxMiIhB3N2XeHLiLtsbWXRNcgBoMqyDzB50Tanb2xtD/5uDGh0bldo1SPnH09NDx4UD4TM/f674/R2X8N//tiMvW/m8NuEHruPe5vwpc93WjICjd81ij3FsVgvV3F2Ql52L8APX1Ws8IYQQDgrQVXBhzj4AQF4x6/Hu7bYMHyTWMv/wuGRfKnl8PfAN+DAwFSh9TPSVSHx8+R5By48h40N+YC6v11wSheeEEE3QdBZ3AHhxNgzp71M0fl5JsgKaguH657//S2qfwMxYZg86APazV1WS/3ZWNarBgYa3c9AQd/majeuaP2fcgI9n/4Xg6Dd/KFwBoUBs8FP2O07rgF5o0K+FUtfj8Xjw+ja/Fz3sT1pyjRBCNIECdDXcWPlPsXXubiwc3nll0eESXa+gU1vfyFCl43Z1mI+7G87h9MTtModmyvxDSj3ohBANKI0kcQBw7vs/OaOYMhI0H7CLRWLwJFbHiDgYDAAyh/DW79dCbg+6ohUz5F47T4R/Rheute4+uK3K56joaIi7YvX7NscXe6fA0MwIb24+w6EBq5AWlyy3fvKr9zg5dgvEeWLU69MMrQN6qXw9Y+sqSHv7kV0VgRBCiPooQFfRr07jlJpPnpedI/Fa9aXTeqwfXbjx+cuovsCAU6dml8ZKnSvmxlPs7rhQqjw3M0eqTN3EMoQQIqm0PkuiLz/Ck3/usdvnZPRql5QoJ4/Ti311sfyHrHwDvtwedHUS5UUevY1XgQ/ZbXNna5XPQUj1dvUx6OgMmNpZIPFJHPb3+QWJT+Ok6mV/ysDxERuQ/SkD9l410G3NCM7DKWXkL7mWv0Z66E5KFkcIISVFAXopyUnPBsMwyM3KUStAL8iMChQmbtM35gbofbaNL1EbczOFYBiGk/yOxrgTQjShNBNOfoou/Mx6c+u5wro1fBth6H9z2O1vzvyAKg5WsG3ghNr+njKPSXzyFskv37Pbedm5+NVpnNxryOtBV2cUQdIzbhClp89X+RyEAEC1Ri4YenI2rGvbI/1dMg72X4U3twt/X0S5Ivw7biuSX72HmaMV+u2cAANj1UbqFShYci325jN8iCz9XBGEEFKRUYBeSl4HPcYa5/H4o/ZkJMl4aq3IqKDFnC9lbIBepAddUdI4ZeRkCBG68zJ2tPmx8FrUg04IKSGGYUqcHFMRyQ4+sUj6OrW7ewIAem3+Dl/snQIHLzcExG7C92+3wK6JK8bd+xkjLswH30D2Z+j+Xj8rXLISALr+8jWGX5gPAHJ70K//8g/nYQLRDJqDrjxzZxsMPjELjs1qQZiSiSND1uLZqftgGAaXfjyImOtPYGAiQL/dE2FazULt65g5WqGO/+cl13ZTLzohhJQEBeglxBmKrqbhgT+h/1+T2G3LGlU5X/gKgub4sGipY41tzNS+rjAlE5fnH+IWUnxOCCmh56ful9m1REWSdlq5VUOvzd9h1NVFqNe7cGkynp6MP3cqDuUtUKNjQzT5pgOqNnDKP42cAP3l+QfY0fZHmfvkef/gtVptqkxoDrpqjK1M8eXBaajd3RMiYR7+HbcVJ8duxsO9QQCPh54bRqNaI5cSX8frW18AwOOjt5GVLGelmDKWlZxRKgkrCSGkNFGAXkL1+jRTqb65iw2+2D8VPTeOYcuqNnRGzc6N0eGnL9B15TdSvTGKerW7/vK1ag2WkJkonWFYnXVTCSFE0sN9JV9i7X/hv2LK8z9QvW09ODQtksWcx0PqmyTkZnHzaFRv3wB9d/4PfAM+rGvbF3sNyV7+frsnKt226u0bcLbl9aCrI/bmM42di5ACBsaG6L11HDyG+wAMgxdnwgAAPj9+gVp+Hhq5hlOL2qjaKH/JtYiD2l9y7X1EDLY0nYUjg35DnlD1qYaEEKItFKCXgIGpQOUvZmNvLUcNn4ao19sbLSZ1R99dE9h9zcf7sYlWOGTE5wUBfsGQMnXkyMowTD3ohBAdYGJdBQYmAnz1dwC8Rnfi7Pvw+A22tfwBf3XhLh351cFpsKnrqPQ1JBNt6vH12KHxxWn6Lbc9pbkOOiGaosfXQ+flQ9Budl/oGfDhOaojvMd10dj585dcy+9FD9t9Ves91/c2nYcoJw+xN58hcOZemsJHCCk36FtFCQw+NlPtY3l6emg/tz9qK3hyXa9vc9jUc4RL67oAAO/vCv+QmsgZ2m7halvstWt2bQJAThZ3itAJISWU9u6TRs9XNKt0wRD6T9EJJTpvo69awdi6CkyqmsOlbT2kv/+k1HFF838Ul8jt+dkwpUYnJTyKVer6lR3NQVcfj8dDyyk9MPnJ7+i8dIjKGduLU79vcxhZmSL1TRJeSqxGUFJP/w3BkSFr8T4iRqn66e9T8Oy/EAAAT4+HyKO3cGfdGY21hxBCShMF6CVQzV21OVs8PdX+EPbaOAYjLs5nvwzq6Re+XXyB7ORGY4KXFXte/c/nE+XIGPJF8TkhpIQ+Pn/H2e644CsMOjZD5c/AAkWDCFkZ4q1q2ql+Xj09TAj/FeNDV0JfYID40Gj12lfMfZ0cvQkP9+UP+WXEYojzZCfQy8ngjmqyrFFNrfZUdDQHveT0jQyKr6QGA2PDwiXXdlzSyDnv77iE/8Zvxeugxzg37U+leuYf7g2COE8Mx2a10HnZEAD5SRsLgnZCCNFlOh2gBwUFoXfv3nB0dASPx8OJEyc4+xmGwcKFC+Ho6AhjY2N07NgRjx494tQRCoWYPHkybG1tYWpqij59+uDNG9WXAPFdMpiz3XXVMKk6w87/yBmyXpT/um9Vvq7kF1PJXhp9NZdCAQC9zwG6OKf0siwTQkgB7++6wLllHXyxf6pS9R2b1+IWKNHLJy/oVUZJexElpzrJG+7+/PR9vI+IwWavWdjlswAiGVnuDYoETcMv/FSidhGiDR7DfcDT4yE2+CkSn7xV+zwMw+DGqpNsMls9fT18ePwG4fsVz28X5eTlJ8BDfuI6j+E+aPp5msyZqbtkJtwlhBBdotMBekZGBjw8PLB+/XqZ+1euXIk1a9Zg/fr1uHv3Luzt7dG1a1ekpaWxdaZNm4bjx4/j4MGDuH79OtLT09GrVy+IZCzNo4j7wNbsa9cODdBkaDt2+38PVmHY+R+LzYJq5mCl0jWLkuxdsXStyr7+5tw81OnhhdE3lnLqC8yNpc5hUtWc7ZHPy8mT2k9zKQkhJaFoWTFl1wVv/j8/la9bkoeWBRp//X/27jusqeuNA/g3CRCGbBRkCLgHiop7IQ6UurXOXx2tWq04UWutrVbraK1VW1fV1j3bOmrVVnHiHlQUBTeICogge5Pc3x+YSy4ZJCEhCbyf5+F5knvPvfdc00Lee855305lN5KDJ10WUyRG9cbuMm1ehEVjT69lyEnORFrsW6Q+S5RzopIHBX1/+VTjmtSE6JONmwPq9n5fcm2bZiXXxCIxzs7fh+trTwAAOs7tD/+FQwEAV1b+hbz0HIXHPj7xH7KTMlDNxQ71PmgJAPBfNBTe3XxQlFeIox9vQMbrdxr1ixBCKoJBR2NBQUFYunQpBg8eLLOPYRisXbsWCxYswODBg+Hj44OdO3ciJycH+/btAwCkp6fjt99+w48//ogePXqgRYsW2LNnDyIjI3HmzBm1+/Ph/pmo3bMZev04lrPd0smGDc49S2X3lVa6jrm6CqUCdKF1SfDt7FML/bdOhp1XcdAe/GA1ApYMx4RrJdPdRxydC79JPTHi8BylU9y1mY2YEFL1lK4O4VCvJvta1aRRpaewq7J+u9ePY1Q6tzLyAusOc/qj5w+j0fP7/6Gaix2GH5ot04Zfaoq7q1/tMq8lL19VpFT2e/d29VToMSGGSZIsLurQdeSlqVdyrSi/ECem/Iq7u4vLwHVfPgrtZvaB7xh/ONSridx3WWzgLo9kan2zj7pAYFr88Iwv4KPPxglwauiK7KQMHB23AfkZuRreHSGE6JbRRmMxMTFITExEYGDJSItQKIS/vz+uXr0KAAgPD0dhYSGnjaurK3x8fNg26vDs0giDdgTD2lXxSLiyEQ9BOQN0VcuEmNtZoeX4bjC3s8KgnVPRe804uLWui64LP4R9bWd2intSpGxCIgrQCSHlcXbBfs576YRqFvbVVDpH6ZF2eWvOS5MXXKtL+iFq+9l9MfnOSrSf1QfNRnVCs4+6YFL493BvV1/muNI11jsvGIwOc/opvdbhj36GqNQspru7w9jXVtVtNLkFQgyCe7t6qN7IHUV5hYg8cEXl4wqy83B03AY8Ph4OvqkAfTdOQPOx/gAAgakAAd8Uj6Lf2XYO7569kTk+MSIWCXdiIDAzQbOPuFVxhNYWGLgjGJZO1ngb9QoHBq1ExqsUje/xbdQrPD8bqfHxhBCiiNFGY4mJxdMDnZ25iYGcnZ3ZfYmJiTAzM4O9vb3CNqXl5+cjIyOD86MtJgoSu6mqKE8263pZavdoiiZS0/MB4M29FwCAZ6fvyrSXTHFnxGJkJqRq0EtCSFWWdJ/74E9obc6+dmnhBccGZZdB02QEXRsPFxsObAO3tnXRYU4/dAjpB6satiodxxNwR9CF1hZoP6uv0mOyEtNwe4v6M7kIMQY8Hg/N2ZJrF1SaPZPzLgt/DF+DF2HRMLUUYtCuqWjQvxWnjVfXJqjdvSnERWJcXPKHzDkkU+rr9/WT+5DL1sMJg/dOh5WzLZIfxmNv3++QcCdG7fvLz8jF70NX48iY9Yg+clPt4wkhRBmjDdAlZLL7MkyZCX+UtVmxYgVsbW3ZHw8P9TK1lyapVw6Uf323KF92zbgm4m89K7PNPzN2YEurL7CzxxKtXJMQUjVJl4fk8XjosXwk+/7TW99hUvj3MseYWgo57738G5d5HW3kzzC1MMOIw3PLDK5LM7MyL7uRHAnhzzU6rqqjMmvGodGgNjC3s0LGyxSEffsn/tt2DhE7LuDurou4t/cSIvdfxv2DVxH153VEHbqOg4NXIfFOLMztrDD04Cx4dZH//73/wg/BN+Hj+ZlIxF6MYrfnJGfg0d+3AZRMsZfH2acWRv39Bao3ckfO2wz8/uGPePy+dKOq7mw7x07dP/vlPlrTTgjRKqMN0F1cXABAZiQ8KSmJHVV3cXFBQUEBUlNTFbYpbf78+UhPT2d/Xr4sX13aur2as681LTEkUZiTX3YjFdRSsk4+7vJDZL/NQPThGwCA5GjNM7ASQqoWeSPddXo2U9je2tUe1VzsZLZ7d2vCeW/pZIOp0WuVXlvb9ZzVJS8pZ1mkZzFJr4e1pOntSlGZNeNgamGGpqM6AgDCt57F+a8P4uyC/Tgzfx9CP9+D03N241TITvwzYzv+mb4d754koFpNe4w4Ohc1W3orPK9DXRe0+Lg4AL/wze9sBYd7ey5BVFAElxZeqNlC8fFAcSK7EUfnsonj/v50M25u+Fdm2Yk8+Zm5CN9aPPvFwtEa+Rm5+HfGdpVm+hBCiCqMNkD39vaGi4sLQkND2W0FBQW4ePEiOnToAADw8/ODqakpp01CQgLu37/PtilNKBTCxsaG86OuXquLk8gJzExgYm6KpqM6oUH/VrBxd1T7XNJaTeoJoHjqVnl0nNtf6f7jk7eU6/yEkKpJXsbm0uuzy9Lzh9Fyj1EWAE+O+EGta+hCeRNO/S31e1dYTbMReUIMTZupQfAd648GA1qjfj8/1PugJeoGNUedQF/U7tEU3t184NW1MWp1boRGg9tg5F+fw1EqsaQi7Wb1hYVDNaQ8TsDdPWEQFYrYHA4tP+mmUt/Mqplj4PYpaP5xVwDApeVHsKFJCI6MXY//fjuHlKeJYORkc7yz7Tzy0nLgUNcFIw7PgamlEC+vPeYsWRGLxConxSSEkNLKtyhax7KysvD06VP2fUxMDCIiIuDg4IBatWph5syZWL58OerVq4d69eph+fLlsLS0xKhRowAAtra2GD9+PGbPng1HR0c4ODhgzpw5aNq0KXr06KHosuXWZGg7mFkJ4fL+CW6gnJrpmqgT6IuJN1fIHXFSh5mVUGZb7zXj8O+sHQCAV9efcPYlP4rHzm6LAQCT/luJas6qrcskhFQt0knONCWQKllWWsfPB+DKyr9kthtqQrVeq8fi7Jf7UJRXdoLPF1JTdc00GI0nxBCZ21qix/JROjlvx7n9cWb+Plz94W/w+XxkJabBsrqNWoMYfBMBui8dCce6NXFtzXHkJGfi+ZlIPD9TnPzNuVkt9P3lU7a0bX5mLsLfB+LtZvaBQ10XdF08DKFzd+Pyd0dRkJGLN5FxeH3rKXh8PsaEfg0bNwet3z8hpHIz6BH027dvo0WLFmjRorieZkhICFq0aIGFCxcCAD7//HPMnDkTU6ZMQatWrfD69WucPn0a1tbW7DnWrFmDgQMHYtiwYejYsSMsLS3x999/QyBQ/CWwvHh8Pur39dPJL2UbN4dyJ0OSN9Web6b43+PGun/Y1/v6fVeuaxNCKq93T+Un3+QoYyo631Tx7yKrGoYZiAPyp6X7DO+AGc/WKz0u512WzDYaQSekbE1HdYJTIzfkpWWz1SOafdSZUzlCVc3HdcXkOysx+tRX6PLVYNTq3AgCoQne3IvD3g9W4EVYNAAgYvt55KVlw76OM5vArunIjqjbuznEhSJc/+kkYs7dR0FmHvLTc/D4eLj2bpgQUmUYdIDetWtXMAwj87Njxw4AxWsOv/nmGyQkJCAvLw8XL16Ej48P5xzm5uZYt24dUlJSkJOTg7///rvcid+MnpwvyEyR4qlYD6UylGZSIhRCSHnIKwAuJeet4soZ2kqUqQv+Xw0BUJypvrRhfxbXTm84sDU+WPcJZ19C+HPkZ3Knx5tZV60R9JycHHh6emLOnDn67goxInwTAQK+GQaguPID34QP34+6aHw+Hp+PGj4eaP1ZLww9MBPjryyFSwsv5KVl49D/fsKNn0/i9ub3o+czPmAHS3g8Hnr+MBq1ezRF3d7N0fWbofCb2B0AEHP+QTnvkhBSFRn0FHeiG+Z2VjLbRO+TrBBCiC6Zl1ELPfW5bG1jCcf6Za9N1ZeGg9rAsroNXJp7yezzaF8fs19vBlBcReTktG3sPoGpQOaevbs31WlfDc2yZcvQtm1bfXeDGKFanRqibu/mePpvBOr18Sv3EkBp1jXtMfzPOTgzfy8e/H4Nl78vXl5jX9sZDQdwKwhYOlTDoJ1T2fcpTxMRvvUsXt94gsKcfJnKFIQQ7Xkb/RrPQ++i5cQeMLUw03d3tIIC9Cqo9HpNj/b1wVCATgjRssAfx8hsc2rgii5fD0E1BTXGlU1x9+jQQGZbWUkvKwpfwFetHFypGUwm5qZ4cy+Os63pCPlJTCujJ0+e4OHDh+jXrx/u37+v7+4QIxS4agxcW9VGk+EdtX5uE3NT9Fo9FjWa1sKFb/4AIxIXj54ryZUBAA51nGHj4YiMlymIu/JIaTULQkj57HpfEroov8hgvhOUl0FPcScV48MDMyFWMsWdEELUVb2xO5qOkP+FufXkQDQaXDJi2m3ZCPY131T5c+M6vXzZ1xOuLUO7mX3K2dOKN+m/lezrsOVHcOaLvez7D9Z9onbme30JCwtDv3794OrqCh6Ph6NHj8q02bhxI7y9vWFubg4/Pz9cunSJs3/OnDlYsWJFBfWYVEYW9lZo/VkvWDoon52jKR6Ph5afdMP/TsxHn40T0GhI2bM9eDwevAOKl1zGnJf/4CnuyiOEztuLwtwCrfaXkKrqzb0X+u6C1hjHtwCidTX9arOv+SYCeHVtoqQ1F5UOIYSUpdvSEWU3es/ctmTZjYuvp9K24sKS2T62tZzU75gBkK6EkRD+nLPPwsm6dHODlZ2dDV9fX6xfLz8R3sGDBzFz5kwsWLAAd+7cQefOnREUFIS4uOIZA3/99Rfq16+P+vXrV2S3CdGIc9NaaDigtcwsGEW8A4q/V8WefyC3XFvY0j9xb08YHh69KbOPEFK1UYBeRXWY0w8A4NW1eEqmnVd1TLyp2ijGPS2UUiKEVC55admc9zbujiofK5ZaYlO/T0ulbUUFhpsoThs8OzfSdxdUFhQUhKVLl2Lw4MFy969evRrjx4/HhAkT0KhRI6xduxYeHh7YtGkTAOD69es4cOAAvLy8MGfOHGzduhVLlixReL38/HxkZGRwfggxVLU6NYTAzATpcclIfcbNMyEuEiH5UTyA4vWz8qQ8TcSb+3Fy9xFCKjcK0Ksory6NMeHaMgzcUZLURNWycFGHruuqW4QQIxV1+Ab72r62s1plJqUD9LLWdoorcb4MgdBE5dE5Q1dQUIDw8HAEBgZytgcGBuLq1asAgBUrVuDly5eIjY3FqlWrMHHiRLaMqjwrVqyAra0t+1PlK7IQg2ZqKYRb23oAZKe5pz5/w1alSI56JXNsYU4+Dgz4Hvv7f4/M+FTdd5YQYlAoQK/CbGs5QaAkIVP/XyfL3Z77LlvudkJI1SUdWPZeM1atY9XJgWHrWV2tcxuTjy8s1ncXtCY5ORkikQjOzs6c7c7OzkhMTNTonPPnz0d6ejr78/LlS210lRCd8X6/fLB0uTXpUfO3D1/LTIF/euou8tJyIMovwtNTETrvJyHEsFCATjik13TWCfSV2yYtNqmiukMIMQJikRjnvjrAvi9rFLw0UX6hym39vxoCn5EdMfzIXLWuYejah/Q12jX1ypSeEcAwjNxZAuPGjcOqVauUnksoFMLGxga7d+9Gu3bt0L17d632lRBt8+5WHKC/uv6YkwzurdSoeV5qNrKTuMs1Hh4pWZf+5OSdcvXhRVg0rq05DkZM+YNI5VZZZqABFKCTUrouHsa+5gsU/+eR8fpdRXSHEGIE3j1J4Lznmaj3p8WtTV0AxSWNymLhUA29Vo2B+/tjjJVFqYzTraf00lNPdMPJyQkCgUBmtDwpKUlmVF1dwcHBiIqKwq1bt8p1HkJ0zaFeTVi7OUCUX4SXVx+x29+Wmtae/LBkRD3nXRZiL5aMuL+6/hg577IAAO+evUGRGg80GbEY/8zYhqur/kbshShNbwMAUJCdV67jCdE1eckYjRUF6ITDxlW1daPxt5/puCeEEGNRurIDX6DeCLpzM0/878R8TLyxXJvdMmiT76zkvDe1MNNTT3TDzMwMfn5+CA0N5WwPDQ1Fhw7lq/O+YcMGNG7cGK1bty7XeQjRNR6Ph9rdisutPQ+9x26XBOjVatoXv48uCdgfH7sNcZEYzs1qoXoTDzBiBs9O38XdXRexvctCXFzyp8rXT4p6xY7OJ5Uj4Vz00ZtY12AmIg9c0fgchBDVUYBOOGr4eKDrN0PR/7fPAAA2HvIzMb8Ii67IbhFCDFjpp9Z8JbktFHFp7gVLJxttdcng8U0EmP16M6Y9/gmzX2/Wd3c0kpWVhYiICERERAAAYmJiEBERwZZRCwkJwa+//opt27YhOjoas2bNQlxcHCZPlp/fRFU0gk6MiWS54LPQe2AYBrnvspCVmAYAaDiw+CFTstSa9Oj309sbDmyDekEtAAAROy7gwuI/AABvIlUPtGOl1r4nPZBNRqeqk8G/AQyD07N3aXwOQojqTPTdAWJ4/Cb2YF871quJjJcpMm3uH7iCXj+OqchuEUIMlZgboFemdWC6ZmZlru8uaOz27dsICAhg34eEhAAAxo4dix07dmD48OFISUnBkiVLkJCQAB8fH5w8eRKenspr3Zdlw4YN2LBhA0SiypvRn1QeHh0bwNRKiKzENLy59wIFWfkAinP+uLaqA6Bkint6XHLxDEUeDw0HtEZeeg6urjqGJKmgPCdZ9fKC0tnj3z4of1JFTR6+ElJRKtN3DxpBJ0r1XPkRTCzM0Pzjrvjfyfn67g4hxACVzsKuylpyYvy6du0KhmFkfnbs2MG2mTJlCmJjY5Gfn4/w8HB06dKl3NelEXRiTEyEpmw292en7uJtVHGgXL2xO6o3dAMApDxJgLhIhAd/XgMA1OpQH9Vc7OBYvybsvWsAAARmxWNqOW8zVbpufkYu4m8/Z9+nxr5FQZb668ilZ0hVc7FT2E6dBweEEOUoQCdKWde0x4yn69B96Ui4+Hpx9v09aYt+OkUIMSiiAm7SInM7Sz31hBBCDI9kmvvT03fZEmtOjdxgW8sRppZCiPKLkPI4Afd2hwEAmv6vM4DiEcEWE7rB1FKIwB9GAyiukV6Yk885v7wM7XGXo8GIxLCv41wcWDMMp7ybqqTrsFs6Wstt89+vZ7HJdy7u7QlT+/yEEFkUoBONPT4ejnt7L+m7G5VCwp0YZCel67sbhGjk+s//cN4b87RtYvgoSRwxNt7dm4In4CM5+jViLxSvC6/R2B08Ph9ODVwBAFd//BvZSRmwcrZFvQ9asse2GBeAaY/WotGQtuzspOy3JaPVeWnZ2NpuAf4c9RPnmvf2XS6+dtcmqN7YHYBm09xTHsezr4vyCuS2Ob/odwBA6Ly9ap+fEG2hLO6kynKo68J5H/r5Hj31pHJIeRyPI+M2YF/f7/BLi8/13R1CNPLiYvnK9xCiDpriToyNhb0VWxoy+03xw/jqjT0AFI+kA8DTfyMAAL6ju0BQaq03j88Hj8eDZfXiRJo5UgH6s9P3kPn6HV5cjGLLscWcu4/Y8w/ANxWg+biuqNGk+FpJ76fXp8Yk4c29FwCAa2uO40TwrxAXyeZ0SH74Gg+PlPx/lp+Rq/Q+hbbqzZ6KDYvCH8PXIO3FW7WOI6SyowCdqKXroqH67kKlsiNgMaf0CiHGJuFOjL67QKoYGkEnxqhOL1/2tamVELa1iqvkOL1fhw4UJ2Fr9n56uzxW7ytdZCeXrEN/ejqCff3mbixEhSI243vL8d1gX9sZ1d8H6G8fvALDMPhzxFrs7fsdYs7dx9Ufj+Ph0Vsyv8tFBUXYP3Alog5dZ7eVtYbduqad0v2lHRr5E+IuP8S/s3aodRwh8lCSOFJlycvgmZuarYeeEEIMweubT/XdBVLF0Ag6MUZ1ezVnXzs1dAOPX/wVvHqjkgC9QT8/WNWwVXiO0iPohbkFiL1QMoPpzd0XeHwiHO+eJsLC0RrtZvQpvsb7Ke7JD18jOykDGa9SwIjEODG1uHwaAKQ8SeRcK/ddFgoyuQF5fmaezDRi6e+AVs52CvsuCe6vrDrGPkCQyEpIU3icIvmZudjWeSHOLzyo9rGEGDoK0IlaRPlFMttSHqmfdIQABdnqZ1MlxNBUpifWhBCiK7a1nNjp7DXeB8wAdwS9xcfdlJ7DsnpxkjZJxvS4S9Eoyi1ZF5549wVizkYCAJqO7AihjQUAwM6rOgRCExTlFbJr4AEgPz2Hff3uSQLnWrnvp8sDQKd5A4pfMAwKs7kJ6tJikpT2GQCurv4b6xrOxIuwaFxfcwLhW84g/WUyu5/HV//vyIM/riH1+Rv899s5tY8lxNBRgE7UIiqUDdD/mbGj4juiBfpOJvHkxB2ZbfIysRJiyLLfUnJDQghRRcsJ3SEwM0H9vn7sNguHaui+fBS6LhqKmi29lR7PTnF/P4L+9PRdAECNprUAAIkRMYi9GA0A8Hpf2g0A+AI+HOoU5xCSrHUv7d1T2RF0AHCsXxNtpgWBb1IcMuRnctehp8a8YV8rSiJ37cfjAMNwprIX5UlX/1A/QOceX+LktN9wZOx6+j5FjBoF6EQt0r/wJTJepeihJ+VzdsF+rHafjOs/ndRbH+QlRclLV56AhRBDkv02A7c2ntZ3N0gVQ2vQibFqOqIjZjxfj1qdGnK2Nx/rD79Pe5R5fMkU90yIRWI8O12cw6ZDSF/w+DxkJ2UgNyUTZtXM4epXm3Os4/ts8S/CiqfE23i8XwPfqKQWuzTJ1HVzeyvweDyYVSsejS+9Dj0ttuS7jKKgWUJ65qD0SLwmE7EYqaR2kgR3+Rm5iD58E8/PROJt9Guc+WIvXoRFI+VpokY14AnRFwrQiVpMLcz03QWNMAyDjFcpiD56E2mxbxGx4wIA4MrKv+RmLq2QPsl5uvvfr2f10BNCNPP6xhN9d4FUQbQGnRiz8iwLktQhz0nOQMqjeDYY9wrwYQNwAPDo2AACMxPOsU71awIoCaJbTe6JsWcXYvCuaQCAjJcpnPrqkhF0C4dqAAAz6+LymaUzuUvXSZeebi+PdFDOOY8GU9zFopLvUCenbcPNDf9ifaOZ7LYrPxzD3d1h+HPkWuzwX4TdvZaqfQ1C9IUCdKK2iTdXoNlHXfTdDZVIguA7285ja9svcTL4N/zW8StOmzeRcfroGuy8qstsy3hpfLMRSNUlKpR9uGXnVUMPPSGEkMpPOklc8vv65E6N3CAwFcC5mSfbzlvObEeH+q6c9/a1neHU0A3WrvZsEP7uWcl09bzU9wG6ffE+obX8EXTpoF7eCLqooGRpJCMuWVoY9WdJdnjphxaRB67gxrp/ZM5TmnQ/Hh27jUvLj3D2x996xnkvGenPz8jF2a/2I+E/qkBCDBcF6ERtNm4OcGnhpe9ulOn1radY32gW7u0JU5rl8/Tc3bi395LO+/Pmfhx+dJuEX1rMRVrsW5wK2QWAmxnfxEhnKJCqSfqLFwB0WzYCww/N1lNvCCGkcpME6NnJGXj3uHhKuuP7kXEXXy+2nbzliJIRdAnJmnQAcKhX/Fo6UZyiEfSCUmvQC6VGzaXXoBfmFuC/beeQ/FB+ImHp8m3g8ZD24i0KsvNwevYuXP7uKFLLSD6Xl5ZTxn7ZCkMMwyBs2WFEbL+Aff2+U3o8IfpkUnYTQmTV6tiA8z7qz+to/GE7PfVGvgMDfwAAhM7bq7RdcvRrhH6+Bx4dGsDeW3ejf3t6LQMAZCdlcEbxxVKjkB4d6uvs+oRoW+nlIS3GBeipJ4QQUvlZORVPcS/IzGNn/zm9Hxn36FAfPAEfNZq4w7aWk8yxtp7VYWJuiqK8QpiYm3JqljvWrYnXN54i5bFUgC61Bh0AhO/XoJdOElckNYIuHaz//elmxJy7D/s6zmXe17snCfitw1ewcXdkt4kKivDq+mPwBALYejiimosd55jc1CyoqyAzD69vyi7NEheJUJhbwM4SIETfaASdaMTWwwlCW0v2/T8ztrPZRPUpKzENT/6N0Ch7Z9L9lzrokWpqdW4EAGBElHWUGA95VR0I0TVKEkeqKqGtJbu2/NX7HCCO7wN0x3o1MfrUVxj0fk15aXwBH/bvR83tvZ3ZOuwA4NysOAv88zORbIWb3FJT3M3el2wrXRudO4JeyG6LOXcfAJAqNW2+LNJJh/+duR0Hh/yIAwNXYrPfPM6Ie25qNjJfv1P5vBI5yRnIz5RNFrev//dY33Ammx1fnqK8QsoMb+gqUdVXCtCJxqzeT7WS+OvjjXrqSYltXRbi2PhNePDH9bIbl6LPX7yS8iWUZZQYE1E+Beik4lGSOFJV8Xg8WLxPFCdJuOYoNXW9eiM3me9m0iRtS49q1+/rBxNzU7yNfoU3d18AAPLej6BLprgLq71PEpdVagQ9t2TdubhQBHGRCNGH1P8OVtqbe9z8QP9M3w5RQRHy0rKxpdU8jQZVclIyUSDV/6L84r5L7vn5meKs+M/PRuLN/ZLr56ZmY4NPCA6PWa/2NQnRBAXoRGMBS4bruwscjFjM/sE6++U+tY+XfpqsLWKRGOkvk5H6XPkT5NjzDwAAZ+ar329C9EVekjhCCCG6Y1Xdmn0ttLWElbOtysd6+TcGAHh25pZ5M7ezQr0PWgIA7u0rzsnDrkF/P8WdXYP+Pvv6g9+v4a/xm5DzLpNzrtSYJFxcekjlPqkjJyUTj47dLrOcmyJXfzjGmQFw7usDnP0MA7yNeoUjY9azyxIB4OmpCBTlFrDf1XQp/vYz7Oy+GC8uRev8WpUOU3YTY0Fr0InGPDo0kNnGMEy5SoiUx77+37OvNfnlLTATlN1ITWtqfQYAqN7EQ2EbtzZ18frmU/Z9YkQsXJp7ab0vhGibmAJ0QgipUJZOJSPkjvVqqvWdq8nQ9qjdoxkbdEtrOqoTog/fwMOjt9Bj+aiSKe4O3Czu+e9n+v07a4fca0T9eR0FmXmo3sQDbx9od+lgUW6BSoGrtas9p/ybRNyVR5z3kXsvo+d3/2Pfh87dDUunkgcgpz/fDTuvGmWWjwOAF2HREJibwr1NXbn7RYUiCEzlf88syivEs9N3UatzI/w58icU5uTjzxFrMfv15jKvSyonGkEnGpP3i0ZfU17FRSIk3okt1zm0/WBBunybsj9SDfq34ry/sOQPrfaDEF0pzCkZiWgyrL0ee0IIIVWDpdQUdscGNZW0lE9ecA4A7m3rQmBmgsLsfKS9SGZHms0la9Ct5a9BLy0zvnhtuHu7epykb9pQlFcodw15afX7tSqzjcS+ft9z3uckl8wIiNx7GZeWHca11cdljmMYBk/+jUDG63fIScnEnyPX4uCgHyAuEiHlcTy7lh8oHoFf6zUFD36/JrcPYcsP4/hnW3F49M+csnWk6qIAnWjV4xPherlu6XJPmshOStdCT0rkZ+SW3QiyDzpe33iqoCUhhiPlaSJubTzNvm+gxhciQgghmpFeY+5YT/0AXREenw8bNwcAQNL79dc8Pg/mtsWBuZlkDXpmrtLlTVmJxd+lhDYW4PFLBj5KD0ZooiivEOJSyUkla/KlOft44MP9M1U6Z2JErFp9EL9P5nt3VxiOjd+EYxN/weHR69j9v7Schx0Bi3Fn2/ni9kUi/PXJJgCKZx1EH7pR3JdyDjRVeZQkzvhs3LgR3t7eMDc3h5+fHy5d0n3d66pg8p2VnPdhyw7rpR+arkeSJinH9vrWM1z98e8KW1/LN6WVJsT4hM7dzXlvRuVpSAWhLO6kKpOegu3YwFWr57bxKB7xfnOvOGmauZ0Vm5/H/H3lntRnb+QOaJhYmAEoGewwt7Fk17EDgGvrOhr1qcmw9nCoW5x9fl+/7/DqOrdMmrzSaCaWQnh2aQTPLo00uqYykgGh6z+dAFCcYE6SZA4AclOKR+DPLzyIR3+H4/Tne+SeJ+NVCrIS096/q0SLp4lWVIkA/eDBg5g5cyYWLFiAO3fuoHPnzggKCkJcXFzZBxOlrGrYosnQkqmt+priXnpdkSKln+AOPzyH8/6fGdtxYOBKXFt9HL91WAAAuPHzSdz+JVSt/ry5H4c/hq1Wqa3AzATdl41U6/yE6FtBNncanmur2nrqCalqKIs7qcqkp7hLaqBri2RKuiTglKw/BwD39vVh4WiNjFcpcqd8S9pKAnShrQV6rvwIANB7zTg41tVstN+smjlMzE0V7hfamMseYykEAAh0MADy+lbxLMf89Jwy2x6fvAUPDl6V2Z6Xlo2tbb/EZr95nKnwAMATVInQjJShSvxXsHr1aowfPx4TJkxAo0aNsHbtWnh4eGDTpk367lrlYABTSk7P3aVSO3Op2u0A4N62Hud91J8lpUEy41NxcMgqXP7+L1z89k9OrU9FxEUiRB+9icMfrVPY5qN/vsTs15th/n4dmEf7+uxrCcqOTQxd5uuSerW9Vo/VW3JIQgipSqzeJ4kT2liolcFdFWyA/n6Ku/R3E6G1BTp93h8AcP/AFc5xPAEfwvd10iXL+4Q2lmjQvxWmPf6peBS8notGfWo1ORAm5mYK98sbQTe1LG7P10Hy30Mjf8Jmv3nlmrmZ8F8M+1pcxC3xy4io1jqpAgF6QUEBwsPDERgYyNkeGBiIq1dln2rl5+cjIyOD80OUqxfUgn2dl5atlz4oSlpSu3tTznvJFCxVSU+lUuXefmk5DyeDf0POW8X/3Tg38wQAfHpzBSbfWYlqLnYyT1Af/HENNzee0mttdkKUyUsrGT2o1amhkpaEEEK0paZfbXh0aIBWkwO1/mDU9v0Ud8l3KsnUcokmwzrIHeE1tTSTGeUW2liCx+PBzKp4hLuaix27r9fqMbD3riFzngHbp3De9900ETZuDkpH0M1s5ATo76+pixF0AFJT0zWTLfUdUVwkAqPiDHdVBoqI/hXmFuD3oarNolWk0gfoycnJEIlEcHZ25mx3dnZGYmKiTPsVK1bA1taW/fHwUFweixSr3bMZ5/27p7L/rvpSuhScU8OS6WAdPx8AAPAZ0VGlc50I/lVmm1gkxtvo12wgLVl7pApTSyGsahQ//S5drip07m5cWnYYETsvqnw+QipK6SyzAjPKo0AIIRXB1MIMw/4IQbsZH2j93JI16BKuftylSwIzE9h6OMntk2mpUW6hLTdw5vF46LZ0BBoMaI3GQ9ph0K6p8O7mw2nj0swTDQe1Yd9LAnNlATqfL/+BAaA4QOcrKHdWETITUsGXeshRmF12VnoAuLTiCH6uOw1xlx/qqmtESxixmM3joKlKH6BLlH7KqKhe9/z585Gens7+vHyp3RqOlVHpf8ft/ov01BNZpX8JNx7Sjn3dcEBxgiH7OtyHN4rIy65+9Ydj2NVjCVZ7fFaOXgLVnO3kbr+y8q9ynZcQXYg+cpPzXlFtV0KUyczMROvWrdG8eXM0bdoUW7du1XeXCKnSbNyUB+gA4CDnO5OppVBmhqK5jaVMuxYfB6DvxgngmwhgX9sZg3dPg2P9krXp5vZWnAe+AjZAVzz7sUhOFR8zq+I16NJT3Icfmcu+5pvo72/WgYE/4PGJ/9j3m3znqrSe/eb6fwEAFxZTKd6qoNIPezg5OUEgEMiMliclJcmMqgOAUCiEUCisqO5VGg51XQxi5NzCoRraTgtif4HxS03F4psIMDNmA/LSc9hSJTWaaD5L4sa6f9jXpaepy9N+dl+522t1boh2s/rg+poTnO0FWao9WSWkQpV6KCcQKh7dIEQRS0tLXLx4EZaWlsjJyYGPjw8GDx4MR0ft1k4mhKjGytkWfFMBxIUiCG0sZKa4A+8HNc5GcraZWMib4q5aZY+ui4biWeg9NBjQGiZCU5hIBegmwrJH0EuXXQOKHxgA3BF0SeI4AOCb6G98MuNVCjJepZTdUAHp0nWA4gFHYtwq/Qi6mZkZ/Pz8EBrKzcIdGhqKDh066KlXlU/Qzx/ruwsAgKEHZ6HeByVr4uVNYxKYmXDqiKpThiPtxVuF+/JSy16j3mpST7nbeTweOs7pL7OdETMqBf6EVKSkSG4FDBpBJ5oQCASwtCweZcvLy4NIJKLfd4ToEV9QUgvdpYU3W2JNmn1tOSPo5mYyo9yqlt706toE3ZeNhHubugC4S6ZKAnTFI+jyqgdJAnrpv00CqSC/9Ai6dIWfRoPbckrZGRrpHAB/T96C3T2X4uXVR/h78hZkJqTqsWdEmyp9gA4AISEh+PXXX7Ft2zZER0dj1qxZiIuLw+TJk/XdtUrDzrM65724ArNQvpEKFgRmJrBxd4SFY/Ev19rdm2L8laVwblYLQw/Okns8j8dT+nRW2s7uSxTu29Jmvtzt0n9sJMlS1LG3zwq1jyFEl+7u4uZGoLIwVVNYWBj69esHV1dX8Hg8HD16VKbNxo0b4e3tDXNzc/j5+eHSpUuc/WlpafD19YW7uzs+//xzODnJrm8lhFQcSSZ3edPbAUVT3M1gYlHyPcrM2lxmBqOqBEKpKe7vA3S+qeJzyat6I3mwwJcO9qVelw7Qze1KstULhCZgxIbxoJBhGJz5ch+urSkpa8fn89kHmY//Dsfb6Ff4fehqPP47HKdml1Q0EheJ8OSfO8hRIzcSMRyVfoo7AAwfPhwpKSlYsmQJEhIS4OPjg5MnT8LT01PfXas0pH+5AUDGyxTYeVVX0Fq73kaV5AmQBMOTbn+Hgux8WLwvEfLRPwuUnsPEwkylkhlFSjJoytvnWL8mPDs3wn+/nSvz3Iq8ufsC9w9ehc9w2Rkf4VvOIPrIDQzaNY0zK4CQikTT66qm7Oxs+Pr64uOPP8aQIUNk9h88eBAzZ87Exo0b0bFjR2zevBlBQUGIiopCrVq1AAB2dna4e/cu3rx5g8GDB+PDDz+Uu/yMEFIxWozvBrFIrDCBrn0d2WnvxVPcS0a5hXLWn6tKYGYq9br4O52ygFlUUPLdbdz5RWwGdwAQSAXi0kuxZAP0kv4KzBQH6CbmpuUqr6aulMcJuFsqWXDai7f4pcXnaDVZdkZm+ou3iD56Ey7NPPH09F2EfXsItrWcMOHasorqslZd/v4obvz8Dxzq1cTHF77Rd3cqVJUZ9pgyZQpiY2ORn5+P8PBwdOnSRd9dqtR+6/gVrq89UXbDcspOSsel5UfY95Ip7QIzEzY4V4WpGuXXGIZBakwSbm06VWbbwXumc57glmXo7yHovXaczPZTITtltuWkZOLC4j/w5l4cLn93VOVrEFIeNAWZSAQFBWHp0qUYPHiw3P2rV6/G+PHjMWHCBDRq1Ahr166Fh4cHNm3aJNPW2dkZzZo1Q1hYmK67TQhRom6gL4b/OZud6l6aVQ3ZwQC+qYDzPUpegjhVcaa4v5/dyIiUBeglU9wd67ty+i29XttEemS+1LIsC/tqJe3MTADIv55ZNfVnQZZHXmqWzLbcd1nIeZuBsG8PyexLi32Lk8G/YVfPb/HkfSK69LhknfdTF8RFItz4uTjP07snCXruTcWrMgE6qXhXfjim82ucnPobcpJLpu9oOpKXn5HLvq7Zwltp29Rnb3Bg0A8IW3pYpXP7TewBO6/q6DhXdo15abU6NkCToe3l7js1ZxendmbinVj2dU6y4rrrhGhT6ZKAg3dP01NPiCErKChAeHg4AgMDOdsDAwNx9epVAMCbN2+QkVH8uysjIwNhYWFo0KCBzLkk8vPzkZGRwfkhhFQsHo+Hj/75EgN3BLPbGBHDZk4HZEusqUMglXldElSLRbLT2CWcmyqeDSv9QFl6BN2y1IxDc3srTjtFI+hm1TS/L00cHPKjRscV5RVylp4dHr0OSfdLZpsW5hbgyb8RChMR3911EWHLVfuOqytXf/yb8/7hX7f01BP9oACdGLXXt59x3ptaaZaBX/qX1IBtykumbfdfhJy3qn0xNLUUopqzLcZfWYp2M/uo3B/bWrLrMO/vv4Jfms9l/+BIr5t/fiZSpj0hulC6WkPpOraEAEBycjJEIpHMdHVnZ2e2qsqrV6/QpUsX+Pr6olOnTpg6dSqaNWum8JwrVqyAra0t++PhoXkFDkKI5pybeaJOz5L/V8VFItQNKknQ++7ZG81PLjXQIgmqGSV5jfwXDUWrzwIx9uxCmX3SgbbAzAS9Vo+BdzcftC41PVx6mSbfVKBwppiZdcWOoJeH9OyBmHP3cfDDVXj0dzhSHsfj/KKDODZ+E/6evEXusWfm78OtDaeU1vKWt/Zfm8K3nOG8/3fmDp1eT6u0MNGQAnSiNXUCfWW2iYt0+z9w6V/aQhWzhirDNy1/aoZ+mz/FB+vHqzXNXlrQz58o3Hf/wBUAQMbrdxqdu6rIepOO1JgkfXej0lH0B50QeUrPapIuCeTn54eIiAjcvXsX9+7dw2efKX84On/+fKSnp2PVqlVo0KAB6tatq7N+E0JUJy4SwbFeTVRv7A4A8GhfX/OTSQXHkizu4iLFAbqFvRX8vxoCp4ZuSk/LF/DhM7wjBu+exskwb2JhxikJZ2Jmwl63tIqe4l4er2885bwvyMzD8clbcGDQKkTuvQwAiD3/gN0ff/sZrqz8C0X5JWvs8xTUZz/zxV6sqz8d6S/LP32eYRhcWnEEkfsvc7aXXusvKijCj26TUJCtpPxwJcqHQwE60Zp+WybJbIv/L0Zn13sRFq30l7Y6TKXqYwrMBHJHsNVRv68fGg1qo/HxjvVrKtx3bc0JxIc/l7sunZTY3PJzbOv0NbKT0jl/cEj5pEqNjNh51dBjT4ghc3JygkAgYEfLJZKSkjROAicUCmFjY4PZs2fj4cOHCA8P10ZXCSHlJPkuNvzwHHT6YiA6fzlI43NJD15L8gpJf0dT61xi+d8RpTPM1wtqzgnITa3MYaIgL5GjVF341lMC5bYxdHlp8ksC7x+wEtd/Oomfak9ltymaSXB3dxhEBUX4td2Cci9nfXP3BW6u/xen5+xGwp2yY4Z19WeU63rGggJ0ojXyaiEry3peHpnxqfhz5Fqtnc/CsSRBiMDMFCOOfg6/id21dn51mdtawqmhq9x9ma/fYX//7yu4R8brlxafY1396bi2RvdJCyu7/MxcVKtpz77/5NJiPfaGGDIzMzP4+fkhNDSUsz00NBQdOshWpFDHhg0b0LhxY7Ru3bpc5yGEaIckEBZaW6DttCDYepRjkEMqKJTMtmkf0hfVm6i/pEXRWnLp9dnWrg6cxHRCGwu5DwTGhH4NM6mRdk3K5hqinHdZuLhUNuEcAMRdfoj4UktJS7u+9oTCJQ3PQu8hYscFAMW5np6fjZSZGh916Dr7el/f7wAAhTn5qnaf43noPaSUWoZnrChAJzql6OmlPGKRGBE7LiD5UXyZbbOT0mW2+Y71V6tv0qSzjwpMBajmbIsmw8r3JbK82s1Qfc06Kf5v4uFftyAqFMn8dycuEuPqKt0nLazMov68jvUNZyIrIRUA4OzrydaaJVVTVlYWIiIiEBERAQCIiYlBREQE4uLiAAAhISH49ddfsW3bNkRHR2PWrFmIi4vD5MmTy3Xd4OBgREVF4datqpU0iBBDJVayRlwbqjnbYszpr1CrIzeJpIWjtdLjFBUdkf7bxTcVcKrtFAfo3BF0v097oHpjd07ZNkWj7MZmU9PZuL3ptNx9tzacwv4BK8us3qIooD46bgPOLtiPt1GvsL7RTBwZsx5hSw/h8Oh1iD56E7EXo3Bn23nOMSlPEvBzvelKryfJGyUvxtjhv0jpscaiStRBJxWn/9ZJODZxs0bHRu69hLML9gMAZr9Wfg7p5BcSnp0baXRdQP76JmV1NytCvT4t0XxcV/bpo7re3I+DmZU57L2rxjTkvX2/Q+brd+g0bwD8JsnWByXl88+M7Zz3Xl0a66knxFDcvn0bAQEB7PuQkBAAwNixY7Fjxw4MHz4cKSkpWLJkCRISEuDj44OTJ0/C01Nx1mVVbNiwARs2bIBISWZnQojudZo/CNfXHEe3JcO1dk6lsaDUGuNO8wagwYAyZtGoMMVdYCJ4X1qtmNDagpM0jnOcqXQJuMoRoKuiIDOPs06/tNc3n8K5aS2F+1/dfMK+/u/XswCKE9fJI698nEx/svOxrkHxVPdBO6eW0do40fAH0ap6H7TkPOEsXZJJGVXWnkjIyx5Zt3dzlY8vTd4aZYd6LnJayuc7RvPRe0X4Aj66LxupcnuGYcAwDH5p+Tl+dJuEPb2WYVunr7XeL0OV+T5p3uXv/0LuO9naoUQzhbkFiLvySGZ73FXZbaRq6dq1K/t7R/pnx44dbJspU6YgNjYW+fn5CA8PR5cuXcp9XRpBJ8QwtJ3aG1Mf/gTnZuV76MahLEKXCtDbTv8Adp7VlZ9K4RT3kvPwTQWlprhbotuS4XIztvOllnJaSi2NrOzWN5rJBtbynF94kLO2PT0uGdfWHGffn1twQOVrPT9bdlWip/9GsK+PjF2v8rmB4u/KOSkl5ZkZsRih8/bi7q6Lap1H1yhAJ1o39PcQ9nVsWJTqB0r94k2LfauwWWFuAa6t/ltmu6Y10AGg6chOAACvriWjgiZCU8x4vh7BD1Zj8J5p8OiguD6vdLb6Ifu0m8Ai6KePVWoXd+khXl1/guw33On/yv4tK6strb6Qu13e0gii2JN/7uDnutPwx7DVMvvePngp5whCCCFVibz8Q+Xh3k5xBnh1v+bVUDCqK70GnW/CDdBNrYSwr+2Myf+tlDmOb1JynGMDV/RYMUq9Dhmx84t+V7r/78lb2de/tl+Aq6tkv6dry9kv92l8bNjSQ9jUbA679v1FWDTu7QnDmfman1MXKEAnOhWx/YLKbUVSo9jPTt9V2O762hOIvcAN/APKOb2qzdTeGLJ3ukwmehOhKcztrOAd4AOBmeI/QtIzBbz8tTv1t/GH7TDuwjdltivMK0B+Zq7M9t86fqVWLoDK7JcWnyP54Wt9d8NoHJvwi+KdlaicCTEulCSOkMrLrXUdDD80G5/e+k52p5p/dxoPaYvuy0dhTCh3NqH0gI7AzAR8qbXlkpxE8nKsZCdlsK/tvGrAd4w/Prm0RK0+VVZxl6L13QWOlMfx7Fp1AHh07DaiD9/A7V+KE5deWPwnAMWl5MqjrDX7qqAAnRiEqEPX8fBoyXTFlKcJCtsmyCnd1uKTADktVScwFcCraxOlWTnFIvn/w9l5VYdIx/XeHevVLLOuKI/HA19B0q6HR29p5RdGZfDH8DX67oJReHM/Tul+Y6oHSyoXmuJOSOXm3q4+rF3tZbar+1yYx+ej+Vh/tj67BL/UCLqZtTnq9/VD/T4tYeVs+/5Y2YulxSSxryUzB+xrO6PPxgnqdcxI3f4lFKfm7FK4X9fJAlX15OR/2BGwGOsazAAjFiPnXRaOf7YVJ6dtU+s8Yh1/t1eGAnRiEP6Zzk1AFbn3ssL/MaSnGAHA4D3TyjW9XVWNBsmO1ljVsEGfDRNg4+ag8+t/sH683O2SZCZikVjhSPnJadtwdOwGnfVN39SZIZCTnImsxDTddaaSKL1UorSgteMqpiOEEEIIoLWZW5wp7qYC8Hg89Nv8KfptmcR+n5QXoDf7X2cAQO3uTTnbGw5ojZp+tbXSN0N28ds/cX//FYX7Hx27XYG9UUw6WfWjv8NxVV6t9jIGrS5++yd+qjtNb2XbKIs70YkmwzvgwcGrMLUSghGLNSrHVJRfCDMT2WnlpddUewf4aNxPdTQZ2h62tarj1OydSH+RDACY9N9K8Hg8ONRzQV5aDur3bamz61dzscPs15vxoxt3Gr4kMcejY7fxTskvElUSbxirojzZJH/K5L7LQjUXO910ppIwEZoq3a9obR8hukZZ3Ampmuy8lCeFU5X0d1KBnO+ZxW1kA/TaPZpi3MXFsPVwlNk3/M/ZyEpMw6XvjuLRX1Vzdo8h5vlJi30rNwGcsmTCBVl57FT4a6uPo68eZkhQgE50wqm+KwCgMDsfe/t+h49Ofqn2OYryi2Amp9JFelwy+9q5WcUFCTw+Hx7t62PC1WV4df0xnBq5s09azazM0fP7/1VYX+Spqn8QACgdEffs0ggvwrhro+St1Sdc8jLYSpNOqkNIRQoODkZwcDAyMjJga2ur7+4QQipIp88HojCnAI0Hty3XefilRtDlUjBa71hXfoUfgZkJbGs5oe/GCXgRFoW81Gy57Sqz5IevcaYcCdx0Qdmki9JLP2/8fBLWrg6IvfiA3Sb930pFom9YRCeknzy+uftCo1F0kQqjokJb+bUqdU1ZllFS8bZ1Xqhw34f7Z8rMOjgVshPjryzVdbeMmrhI+bIBgSn9+SCEEFJxhDYW6L16bLnPI11mTVEW+vIsnRx3/hu8uftC7RJgxu7B79f03QUZl7//S+G+6EM3wJNaNiuvbelltRWF1qATnUh7wZ2GHn34pkwbsUjMybBYWlFeQZnXMbe1VL9zRu6Ty9+i58qPAADWbg4wMVc+FZnISot9i6K8QiTciaHkeQqUlexFWVUDQgghxFBJDxjxFUxx51Dze4JVdRvU7tG07IZErx78frXMNqr895Gbmo0728/j2MTNEBVqZ+kVDYEQnWDE3F9m/8zYjvr9/DjrWv8Yvgavrj3Gp7fllNJAcRBlX9tZ6XU6fzmo/J01MvbeNWDvXQN1e/nCrJoF7u29hPMLD8q08xnZEUIbS4RvDmW35aZmw8JeP7MOKkqP7/6HtBdvcXvTaQw/NFthu5/qTAUAmJibYsazqvWUW9qb+3HY02sZAGDao5/Y7OxMGdlLNckrQYg20Bp0Qkh5qDTFnVR6BTn5OFtG/XO+gI+89BwIbSzkzqq4uvpvXPvxOPv+4ZGbqBvUvNx9o29YRCeENhYy257+G8G+fvjXLby69hgA8Ph4uNxznJz2m8y20k+m7Dy1kzDEGFk62cDE3BQWjtVk9vmO9UevVWPQoK8fZ3v4llCZtsYuMyGV8953dBf4fzUEs19vZpcilK6BKk3dBHOVjSQ4B4B1DWbgwpLi2qAZr9/pq0uEKEVl1ggh5SGdxb2il2tJKu8Q1dTq1FBn5068E4v8DOU5iZIfxWND41nYE7QcaS/eIuVxPPYPXIkXYdEoyi/kBOdAccD++9DV5e4bBehEJ5qO7CSz7cSUX8EwDAqy8nBiyq/sdp6CBAx5aTky215eeci+9v/6Qy301PjV7+Mns63VpJ4AgJotvTnbDaVGpTbd2XauzDaSuqakbOGbQ5HyJAH/ztyhsI2+1mQRQggh5cUps1bBf88m31kp1REeVUQpg62nk16v//rmUwBAUmQcfuvwFXYELEb8rWf4c+Ra7OsjOwM442UKkiLjyn1dmuJOdEJRKYxzXx1AxI4LnG2pz96wr83tLOUG5hIv34+6A4BHB0rUBshPcCI9s6BmS28k/BcDAKjRxKPC+lVRivKLymwjmbZNVBMn9SBMmv/C4odidQJ9K7I7hBBCiNbwpUuoVcByLbc2ddF8XFc4NXDlVkChHDhlM+B/orfRr3R2bhoGIRWqdHBeettn935UevzN9f+yr2kNrGpGHJnLPqFlKuEIelFuSTJBtzZ15bYxEZri44uLMe7CN3L3U9k1rnMLDnDeS6oyeHfzQatJPWHvXUMf3SIEQPEa9MaNG6N169b67gohxAhJj6CXJ1u76hcEGg5oDaeGbrL7KEhXqoZP1ZxhQBEO0ZngqDVoOb6bWscoqzdYenq2oqnxVdGQ/TMU7uObCNhR9rirjyqqSxUmct9l9rWytUoOdV3gWK+m3H3JD19rvV+VyeS7qzD27EKF/36EVCRag04IKQ/p75rSZYGJ4Wn2P9kls1UBRThEZ8xtLdHiE/UCdEBxRs0jY9Zx3ls4yCZHq6pcmnkq3S+Z4n5//xUU5pZdvs5YtQnurdFxFfIE3QCJCspeHgAAlg7V5D/5J4QQQoyN1N98ZQNDFS1gyXCMObMQ3ZaNkNnXaHBbPfRI/1Qqg1cJGc5/laRSUrQWXRlF07BjL0Rx3lejxF8soVQ9+P6/Tlba9ue605B0/6Wuu6QXmtaEv7srTMs9MQ73D5ZdA5QQQgipTDgj6BUQoKs6CNByfDdUb+SGFuMCyjzHxxcXa6VvxDBRgE50TtUak03fT2ORflq2s8cSpMclgym1RsejQwPtdbAS4PF4mP16M6bcX416QS3KbH/puyMoyMrDjXX/IDUmCQBk/o01wTAMCnPyy30ela8n1s6a+qhD17VyHmNxb99l/Og2CWe+2KvvrhBCCCEVSt016OX+elTqGt2WFo+Q99k4QfVzl+qmbS39ZjcnukUBOtE5Rqzab5+Ycw8AcNcDJUe/xl8TfmFrpkuYWgm118FKxMJetfqasecf4J8Z23H5u6PY1ulrJN6NxWr3yQidV76A7fyi3/Fzvel4o4USE6p4J1UBQFU+IzrqoCfGJXTubpXbfnpLtowIIYQQYqykv2dqOvOuPFp8HIDpT9eh4QDNE13y+Dy99J1UDArQic75DO+gUrushFQAsutN3j54ies//8PZ5tTAVTudqyLklcV6+m8E+3rvBysAAPf2hJUro/md34prkl/98W+Nz6GOhP+eq31Mq88CddAT46FOQjy+qQDWrvY67A0hhBBSsXg8HtrP7ovmH3eFQ10XvfTB1MIMANDt2+EAgHYzPlDreB6fh2F/ztZ6v/TF07+xvrtgUChAJzrXYU5/9rWybOMSTf/XWWZb3KVozvt2M/uUv2NVSIN+fiq3zc8of8kxebXZdeFUyC61j3Gs64IPNozHsD9CdNAjw/dWQYA+/ek6mW30dJ4YIiqzRggprw4h/dB96Uh9dwPubethxrP16Pj5AKXtZKbi83io2cJbpWuYvH8YYMhUHcyrKihAJzpnJjUd3aWZJ6Y/+RmDd0/D4D3T5LbvNE/5Lymg5MkjUY2qywwAQFwk0uga2UnpGl1PW7p+M1Tlto0GtqlSeQzEIjGbvT8t5q3cNqYWZqjbuzlnW4/lo3TdNULURmXWCCGViSYPw8taO29WzbykrRGUkquq1XQUMdF3B0jlZ1bNHAFLhoMRi2FuV7xG2rubj0wg2Gv1WACAiZBG7bRNnQRwj/4OR9up6pcry07KYF/royyGcxml5qqyP4avQfytp5gcsQpXVx1T2K4ov5B9Pf7KUo2qMBBCCCGVSXljR22EnuoOfAiEpkBWnkbH6oMxPESoSAY7gr5s2TJ06NABlpaWsLOzk9smLi4O/fr1g5WVFZycnDB9+nQUFHBrPEdGRsLf3x8WFhZwc3PDkiVLtJKtmqin5fhu8JvYg7ONbyLAR6cWsO9r+HiodK7Wwb202reqQGhjofNrSNdXF4tUH4WPu/IIETsvanTN6o3c2ddW1W3UPr6ai51G1zU2r649hrhIjKenIpS28x3jDwCo3sSDgnNCCCFEG7QwOlyUXwiXFl4aXVJbFW90xcKhGrwCmui7GwbFYAP0goICDB06FJ999pnc/SKRCH369EF2djYuX76MAwcO4NChQ5g9uyRhQkZGBnr27AlXV1fcunUL69atw6pVq7B69eqKug1ShhpNPOBQryYsHKpxEnUoW2Pe5cvBFdG1SqV2j2YqtzU1N0VuajYSI2JVPibhvxhcXPIH+/7pPxEqH/vHsNU4++U+vL71VOVjACAzIRWW1a0BAG5t6sK+trNaxwNAp3kDAQBeXatGcpLTs+Wv2Z/030oAQN1AX4y7uBij/p5Xkd0ihBBCiBJFuQXo8d3/VG4vnUzZkEfQbTwcMfnOSphZmZfduAox2CnuixcvBgDs2LFD7v7Tp08jKioKL1++hKtr8X+EP/74I8aNG4dly5bBxsYGe/fuRV5eHnbs2AGhUAgfHx88fvwYq1evRkhICK13MAA8Hg9jQr8GIxZzprZ3nNsftTo2wO9DuQ9TBEKD/U/WoPEFfMx+vRlvIuOwp/cypW0zE1Kx0ac4gdrQ30NQq6PytdpvIuOwr1/5S3FlvH4HNxVzPqU8jseOgMXs+yYaJhfhCYp/BxjyH6/ySn+ZXGabas627GtHPWW0JVXTy5cvMXr0aCQlJcHExARff/01hg5VPZ8EIYRUBYW5BajRxAMtPgmAtZsDu93GwxEZL1Nk2vf+6WNsafUFAMC+tjNSHsVz9gttLLSSFLi8eDye3GWRtTo3QofZffXQI8NgsCPoZbl27Rp8fHzY4BwAevXqhfz8fISHh7Nt/P39IRQKOW3i4+MRGxtb0V0mCghMBXLXnctL4tVv86SK6FKlVb2RG+y8asDc3kpu1m4AuP1LKPv60bHbZZ5TUcCf9uItbv1yGtfWHFd4bMKdGPY1X6D6uvVzXx/kXismSeVjpfEExb8CGZFhT/8qj9ubQ8tuRIiemJiYYO3atYiKisKZM2cwa9YsZGdn67tbhBBiUEythODxeOj27Qi0nlxSLnbogVnwGdmRM7pu6WQN65r2GHH0c7SdFoSWE7rLnM+2lhPnvZ1XDd11XhkFY6VDD8yEW+u6FdsXA2K0AXpiYiKcnblTWu3t7WFmZobExESFbSTvJW1Ky8/PR0ZGBueHGI7aPZrquwtGjW8iwCeXlyD4/mqVMuGXtW5Jet15adGHbyLs20O4uupvvI2WX9or+shNqb6p/uso7vJDznuxhgE2n198TXElHkGvzLMDiPGrWbMmmjdvDgCoUaMGHBwc8O7dO/12ihBCpJQ3dZUmE3bHX1mKoJ8/Rr8tk+DWpi5bL700O6/q6LVqDJyb1ZLZ59a6Djp9MRACOSPU/bZwB7zqfdC8zD75TeqpWudJuVVogP7NN9+Ax+Mp/bl9u+wROwl5U9QZhuFsL91GkiBO0fT2FStWwNbWlv3x8FAtcRnRvQYDWtOyBC1Q59/wRVhx/fnC3ALE334mE7Bnv0mXdxgAcLKF56UVj4hlvH6HVzeesNulR675Avm/jnKSMxC5/7LShwEOddRffw5UjRF0RWXz/D7tgXYz+2DU8S8quEekMgkLC0O/fv3g6uoKHo+Ho0ePyrTZuHEjvL29YW5uDj8/P1y6dEnuuW7fvg2xWEx/dwkhlYsG313tvKqj8ZB2qN+nJUYcmQtbDyel7aUr2ZR+oMAwst9x7Dy5iWDLephfzcUO/l9pPwdUeb7XV+b8QRUaoE+dOhXR0dFKf3x8fFQ6l4uLi8woeGpqKgoLC9lRcnltkpKKp8KWHlmXmD9/PtLT09mfly9fqnubREeSo1/puwuVTu2eJcnjSk93AoCMV8Xrmo5+vBH7B6zEao/POGuWfuv4lUrXSYqMAwBsbTMfBwevQuLdWACAuLAkeOTx5f86+mv8Lzg9ZzfOLzoodz8ANBnaXqV+lCYp61GZR5kj916Wu11gZoKOc/ujZgvvCu4RqUyys7Ph6+uL9evXy91/8OBBzJw5EwsWLMCdO3fQuXNnBAUFIS4ujtMuJSUFY8aMwZYtWyqi24QQUqlwAt1SEbo2vuPU8PFQ+D1N61QM2h0buOm4I/pToQG6k5MTGjZsqPTH3Fy1LH7t27fH/fv3kZCQwG47ffo0hEIh/Pz82DZhYWGc0munT5+Gq6srvLy85J5XKBTCxsaG80MMQ2UOovRFeuTY1lNxWa24S9Hs69tbQpH04CW2dVmo8nUuLP6D8z7+9nMAgF3tkjVPovcjvaKCIk5is/jbzwAoDjQBzeuuV4URdEWUfd6EqCooKAhLly7F4MHyR1ZWr16N8ePHY8KECWjUqBHWrl0LDw8PbNq0iW2Tn5+PQYMGYf78+ejQQXHCR1qCRgghZStdTlob1aXNba3KfxK5NB9Br9vLV4v9MCwGuwY9Li4OERERiIuLg0gkQkREBCIiIpCVlQUACAwMROPGjTF69GjcuXMHZ8+exZw5czBx4kQ2qB41ahSEQiHGjRuH+/fv48iRI1i+fDllcDdSktFOoj1FUtPGXXw9ZRvweBAVFHE2XV9zAn8MW43UZ2/UulbG65J1peFbzwAATM1L1sFLRtP/GLEGv7ZbgFfXH8uc48CgH9Qq/1YWyRr0hDsxSC6V4bSy8xmm2awDQlRVUFCA8PBwBAYGcrYHBgbi6tWrAIq/SI4bNw7dunXD6NGjlZ6PlqARQogGVKiDXlYQ33Z6EIDiZHW6pkqIVrtHU7i3rafzvuiLwQboCxcuRIsWLbBo0SJkZWWhRYsWaNGiBbtGXSAQ4MSJEzA3N0fHjh0xbNgwDBw4EKtWrWLPYWtri9DQULx69QqtWrXClClTEBISgpCQEH3dFlGTdFDec+VHeuxJ5WTj4ci+zkvLkW3AMLjyw18ym+W2VcKhrgvubD/PvpeUBJFeH50e9xYA8PpGcT30yH1XICrkrp9+ffMp9vZZoda1lSnIzmNf7+y2WEnLyqXpqE4azzogRFXJyckQiURyk7VKlp9duXIFBw8exNGjR9G8eXM0b94ckZGRcs9HS9AIIRVJ8h2pft+W5TtRRQ8Klgq2pWfMmVoJ0WZqb9ljygjizR2qAVA+Y/GzyB9V7+N7mv7TODVUPr3dqZFxT3832KLSO3bsUFgDXaJWrVo4flxxCScAaNq0KcLCwrTYM1KRBm4Pxr+zdiDg2+FVutyCrnT5+kMwYgZNR3bEwSHyf7He2nharXN6d/NBzLn7nG21ezaDiblsKT1RYcno/KXlR9AmuOSPBk/AQ6FUAK1I+xDN62SK8ovKbmTk7Gs7I/U5d7ZD+1lVt7YoqXjykrVKtnXq1AliFUZ3gOIlaEKhEBs2bMCGDRsgEslPgEgIIdow7twiZManwqGuS7nOU1Hxud/E7gjfehb+C4dwttfq1BDdlo6AU0M3uLWpKz8pbxmdlOxVlNDX1FIIC3vVpsHX7d0cT/+NUHKxsv/BJH9D/Cb1RLiccrIBi4fjj2GrVeqPITLYEXRCgOIpLJ/dW4VGA9vouyuVkqVDNQT99DHc29VHt6UjynUuvgkfFg7V0HBAa5l94kKRzC/1wpx8ToBcw8eDs26KJ+Aj7sqjMq/b/OMAjftcOjN8YU6+xucyRIxYLBOcA4BZNdVyfRBSHk5OThAIBHKTtSpK1KqK4OBgREVF4datW+XtIiGEKGRqKSx3cF6R/BcNxeQ7K+EzvCNnO4/HQ4uPA+DRvr7CALtWp4ZwauiKGj4Klg69D4gVlcQddfwLlZcP+47uolI7ibq9myvcZ+lYTe52Cwf5240FBejE4FG+gIrh2bmRxsfaeDhiavRafHrrO7akmjRRYRFs3B05256ficSVH0pKsXl0aIA3d1+w73l8Hi5887vS67aa3BOW5fglXJjLDcjDt57V+FyG6PpPJ+VuN7OmAJ3onpmZGfz8/BAayh3dCA0NVZoMriwbNmxA48aN0bq17MNAQgipqng8Hqxq2Gp0rMDUBGPOLMQH6z5Rfg0FmdwlS1L7bpqIdjM+gEf7+grP4dqqjtJrlH6I8MG6TzBwR7DSY7id4cGpoavq7Q0QBeiEEACQOwVdVR9fWAxTSyFMzE2RlSRbG11cKJKpoX78s62c96LCIhRJJaQryMpHZkKa0uv6f/2hxn0GZB9KZMvpuzERi8T4b9s5JD14CYZhcHXV33Lb0UMvoi1ZWVlsElcAiImJYRO8AkBISAh+/fVXbNu2DdHR0Zg1axbi4uIwefJkja9JI+iEEKJ9PB5P4fRyyWaFCZvfN2jQvxU6fj5A4XlcmntxZ/FJteu3+VNYOFpjyL4ZnGNMLYWoI1UWuCw2bg7g8XiYosGaeENhsGvQCSEVy8bdEdZuDsiUyrauitZTAjnBPV/O01VRfhEeH/9P6XlKZ4u383TSTm0QJWo04U7lEhcVP0S4+O2fMLEwQ8c5/XV6fW27v/8yzn9dXC9++JG5nH2NBrdF9OEb8O7mo4+ukUrq9u3bCAgoWWYiScI6duxY7NixA8OHD0dKSgqWLFmChIQE+Pj44OTJk/D0lFM1QkW0Bp0QYkwqU1JWhSPoKh5vYmGmcF/9vn6o16el1gYR+KbG++9OATohhDXx+jL89+s51PSrjTPz9uJt9Cul7c2qmaPTF4M421pO7I4b6/7hbIs6dF3u8bV7NsPz0HsAioN4sVSQzlOwTkqXGEaMU7N34f6BKwCA1pMDjWq9dui8vezr03N2cfb1Wj0WjYe2g1sZU8sIUUfXrl1lau6WNmXKFEyZMkVr1wwODkZwcDAyMjJga6vZdE5CCNG1gCXDcWvjKQQsHqbvrqhOUXD8fntZI+hlkVl/XuowVYNzr/eDDUr//Oh2jEenKEAnhLB4fD78Pu0BQHZ9tkT1Jh4YcWQOzKzkB66WjtYqX0961FxUUCTzXhlTS+3U4vz09nfY0uoLAEDk3sucfVdXHUPXbyrmD2vUoesQWlugTqCvVs5X+t9PYCqAV5fGWjk3IfpEI+iEEGPQcnw3tPgkwKiWlVVzVv7QU1GALrSxUOn8th5OavdJQmBmwn63cW/zvrKTvAidJ9llvBE6rUEnhMiVFvuW8969fX1Mub8aH52crzA4V5e4VEAuvX69rBJodl7Vle5XlXVNe4X7FCWNy03Nxs4eS2RmCmgqMz4V/0zfjqMfb9RaJvmCrLJL1BFijGgNOiHEWBhNcP6+m0JrC9SSkzRYch/y7qf3mnGwqm6j1uUkU91rdWyo8jFDfw+BfR1nmTXqClGATgip7Kxr2sPC3kqra6leXnvMvhYVFOH07F2c9/Z1FJdiEpjpbwLQmXl7kBz9Gpe/O4qi/MJyn+/ltZJycheX/Km0bcy5+0h68FJmu1jETcKXlyqbTZ8QQgghRJm+myYq3ilnBL3JsPYy2xQ9l7BxdwAAjD27EP4LP0SXrwar3C+31nXwSdgSePmrNhvQiONzCtAJIWUztRKi66LyZUwvS+kp2aKCIhSVqlMuzamhm077IyGdff7uros4NvEXPD5RkvBOkpStPEI/31Nyjd1hCtulPEnA4dHrsDtwKcQiMWf6lrJ8AeOvLi13HwkxFFRmjRBCdMfC3gp1ezeHrafUdHQ2izs3dKzdo6lK5xyydzpGHpvHloGz86yOVpN6lntGptI8QUYcoVOATgiRy967Bvu63+ZPYemk+vSlmn61AQCjjn8hs++D9ePlHhN3+SHnfVF+IYryZEen7Ws7o8UnAfBfqNsHBhKrPT7DgcE/AADOzN+HJyfvcPbf23tJo/MyDIO30a9RlCf/PuV59+wN+3pnt8U4OHgV+95EwYyCYX/Ohp2ndpYDEGIIaIo7IYTo1oDfPsOw30PY95Kp7dJT2f0Xfoignz5W6XxeXZvA9f13Q21SNptSaGvJvm46qpPWr61LlCSOECJXrS6NkBqTBADgC9Sb1j7iyFwU5uRDaC2bNETVqemi/CLkvssCUPyE9vmZSADFU6naTgtSqz9lcWnuhcSIWIX7X994qrVkIwXZeTAxN8Pzs5H46+ONah0rkFpe8O5pIgBAXCQC30TAlogrzdKxmuadJYQQQkilV01ePh4589R7rR6DUyG70GpST5VHzyua5GECX6oakK2Ho766oxEaQSeEyNVx7gD2tUeH+modyxfw5QbnQNnZ2SXeRpWss+65cjR6rx2HttOD4Dexh1p9UUXL8d3KbBO573KZbcqS8jQRG5vOxrGJv+C/LWcUtnv41y25o+ryHhIUvl8GcGvTabnn0la2e0IIIYRUTo51XZQ3eB+r23o4YdgfIYYTnJeRhG/w7mloMb4bfMf4V1CHtING0AkhclnYW2H2681aP6/0mm5lpLPIm1qaoclQ2SQkWiP1C77JsPbwDvDB8c+2cppIrxPX1N+fboYovwjPTt1VmoX+xJRf4fdpD3RdNJSzXV6A/uZeHMK3nmHryZcm96k4IUaMyqwRQoj2mFlrpzKPXpQxu9G7mw+8u/lorUJORaERdEKITvEE3F8z3t3Uf+pqYm6mre7IJV3Xs/eacfDsIltiRBtSHsWzr0uXsSvtwe/XZLbF33oqs+2PYasVBucAd4oXIZUBrUEnhJDy6/zlIABArx/Hlt1YzVV+LSZ016BH2uHYwFVv19YW+uZGCNEpnxEdOO8t7K3UPofAVHul3eTx7uYDcztLeHUtLt3BV+N6rq3q4M39OK33qSBbto75rY3yp7ETQgghhKijTXBvTH/yM+r3aan1c9cN9NX6Ocvy0b8L0OyjLgj8YbTsTmOpR/8eBeiEEJ0K+GaYzLaOnw+Q01J/hNYWmHznBwzeMx0AYGqh+oh9/O1n2NNrGW7/EqrVPokLRXhz7wVubjyFwtwCrSWpI4QQQggBdJunZviRubCv44wP98/U2TWkOTethZ7f/4+TaZ6lwnco93b1ymxTu3tT1OrUUJPuqYUCdEKITplaCtF4SDvONoeykpFIaaFCAjdtEJiZsJk/eXw+JoV/r9bxF7/9U+UEeIo0GMCt67wnaDkuLTuMmxv+VbkUm7Rm/+tcrv4QQgghhGjCvU1dfBK2RGfLBnXBo73ypMjtZ/fF0IOzdN4PCtAJITpXevS3do+mcPb1hNDGAuOvLlV6rLJkarpUzcUO7Wb1UeuYonzFQXSy1PpzRTp/MVDu9utrTqDofbb2snh380HDQW3QZ+ME9Fz5kUrHEGJMNmzYgMaNG6N169ZlNyaEEFLlqToLsd/Wyajdoyn6bpood7+Lr5cWe6UYZXEnhOhctZp2nPcmQlN8dPJLlY7VdYI4ZTrO6Q9GJMaNn/9Rqb2yEXRF+zrM6Y+rq47BsYErbGs5KTw+6026Sn3otXqs/OldhFQSwcHBCA4ORkZGBmxtbfXdHUIIIYZOhfjcrXVdWNhbYdDOqQAgU82nItEIOiFE59pOC0KD/q3Q/7fP1D5W31nI3dty1yQ1HKh41O71Tdks6xKKEt21mdobg/dMw8i/PgcA1O7ZTG67lMclI/C1OjZQeB0KzgkhhBBSFdh4OKrUTtEIutDWkn3dbqZ6syZ1iQJ0QojOCa0t0HfTRNTr3VzufmW1unl6zrxpXirrfE2/2pjxbL3cNerHJvyi8DyiIvk1mwWmAngH+EBobQEA6L50hPzj80tG4G09q7PlUQghhBBCqiLPzo3QddFQDNk/Q3lDqfi8jlSG+WouduxrE3NTLfdOcxSgE0L0buKN5ei2TH5gWquz7rNlKlN6vZGJmQlMzE1h4Wgtt33sxSi525kiscy2pv/rJLPNxl3+0+B/Z+1gX9t510DrzwIx/PAcWNUoGTF3bVVH7rGEEEIIIeoQmJWshObxDbNMGY/Hg9+nPeDVpbHSdtLBd+81YzFk73T0/P5/qNHEvdx9qNVZ+0nwaA06IUTv+AI+zCzNZbabmJvCWsnoekUZ+nsI/hi2GgBQr48fAIBvIv/55l/jN2HG03UAgKzENFz+7ihiLz6AuX01mbbdl47UqD8tx3cDj8+He9t6mHznB6S9eIu7u8PgN6G7RucjhBBCCJFmVd0GrT4LhMBUoNNybBVBYGaCMaFfQywWw9zOCl5dmwAAXl5/Uu5zmwi1H05TgE4IMQh8M9k12lY1DCMBVK2ODRDychNEBSL2KayiqffS2db39lmBrMQ0AEB2UgYAwLGBKzrNG4Dqjdw5T6fVYSLkTsOy86wO/6+GaHQuQozNhg0bsGHDBohE8peNEEII0Y7K9N2ieuPyj5aXZuXM/Z7a8fMBuLLyr3Kfl6a4E0IMQv0PWqJOL190+Wowuy0nJVOPPeLi8flqr0+SBOfS3j1JQN1ezZVmbCeEKBYcHIyoqCjcunVL310hhBBixDRNczT8yFy4t6uHIXumc7a3m/GBFnpFATohxEAIzEwwcNsUtP6sF7vN0kn+Om9Dl/H6ncJ9jLjsWh+d5g0AANh6ygbxAYuHad4xQgghhBBSLu5t6mL4oTk6GZUHaIo7IcSAlZ7KbWj6bJyA1OdvEL7lDPIzctnthTn5Co+xcJBdi15am2lBaDCgNfgmAmxtM5+zzyvAR/MOE0IIIYQQAICC6mt6RwE6IcRw6bnEWlkaDiiuiR6+9Sx3h5J+qzIrgMfjwc6zOgqy82T2KaqnTgghhBBCjB9NcSeEGCxDLetRWoO+fpz3orxCuevPAcBSQXk2ecysuJnt+SZ8Ts1OQiqDQYMGwd7eHh9++KG+u0IIIYToHQXohBCDpShTuqHpWmpd+JUf/sJvHb+S29a9fX2NrmHnVR1To9dqnPmdEEM1ffp07Nq1S9/dIIQQUsUY6tdMCtAJIYbLUH9zlmJqYYYZz9az75+fiURRXqHctm2m9tbsGpZCo69DSog8AQEBsLY2zoSQhBBCjJehrkE3yAA9NjYW48ePh7e3NywsLFCnTh0sWrQIBQUFnHZxcXHo168frKys4OTkhOnTp8u0iYyMhL+/PywsLODm5oYlS5aAMdRPgxDCYSxT3AEoLcFWv0/LknZqJr7zm9gdANClEtUiJZVHWFgY+vXrB1dXV/B4PBw9elSmzcaNG+Ht7Q1zc3P4+fnh0qVLFd9RQgghxEgY5FzJhw8fQiwWY/Pmzahbty7u37+PiRMnIjs7G6tWrQIAiEQi9OnTB9WrV8fly5eRkpKCsWPHgmEYrFu3DgCQkZGBnj17IiAgALdu3cLjx48xbtw4WFlZYfbs2fq8RUKICowpQFem3cw+eHziP42O9V80FO1m9oG5nZWWe0VI+WVnZ8PX1xcff/wxhgyRfYh08OBBzJw5Exs3bkTHjh2xefNmBAUFISoqCrVq1dJDjwkhhBDDZpABeu/evdG7d8k00Nq1a+PRo0fYtGkTG6CfPn0aUVFRePnyJVxdXQEAP/74I8aNG4dly5bBxsYGe/fuRV5eHnbs2AGhUAgfHx88fvwYq1evRkhIiNGsbyWkqjK2/0eFtpbIT8+R2W7nXQOjT3+lUom10ng8HgXnxGAFBQUhKChI4f7Vq1dj/PjxmDBhAgBg7dq1OHXqFDZt2oQVK1aoda38/Hzk55eUMMzIyNCs04QQQogBM8gp7vKkp6fDwcGBfX/t2jX4+PiwwTkA9OrVC/n5+QgPD2fb+Pv7QygUctrEx8cjNja2wvpOCNGMsQXojvVqyt1uamGGGk08YF3TvoJ7RIj+FBQUIDw8HIGBgZztgYGBuHr1qtrnW7FiBWxtbdkfDw8PbXWVEEJIFVT/fRUeazeHMloCTf/XSdfdYRlFgP7s2TOsW7cOkydPZrclJibC2dmZ087e3h5mZmZITExU2EbyXtKmtPz8fGRkZHB+CCF6YmRT3FuO7yazrdMXAyu+I4QYgOTkZIhEIrl/h6X/Bvfq1QtDhw7FyZMn4e7ujlu3bsk93/z585Gens7+vHz5Uqf9J4QQUrnV7eWLUce/wNgzCxW26b5sJIb9EYLuS0fK3W9fx4XzvtMXA1G9sVu5+lWhAfo333wDHo+n9Of27ducY+Lj49G7d28MHTqUnSInIW90jWEYzvbSbSQJ4hSNzNETekIMh8BUoO8uqKV2j6Yy27wCmuihJ4QYDnl/h6W3nTp1Cm/fvkVOTg5evXqF1q1byz2PUCiEjY0Ndu/ejXbt2qF79+467TchhJDKjcfjoWYLbwhtLBS2EQhN4NGhgcIytx1m90XL8d0w4uhcAEDbaUEYceTzcvWrQtegT506FSNGjFDaxsvLi30dHx+PgIAAtG/fHlu2bOG0c3FxwY0bNzjbUlNTUVhYyD6td3FxkRkpT0pKAgCZJ/oS8+fPR0hICPs+IyODgnRC9IRvYlwBurxf3s4+lAiLVE1OTk4QCARy/w4r+husiuDgYAQHByMjIwO2trbl7SYhhBCiMTMrcwQsGa7Vc1ZogO7k5AQnJyeV2r5+/RoBAQHw8/PD9u3bwedzB/vbt2+PZcuWISEhATVrFq/7PH36NIRCIfz8/Ng2X375JQoKCmBmZsa2cXV15TwIkCYUCjlr1gkh+mPvXUPfXVALT2AUq4YIqRBmZmbw8/NDaGgoBg0axG4PDQ3FgAEDND7vhg0bsGHDBohEIm10kxBCCDEoBvltMj4+Hl27doWHhwdWrVqFt2/fIjExkfMUPjAwEI0bN8bo0aNx584dnD17FnPmzMHEiRNhY2MDABg1ahSEQiHGjRuH+/fv48iRI1i+fDllcCfEwA3ZPwONh7RDp/mDym5sQOj3CqlqsrKyEBERgYiICABATEwMIiIiEBcXBwAICQnBr7/+im3btiE6OhqzZs1CXFwcJ6eMuoKDgxEVFaVwrTohhBBizAyyzNrp06fx9OlTPH36FO7u7px9kjXkAoEAJ06cwJQpU9CxY0dYWFhg1KhRbBk2ALC1tUVoaCiCg4PRqlUr2NvbIyQkhDOFnRBieLy6NIZXl8b67ka5yUsaR0hlcvv2bQQEBLDvJX9fx44dix07dmD48OFISUnBkiVLkJCQAB8fH5w8eRKenp4aX5NG0AkhhFRmPEYS8RK5JGvc0tPT2ZF5QghRZLXHZDDi4l+r05/8DFNLWjJDdKOq/32q6vdPCCFEd350mwQACFw1Gk1Hqldirbx/nwxyijshhBirCdeXAwBsPZ0oOCeEEEIIMULu7eoBAOr0al7h1zbIKe6EEGKsbNwcMOP5eqPLQE+IsaAp7oQQQnRt2B8hEBWIYGJuWuHXphF0QgjRMhOhKfiU0Z0QnaAkcYQQQnSNx+frJTgHKEAnhBBCCCGEEEIMAgXohBBCCDEaGzZsQOPGjdG6dWt9d4UQQgjROgrQCSGEEGI0aIo7IYSQyowCdEIIIYQQQgghxABQgE4IIYQQo0FT3AkhhFRmPIZhGH13wpClp6fDzs4OL1++1KjQPCGEEKILGRkZ8PDwQFpaGmxtbfXdnQpHf58JIYQYovL+faY66GVISUkBAHh4eOi5J4QQQoiszMzMKhmgZ2ZmAqC/z4QQQgyTpn+fKUAvg4ODAwAgLi6uyn0Bkjz9qWqjE3TfdN9VAd238d83wzDIzMyEq6urvruiF66urnj58iWsra3B4/GUtm3durXWk8qV95zqHK9q27LaKduvzj5D/f/I0D5ndY/V5+csbzt9zro5lj5n1Rjz58wwDPz8/DT++0wBehn4/OJl+ra2tgb1H21FsrGxqZL3TvddtdB9Vy2V5b6r2oNjaXw+H+7u7iq1FQgEWv+8y3tOdY5XtW1Z7ZTt12Sfof1/ZGifs7rH6vNzVnYMfc7aPZY+Z9UY++dsZmbGxpHqoiRxhBBCCKnUgoODDe6c6hyvatuy2inbr+k+Q2Jon7O6x+rzczaWzxigz1mV/fQ5a/+cuvqc5aEkcWXIyMiAra0t0tPTDeqpUkWoqvdO9033XRXQfVet+yZEm+j/o6qBPueqgT5nw0Mj6GUQCoVYtGgRhEKhvrtS4arqvdN9031XBXTfVeu+CdEm+v+oaqDPuWqgz9nw0Ag6IYQQQgghhBBiAGgEnRBCCCGEEEIIMQAUoBNCCCGEEEIIIQaAAnRCCCGEEEIIIcQAGF2AvnHjRnh7e8Pc3Bx+fn64dOkSu6+wsBDz5s1D06ZNYWVlBVdXV4wZMwbx8fFKz/ngwQMMGTIEXl5e4PF4WLt2rUybzMxMzJw5E56enrCwsECHDh1UKlYfFxeHfv36wcrKCk5OTpg+fToKCgo4bSIjI+Hv7w8LCwu4ublhyZIlKJ0awNjue8aMGfDz84NQKETz5s3ltlHlvo3t3u/evYuRI0fCw8MDFhYWaNSoEX766SeN7t2Y7jslJQW9e/eGq6srhEIhPDw8MHXqVGRkZFTq+y79b+Du7g4ej4e0tLRKf988Hk/m55dffjGI+966dSs6d+4Me3t72Nvbo0ePHrh586ZMO2XXVkRbv9MJIYQQQuRijMiBAwcYU1NTZuvWrUxUVBQzY8YMxsrKinnx4gXDMAyTlpbG9OjRgzl48CDz8OFD5tq1a0zbtm0ZPz8/pee9efMmM2fOHGb//v2Mi4sLs2bNGpk2w4YNYxo3bsxcvHiRefLkCbNo0SLGxsaGefXqlcLzFhUVMT4+PkxAQADz33//MaGhoYyrqyszdepUtk16ejrj7OzMjBgxgomMjGQOHTrEWFtbM6tWrTLa+2YYhpk2bRqzfv16ZvTo0Yyvr6/MflXu2xjv/bfffmOmTZvGXLhwgXn27Bmze/duxsLCglm3bp1a925s9/3u3Ttm48aNzK1bt5jY2FjmzJkzTIMGDZiRI0dW6vuWNmDAACYoKIgBwKSmplb6+wbAbN++nUlISGB/cnJyDOK+R40axWzYsIG5c+cOEx0dzXz88ceMra0t557KurY82vqdTkhVkZGRwbRq1Yrx9fVlfHx8mC1btui7S0QH4uLiGH9/f6ZRo0ZM06ZNmd9//13fXSI6MnDgQMbOzo4ZMmSIvrtSqRlVgN6mTRtm8uTJnG0NGzZkvvjiC4XH3Lx5kwGg9EuXNE9PT5kvsTk5OYxAIGCOHz/O2e7r68ssWLBA4blOnjzJ8Pl85vXr1+y2/fv3M0KhkElPT2cYhmE2btzI2NraMnl5eWybFStWMK6uroxYLGYYxvjuW9qiRYvkBuiq3DfDGPe9S0yZMoUJCAhg31f2z1zip59+Ytzd3dn3lfm+N27cyPj7+zNnz56VCdAr630DYI4cOaJwv6HcN8MUB9bW1tbMzp072W2aXFtbv9MJqSqKioqY7OxshmEYJjs7m/H29maSk5P13CuibfHx8cydO3cYhmGYN2/eMG5ubkxWVpZ+O0V04ty5c8yxY8coQNcxo5niXlBQgPDwcAQGBnK2BwYG4urVqwqPS09PB4/Hg52dncbXLioqgkgkgrm5OWe7hYUFLl++zL7/5ptv4OXlxb6/du0afHx84Orqym7r1asX8vPzER4ezrbx9/fn1B7s1asX4uPjERsba5T3rYqy7hswzs9cUX8cHBzY91XhM4+Pj8fhw4fh7+/Pbqus9x0VFYUlS5Zg165d4PNlf6VW1vsGgKlTp8LJyQmtW7fGL7/8ArFYzO4zpPvOyclBYWEh+/+hqtfWxe90QqoSgUAAS0tLAEBeXh5EIhEt96iEatasyS5nrFGjBhwcHPDu3Tv9doroREBAAKytrfXdjUrPaAL05ORkiEQiODs7c7Y7OzsjMTFR7jF5eXn44osvMGrUKNjY2Gh8bWtra7Rv3x7ffvst4uPjIRKJsGfPHty4cQMJCQlsOycnJ9SpU4d9n5iYKNNfe3t7mJmZsX2W10byPjEx0SjvWxVl3TdgnJ95adeuXcPvv/+OSZMmsdsq82c+cuRIWFpaws3NDTY2Nvj1118r9X3n5+dj5MiR+OGHH1CrVi25566M9w0A3377Lf744w+cOXMGI0aMwOzZs7F8+XKDvO8vvvgCbm5u6NGjBwDVf7fo4nc6IYYkLCwM/fr1g6urK3g8Ho4ePSrTRpNcDdLS0tLg6+sLd3d3fP7553ByctJS74mqKuJzlrh9+zbEYjE8PDzK2Wuiror8nIluGU2ALsHj8TjvGYaR2QYUJxcaMWIExGIxNm7cWO7r7t69GwzDwM3NDUKhED///DNGjRoFgUDAtpk6dSrOnj2rtL/y+izvnkpvN7b7VoUq962onTHc+4MHDzBgwAAsXLgQPXv2LPOeSm83xvtes2YN/vvvPxw9ehTPnj1DSEgIZ39lu+/58+ejUaNG+Oijj5Seu7LdNwB89dVXaN++PZo3b47Zs2djyZIl+OGHHzhtDOG+V65cif379+Pw4cMyMwXKurYuf6cTYgiys7Ph6+uL9evXy91/8OBBzJw5EwsWLMCdO3fQuXNnBAUFIS4ujm3j5+cHHx8fmR9JMkc7OzvcvXsXMTEx2LdvH968eVMh90ZKVMTnDBQnSx0zZgy2bNmi83sisirqcya6Z6LvDqjKyckJAoFAZgQiKSlJZrSisLAQw4YNQ0xMDM6dO1euESaJOnXq4OLFi8jOzkZGRgZq1qyJ4cOHw9vbW+ExLi4uuHHjBmdbamoqCgsL2T67uLjIvSegeNTFGO9bFWXdN2Ccn7lEVFQUunXrhokTJ+Krr77i7KvMn7mLiwtcXFzQsGFDODo6onPnzvj6669Rs2bNSnnf586dQ2RkJP78808AJYGYk5MTFixYgMWLF1fK+5anXbt2yMjIwJs3b+Ds7GwQ971q1SosX74cZ86cQbNmzdjt6lxbmjZ+pxNiSIKCghAUFKRw/+rVqzF+/HhMmDABALB27VqcOnUKmzZtwooVKwCAXd5RFmdnZzRr1gxhYWEYOnRo+TtPVFYRn3N+fj4GDRqE+fPno0OHDtrrPFFZRf7/THTLaEbQzczM4Ofnh9DQUM720NBQzi8CyRe5J0+e4MyZM3B0dNRqP6ysrFCzZk2kpqbi1KlTGDBggMK27du3x/379zlTRU+fPg2hUAg/Pz+2TVhYGKdMz+nTp+Hq6govLy+jvG9VlHXfgHF+5kDxyHlAQADGjh2LZcuWyeyvKp+5JFjNz88HUDnv+9ChQ7h79y4iIiIQERHBTum/dOkSgoODAVTO+5bnzp07MDc3Z9eG6/u+f/jhB3z77bf4999/0apVK84+Va9dmjZ+pxNiLDTNEyHtzZs3bLnNjIwMhIWFoUGDBlrvK9GcNj5nhmEwbtw4dOvWDaNHj9ZFN0k5aeNzJhWogpLRaYWkLM5vv/3GREVFMTNnzmSsrKyY2NhYhmEYprCwkOnfvz/j7u7OREREcMr/5OfnKzxvfn4+c+fOHebOnTtMzZo1mTlz5jB37txhnjx5wrb5999/mX/++Yd5/vw5c/r0acbX15dp06YNU1BQwLZZt24d061bN/a9pCRP9+7dmf/++485c+YM4+7uzinJk5aWxjg7OzMjR45kIiMjmcOHDzM2NjZySxEZy30zDMM8efKEuXPnDjNp0iSmfv367HUk/VHlvo3x3u/fv89Ur16d+d///sfpS1JSUqX+zE+cOMFs27aNiYyMZGJiYpgTJ04wTZo0YTp27Fip77u08+fPy2Rxr4z3fezYMWbLli1MZGQk8/TpU2br1q2MjY0NM336dIO47++//54xMzNj/vzzT84xmZmZKl9b3n1r63c6IYYIpSozvH79mgHAXLlyhdNu2bJlTP369VU65+3btxlfX1+mWbNmTNOmTZmNGzdqs8tEA7r4nC9dusTweDzG19eX/bl37542u03UpIvPmWEYJjAwkHFycmIsLCwYNzc35ubNm9rqMpFiVAE6wzDMhg0bGE9PT8bMzIxp2bIlc/HiRXZfTEwMA0Duz/nz5xWeU9Fx/v7+bJuDBw8ytWvXZszMzBgXFxcmODiYSUtL45xn0aJFjKenJ2fbixcvmD59+jAWFhaMg4MDM3XqVE75HYZhmHv37jGdO3dmhEIh4+LiwnzzzTcy5XiM7b79/f3lnjsmJkat+za2e1+0aJHc85b+96lsn/m5c+eY9u3bM7a2toy5uTlTr149Zt68eZxAtTLed2nyAvTKeN///PMP07x5c6ZatWqMpaUl4+Pjw6xdu5YpLCw0iPv29PSUe8yiRYtUvra8+2YY7f1OJ8TQKPpCf/XqVU67pUuXMg0aNKjg3hFtoc+5aqDP2bjxGIbqXRBCCCGEVGU8Hg9HjhzBwIEDARRPibW0tMQff/yBQYMGse1mzJiBiIgIXLx4UU89JeVBn3PVQJ+zcTOaNeiEEEIIIaRiaJqrgRgX+pyrBvqcjYvRZHEnhBBCCCHak5WVhadPn7LvY2JiEBERAQcHB9SqVQshISEYPXo0WrVqhfbt22PLli2Ii4vD5MmT9dhroi76nKsG+pwrD5riTgghhBBSBV24cAEBAQEy28eOHYsdO3YAADZu3IiVK1ciISEBPj4+WLNmDbp06VLBPSXlQZ9z1UCfc+VBATohhBBCCCGEEGIAaA06IYQQQgghhBBiAChAJ4QQQgghhBBCDAAF6IQQQgghhBBCiAGgAJ0QQgghhBBCCDEAFKATQgghhBBCCCEGgAJ0QgghhBBCCCHEAFCATgghhBBCCCGEGAAK0AkhhBBCCCGEEANAATohhBBCCCGEEGIAKEAnhBBCCCGEEEIMAAXohBBCCCGEEEKIAaAAnRBCCCGEEEIIMQAUoBNCCCGEEEIIIQaAAnRCCCGEEEIIIcQAUIBOCCGEEEIIIYQYAArQCSGEEEIIIYQQA0ABOiGEEEIIIYQQYgBM9N0BQycWixEfHw9ra2sAQGFhoZ57RCRMTEzA59MzJkJI1cQwDDIzM+Hq6lolfxdK/33m8Xj67g4hhBACoPx/nylAL0N8fDw8PDxQo0YNrFq1Ck5OTvRFwAAwDIOCggIcO3YM27dvB8Mw+u4SIYToxcuXL+Hu7q7vblQ4yd9nQgghxBBp+veZx1Bko1R6ejrs7e1x//59mJiYoGbNmlVypMLQMAyD3NxcJCUlwcrKCg4ODvruEiGEVKiMjAx4eHggLS0Ntra2+u5OhUtPT4ednR1evnwJGxsbfXeHEEIIAVD+v880gl4GHo8HOzs7MAwDZ2dndqo70R8vLy/MnDkTM2fOBJ/PZ4N0gUCg764RQkiFq2qzujZs2IANGzZAJBIBAGxsbChAJ4QQYnA0/ftMQ8EqkATlZmZmeu6JYhcuXACPx1P4ExAQoPc+Va9eHUFBQbh7967WrmFpaQmAcgMQQkhVERwcjKioKNy6dUvfXSGEEEK0zmAD9BUrVqB169awtrZGjRo1MHDgQDx69IjThmEYfPPNN3B1dYWFhQW6du2KBw8ecNrk5+dj2rRpcHJygpWVFfr3749Xr16p1RfJ0w9DHqXo0KEDEhISZH42b94MHo+HKVOmaHzugoKCcvXt0aNHSEhIwIkTJ5CamorevXsjPT29XOeUMOTPhBBCCCGEEELUYbAB+sWLFxEcHIzr168jNDQURUVFCAwMRHZ2Nttm5cqVWL16NdavX49bt27BxcUFPXv2RGZmJttm5syZOHLkCA4cOIDLly8jKysLffv2ZafGVRZmZmZwcXHh/KSmpmLu3Ln48ssvMXToULZtVFQUPvjgA1SrVg3Ozs4YPXo0kpOT2f1du3bF1KlTERISAicnJ/Ts2RNA8WfSpk0bCIVC1KxZE1988QWKiorK7FuNGjXg4uKCNm3a4Mcff0RiYiKuX7+OZ8+eYcCAAXB2dka1atXQunVrnDlzhnNsUlIS+vXrBwsLC3h7e2Pv3r1a+hcjhBBCCCGEEMNisGvQ//33X8777du3o0aNGggPD0eXLl3AMAzWrl2LBQsWYPDgwQCAnTt3wtnZGfv27cOkSZOQnp6O3377Dbt370aPHj0AAHv27IGHhwfOnDmDXr16qdYZBhDn5kOUk4ciccXm1BNYmGs0SpyWloaBAwfC398f3377Lbs9ISEB/v7+mDhxIlavXo3c3FzMmzcPw4YNw7lz59h2O3fuxGeffYYrV66AYRi8fv0aH3zwAcaNG4ddu3bh4cOHmDhxIszNzfHNN9+o3C8LCwsAxVPSs7Ky8MEHH2Dp0qUwNzfHzp070a9fPzx69Ai1atUCAIwbNw4vX77EuXPnYGZmhunTpyMpKUntfw9CCCGEEEIIMXQGG6CXJpkSLcnWHRMTg8TERAQGBrJthEIh/P39cfXqVUyaNAnh4eEoLCzktHF1dYWPjw+uXr2qcoBuBh5eDJiNF1q8H1X1fnISJpYWah0jFosxatQoCAQC7NmzhxPgb9q0CS1btsTy5cvZbdu2bYOHhwceP36M+vXrAwDq1q2LlStXsm0WLFgADw8PrF+/HjweDw0bNkR8fDzmzZuHhQsXqpTZPiUlBYsXL4a1tTXatGmDGjVqwNfXl92/dOlSHDlyBMeOHcPUqVPx+PFj/PPPP7h+/Tratm0LAPjtt9/QqFEjtf49CCGkMnp78ba+u6AXpZPEaUvBu3RkPo6FnW8DCCzMtXpuQgghRFVGEaAzDIOQkBB06tQJPj4+AIDExEQAgLOzM6ets7MzXrx4wbYxMzODvb29TBvJ8aXl5+cjPz+ffZ+RkaG1+6goX375Ja5du4abN2/KZLYNDw/H+fPnUa1aNZnjnj17xgborVq14uyLjo5G+/btOcF+x44dkZWVhVevXrEj3vJI6v9lZ2ejXr16+OOPP1CjRg1kZ2dj8eLFOH78OOLj41FUVITc3FzExcWx1zQxMeH0pWHDhrCzs1PvH4QQQiqZgtQMhH+6SN/d0Ivg4GAEBwcjIyOj3OXlsl/E482pK0g8dRnvbt4HxGKY2laD+7De8BzdH9XqUJ11QgghFcsoAvSpU6fi3r17uHz5ssy+0tO/GYYpc0q4sjYrVqzA4sWLOds8a3nC868fUbt2bQjNhWr2vnzUfYp/8OBBrFq1CidOnEC9evVk9ovFYvTr1w/ff/+9zL6aNWuyr62srDj75P2bMUzxdP+y/r0vXboEGxsbVK9enfPAYO7cuTh16hRWrVqFunXrwsLCAh9++CGblE7V8xNCSFXzbON+fXfBKDEMg/R7j5H472W8OX0FmQ9jOPtN7axRmJaJmK1/Imbrn3Dq0gqeY/rDuWcH8E2olCchhBDdM/gAfdq0aTh27BjCwsLYkVgAcHFxAVA8Si4dWCYlJbGj6i4uLigoKEBqaipnFD0pKQkdOnSQe7358+cjJCSEfZ+RkYFOnTqBbyGEwNIcJuaGO+0tIiICn3zyCb777juF0/dbtmyJQ4cOwcvLCyYmqn/8jRs3xqFDhziB+tWrV2FtbQ03Nzelx3p7e8sd9b506RLGjRuHQYMGAQCysrIQGxvL7m/UqBGKiopw+/ZttGnTBkBxRvi0tDSV+00IIZVNUXYunm08oO9uGA1xQSGSr97Bm1NX8Ob0VeQlliRF5Qn4cGjrC5feHeEc2BEWrtWRdOEWXuw6hqSz15EcdhvJYbdh7uKEWh/1Q61RfWDu7KjHuyGEEFLZGWyAzjAMpk2bhiNHjuDChQvw9vbm7Pf29oaLiwtCQ0PRokULAMXlwC5evMiODvv5+cHU1BShoaEYNmwYgOIkaffv3+esr5YmFAohFFbsKLk2JCcnY+DAgejatSs++ugjmSn8AoEA1atXR3BwMLZu3YqRI0di7ty5cHJywtOnT3HgwAFs3boVAoH8EYIpU6Zg7dq1mDZtGqZOnYpHjx5h0aJFCAkJUWn9uTx169bF4cOH0a9fP/B4PHz99dcQi8Xs/gYNGqB3796YOHEitmzZAhMTE8ycOZNNNEcIIVVR/N/n9d0Fg1eYkYWkczfw5tQVJJ2/iaLMkgowAktzVO/aBi69O6FGt7Yws+cuBXPu3g7O3dsh52UiXuz5Gy/3n0ReYjIer9qOJ2t3waV3J3iOHQjH9r40w4sQQojWGWyAHhwcjH379uGvv/6CtbU1G3Da2trCwsICPB4PM2fOxPLly1GvXj3Uq1cPy5cvh6WlJUaNGsW2HT9+PGbPng1HR0c4ODhgzpw5aNq0KZvVvbI4ceIEXrx4gRcvXnBmFEh4enoiNjYWrq6uuHLlCubNm4devXohPz8fnp6e6N27t9JA283NDSdPnsTcuXPh6+sLBwcHjB8/Hl999ZXGfV6zZg0++eQTdOjQAU5OTpg3b57Mmv/t27djwoQJ8Pf3h7OzM5YuXYqvv/5a42sSQoixuzf7B313wSDlvk7Cm9ArSDx1FSnXIsAUlpQBFVa3h3NgBzj36gSnji0hMDcr83yWHi5oNH8i6oeMReLJMMTu/Aupt+4j4fhFJBy/iGr1POE5pj/cPwyEqY1sXhdCCCFEEzxGstDXwCh6Kr19+3aMGzcOQPEo++LFi7F582akpqaibdu22LBhA5tIDgDy8vIwd+5c7Nu3D7m5uejevTs2btwIDw/VEr9kZGSgWbNmOHHiBOrUqQNzA57iXhXl5eUhJiYG3t7e9NkQQiq1vKR3ePX7v3i4YisAIEdchOGJl5Geni6TELQqkCSJC1/+C7LD/kP6vcec/dXq1oJzr45w6dUJdi0agqfhbC/ONaOe4cWuY3h16DREOXkAinPFuA3uAc8xA2DrU7fc1yCEEGLcJH+fNP37bLABuqHIyMhA06ZNcfLkSdSuXZumVxuY3NxcxMbGUoBOiIETFxSCb2bK2VaUnYtz7UfBqYsfWq7XfDaOvr0JvQa+0BTVu7Qqu3E5XOwxHpnRz9n3VTVAly6z9vjxYxx06QRLvgnA48Her3FxUB7YEdXqKq4uUl6Fmdl4feg0Xuw6hsxHsex2e78m8Bw7ADX7+Ks0Sk8IIaTyoQBdxzIyMuDl5YVLly7B3d293CVdVCXKK0Du6zcQOjvCtJplhVzTGKWkpCApKQn169dXuH6eEKJfMdsO48HX69B230pU92/Nbr87dxVe7jsBAOh+63dYuFYv13UYhkHuqzewcHeusLXBBe/ScbrpQADABy/O6DTT93G3AM77qhqgS0i+AJ0dEYK6/bvBuUd7CKs7VGgfGIbBuxv38GLnX0g4GQamqLg2u6m9DWqN/AC1PuoHK0/XCu0TIYQQ/SpvgG6wa9ANSVpaGszMzPD27VuYmppqnBRNHdkxryHKL0BOZhb4JgIIXZwoUJfCMAxycnKQlJQEOzs7Cs4JMWAPvl4HALgzbTkC7x1ht789f5N9LX5fXrE8ipN47UbjhZ+h9qRh5T6fKgrepbOvRTm54OtoLXJhRpZOzlsZtNq8SG8PKHg8Hhzb+cKxnS/ykt7h5f6TeLHnb+TFJ+HZxgN4tukgagS0geeYAajRrQ149LeKEEJIGShAVwHDMHB0dMTbt2/x4sWLCrlm7qs33A0J8bBwd66QaxsTOzs7tuQeIcSwiXLz2Nf3Pv8ReQlvS3ZqYS7Xk7W7AQBRSzZVWIAuzi95sFCUlauzZGE5cQk6OS/RHvMaDqg34yPUCR6JpLPX8GLXMby9cAtJ524g6dwNWLg7w3N0f3iMCILQyb7sExJCCKmSKEBXkYmJCerVq4cCLYzyqOL82EUy2wLCdlXItY2FqakpjZwTYkREufns67i9x/XYE+0plCrfJcrJ1dl1eCayf67tWzUBjl/W2TWJZvgmArj06gSXXp2QHfO6uFTbgX+Q++oNHq7YikertqNmX394jR0A+1Y+VKqNEEIIBwXoauDz+RWWiEz0+q3MNkqCRggxaiqkPEm//xSP1+xEg7mfwKahdwV0qnwSTlxkX2c+eaGzxGTxf52T2WbfygeoBM85TExM2OorrVq1wq+//qrnHmmPlbcbGn89GQ3mfIz4v8/jxa5jSLsTjfgjZxF/5CysG9WG15gBcBvcAya0jI0QQggoQDcqDMPQk3ZCiFEreJeOd7fvK9x/ZcBUiPPy8ebfywh6+i8EFkK1r2HTuE55uqgyRixG7LaSNfVMQaHOrvX05z0y27w+HgR8M01n16wodnZ2iIiI0Hc3dEpgIYTHsN7wGNYbafce4cWuY3h95Cwyo58jcv4aRC/bDLcPA+E1pj+sGxj+gylCCCG6o/tsZ0RteUnv5G4vSE6t4J4QQoh2xe0/idsfKy6pJs4rmQafcv2uRtfgm6sf1Gsiv9TvanFhUYVcFwDMnOxhZmddYdcj2mPXrAF8V81Fj/A/0HhxMKxqe6AoKwcvdhzFxW6f4OqQGYj/6xzEOnzgQwghxHBRgG6AHv2wTe72opw8udsJIcRQlQ4yHi7forCttqp+8gQV86ft3rzVnPfiwooLqALvHq6waykTFhaGfv36wdXVFTweD0ePHpVps3HjRnh7e8Pc3Bx+fn64dOkSZ39GRgb8/PzQqVMnXLx4Ueb4ysrMzhq1J3yIrmE70e7AKrh80AU8AR/vrt/Df1O+xdk2w/Hw+9+Q+zpJ310lhBBSgShAN0DSZXukne/wP0Sv2AoAyE14q7Uvs4QQoivPN/+uUjuGYdhybBKlR6hVxauAUpgAkHTmGue9uKBiRtB7RhyqkOuoIjs7G76+vli/fr3c/QcPHsTMmTOxYMEC3LlzB507d0ZQUBDi4uLYNrGxsQgPD8cvv/yCMWPGICMjo6K6bxB4PB6cOvuh1dbF6HbjAOqFjIXQxQn5b1Px9Oc9ON/5I06uA30TFxTS9w9CCNEhCtANkChbcSbgZ+v34eXBf3C21TBc6Rdcgb0ihBD1PfxOxYRfDIPY7Uc4m+6GfI/0+09UO1wsZl+/u3FP5f5pk65G0KO+/YV9bdeyMYTVHXRyHU0EBQVh6dKlGDx4sNz9q1evxvjx4zFhwgQ0atQIa9euhYeHBzZt2sS2cXV1BQD4+PigcePGePz4sdxz5efnIyMjg/NT2VjUrI4Gs8eh+/X98NvyDexbNYE4vxDhkxYjptT/H/qQHvkYoS0/xK1xC/TdFUIIqbQoQDdAFh7K63rfDVkJAEi7E01PsQkhBku6rFqZFPwuu9TrU6TeiS7z8Ipc/60Io6M+PP/lIPtaWN146mcXFBQgPDwcgYGBnO2BgYG4evUqACA1NRX5+cX/nbx69QpRUVGoXbu23POtWLECtra27I+Hh4dub0CP+KYmqNnHH+0P/YRaH/UDGAYPvvoZ0Su26u3vfm7CW9wctwCFqRlIOnMNaXcf6aUfhBBS2VGAboCs63up3PZN6FWtXJMRi5H/VrPppIQQIs+9z39UuS0jEincd6XvFGS/iFd+fJHi43Uh+WqEzLbYHUe1eo2M6Oc43XQgZ1tOXIJWr6FLycnJEIlEcHZ25mx3dnZGYmIiACA6OhqtWrWCr68v+vbti59++gkODvJnCMyfPx/p6elYtWoVGjRogLp16+r8HvSNbyJA0+9mocHcTwAUz6K7O/O7Cn8gJcrNw+1PvkJ+YjK7LXabYeRBIISQyoYCdAP0Ytcxldvem7NKK9cMn/QNQpsPQfLl/7RyPkIIeX04VOW28X+dV7o/eukvSveXTkYnGWVMv/8U/wV/W2aAr670e7LTsHNfvdHa+RmGQViP8TI5Say83bV2jYpSujyodMnQDh06IDIyEnfv3kVERAQGDhyo8DxCoRA2NjaYPXs2Hj58iPDwcF1222DweDzUmzkavqs/B0/Ax6s/T+PW2PkoysqpkOszYjHuTF+B9HuPYWpvgxYbvwYAxB87j3yqLkMIIVpHAboBYEQizlTQ7OcvVT62ICVNYVI5dSSeLM6q+0zFhE6EEKJNT37arXQ/IxIr31/EHVGUTDe/3Gcy4o+ew+3xxUEFwzDIjnnNWbOujvi/L+C4WwCiv91UZtvySPtP/rT+Jt8YT+4RJycnCAQCdrRcIikpSWZUXR0bNmxA48aN0bp16/J20ah4DA9Cq+3LILAwx9uLt3Htw5kVMvPt0cptSDwZBp6pCVr99i3cBnSDXYuGEBcUIm7PcZ1fnxBCqhoK0PUk93USO1p9KWgyTjXpp/HT8Phj57TXMVrTTgjRArG2p5yXGoWVxjCMTCmqV3+eLt73vh+ZD2PwYs/fOOHeDec7fYR7n/+IjAdPUaQkKac8/01eLLOt/pxxAAAzB1u1zqVMRvQzudvNazpp7Rq6ZmZmBj8/P4SGcmdShIaGokOHDhqfNzg4GFFRUbh161Z5u2h0nLu3Q7s/VsPMwRbpkU9wpf9UZD1/pbPrvfrzNJ6u2wsAaLZyNhzbNgMAeH1SnBQwdvcxg8j/QAghlQkF6BWsMDMbD1dsxdk2w3F9+GykXItAxoOnEOcX4t3t+5qdlKfFj5ECdEKIFihbU66JQiUzhZ6t34fLfT7jbIvbd5ybTIthEClVt/zl/pMIC5yI8E8Xlbtvtk3qAQAsPV2Rm/BWZrq9JtIiHsrdXlEl5FSVlZWFiIgIREREAABiYmIQERHBllELCQnBr7/+im3btiE6OhqzZs1CXFwcJk+erMdeGzf7Fo3Q8dgGWHq6IicuAVcHTFUpkaK63t2MxL25xcvo6kwdBY9hvdl9rn27QljdHvmJyUg8Gab1axNCSFVmWH/pjUxG9HM83bgf4oJC5L99h7tzVyHtnvKsppGf/4in6/ex7298NK9kJ1OciEVdPL7ikaXSCjOyUJiRpbgBBeiEEG3QcAq5Iu9uRiI/JU3uPnml3NLuPMTNMfPLPO/bC8WjsKL8As07Jyj+U5oR/RxnWw1DWOBEzc/13sv9J2W2eU/8sNzn1bbbt2+jRYsWaNGiBYDigLxFixZYuHAhAGD48OFYu3YtlixZgubNmyMsLAwnT56Ep6enxtesqlPcpVl5u6HjX+tg69sABe/ScX1oCN6cuaa182e/iMft8V9DXFAIl6DOaDhvPGc/38wUtUb3BwCDKP9GCCGVCQXoGsp6GoewHuPxcNkWPNt4AKHNh+DlvhO4HKR4VKAwPQvxx7iJkMR5JV8Kn6zdhRv/m1f6sDKnTT5evRMAyiy9Ii4S4VSjfjjVqJ/CKWmMmAJ0Qkj5lbVmXBMxW/5Qq/3bczdUavfqcCj+qd1LrQSd0njvA3RxXnEukawnL5Ad+1qjcyli41PPINefd+3aFQzDyPzs2LGDbTNlyhTExsYiPz8f4eHh6NKlS7muWZWnuEsTVndA+z/WoHrX1myW9bj9J8p93sKMLNwa9yUK3qXDtmk9NP95vtyZG54f9QPPRIDUW/eRHim/dj0hhBD1UYCuouTL3Gyxlz4oCcQf/bCtzOMjv1yLU437KW2TevsB3t24J7O9weefKD0uP+kdRLn5uNh1HMLlrI+UKJIaOc9Pkp9YRtPESYQQIk0b07wrSsS05QCAyPlrONtVrTfNFwhktkXOX1vufkmzbVpPq+czZjSCXsLEygKtdyyH+9BeYERi3JuzCo/X7NS4Vrq4SIT/PluCrMcvIHRxQqvty2BiaSG3rbmzI2r26woAiNlGo+iEEKItFKCr6Pb4hZxELCIliYVKr71kGAYvdv6l8bWtvN1h3ai20javDp1G1tM4JPx9AU837pffL6ng+1zH/8k/EQ2gE0K04MlPe7R+Tp6ZqdbPWVrmoxgAxYHK5Q8m4/aEhTL7pNk0qQvICdCTw25rtV9uA7tr9XzGjEbQufimJvBdMw91pxX/XX+8agci563WKFFj1OINeHvhFvjmQrTevhQWNasrbe/9cXGyuPi/zipcgkIIIUQ9FKCrITms+MtAWaPMaRHcdehMOTOc8kwE6HJqC/jmQoVtpJMfPVy2BVcHTZdpk5fwtuw+0Rp0QogWvDz4j9bPqShxmjZd7FY8Yynj/hOk33uMxH8usaOR2TGy09Y9hvdmp7iXpukopjT3ob3Q5fRWOHVqWe5zkcqLx+Oh4RcT4LNsBsDjIW7vcYRPXKhWXpvYHUcR+34kvMXP82HXrEGZx9i1bATb5g0hzi9E3F4quUYIIdpAAboa7i/4GQAgzlc+dfNK/2DOeqz0e+Vbm8UT8METCGBiaa7yMe9uRiLzcSweLFyPvMRkAMCl3pPKPI6hIXRCiBboYrnM23M3kCv1oBHQThBcFsnv/IhZ38nsM7W3kTvFHQDy36Zqdj2pkU/zmtWLR+kJi6a4K+Y1biD8ti4GX2iKN6ev4vrwOShQUgFB4u3FW3iwcB0AoMG88ajZx1+l6/F4PHh/PAgA8GLnX1RyjRBCtIACdA1ELdlYZpvnW/9kX0cv31K+C77//skXmql12MWAjxHz2yGET16MtLuy2eXlTn+jEXRCiBboIkkcANyZtoyzjEjyAFKbGJEIkKqO8WJPcfK4ooxsmbau/buxWdxL06Qqh7iwCDdGzmXf1/pfH7XPUdnRFHflagZ1RrsDP8LUzhqp4Q9wZeA05LxMVNg+88kLhE9aDEYkhtuQnuxUeZWv168rzJzskZeYjMR/L5e3+4QQUuVRgK6m424BKmX6lf5ipsmXtJabv2FfS0aIBKWmuEuSs5Ql9dZ9XP5ANru8KEfOOnqKzwkh2sDoJkB/d+0uXh85y76/N3ul1q8hyi/gPGCIWrxJYVu+iUDhFHdNEuW9+uMUUq7eYd+buyhfA0yIPA5tmqLDkZ9h7loD2c9eFs/su/9Upl3Bu3TcGvslijKzYd/aB81+mAMeT/XSrQAgEJrB86O+AIDYbYe10n9CCKnKKEDXkaLMHDAiEQrSMiF6X3pHHc4925e8eT9VlG/OHUFvsf6r8vUxOxcMwyDjoVTiIxpBJ4RogS5LNkqPBr67dV9pW5cPOqPzqZJZTF3O/AbrBl6wa9kYLkGd5R6TfvcRNyGcWIzjbgEKr6Foirsmswiynr3knttE/rkJKYt1fS90PLYe1o1qIz/pHa4NmYHkSyUVaUT5Bbg9YSFyXsTDslZNtPrtWwjUnKkn4Tm6P3gmAry7GYn0+0+0dQuEEFIlUYCuI8mXwnGiVg+cbtIfWY9fqHVswJU9nC9lki+6/FIZjMv7xU2Uk4dnGw8grHtJGbeKWM9JCKncGIYpd3JMZaRH+Bg5S3VcBxVnPG+9fRlabV0CW5966PPqHPq+Pg+bRrXhf247Ov29AXxTE7nnv/bhLNyb/YPSPjT/aT66XtxZ/EZBgH7/q5+Q9TROlVsqod7gZZVEa9BVZ1GzOjoc/gmO7ZujKCsHN0Z/gVeHQ8EwDCLnrca7G/dgYm2F1juWQehop/F1zF2c2HXrNIpOCCHlQwF6ObXctLDsRmXwv7ADbfevYt9beriAJ/2F7/0IerqcdeRCZ0eNr1uYlomHpdfHU4BOCCmn+KNny26kJaWnkVer74kWP81Htxv74RzYgd0ud9qumlN5JWp0awv3DwNRrW4tAIoflr67dhcX/Meqde7U2w806lNVQmvQ1WNqUw1t9n4P1/4BYAqLEDFtOW6O/gKv/jgF8PlouWkhrBt4l/s63p8Ul1x7ffSsSonpKkJe0jtKXEcIMToUoJdTzT5d1GpfrW4ttDv4I/x+XcJus67niepd/NBk6XQ0X/sFNziH8pi52Q9z1Lq+tPwUORmGKT4nhJTTy99PlfscvaL+RtDTf1CjW1s4tG3G3cnjIetpHIqycjibnXt2QKtfvwVPIIClu0uZ1xAXlgT3bXbLZmhXxMm/FXcDX3t/SlPLmLJPiCYEQjO02PAVvCd+CAB4e/4mAKDJ4mDUCGijlWvY+TWGbbP6BlNyLS3iIc62HoZrQ2ZClKv+UkNCCNEXCtDLwdTORiaYLkvXizvh1KklXHp3Qv0549Bm7/fsPu+PB8F9aC85R8lGzZIkcs7d26l1fQDgC4unyotyZJPX6aI0EiGEqMvUthoEFuZos/s7eI7pz9mXfv8xLviPxfkuYzjbW+9Yhmp1PFS+BmcNOo8H596dVDrOa+xAzntFSeLURUuMiC7x+Hw0+SYYjRd+Br65ELUnD4fX+xJpWjk/j8eOosfu/Et+pZgK9OyXg2CKREgNf4CIWd/R9xtCiNGgAL0cOhxeq/GxPB4P9WeNRY2uip9cuw/tBdtm9eHYvjkAoPanQ9l9ZnbWco+xbuBV5rWrdyletyc3QKcviISQcspVUtJJE6Wnpyf+ewUAkP8mpVzndRvUA5ZerrD0coVTp5bIi09S6bjSa9fLygfy6lAopzScIhkPZLNsE1m0Br18ak8aht6PTqDx15PVzthelpr9A2DmaIe8hLdaLbn26o9TuDpoOtIiHqrUPjf+LRJPhgEAeCYCJPx9AY9X79RafwghRJcoQC8Hdddslc7CXpbma79A5382s18GeVJfAiWj4KX5n9tedj/eJ5sTFxTI7qQAnRBSTtkxrzjvm66YhY5/rYfAwlyzE5YOIuSMhFl5u2twWh66XdmLblf2gm9qgvR7jzXrXxlT3COmL0fs+/Kc4iKRwvJrpUty2jSuo1l/Kjlag15+uqoOUFxyrR8AIHZ7+ZPFMQyDpxv2I2Lmd3h3MxIRs75TaWT+xe5jYERiOLRrhmYrZwMAnqzZ9X/27juuifOPA/gnCRD2EgEZAm4RFcRt3RPrbq21dli1rRW1rg5r6x6/Wqu2irZqrZ2O2mqH1m3dE8GFuyA4EFH2COt+fzxmXHIJSUhIgO/79crL3N1zd88ZTe57z/N8H9z7fX+F60QIIeZm1QH60aNHMXDgQPj5+UEkEmHnzp287RzHYe7cufDz84ODgwO6deuGq1f5CXZkMhkmTZoELy8vODk5YdCgQbh3j3/zqI8Wy/hjvcO/+ljxXn7T2fXfTWjz3SKtxwhfOdPg86oS2ShbbSQODkYfRx7cl8kEbhJN/DSdEEKCXh8Ej9bN0HrjQr3Ke3VRG+Otx/eSPi3U5qI61Elbd/dH+04i4/xV7A7ujQORwwWDdIm9lLfc6e81pq0oIZWg7msD2ZRrpy9VqFcIx3G4tuBrRTJbsZ0tcm/exd0f/9S5X2lhkWIMfPCbwxA4Igr1J7wMALg0/fNyp2YkhBBLs+oAPS8vDy1btsTq1asFty9duhTLly/H6tWrce7cOfj6+qJ3797IyclRlJkyZQp27NiBLVu24Pjx48jNzcWAAQNQauDNnN9A5Ry43r06IOCF3orlnue3oduR7+HSMEjnMewrkHEdAEpy8xTvnUL8Fe+7HPgWAS/2QY8zm/nn8/XSOIaDv4+iRV4os6m2+XwJIUQfeYn3tW7jyvT73g0ePdjg89o4Oxq8jzr1se764k2LWVom2PKdfvQ8TgyeCHAcip5mIfc/3Q+KI9fNNXpOakIsyaFObdTpzxLoJn63w6hjlJWU4uK0pfjvm20AgKafjkfo3GgAwM1lm1CUka1134d/HUbRk0zY16kN32d5JZrMfAs+/Z5DWVExzo/9FPkmHoZDCCGmZNUBelRUFBYuXIhhw4ZpbOM4DitXrsSsWbMwbNgwhIWF4fvvv0d+fj5++eUXAEBWVha+/fZbfPHFF+jVqxciIiLw008/4fLlyzhw4IDB9emwfQXqDOym6C4lZ+fuophuR6PlR4W4gjdbqmPGbZyULeiuTesh/MuZiqzF/W7sQssVH6Lrv5sUZTr9vQYNJr+KDttXQGzH6iHUgmOqZEeEkJpJls6fHcJZ5cElV6pfkiaNcnokd2rxxft6HVsXoWFLTT99F+FffYyI1bPgGOyPTn8IPDBW6+Lu2b6FZhl1AsOJklSCGc/2Lcs/BiFWKngMSz53f8cBg6dcKy2QIfat2bi3bQ9EEjFaLv8A9cePQN1RA+DSJATFmdm4uXyT4L4cxyHx2TzsQa8PUjw8E4nFiFj1MVzDGqLoSSbOvTFTZ5BPCCGWVGWjscTERKSmpqJPnz6KdVKpFF27dsXJkycBALGxsSguLuaV8fPzQ1hYmKKMIWp1CEfk13N0toRLdIwzr3CALhMYMy7AxtkRgS/1g62LE9ptXoZWaz6FR0RTNPlwLBzr1oHIjrWgZ8RqzrdraFZ6QghRdfnDL3jLqt97Ui8PvY7BlXFqy+UH6KaYx1l1jHyTWW+j98XfUX/8Swh4oTf8h/ZCjxM/waN1M4391BNtNfnoLTT95B2d5zo5dLLGd3rK1j2K99Ja7kZcASHWwaN1GNyaN0RZYRGSN+/We7/i7FycefUDPNp3EmKpLSLXz0PgiCgArKdKs2et6He//wM5N5M09s+MTUDWpZsQS21Rd9QA3jYbRwe02bQIUl8v5NxIwolBE5GXpL3HT3kyL93Aw11HKLkuIcTkqmyAnprKuif5+Pjw1vv4+Ci2paamws7ODh4eHlrLqJPJZMjOzua9TKWi3RXLCvUL0FXV7hIJv8E9eOsyLyQAAB7/q5lgR56IrqyktNwumIQQoi7nRhJv2cZF2fXcvWVjuEc0Kf8gagG5esAuxBQPF/2G9IBXl9Zo8vHbaDBhpN4PFES2/HPbODmg/rsv69ynJCcP/63danRdCbFmIpEIwW8+m3Jt0069ErvJHj/FqRen4unpS7BxcUK7n5fCty9/6kOvzpHw6dsJXGkZEuat0QiOE58lpvMb3FPwIZdDndpo9/NS2Pt5I++/FBwfMAFPz142+PqKMnNwesR0xL49F/e37zN4f0II0cWm/CLWTb3lguO4cqcN0VVmyZIlmDdvnsnqF7l+HmLfmgOg4t3HSwtlpqgSMuPKn6bkwrvzkbr7KBwCfNDzzBaTnJcQUvM0iH6Ft9z0k/E49cIUAEDvi78DIhH2t+DPxWzj4sRb9u6ufTpKOVMMz5FI7dB+8+cG72fjaFzSzsyL+k0ZRfhiYmIQExNjcC4ZUrn8BvfAtYVfo/BBGq5++hUcAn0hEksgEovY/1exGCKxmL0XiXBnzWbkJz2AnZcH2v38GdzCGgoeN/TTd5F26Awe/3sOaQdPw6dXBwBA4aMnePj3EQBAyBjt87u7NgnBc3+vwbk3ZyHr4g2cHjEdLZd/AP+hvfS+tsRvf0NJNssLdOWTr+DZrgUc69bRe39CCNGlygbovr5svHVqairq1FF+KaalpSla1X19fVFUVISMjAxeK3paWho6duwoeNyZM2di2rRpiuXs7GwEBgYaXU/vHu2VC+KKZUgXmrfcGN492iHt0BnBbenHYlGYmq6YP7Tg3iOTnJMQUv0JtZLV7qo9L4e2Fmr1few83dDv1m7sadhf67FMPZ+zoWxcnRQ37Pp6tE851KooU5ncVFpbv5b7mio6OhrR0dHIzs6Gm5ubpatDtJDY26HuqAG4vepn3P1Bd+Z1OYdAX7T75XM419M+baJTiD9Cxr2A/9ZuRcK8tajdtQ3Etja4+9Nf4EpK4dG6GdyaN9J5HnufWuj420rETVqM1H+OIW7iIuT+dw8NJrxc7nSQxVm5SNywHQAg9akF2aMniJu8GB1/W0nDBAkhJlFlu7iHhITA19cX+/cr57QsKirCkSNHFMF3ZGQkbG1teWUePnyIK1euaA3QpVIpXF1deS9Dha9iU7DZuDpBYm+H4DFDEfBSPzj4+5Szp24N33sVABDwUr+KHWfq6zq3n3/W4k8IIYZIXP+rxjpROXOEq2vx+QzBfXS1Uve5vNOgc5iDocG5uvNjPlG8t3Fxrmh1CLEK9aNHot47LyFwRD8EvNgH/sN6w29ID/gN6o46z3eFb1Rn+PTtBO9eHRA4sj867VylMziXa/jea7Dz8kDefymsC31RMZJ/+gsAEDxGM7GwEImDPSLXzUW9d0cAAG4t/x57Qwfh9IjpuL1mM7Ku3BbMfyFvPXdpHIyOO76CjbMjMs5dwe0Y5Uw6pbIilBoxLJEQQgArb0HPzc3F7dvKOTQTExMRHx8PT09P1K1bF1OmTMHixYvRsGFDNGzYEIsXL4ajoyNeeYV1qXRzc8PYsWMxffp01KpVC56enpgxYwaaN2+OXr3078pkKP8hPWHr4gy3FuwJbtiCySY5bu2ubdA7/jfY6TkuUhuJwI1u+KqPET9pMQDlGHW57IQ7ONp7HACg59mtcPD3rtD5CSHVk2qSM2OJbLS3QDWZ+RauL1mvsd7O0zpbUSNWz8KVT1ehWI9s0U/PXFK8Vx23T0hVZuvihNDZ75rluE0+HItL7y/DrRXfQyQWQZb2FFKfWoop3vQhEosR+sl4uDQMwo1lm1D4IA3pxy8g/fgFXF+0Di6NgxG5bp5iph7V1vOGU16HU5AfwhZORvyU/+HmF5tQnJWLrIs3kBGXAJFEgq4HN8Ix0Nfk108Iqd6sugX9/PnziIiIQEREBABg2rRpiIiIwOzZswEAH3zwAaZMmYIJEyagdevWuH//Pvbt2wcXFxfFMVasWIEhQ4bgpZdeQqdOneDo6Ii//voLEjN2QxKJxfDp3aHC854Lkdb2rHBXTqGxmrpauW59+aPi/fHnx1fo3ISQ6iv31t3yC5Xz/SW2s9W6zVoDcQCQ+npprPMf2gt9r/yhcz/Z46ca60wxpzsh1V3giH5wbdYAxVm5uDonBgAQ9NpAiG0Nb3sKHBGFnme3oNuR79FswSR49+oAiaM9cm4k4fiACXh04BQAIHHjbyjOyoVzoyDUGdAVAOD/Yh/UGdAVXEkp/vt6K56cikdZYRFK8wrwcNcR010wIaTGsOoAvVu3buA4TuO1adMmAGzM4dy5c/Hw4UMUFhbiyJEjCAsL4x3D3t4eq1atwpMnT5Cfn4+//vqrQmPKqwOhAJ/TkWFVnnQFAGSPM7SWI4SQcpUzJZHs0ROt28qKik1dG5ORtxJ6dtCcv7zjzlWwdXdF4CvPo9Xa2bxtmRdvoDgrl7dOPUledZefn4+goCDMmDHD0lUhVYhIIkGz+RPZAsdBZGuDoFcHGn88kQjODeoiZMwwtP1+MXqc/BmebZujJCcP50bPwo3PNyJxPWs9bzTldUXDhkgkQvP/TUOd57vCb0gPNP/fVNSPHgkAWvP9EEKILlbdxZ2Yh627i8a6spISC9SEEFLT2JUzv7eueYldQ+ubuDam4zewG+x9veDWrIHGNs82Yeh7lbWkcxwHvDtfsU1sa6NxzXX68aeWqu4WLVqEdu3aWboapAqq1b4l6jzfFQ93HYHfoO6Q1vY02bGltT3RfusXuDpnNe7+8CdurWS9CZ0bKlvP5ew8XBG5bq5iOfdOCu7EbMbTs5dRkptPvWIIMaOsyzeR+s9xNJj0SrlJHqsKCtBrIPXMyd492+tsQSeEEGPIE2aqcmkYhGYLJ2u9kRbp6J7q2ba5xrrQudHGV9CERGIxarVrUX45tR5MYqkdnpyM463zf6G3SetmzW7duoXr169j4MCBuHLliqWrQ6qgFstmwLN9C/gPM/3/G7GdLZovmQrXsIa4MutLcMUlaDj19XKztTvVC4BjkB/y7z5A+okLGvO5E0JM51i/dwAAZaWlaDrzLQvXxjSsuos7qRxtNi2iAJ0QYlJuLRohQMsNc8ibQ+Gn0gIVtniK4r3YRvdzY58+yhk4esX+inpvvVixilqAatb5yx8ux7WF3yiWw1d9bHDme0s5evQoBg4cCD8/P4hEIuzcuVOjzJo1axASEgJ7e3tERkbi2LFjvO0zZszAkiVLKqnGpDqydXVGyJhhsBPoHWgqQaMGoMvedWi9cQH8BnUvt7xIJELt7m0BAGmHzgqWeXzkHOKn/A8leQUmrSshNVVOwh1LV8FkqsZdADE51ZYokVgM757tdZTmE5rrmBBCVDWbP0nvsrauyjHX7hFNdZZV/f6xF0jMVhWoJrvLvZ3M22bvbfrkouaSl5eHli1bYvXq1YLbt27diilTpmDWrFmIi4tD586dERUVheRkds1//PEHGjVqhEaNdM9ZTYg1cGkcAt++z+mdqNf7WYD++PBZNrRFzfUl63Hv1724v/OgSetJCKn6KECvoRp/MAYA4BvVGQDgGOiLXnG/6bVv0nc7zFYvQkjVVPQ0i7fs4O+j976qPXjq9O+su6wVJ4ozhVqdIixdBb1FRUVh4cKFGDZMeN7p5cuXY+zYsRg3bhyaNm2KlStXIjAwEGvXrgUAnD59Glu2bEFwcDBmzJiB9evXY/78+YLHAgCZTIbs7GzeixBr5dUpAmKpLQruP9J4EFdWXIKcG0kAgJxr/wnun51wBxmxCYLbCCHVGwXoNVStDuHoFfsrIr+Zo1hn761fcpUHfx42V7UIIVXU/R0HFO9dmtaDg19tvfdVTVJZ3tjOsuLqm9DSxtmxwtNoWouioiLExsaiT58+vPV9+vTByZMnAQBLlixBSkoKkpKSsGzZMrz11luKaVSFLFmyBG5ubopXTZ+RhVg3iYM9arVnszo8VsvmnvdfimJWiuzrmgF6SW4+Tg57DydfeA8F9x+Zv7KEEKtCAXoNZu/rpfNmuM33iwXXC83bSwip4VQCyxb/m2bQrobkwHBuUH2Dsq6HvrN0FUwmPT0dpaWl8PHh96Tw8fFBamqqUcecOXMmsrKyFK+UlBRTVJUQs6ndnc1OkHaYPw49W2WsbM61RI0u8Kl7jqMkJw9ccQke/sPP20AIqf4oQCc8zg3qKt7Lx0+pK0gx7uaKEFI9caWluPrpKsWyyEZ3K7i60sIivcs2+fgdBI0egk5/xRh0DmvX9JN34ODvbelqmJx6jwCO4wR7CYwePRrLli3TeSypVApXV1f8+OOPaN++PXr27GnSuhJiavL7qKdnLvGSwWWrdGsvzsxGYWo6bz/VHkmpFQzQHx08jetL1oMrpfxBhFQVFKATnqafjFe819W6nk9BOiHkmZybd3nLhgboXh3DAQC2Hq7llrVzd0HzRe/Bo1WoQeewNo7Bfrzl4DeFx3FXVV5eXpBIJBqt5WlpaRqt6oaKjo5GQkICzp07V6HjEGJuTvUD4Vi3DsqKivHkhHI6xWy1bNM51xMV72WPnyL9WKxi+emZy5ClZyj2Ky0o1Pv8XFkZLk5biturf9FoxTdUUQblfCCkslCATnj0bcHJjLtm5poQQqqMsjLeoqicqdLUuTZrgC4HN6L78Z9MWSur1u3ID7xlib2dhWpiHnZ2doiMjMT+/ft56/fv34+OHTtq2Us/MTExCA0NRZs2bSp0HELMTXW6tUcHTinWy1vQ5ck0c1TGoT/4619wpWVwC28CtxaNAI7Do30nkfjtbzjaexyuzl2j9/mzLt9CkTy4v3Lb6OtI3rIb+8IG4+6Pfxp9DEKI/ihAJzyuofXRfMlUtPmBzUvrEOgrWE71h4YQUrOpzyAkNrAFHQBcm4SYdR5jayO2kWDA/cOI+m8vBtyvmok3c3NzER8fj/j4eABAYmIi4uPjFdOoTZs2DRs2bMDGjRtx7do1TJ06FcnJyRg/fryOo5aPWtBJVeLThz2QerT/JLiyMhQ9zYLsWZd2vyE9APC7vN//nXVv9x/aUzHTTuLG33Ft0TesrAFzPT9WaTXPump8gH5p+ucAgMsfrTD6GIQQ/RnWzEFqhKDXByneuzZrIDjm/P5v+xHx1ceVWS1CiJXiytTGNlaTTOSVQSKtui3n58+fR/fu3RXL06ax5IBvvPEGNm3ahBEjRuDJkyeYP38+Hj58iLCwMOzevRtBQUEVOm9MTAxiYmJQSmNqSRVQq0M4bJwdIUt7isz46yh9NhbdMdgPHq2bAVBOtZaXdJ/1UBSL4TeoB4qzcnDjs295U7HJW8T1kfavMkDPTjA+QJcT29lW+BiEmE01uvegFnSiU/MlUyH1qYX6E19B573rLV0dQogVUs/CXt26axNh3bp1A8dxGq9NmzYpykyYMAFJSUmQyWSIjY1Fly5dKnxeakEnVYlEaqfs5r73hKK13LVpfbg2qQcAyL2djLLiEtzbthcA4PVcK9h7e8KlYZAiea/42feq7LF+AXpRZg5vHvX8pAcozskzuP6cyhAm+zrC02dyHIf8e6ka2egJIcahAJ3oZO/tid4XtqPpzLfgFtaAt+30yPctVCtCiDUpk/GzsOuT7I0QY9EYdFLV+PbtBABI3XdC0UXdNbQ+HAJ8IHFyQFlRMXJuJOLuz38DAOqOGqDYN+Tt4bB1d0X48g8BAKUFhbyM8ABQVlSskaU9/VgsUFYG54ZBisBatSVeXwX30xTv7TyFv9vvxGzGoXYjkfjtbwYfnxCiiQJ0YrT0o+fpy9hEnpy+yPsRJKQqubmcn/DMxtHBQjUhNQG1oJOqxrtHe4hsJMi9eVeRTd01tD5EYjFcGocAAG589i2K0jNgX6c2fPs9p9g3aNQA9L36B/wG94DEwR4Ay/QuV5SRjUMdXsHpETMU6ziOQ/JPfwEAandrA9dmrIHFmG7uOTeTFO9L84UzyF9fwnpYJsypXtNfkiqmGvXgoACdGMSlaT3e8tXZqy1Uk+oh++ptnBz2Hk69MAUH246wdHUIMcqTk3HlFyKEkBrK1s0Ztdq3BKAcQy6/n3J99mfaoTMAWB4gbYk27bzcAfC7uT/adwKFqel4cioesieZbN3+k0g/fgFiqS1CxgyD27MAPesqa73PuZmEp+cuA2DB9flxs1FWXKJxvsxLN5Cy5R/FcnFOvu7rNDDR56ODp3FiyCTk3kkxaD9CqjsK0IlBms56x9JVqFaO9nkLT89csnQ1CDFaxvmrlq4CqWGoizupiuTZ3AHAxtkRjs9myVFt+BBLbXnd29VJvTwAQDEvOgCk7jmueJ8Zfx2lsiIkzFsLAKj31nA41q0D12b1AbBGAY7jcGbk+zg5bApS953A7dW/IPWfYxrT55YVFePUi1ORuvuoYl1JruYYdtVx59rGqGtz7vWZyDh3BRenfmbQfkLnJoSSxJEaS+ipbtHTLAvUhBBiDTJiKUAnlYu6uJOqyOfZOHQAcGkSApGY3YK7NglRrPcb1APSWu5ajyGtzQL0omct6KUFhXh8NFaxPevSDTz8+wjyk+5D6u2JBpNGsXOEshb0nBuJkD16gsLUdKCsDPGTFiv2zbl1l3cu2ZNMRcZ5uZKcfF7SOAAozshWvLf39hSsN8dxinvFa4vX4fJM/nRtMgMy0yvOm5WLQ+1G0tRvpFqiAJ0YpLSwSGNdthFJRwhQkqu7qxghVYKYfkYIIaQ8jgG+cA1lLdnyPwHApUk9Rctf8JihOo8hD9DlAe3jI+dRVihTbM+Mv4G0Q6cBAIEjomDj7MjOXdcXYns7lBUW8aZeU70PyVUL0ItVGl9C50xgbzhOYxx6XuJ9nXUGgGuLvsG+5kPw6MAp3InZjLs//In85IfKAkY0fKZs24OC+49w98c/Dd+ZECtHd1bEIOpZQgEgbtIiC9Sk4spKLDuH7sNdRzTWqT+ZJsTaFdx7ZOkqEEJIlVBv/AjYuDjBb3APxTo7D1e0/OJ9NF8yFe4tGuvcX+rFWqjlSeJS954AALhHNAHAurg/PnIeAODdo51iP5FEAucGQWyf3ccEj60eoBc9axl3aRyMkLdehOhZD0r1qdryEu8p3gs14gDAf2u3AgAufbhcpaxMpYThEXpZUbHGOo7jcP6t2Tg9YjrdT5EqjQJ0YpDa3dpqrJM9emKBmlTMxWmfYXdQL1z/7FuL1YH39PiZ4swcC9SEEOMUpqYjccN2S1eD1DA0Bp1UVQEv9Ea/638rEsbJBY6IQtDrg8rd306lBb2spBSP9p8EADSc+gZEEjGK0jNQnJENGxcnuEc05e3r0igYwLPp1wA4hQQAANxaNAIA5N5K5pWXd0m39XCFSCSCjYsTAKBEZ4Augy6qXeZVW+JFRowdVm0wkje4FGdkI3X3MaQfv4DshDuIn/oZ0g6dQdaV2yii+ytShVCATgwisbezdBWMwnEccm8nI3nLbuTeTkbK1j0AgNtf/SSYubRyKqW56r91v1Z+PQgx0lNKEEcsgMagk5pKkSTucQZybyQqgvHaXdvA+VkADgBenVtBbGvD29elEWtBl7c8h4x7Ad2P/4Q23y8BABTcf8SbX13egm7n6QYAsFUE6PzheYWp6Yr3pQXC07DJqXapL85WCfQrGKDHvj0HN5d/j33NhyjWXf/fBtzbtgdnX/sIx/q+hSM93jT4HIRYCgXoxGC9LmxHyNgXLF0Nvch/iO6s2YJ/u76BS9M/x79d3+CVybp8s9Lqo5px1DHIT2N7wQOaC51UHVyxZhdDl8bBlV8RQgipARRj0B9nKOYnd21aD2IbCdzDmyjK1e6q2bvEWe272bl+IJxC/GHv7Qm7Z4npcu8oW9HlLeh2Hq4AoBjPrp7JXbUlvEygi3upTGWdyj2QfJ52ALwe7knf/4Ebn2/UOI461QcFj/aewM0vNvG2q2ell/f2LMrMwcX3l+Hp2cvlnoMQS6EAnRjM3qcWXJqGlF/Qwp6ciseexs8j8bsduL54ndZyse/Mq5SW68z469gV0AP/NIhC7p0UXJzGphWxdXNWlLFxcjB7PQgxlbIifu+TFl+8j/bblmspTQghpCLkLehFTzKRcyMJABQt5+4tlePXa3fTDNBdVFrYAcCpXqDivXPDugD43dzl2dntPFgLuryLO6/lG0CJSoCu2sW9JDcft9dsRvbV24LXopqHRyQWI+fWXRRn5eLKxytxa+WP5c6NXpyZXc52zS7tHMfh2oK1SPllF04Onaxzf0Isyab8IoRoqt2VPxY96fs/EPzGYAvVRtipF6cCAK5+8pXOcoUP0pAwbw28e7SDc4O6ZqvP8effBcC6gP3b5XXF+uKsXMV79XFphFizMrUW9Lov97dQTQghpPqT1mZJ4kpy8hS9/+Rd12t1jIDI1gZuYQ3hGOCrsa9joDKTu8TBHvZ1vBTbnBsE4enpS8h91ioPAEUZ8jHo/ABdowVdpVt7aYEyQD83ehaenIqHQ6BmXdTl3rqLI91Gw/ZZaz3AurA/PnoeIrEYDoG+cFLrdWjMmPKSnDxkXEjQWF8qK0JpXoGiOz8hlkYt6MQoDn61YffsSS4AXPl4JR78rZmVvLLl30vF/T8OCWabL48lp4vz6hwJACgzot6EWApXYqH8DaRGoyRxpKaycXWC2M4WABRdtOUt4871A9H1wLdo+8MSwX1VM7k71QtQzMMOKFvfH+0/qRiKpxyD/qyLu8uzLu5qY9BVg3J5C3ppQSGenIoHABSkpOp9fapzqse+PRdnRr6P0yOm43DHUUjevEuxTZaegfy7D/Q+rmK/xxka9QeAo73HYV/zISh4+FjrviV5BUbdW5JKZEQuA2tFAToxmvxLW+7CO3MtUxEVhzu9irgJC5C85R+D97XklBzy6UtKsnPLKUmI9VDv4k5IZaAkcaSmEolEisYR+dhv1eRwzg3q6mwFVg3mVdUZ0BVieylybiQh8wIbu60cg/4sSZzzsy7uOdpb0LniEpSVlCJlq+H3YOrUp327NGMZSmVFKHqahf0thyHneqLBxyx6kslLVCeve96z7vSPn80R/3D3UV5Lu+xJJvY06o+TQ98z+JyEGIMCdGK0sAXWNX6nrKQU3LOpNi5/aPg4WNWnyaZSVlyCnFt3kaP2Q6Pu8WH2o3Bl1le8RHKEWDOheWgJIYSYjzxRHADYurtA6u2p977ePdsBIpHGGHVbV2f4DewGAEj+5W8AKgH6s4DfxpU/zdrdn//GmVEfQPY4g3es3NvJuLZ4vQFXpL+iJ1l48Ocho/dPWPA1b5q4S+r3ihyQdeUWYt+agxMDoxWrH+1j881nxJp/5pInZy7hUKdXkfbsvpAYoBrdP1OATozm2a6FxjpLBpdHe45RrYjB+4vtTJuSgeM47A7ujSPdRiP27Tlay9XqGMFblj+9JsTaqY9BJ4QQYl5SleGFLo2CDZpD3H9IT/S7uQuBI6I0ttUd9TwA4MGfh1FWXKLobm6rkcWdtUBf/uALPP73HIrS+QH6/d/2oTSvAG4tG5u8y3FpoQzpx+PKLecQ4CO4PlNt/Pn93/bzek9een+ZIn8RAMRNWoQbSzciP7n8bvqP9p9SzDEvRHUogOa2QqRs2wPZk0ycGTkD+Un3cfbVD8s9J6m+KEAnRlOfYxMQnmKjMpSVlCL3dnL5BXUQiUz73yHr4g3F+9yb2lvQfft35i1fmb3KpPUgxFxKcpVz5spv7gghhJiPagu6c8Mgg/e3cRSeLcYjshnEUluU5hci/+4DRSCuaEGXJ4lTy+KuTj5drGfrMDjqkSDOEGWFMl4LuDZ+g7rrfcyjvcfxllWPf//3A7j15Y+4/dVPGvtxHIf7Ow8i7+4DyNIzcG70xzj98gyUyoqQdfkmL/B/8Mch/NOgH5K+/0OwDgnz1uLi1M9wesR0lMnowTehAJ2Y2P2dByxy3jJZxR8M6EoOYoySvILyC0HzQUdW/HWT1oMQc8i+noj/vt6qWPbt11lHaUIIIabAa0FXm9u8IkRiMRz8WUAtzxAPsRi2z7q226pkcS8r1p5/RPboKQDAxs2Z16vSb2jPCtextFCGMrXkpPI53FW5NK2HDr9/qdcxDR3LXvZsKGXit78hLnohzo/5BKdfmqbYvrfJABzr945i+t5SWREuTFgAgCVUFvLgr39ZXSyYrLhaoCRxVc+aNWsQEhICe3t7REZG4tixY5auUrXQ5/JO3vKNz7+zSD1MEaDLvzifnIpHwoKvKzy+livVL+mc2Na2QuchxBIuvb+Mt2zr5mKhmpCahrK4k5rMjteCHmzSYzsGsq7hWZdYgG7n4arIzyP/js+5lYzC1HSNfSWO9gCAwrQnrLyrM6812iOymVF1CnzlecUUuCcGRuPp6Uu87fKWfd46RwfUatcCXl1aG3VOXcqK2P3mnZjNAFiAL5+Tnm1n947XFnyNe7/uxcUp/xM8Tu6dFOQrMtxXn7HTxDRqRIC+detWTJkyBbNmzUJcXBw6d+6MqKgoJCdXrEs0YV2fAl9WjmWyVNectENn9CrnN7gHb7nTH6t5y+ffmoNTL07Ff19vxf7wYeA4Djc+34hbX2p2b9Il8+INnBk5Q6+yYqktmv9vavkFCbEi6g/F3Fs1tVBNSE1DWdxJTSafCx0wbQs6oBy7nXlZGaDL1eoYDqm3JwofpOHG5xs19pV3hZc9UgbozT+bDgCIiPkELs+CbEPZODpAbC/Vul3ewq9K8qwbv9BQzIp6ciIeAFCsx6w78VP+hwd/HtZYX5SRjX+7vI5D7Udq5G4SSWpEaEbKUSP+FSxfvhxjx47FuHHj0LRpU6xcuRKBgYFYu3atpatWLXBlnOqCRepweeYKvcrZujnzlj1a85/opu4+qnhfnJWL4wMm4NbKH3Fj6be8qUS0KSsuQfKW3Tg5THuG+y4HvsWA+4cVP4RenSJg48qvF2XHJtYuL+m+4n34Vx8blKiIEEKIceQBuq2bs0EZ3PXhEMC6uGdfvsXOoRKg2zg5oMlHbLz2/d/28/YT2UiUY9SfjV23dXOG34Cu6H/3APyH9ORNB2eIeu+8BIm9ndbtwi3orDVfPme8KZ0b/TH2NBlQoZxLqtng5bMPKZb17H1JqrdqH6AXFRUhNjYWffr04a3v06cPTp48qVFeJpMhOzub9yK6qSbjKM6yzDze8vlA1fn278Jbluh4CitEdTy4fMoRXfY0eR6Xpn+u84vbtWk9AEC3oz+gz5U/2I+t2hzsiRt34PqS9Radm50QXUpVcizUat/SgjUhhJCaw6NVKGr3aIcGk18z+YNReVI3eZDtohZU+w/rDZGNRGM/iYO9xv2VvOFB/Ky86sOEiJhP4PLsXkhV2x/53cFbfT0HDn61dd672ao1cACAxMl8LegA9EpUp0vRE+X9JFdSotfMQxzHoSgzp0LnJZWjtKAQxwdFl19Qh2ofoKenp6O0tBQ+PvwpF3x8fJCaqjltwpIlS+Dm5qZ4BQYGVlZVqyz1+TRzbiZZpiIC1Mc8uYbWV7yXPwnWN/v0+bfnaqwrKy5BRtw1cKXsCaghT1QlUjtF9zH1hCvXFqzF7dW/4L912/U+HiGVRX7zJmfqKQoJIYQIk9jbod2P/0P98S+Z/NjyFnQ5j8hQ3rLY1gaOdf006+SoGaCrB84ikQjNl05H4Ih+8BvYDa2/XQDfKH5yUdfQ+rxkcvJj6uriLh8jr14fABBpCdC1ra8MBfcf8bqxF5eTFV/u6pzV2NdskN5DOonlcGUcclXyEhij2gfocupPGTmOE3zyOHPmTGRlZSleKSkplVXFKkv97/FI9zctVBNNYlv+k17/Yb0U7+U/Ak4hAXodSyi7+rVF3+DEgAnYVbeXwB76c/AXnrPz1pc/VOi4hJjD/Z0HecsiSnRIjJCTk4M2bdogPDwczZs3x/r16y1dJUJqNPX5w4USuznV07xnkjhIIXZQC9DdNFu2g0YNQMvlH0IkkcApyA+tN8yHS5MQ5T4erpCodEsXS20Vx9emrFhzSKCNvAVd5Vgdd36lPK6N5QL0Y/3fxf3flUMEDrR6Ua/ep0nf/g4AuL6Evidrgmrf7OHl5QWJRKLRWp6WlqbRqg4AUqkUUqlh3aAJm9LCGqaHcAj0RciYYUiYtwYAIFL7EhZJJOh/9wBKcvNh584ykro1b2T0+RLXK1u41RN9CGn8wVjB9bU6hqPJx2/j+uJ1vPWq80wTYi3Uk9hIpBSgE8M5OjriyJEjcHR0RH5+PsLCwjBs2DDUqlXL0lUjpEay96kFka0NuOIS2Lq7CAbjzvUDkXbgFG+dUBd3oa7nQprNn4S0Q2fgN7AbJFI7iO2U483FUvZeVxd3oZw98hZ01S7uqvO/C3XTryxF6Rl4fOS88QdQ6THAcRzAcYK9CEjVVu0/UTs7O0RGRmL/fn5Ci/3796Njx44WqlX1E77yI4udWzUwbrNxIeoM7KZYFtvaaMyLKLaRKIJzAKjVKULvc+Xe0d6jojij/HwF9d5+UXC9SCRCg+iRmhvKymgcOrE6GReu8ZapBZ0YQyKRwNHREQBQWFiI0tJSvR50EkLMg82Fzhqv3COaCgZ+TvU1h34KjkF3dtAoJ8SrUwRCPx0P9/AmAPit3hJ9AnSB2YMUXeNtVVvjlYG/eoCumkvJf1hv2KnMNW9tVB+Qn3/zE/zb5Q2k/XsW596chYL7jyxYM2JK1T5AB4Bp06Zhw4YN2LhxI65du4apU6ciOTkZ48ePt3TVqg3HwDq85TK1rJTmlKnS9VxsZwuHOrUVPyA+vTugx+lf4PVcK40p1eREIhEkDvZ6nevfbqO1btvXfIjgetVj63seVYefe41uWolVSfllF29ZbMHWCGI5R48excCBA+Hn5weRSISdO3dqlFmzZg1CQkJgb2+PyMhIHDt2jLc9MzMTLVu2REBAAD744AN4eXlVUu0JIULkieLUx5/LOWvp4i5xUAbANi5OEEmM+10QSzWDapGt9mMJtaDLHyyIVPKjqAbo6snjVLPVi6W2Gol7LYXjOFyc9hmvW7tILFY03DzafxJ5ifdwdtSHeLTvJOKnfKYoV1ZUjPs7D6Lw2bR3NUF1mk2mRgToI0aMwMqVKzF//nyEh4fj6NGj2L17N4KCgixdtWpDfaxRvsoUTOaWe/Ou4r38yWu3w9+h341dkNb2hGOAL9pv/UJjSjVVusY38Rj4pe0e0RR1Rw0waB91+XcfIPnHvwS33VzxAw53eR2FqekVOgchhBgqLy8PLVu2xOrVwg8/t27diilTpmDWrFmIi4tD586dERUVheTkZEUZd3d3XLx4EYmJifjll1/w6BG1ABFiSfXeHo7a3dqg7kjhBLpO9TXnM7dxdIDEXtkAoW/3diFiO80AXdfUY6pj0Luf+Am9439T7q8yzFH1uOoPD+zcXXnleNMHq9bNwJmAKirneiJStu7B7dW/KNblJd7DvrDBuPXVTxrlC+4/QvKW3ci5mYQ7X29FXPRCHIt6pzKrbFIJ89bgb//u2B85XK/y1akxq0YE6AAwYcIEJCUlQSaTITY2Fl26dCl/J2K0f7u+gWuLvjH7eQoePsbV2asUy/LMnCKJBDbOjnofx5AvXY7jkHs7GTdXfF9u2chv5kKsY/5OdR13foXIdXM11gvN8y57/BQ3l32HvDspuP6/DXqfg5CKqE4/gKRioqKisHDhQgwbNkxw+/LlyzF27FiMGzcOTZs2xcqVKxEYGIi1a9dqlPXx8UGLFi1w9OhRc1ebEKKDd492aPfzUtj7CvdmkdbW7P4tspHwksTZuGrOTa4v1THo8vwm6nOFq1JtQXcK9lfMEw/wM7zrbEFXGfbIAnnh3zlD7itNoSg9Q2NdcWYOirNyceOzbzW25d99gEvTP8eR7m/i0T42lbSsiraglxUV4791vwIAZDWwEarGBOik8t1Zs8Xs54iLXsib8snY7i2qc5zX6hCus2zenRScGBSNm8s26XXsem+9CJfGwWj6SflPMT3bNEed57sKbjv/1mxeS3nmpZuK9/rM0U6IKXBqUwK237LMQjUh1qyoqAixsbHo06cPb32fPn1w8iS7cXz06BGys1nujuzsbBw9ehSNGzfWekyZTIbs7GzeixBSuUQiEboc+BbtNiu/+7mSUtiqBK9CGdz1JRbolq4rF497K9YVXz15KcB/oCxRCdDVHz7Y8bq422ltsa/sAP30yzOM3lf17+PUi1OReemGYrkkvwD3/zikNXv8fxu24+rs1RZ9IH99Kf8BRMrWfyxUEyOY4O+NAnRSpWXG85NVSZz0S0qirqxQpngfseZTnWX/7fqGXlNiyOsj9fJA10Pfof67L+tdH6d6mklYUncfw4HI4YofKtUfm7SDp/U+NiEVkXMjkbfs1TnSQjUh1iw9PR2lpaUas6X4+PgoZlW5d+8eunTpgpYtW+K5557DxIkT0aJFC63HXLJkCdzc3BSvwEDN70lCiPm5Nq2H2l2U3/1lpaXwVWlcyKnIHNAqDS2KAF1HC3roJ+PRcMpr6HroO82NKoG9WGqL8FUfw7d/F9R7hz+HPG8Mup2t1gDL1qVyA/SKUO3G/+RUPE4OnYx72/ch68ptXJm5EnETFuD8uNmC+ybMiUHit7/xcjyp4jgOpQUywW2mkvTdDt7y5Y80e5JWZxSgE5PxG9xDY12ZWmubqamPE7J1Mb5blZx61ydjtNm0GJHr5/GyxRsi/KuZWrfdfTYePT/5oVHHrikK7j9Czs0kS1ej2ol9Z56lq0CqEPVeTRzHKdZFRkYiPj4eFy9exKVLl/Duu+/qPNbMmTORlZWFZcuWoXHjxmjQoIHZ6k0I0R9XUgrnegGK1mzvHu0qcDDNVm9dY9Bt3ZzR+P0xcG6gOTZetQVYJBYjYFhvtF4/TzFPOsCmZFMdMy+xs+V1h1clqeQW9Ip4euYSb7mssAjx7y3ByWEsUAeAJyfjFNufnL6IhPlrUVpYpFhXqtJDVVX85MX4p0E/5P53r8L15DgOV+fGIGnTTo368paLivG3f3cUZ2tvIKMkcYQIiFj1sca6jAsJZjvfo30nNbrbGks1u7rYzhbODSuWQNCndwfU6W98ngNngWlM5O7EbEb68Qu49D51LdblYNuXcaT7myh4+BgleTSfvKnk332geO8a1tCCNSHWzMvLCxKJRNFaLpeWlqbRqq4vqVQKV1dXTJ8+HdevX0dsbKwpqkoIqSCulLVwt9+yDKFzo9Hkw3HGH0s1qH7WYGJjbMu1tq7GKq3LvlGd+VO7OTko5lFX59IoWPG+/sRXjKuThZVquR869cIU/PfNNvxTv69inbYu7vd/PwAA+Lfza0hY+HWF6pMZdw2J67fjyqwv8fTs5XLL7206sELnqyooQCcmIzSlRmlBoVnOVXD/Ec69Octkx1NNeiKW2qHDbyvRYNIokx3fULauznBrKTwWs+D+I5weMb2Sa1R1HWz9EvY06s+bpoQYR5aeAccgP8Vy5z3mTwRJqiY7OztERkZi//79vPX79+9Hx44dK3TsmJgYhIaGok2bNhU6DiHENOQBuo2TA+q99SIc/L0rcDDlW3mLaKNpbyha5w06lJZs7Krjsx3q1OYF6LYuTrARCNC7HfmeNwbdxohpc61RYWo6rnz6leC2tAOn8eRUvM79/1u7Fbm3kwW3Pdx1BP99sw0Ay5X0cNcRjWnxUrYox5afHDoZAPQeRqru0f6TyL6eWH7BKoACdGJeBuRJKCspxZ2vtyHryu1yy8oea2a2DB4rnElYH7zsnjYSSGu5w29Qd6OPZwoNokda9PxVTcGDx0jZ+g/KiooFE8qoTlNCDJe8eRf2txymaEH3aN2sWnUnI4bLzc1FfHw84uPjAQCJiYmIj49XTKM2bdo0bNiwARs3bsS1a9cwdepUJCcnY/z48RU6b3R0NBISEnDu3LmKXgIhxNoItNpKvTzw3F8xqNUpgrfevk5tg48F8LO7i2xteAG6jauTRgt6vbeHw7lBXd4QSG2t7FXNgcjhSNq4Q3Bb4re/4dSLU3Um6QO0N8bFvj0XCfPXIuvKLexrPgSxb8/F1TmrcWr4NKRs24OHu44g+ee/eftkX/sPe0N1t5IX5+SB4zjBYbRHe47RuW9VUfHBtoSoaPP9Ypx7Q7Oruz7u/vAHri1g0+8MuH9Yd2GxZmBQ+znjk1UJjW/S9uS1svhGdUa9d0fgv7Vbjdo/IzYBNq5OcKlgd/2q4ljUOyhKz0DB/TTUp4cbJndpBn9IRa32LS1UE2Itzp8/j+7dlQ8yp02bBgB44403sGnTJowYMQJPnjzB/Pnz8fDhQ4SFhWH37t0ICqrYd1JMTAxiYmJQWqo9cRQhxPxCZ7+Lmyt/QLN5k0x3UB0ZsFUfCofOfhd1BgjPeqM4lJbAUrUFXWzDD9BtXZ1h5+kuvJ/KvOqSSp4T3ZKKMrIhreWudXv68Qtwa95I63bVrut3f/gTAH/8u6qEuTHl1qc0vxB7mwwAAESur555cagFnZiUT68OvGnCDBkjnnX5lt5luWLNGzOfPsZ3myyTFWmsc2kcrPcc5kGvDzL63NqIxGKEfqJ/SxNXVgaO4/BPgyj87d8dJwZF40i30Savl7WSzxd684tNkD1+auHaVB8leQVIO3RGY336iQsWqA2xJt26dQPHcRqvTZs2KcpMmDABSUlJkMlkiI2NRZcuxufmkKMWdEKsQ713XkLfq3/CLaySEjaqBOj13nkJDv7l5LPQ2sVdOSRTowXdxRnNFkwSnO9dtQXdrpabvrWu8va3GIpbX/2kdfu1hd/wpvvNvZPCG5t+9dNVep8r/Xj59xYP/lI24sW+NUfvYwNsXH3B/TTlclkZ4qf8D/+t327QccyNAnRicpHr5ireC93Ya6PaW1bbeBaABQzXFpt27GvQG4MBAD59OynWiW1t0O/GbvS7sQsdtq/QOZ1UmcoUIO23LTdp3Vp9M1evcunHYvHkRJxGV6PcOykmrU9VcKidcAt6/r1UwfVE2IM/DmFPo/44+9pHGtuyr/1ngRoRQgixJqrdxU2h1nOtnh1YYAiVgcOq3Fs1FVzPa0FXD9CdHOAU5IcepzSHxYlslIG9S+MQtFz+gUH1qcpufPatzu3n31JO2fZvl9eN7v2pj4Q55beya3Nl1pc42HYEkjfvAgCkHT6Le7/u1avlvjJRgE7M6u6Pf+pdtjhHOZ2DrsD+5heb8PQ0f/qI5v+banjlVNR75yV02L4CrWI+4a0X20hg4+yIWh3CeV/o6lR7CnipjZGqKL8BXdH95M+KbKbalMmKUZKvmZ3z3y6vKxK41HSH2o3UK8cBYS5MWKB1m0hEPx/EMihJHCHVl0dEU3T6ew16x2m2aBqa9sRvUHe0XP4huv67iX8ctTHoIqGx5QK/cbI0Ze88x2B/BI6IEgzkayL1+3JLy7x0A0UZ2Yrle9v3IXnLbtz9/g8AwPUlGwBon0quIrRlvzcE3WERq3D3p7+QuvuoYjn7qvYgSqgrfN1XKzbtgthGglodwnnTranTNg+nU/1AlBUXC24zFacgP9TqEK67kEik9Ul2yrY95Sb5qClODZ9i6SpUCZmXbujcbuvuUkk1IYSPurgTUr15RDSFtLan5gYDI3SRWIzAEf00c/GIVcegS2Dr4oSAF/vA/4XekHp7PttX81x5KvN+i5+1pjvWrcPrOVqd3fryJ1x4d77W7dbSGHTv1704HjUe+8IGgysrgyw9A/HvLcGl6Z9rlNUVSpcWag5/rSwUoBOrcPlDfrfwe9v38bqNqxLb8qdza7/1i0rJJh0wvK/GOodAX7Ra8ymcgv3Nfv7wL2cKrrf1cAUAlJWUaP1yvDRjGU4Oe89sdbM0Qx4+lGTnoeDBYzPWpnooSs/UuT18xYeVUxFCCCEEMLwJXdthJPwWdIDdY0V89bHyflKgwSN4DJstSDXXknzZS941vxq7sfRbPPhTexLn+zsOVmJttIuf8j/F+/s7D+K6UPf8clq5L324HP/U72ux4XwUoBOzCHzleQCA2M7W6JZbocRtAJBziz8+vbK+FP2H9UKnv2LgHtFEsa7n6c1wC2uI+tEjETL2BXT4baXZzm/v7SmY3b74WReee9v26BwjlHHuitnqZmmlhTKDyhdnZpdfqIZTnXpQiEto/UqqCSF81MWdkJrJuX5dkxxHtbeh2NZWSxmB2YK6RKLH6c2IUBsOCQBtf16KXrG/Cjbm1BRFTzItXQUNBSmPkPLLLo31qknt1BVn5yL5p78AALdX/2y2uulC06wRs5B/iZYVFeNI9zfR7cj3Bh+jTFYEODlorC98oMy+6Na8ofGVNJBIJIJHq1A89zeb09EpJECxzcbRAc3mT6y0ugh5tO+kRc9vSfnJ2pO/+UZ1Ruo/x3jrijJzzF2lKs9G4P+eKtWkOoRUpujoaERHRyM7OxtubjUnkzIhNV2jGaNRVlQEv8E9KnQc/jRrEi2FhFvrHQN9BdeLbSSw9/VC+MqPkH78Agof1ryeepmXb/Jar62Cjk4X6g2INz7fCAd/Hzz+Vzl8SiTW8u/DzChAJ2ahnpGdKy3lTWuhj9KC8ltFbd1dDa2aSbiFVd6DAVK+oz3HaN3WesN8/O3fnbcufvJi9Dq/zdzVqtK05VyQ09bqQAghhJiDrYsTmi+pWFJgQHOaNcEyFehO32XfemRfvY3TL88w+hhV0QMr6eKuSlfP0pRte3jz2d9a+aNGGZG2BzhmRl3ciVnk3X3AW07e8o9GmbLiEl6GRXWlWrq4q7LzsEyAbkk9zmxGxOpZAADnRkGwcXGycI2sl7Yv1sKHj1GSX4D0Y7GUPE+L8pK9iO3o+S6xDOriTgipCF4Xd5vyf8sMzcpt5+mmc2peYh3u/36g3LHo5QXoHMeh8NET3Pl6K86+9hHKikyTNJoCdGIeZfx/8Jc/+EKjRfzEoGjsCxusdW7qPD3m727y8dvG17GKcgzwhf/QXuhz9U902bcBjd9/U7Bc0OghqD/xFd46XWNuqouWKz5E4/dZi3qH7Su1ltvTsD9OvzwDuwJ7VlLNrFPmxRv42787/vbvjuLsXMV6bUka5Uw99y0h+qIs7oSQiuAliaOHzTVWSW4+Lk5bqrOMWCKBLD1Da6PF9cXrcKDVi7i24GukHTqD+zsOmKRudIdFzMJWoGU7de9xxft7v+5F1qWbbP0/xzXKAsCFaM05mNWfTGkbC1QT2Lm7QGxrA6mXh8a2oNFD0HzRe6jzfBfe+jtfb62s6lWa/BT+A57Al/qh4ZTXMOD+YXi2CQMAdDm40RJVqxKO9x+veL+36UBc/nglOI5DfvIDHXsRQgghVRN/DHrlBugONfi+1Ri1u5mvp1TWxRvltnhnXbmF/S2H4fBzryHn1l1kX/sPx6LeQdqhMygtKMSdNVt45RPmr8WxfhVvPKQAnZhF3WdZ3FXFRS8Ex3EoeprFSyIhlCkTAErzCjTWpR+/oHgftmiyCWpa9fmqTfcBAA0mvAwAcG/RmL+hEqajq2x3f/ij3DL23gLzqRJBd7//A7k3kwTnC5WTlJNAjhBCCLFWvDHolTzGuMeJn1QqIqrUZMdVkYO/t0XPnxl3DQCQn/wQR7qNxtFeY5F16SbOvvYRjvQap1G+ODMH+UkVb+Cgfh3ELLS1bMdNWqSRRCJXZdo0xyA/5N/V/g9bNUB3bxVawVpWD0IZSB38fRTvvTpHIv1YLADAtRpOjaXPFGs2zo6VUJPqI+2wcNfh0LnRENvZwrtHu0quESGEEGIiKkO0KmO4lme7Fqj39nA4N6jLT5hs4Nh2Yl3yk+6b7djUgk4qlVCGx7s//ql43/24ZgZFVf99o8y8bampD6qadr8shXtEUwDlJ/6qikrzCxXvPTu0FCwjtrNFj1O/oPtJ4fksi7NyBdfXVNcWrOUtyx9wePdoh+A3BtfooSXE8ihJHCGkIlS7uFdWz0Lffs/BuYFp5nGvSdzDm1q6ChZBAToxm363dqPBpFEG7aPrSWZZcYla2erXXdtYHbav0LpNJBYrMpCmHzlfWVWqNCkqMwTU7txaaznHunXgFOQnuC3nZqLJ61Wd9Dy3Fd2O/Qjn+oGWrgohlCSOEFIhvCRxEgqFrFngiH6WroJF0L9KYjY2jg6oO2qA4TtqCdJPvTiFtyytrZkcraZyaaq763pW/HUAwL3t+3iZuqub+u+OMGo/kahmfhWWFpY/lSEA2Lo6w7legJlrQwghhJifag9MS89IotrLvfnS6eh25Hs0Xzpdo5z/sN6VWCvrwRsSUIPUzLtSUmlM2RU24/xV3rK0NiX+krN1c1a8b/vj/3SUZJm6M54lvahuxHa2Ru333/pfTVyTqiF58y5LV4EQQgipVLwemJXRG1PPUwSNGgDnBnURJNS4pXaMHqc3V7xexGpRgE7MTmSrXy7CuqNY5nfVpGcH272MvMT7ii7acl7PtTJdBasBkUiEAfcPo9+t3Xol8Lr5xSYUZ+XixucbkXubJenjysoqXA+O41CUmVPh4+h9PhPUGQAe/n3EJMepKpI27cDf/t1x9ZOvLF0VQgghpFLxurhXRj4jtXHuLb54HwDQ+tsFeieKE6kdw96nlmnqRqwSBejE/PQMolL3ngTA785ScO8Rzo2ZhfRjF3hlJY72pqtfNWLjqN/0V48Pn0Xs+Hm4tfJH/Nv1DWRcSMCuwJ64MHFhhc5/afpS7Gs2CBkXEip0HH3JHy4You6rA81Qk6rlyiz9A/Necb+ZsSaEEEJIJVPp1q7X/aSJk63Xfbk/+ifug2+/54w/iFjM6z1JqhcK0InZ6RsQFaVnANBM2JF78y5uf/UTb111nC7MnHz7d9FYl35UmTDuxMBoACzLfkXGqKds3QMAuP2VcLZ0U3t67orB+9R7e7gZalJ1ZF25rXdZiYM9zSFPCCGkWhGJRGjy8duo9+4Ii+VXkQ/Ja/6/qRDZSNBk5lsG7S8Si9B+6xfmqJpFePdsb+kqWBUK0InZNZzyuuJ9h9+/LLd88OghGuuenIrnLTeY/GpFq1WjGPKUtiQnr8LnE9lWTlKPyx8Y/uPkXD8QkevnoePOVWaokfXLvX1XcH3Uf3s11olsamZyFmLdaJo1QkhFNYgeidBPxlu6GvBoFYqoO3vRYOIruguqTwcnEsGteSO9ziFx0q93pSUFvFAzk+BpQwE6MTsblS8G1yb1EHV7Dzr8/iXabf5csHyjGW+We0yJ1M5k9asR9BzjBGhOZ6evwtR05elKTTM23BDNFkzSu2yd/l3g2SbMjLWxLmXFJSh+9uBF27AAidQOPmoPclou/8DsdSPEUDTNGiGkKhGVkyVObMTDcPUx6epsXJ0MPqZFVdJ89FWFftm7CKkAGycHNP9sGlDGKcbL1GrXAlxpKa9c+FcfAwDEeiaVIwYwIEB/8MdhNHzP8B4KsvRMxXuJvdTg/SvKtVmDSj9nVXF8wARkX7mF3pd24NaKH7SWKysqVrzveX4bHOrUrozqEUIIIdWXKYJPA+7jAEBsqzKrTZmJB9Gbg4Wnu7M2Vvu3sWjRInTs2BGOjo5wd3cXLJOcnIyBAwfCyckJXl5emDx5MoqK+PP6Xr58GV27doWDgwP8/f0xf/58jYzgxPyCXh2IoNcH8daJJBJ0PfydYtm1aT29jtVo+mhTVq1GsHV31bussd2aSwsKFO9L8gp0lORLO3wW/32zzaj/l6pBuTEZTR2D/QzepyrKvnILAJC657jOciFjhgEAPNu3oOCcEEIIAfSeJs2cSgtlqNUxQv8dVB4KcGWlOgpanmOQH3xoDDqP1QboRUVFGD58ON59913B7aWlpXj++eeRl5eH48ePY8uWLfjtt98wffp0RZns7Gz07t0bfn5+OHfuHFatWoVly5Zh+fLllXUZpBwujYLhHtEUjsF+cG4YpFjf9FPhzx0AGk17ozKqVq149yx/6jU5sdQWsvQMPDl9Ue99np69jMsfKv9fpR04pfe+Z1/9EAnz1+LpmUt67wMAeXcfwNaV9cjw6hwJp2B/g/YHgEbP8iPU7lYzxrJqG7Pf+9IOAIB397bocXoz2m+l70hCCCHEWpQWyNBs7gS9y7uFKRswOCtuQXesWwfdj/8IiUPl97y0Zlbbl3jevHkAgE2bNglu37dvHxISEpCSkgI/P9YK9sUXX2D06NFYtGgRXF1d8fPPP6OwsBCbNm2CVCpFWFgYbt68ieXLl2PatGnljt8glaPTH6vAcfwxOPXHvwTPtmGK7OJytu4ulV29akEkFmPA/cPIunwTx/q9o7Nswb1H2N+StaS2/fkzeHdrq7N8xoUEnBw6ucJ1VB3DXp7shDs42nucYtlvcHfjTvpsxgBr/vGqqLy7D8otI63lrnjvGOhrxtoQwpeSkoLXXnsNaWlpsLGxwaefforhw2v2TAuEEKKutEAG12YNUH/Cy7BX6eHmVD8QeXdSNMq3XPERDkS8AABwaRiE7IQ7vO02rk4oya54UmBTEAl0b/fp3RENJo+yQG2sg9W2oJfn1KlTCAsLUwTnANC3b1/IZDLExsYqynTt2hVSqZRX5sGDB0hKSqrsKhMtRBKJYIIMj1ahGusiVs2qjCpVW66h9eHarAEcg/3QP2m/YJnE9dsV71N3Hyv3mOoPUeRy76Tg1pc/4dqS9Vq7rz89d1nxXiTRv7dXQtQAAJN/SURBVGv9ldn8DOz5SeUHoULkPwrq+RCqk/++2WbpKhCilY2NDVauXImEhAQcOHAAU6dORV6eddw0EkKItZDncGo66x3FcDQAaPfzUgS/ORQtls1QrLPz8oC9tyee27UWjd8fg+AxQzWO51y/Lm/ZpUmImWpeDi2NpW02LRKMA2oKq21BL09qaip8fHx46zw8PGBnZ4fU1FRFmeDgYF4Z+T6pqakICdH8xyiTySCTyRTL2dnZJq45qYja3XW35hLdRBIJuuxbr3f58saFl+RrH2t+f8cBRUIy/0HdBZO4PfjrX2XdDBj7/vQUv/t9mZEBtiJAL6v8rPOEEKBOnTqoU6cOAMDb2xuenp54+vQpnJyqWAZiQgjRxogOuz3ObEbWxRsQ29oicePvaDZvomA5x0BfhC2cjKzLNzW2uYc3gXt4E6Rs26OxrdXa2TjUfqRiuXb3tsi5nqizTg3few23vvzRwCshxqjUFvS5c+dCJBLpfJ0/f17v4wl1Uec4jrdevYw84NDWvX3JkiVwc3NTvAIDA/WuDzGvOgO60rCESpZ28DQAoCQ3H+kn4jRammWPnmrdVzVbuHyKr7yk+3h8VPl/XHU6NpFE+OuoMDUdSZt26Ew859IwWPtF6KA4pwWmhass2qbNq/fuCDT+cCw6711XyTUi1cnRo0cxcOBA+Pn5QSQSYefOnRpl1qxZg5CQENjb2yMyMhLHjgn3zDl//jzKysrod5cQYl0qOArOmHtXxwBf1Hm+K3z6dET7Lcvg4O+ts7xrWEPlgnrjikBji8ZwtnKu0THYD43eL38aZINV4Lbeu4f++ZWqmkoN0CdOnIhr167pfIWF6Tc3sa+vr6KlXC4jIwPFxcWKVnKhMmlpaQCg0fouN3PmTGRlZSleKSma4zqIZeTcTLJ0Faodnz4dFe+dQgI0tssePQEAnH3tI5x+aRp21e2Fogxlr5LDz+k3HVtGbAIr3+lVnBn5vmKZUwkeRSLhr6Nzb87ClVlf4cqsL7UeP+DF3nrVQ528W311bkFP+WWX4HqxRIKGk1+Fm+qPOiEGysvLQ8uWLbF69WrB7Vu3bsWUKVMwa9YsxMXFoXPnzoiKikJycjKv3JMnT/D6669j3Tp6YEQIIYbiPQRQC8hNcY/j3CCo8hrJ9DyPanLp6qZSA3QvLy80adJE58ve3l6vY3Xo0AFXrlzBw4cPFev27dsHqVSKyMhIRZmjR4/ypl7bt28f/Pz8NLq+y0mlUri6uvJexEpU40RellJWomwRd9CRHOzpWeVY8cT125F56QYOtH5J7/NcX8y/6c6IYwG6c31lS5m8db60QIbc28qb96xLrNvWvV/3aj2+IePXecSiZ+euvgG6Nk71qJWSVFxUVBQWLlyIYcOGCW5fvnw5xo4di3HjxqFp06ZYuXIlAgMDsXbtWkUZmUyGoUOHYubMmejYsaPgceTlsrOzeS9CCCF8GsMTTXD7LK3lVvGDCDI+6K/zfFcT1sO6WG2SuOTkZMTHxyM5ORmlpaWIj49HfHw8cnNzAQB9+vRBaGgoXnvtNcTFxeHgwYOYMWMG3nrrLUVQ/corr0AqlWL06NG4cuUKduzYgcWLF1MG9ypKWxdoYryyAmW+BfeWjTW2i2xtUFpYxFt368sfceqFKSh8+Nigc+XfU/Zmub3qFwCAWGqnrEtRMQDg5LDJ+LfrG0g/FqtxjGP9x+PpuSsGnVcX+Rj0zLhryHo2V3hNYWyvA0L0VVRUhNjYWPTp04e3vk+fPjh58iQAdiM5evRo9OjRA6+99prO49EQNEII0YN6fK5PC3o5OYfqT2QZ1SVODsbWSn96xGi+/bvAI7L6JpGz2ohn9uzZiIiIwJw5c5Cbm4uIiAhEREQoxqhLJBLs2rUL9vb26NSpE1566SUMGTIEy5YtUxzDzc0N+/fvx71799C6dWtMmDAB06ZNw7Rp0yx1WcRAYqmt4n3L5R9asCbVk2OIcu5w2WPN8eRccQmuL9FMKleaX2jQeVyahCDpu52K5aL0DAD88dF5ifcBKFvMU37dqwja5bIu3sDJIZMMOrcupSrj2o/1fdtkx7V2QaOHGN/rgBA9paeno7S0VGNImY+Pj2L42YkTJ7B161bs3LkT4eHhCA8Px+XLl4UOR0PQCCGVyqVxMADAb0gPy1akglSHMEpre6DRDM2x5OUF8XbPpjkW22rPL97n8k6D6ybUYKpPG6pzPc1hmarcmlft4XtWm8V906ZNWudAl6tbty7+/vtvnWWaN2+Oo0ePmrBmpDK13rgQl97/AmELJ8E9vImlq1PtNP34bYjEYgQO74sTg4UzhCZu2C64XhvfqM5I/YefBKp2t7aQOGoOX+FKlAH6jaXfouF7yjHtIokEJXo8CGgy8y2D6qdKvXdAdSQ0R2rDSTV3blFS+YSStcrXPffccyjTc3ykVCqFVCpFTEwMYmJiUFqNp0ckhFjec/98A1naU82EaoaqpF678izrYYsm89Z7dYpAi89nwKVRMNwjQ4WDYoG5yIVoK2dXyx22HvoNC/Yb3AMP/jikV1ntFWHXUH/Cy7izZovG5tA5E3DqxakVO4cFWW0LOiEA4N2tLXqd2wrfvs9ZuirVkp2HK1p8Ng0erZuh+ZKKfZHZurvCMdgPvv00PyuuuAQiMf8HoSSvAKWFKl3sW4Xyxk2JJGKkHy1/Voe6owYYXefSAv4DAF2Z4qsirrRUIzgHIPiwhBBT8/LygkQiEUzWqi1Rqz6io6ORkJCAc+fOVbSKhBCilURqV/HgHKi0AL3xB2PQ5+qf8B/SU2Nb3Veeh0frZlqH+Ho91wpu4U3gEdlM+ODP9tM2JW6H7Sv4x9ZxzQEv9dW6TYjfoO5at9m6Cz8UsPM015j5ykEBOiEEAFCrY7jR+7o0CUGvC7+i27/f87K8y5WVlMAxgP8j92jfCdxctkmx7Nm6GTLjrimWRWIRrs5bo/O8jaaPhp2eT2yFqD4gAID/vtlm9LGs0Y2lGwXX27jQHNPE/Ozs7BAZGYn9+/fz1u/fv19nMrjyxMTEIDQ0FG3atKloFQkhpFqRd0U3lMjGBp13rUWLZTN0l9PW0v4sIG/97QI0/nAsanUI13oMz7bNdZ5DbGfHW2654iO037JMS2mBqthI4NwoWO/y1ogCdEIIAEDiIDV638571kEitYPY1gaytCca28uKSzTGN8VNXMRbLi0q5s2zXpJbAFlqus7zNpr2htF1BgDv7m15y7JnY+OrqrKSUtxesxmZF2+A4zjcXv2LYDlKkklMJTc3V5HEFQASExMVCV4BYNq0adiwYQM2btyIa9euYerUqUhOTsb48eONPie1oBNCiJlouz+Qr9cSoMvvK3z7PYeGk7VPweveKhQ2jiqJ5lTO1/rbBbD380a7zUt5+0js7eDVOVKPyjP2vl4QiUToc/VPvfexNlY7Bp0QUrkc/H3g3CgIuTfvGrRfw6mv85KGiG1tNcqUFcpwf6fu8UZccTEv86iTSgI7c3FpHMKvw7Pp1i7P+hI2jvZoOusds9fBlJJ/+gvXF7Ep7dr/uoK3LfCV55Hyyy749u9siaqRaur8+fPo3l3Z/VCehPWNN97Apk2bMGLECDx58gTz58/Hw4cPERYWht27dyMoyPj5a2kMOiGkKhHbad4XVVXqwxUNpZr8WZ1vv+cEh0kaqyrP/kQBOiFEoeuh75D8419wC2+MS9M/R3bCHcFyEkd7lBUVQ1rbE42mvs7bFjLuBdz68kfeuvu/HxA8jnevDkg7cAoAUCYr5mdtr6RWXpGtDbhn2eS50lJciF6AB88eJjSYNAq2rs6VUg9TuDLrS8X7S+/zu4M1XzIVAS/2gXsLzen0CDFWt27dNOfcVTNhwgRMmDDBZOeMjo5GdHQ0srOz4eZWtccZEkKqr+ZLpuLON9vQbL5wEl5rpK2HnXx9eV3cyxMyZpjafnpXjcen97NhUrp+f8r5bbJmFKATQhREIhGCXh8EACjJzRcs49muBdpt/hwSqZ3gdkMSc3DFyoC8rIgfoKtPsabOxtU046h7ntmCA61eBACkbN7N23b9fxvQfPEUk5ynPMm/7IKNqzP8BnQ1yfE4tdZFsY0Etdq1MMmxCbEkakEnhFQFQa8PUtxTVRX2dWrrLqClBd3WTb/GDHtfL0OrpCBxtFdM86tzDvRnDwu4sqoboFfdtn9CiFnlJz/kLXu2b4F+N3ejw/YVWoNzQ5WqBOGlRcUoVBlzXibTHaA71vUzSR3sfWpp3Xb3+z8E1xc9zcKhTq/ixhebTFKHgvtpuPT+Mlx4Z67WByOGKsnONclxCLE2NAadEEJMS94AbuPkAJ++nQQKyMtpho6t1s6G1MvDoPPJs6/X7qZ/ss/225bDNbQ+2m/9QrmyCreS60IBOiFEL451/WDj5KD3XJn6eHrqouJ9WVExr1t2WVERnOoHat1X21QfleHitKXIT7qPW8u/15iqzRjpx2MV76/OWa2zbOqe48iMv66xvqyE35pYnEUBOiGEEEIME77iI+0bBVrQBadB09J13bFuHQBAl33rEbZ4CprOfEvvenlENEWX/Rvg9VwrneUU3fSrcPBOATohpFx2tdwR+qnxWZf1wal1aS+TFaG0QKalNOAW1tCs9VHU49n4dAD4b8N2nH3tIzzaf1Kx7vLHXwrtZpDLM5UJ3VK2/KO1XPb1RJwf+ymOP/8uytSy3udc/0/rfj3ObK5wHQmxFjTNGiGEmI+tmzP8BveAcyOVZJ5axqDrm3i2/a8r0HnvekVLu4O/N4LfGAyJg32F6mrj4qixTpEXhQJ0Qkh149xQ+cUc/uVMg8aW1342fVmX/Rs0tkWs+VRwn/TjF3jLpUXFgq3TLo2DUe/dEWg6622961MRu4N742gf9oQ3YU4M0g6d4W2/t22PUcflOA4ZcddQkl9Qbnd+ufyk+4r3B9uPVNQL0J4ltuOOrzTmoCekKqMu7oQQYl6t1nyKtj/+T7Esb5V28FOOUQ9bPAUtv/hAr+N5dQyHW1gD01YSgEhg5iA5W5U54QNfed7k5zYnShJHCBHk1bkVcm+xKdfEBnYnb/vDEpTJigXnVtf3WGWyYhRnZAMA6gzoiod/HwEABAzvi/rvvmxQfcrj2aElr7u9uuyrtzXmcTdWUUY2bJwdkbrnOC6Mn2fQvqrd+mWPnkD26AnKiksgVslEr87Ww7VC9SWEEEJI9Wbv562xTiije4vP38elj5aj3rgXULurdfZiEso4XxlT95oSBeiEEEGNZ4xB0sYdENlIUKtjuEH7isRiweAcKD87u1zWxRuK980WTIb/0F7IuZGEkLEvGFQXfQSNGqAzQAeAuz8IJ4wzRM7NJBztNRa1u7ZBaWGR1nIpW/+B36Aemn+HAr21SgtlENva4NaqnwWPpe1zIIQQQggBAGcdOX8AKLq4O/h7o51Ky7q1a79lGR4fi0XQqIG4vmidpaujNwrQCSGCbN2cMeD+YZMfV99pLwruP1K8lzhI4dvvOfj2e87k9VEXMu5F1OoUjvNvfsJbf2XWVxU+9rk3PwFXWoa0Q2cEn1bLXZy2FJmXbqL5ovd46zlOsxU/M+4a7qzdivSj5wWP5VDelCmEVDE0zRohhJiOjYtppq21Rl6dI+HVORIl+QWWropBaAw6IcSsRLb854A+vTsYfAyJvZlbgVW6QTWbFw3PtuaZL1x1DHnhgzSdZR/sPKSx7snJeI11Z0a+rzU4BwCRxHLZ7gkxBxqDTgghFdds4WQAQMTqWeUXNjDhmqmHIhrC1Qxj3SsbBeiEELOqO2oAb9nW1dngY4htzdvZx6d3Bzj4+6DO810NPp97RBM8PXfF5HUqydGcJi1x/XaTn4cQQgghNU/Im0PRP3EffHoZ3nBSHu9nyYIrU5f9GxAy7kW0+Gy6xjah8fTWjAJ0QohZhX4yntdCDQBNDJj3sjLYODqgx6mf0eqbOQAMG7edGXcdJ4dMws0VP5i0TlxpGZ6cvoibz+ZaN1WSOkIIIYQQQPsMMKbQ6c8YuDZrgA7bV5Rf2ARcQ+uj2bxowVmHOD16AHi2L7/3pHevDvA2wwMNdRSgE0LMSuIghf/Qnrx1TuUlI1FR7+3hpq6SIJFEwsv82efyToP2v7nsO70T4GkT8GIf3vKpF6bg5hebcHPljyiTaU8qp03IuBcrVB9CCCGEEGN4RIaiy771qNUh3NJV0Vvtbroz0zf5aBzafr/Y7PWgAJ0QUul8eraHZ/sWcAjwQc+zW3WWdahbp5JqxWfn6YbGH4w1aB9dAXr2tf/K3b/xB2ME199Z/QtKC2R61cG3f2cEjx2Gtj99hmbzovXah5CqJCYmBqGhoWjTxjqn+CGEEGJl9BxC32rNbPgP64U2m4SDcNem9UxYKe0oizshxOwc/H14y2I7W3T87Uu99pXY25mjSnpp+N6rKCspwa3l3+tVvlRWBBtnR8FtXInwPOVNZr2N64vWwb1VqMbfk6rCh4/1qkPz/02DtJa7XmUJqYqio6MRHR2N7OxsuLlpdmUkhBBiClVr3LZOenRxr9UxArZuzohYpUfSPDOjFnRCiNk1mPgKAl7qhzY/LDF4X5HYsl9THpGhvGX/F3pD4mAvWFYoy7qcyFZ4nFf9d15C+19XoP3WZQAA36jOguVybycr3tfu2lrreSg4J4QQQkjFGZa53RKcgvz0KqdtDLqtmzJxcYOJr5ikTqZAATohxOxsnBwQvuJD+PRsL7jdpXGw9p0tnHlTPeB1j2iKvtf/Rq+43zTKXhg/T+txtLWgiyQSeHUMh42jAwCg2fxJguVKC5Vd3O39vNFsgXA5QgghhJCawOu5VghbPAUdflupu6BKgF5nYDfFe3s/b8V7idRyPTbVUYBOCLG4Lge+RYvPZwhuq92t8qfqUOXWvBFvWWxnC7GNBHYeroLlHx04JbieKynVWBc8ZqjGOge/2oL7X5y2VPHepWEQgt8cis57voFzoyDFes8OLQX3JYQQQggxhFglYBVJrDdkDH5jMGq1133/o9rzscXS6Wj/6wqEfznTJGPKa5thSjkag04IsTiRWCw497iNqxPsvT0tUCO+jju+wsmhkyFxsIffsyevIhuJYNnzYz7B88kHAQAF99OQsGAt0g6ehlTgOkJnTzCqPsFvDoVIJIJb80bodngTCu4/QvIvuxD0xhCjjkcIIYQQokrq5YGGU1+H2NZW69C+qkJsa4NuR74HV1oKW1dneHUMBwCk/Xu2wscWSYTvByuCAnRCiFUQmovT1s3FAjXR5Nm2OZ6/dwhcSaniQYJIS9d7rlQ5X/nR3mNRnJULAMhPegCAdecPnTMBzg2CBB9K6EP978rB3weN3xfOAE9IdRMTE4OYmBiUlmr2SiGEEGI6jWe8aekqmIxzg7omP6Z6ct+mn76LawvWVvi41ttfgRBSo/j27wK/Qd3RbP5ExbrijGwL1ohPJBIZHFDLg3NVOTfvonbXNnDw9xbYgxBSnujoaCQkJODcuXOWrgohhJAqTFtjS3k6/RWD2t3aoO1P/+Otrz/+JVNUiwJ0Qoh1ENvaoNXa2QgZ+4JinV0VzUien5KqfaMeU32EzmFd313DGmpsC1v0ntH1IoQQQgghFePRKhTtfl4Kl0bBZjk+dXEnhFgtsVR4ajJrEbl+HvKS7uP2qp9Rkp2nWK+acV2dnWf58zaHvPUi/AZ1B1fG4WAb/tNYry7ap1gjhBBCCCH60Tb9mqVRgE4IsVqWngO9PHX6dwEA3InZzFuvq8uUnZd7uccViUSw9/VCSX6BxjZjx60TQgghhBDrZ913v4SQms3Cc6Dry39oL95ySX4BCu4/EiwrreWh93Hlc6PL2bq7wN7Xy/AKEmLFhg4dCg8PD7z44ouWrgohhBBicRSgE0KslrHJOypb01nv8JavL9mAg21fFizr1TnSqHM41Q9Er9jt1IJOqp3Jkyfjhx9+sHQ1CCGE1DDWep9JATohxHpZeRd3OYmDFP0T9ymW04+e11q2/rsjjDuHvRQSezuj9iXEmnXv3h0uLtYxpSIhhJCaw1rHoFvl3W9SUhLGjh2LkJAQODg4oH79+pgzZw6Kiop45ZKTkzFw4EA4OTnBy8sLkydP1ihz+fJldO3aFQ4ODvD398f8+fOt9sMghPCJxNb5ZFOI0Dzucn5DeuhVTkjD914DADSbF21cxQgxo6NHj2LgwIHw8/ODSCTCzp07NcqsWbMGISEhsLe3R2RkJI4dO1b5FSWEEEKqCKsM0K9fv46ysjJ88803uHr1KlasWIGvv/4aH3/8saJMaWkpnn/+eeTl5eH48ePYsmULfvvtN0yfPl1RJjs7G71794afnx/OnTuHVatWYdmyZVi+fLklLosQYigr7XpkqAaTXjV638YfjEG/W7tRq0O46SpEiInk5eWhZcuWWL16teD2rVu3YsqUKZg1axbi4uLQuXNnREVFITk5uZJrSgghhFQNVjmYsV+/fujXr59iuV69erhx4wbWrl2LZcuWAQD27duHhIQEpKSkwM/PDwDwxRdfYPTo0Vi0aBFcXV3x888/o7CwEJs2bYJUKkVYWBhu3ryJ5cuXY9q0aVY77oAQwlSlFnQAsPVwRXFGtsZ6pyA/dDvyPWzdjevGq54sjhBrERUVhaioKK3bly9fjrFjx2LcuHEAgJUrV2Lv3r1Yu3YtlixZYtC5ZDIZZDLlFIbZ2Zr/1wghhJCqzipb0IVkZWXB09NTsXzq1CmEhYUpgnMA6Nu3L2QyGWJjYxVlunbtCqlUyivz4MEDJCUlVVrdCSFGElWZrygAgEujYMH1EgcpnBvUhdRL/wzuhFR1RUVFiI2NRZ8+fXjr+/Tpg5MnTxp8vCVLlsDNzU3xCgwMNFVVCSGE1ED+Q3oCAJzqaf89ET1Lzhv85tBKqRNQRQL0O3fuYNWqVRg/frxiXWpqKnx8fHjlPDw8YGdnh9TUVK1l5MvyMupkMhmys7N5L0KIZVS1Xi4h417QWNdk1tsWqAkhlpeeno7S0lLB32HV3+C+ffti+PDh2L17NwICAnDu3DnB482cORNZWVmKV0pKilnrTwghpHrz6dUBXfZvQOe932gtE7ZgEjr9FYPQucK5gFyahPCWQ2e/C/fwphWqV6UG6HPnzoVIJNL5On+en/34wYMH6NevH4YPH67oIicndPPOcRxvvXoZeYI4bTf+9ISeEOshspFYugoG8e7eVnNdN811hNQkQr/Dquv27t2Lx48fIz8/H/fu3UObNm0EjyOVSuHq6ooff/wR7du3R8+ePc1ab0IIIdWfa2h9nUMJRTYSeLQKhVjLPWnD915F/YmvoNPfawAA9d55Ce23LqtQnSp1DPrEiRPx8svCcwPLBQcHK94/ePAA3bt3R4cOHbBu3TpeOV9fX5w5c4a3LiMjA8XFxYqn9b6+vhot5WlpaQCg8URfbubMmZg2bZpiOTs7m4J0Qiykqs35LbLVzNDuGlrfAjUhxPK8vLwgkUgEf4e1/QbrIzo6GtHR0cjOzoabm1tFq0kIIYQYzcbRAU1nvmXaY5r0aOXw8vKCl5eXXmXv37+P7t27IzIyEt999x3EavMhd+jQAYsWLcLDhw9Rp04dACxxnFQqRWRkpKLMxx9/jKKiItjZ2SnK+Pn58R4EqJJKpbwx64QQy3FuGGTpKhhEJKkSo4YIqRR2dnaIjIzE/v37MXSocuze/v37MXjwYKOPGxMTg5iYGJSWlpqimoQQQohVscq7yQcPHqBbt24IDAzEsmXL8PjxY6SmpvKewvfp0wehoaF47bXXEBcXh4MHD2LGjBl466234OrqCgB45ZVXIJVKMXr0aFy5cgU7duzA4sWLKYM7IVau/a8rUHfU82j84VhLV8Ug9L1Caprc3FzEx8cjPj4eAJCYmIj4+HjFNGrTpk3Dhg0bsHHjRly7dg1Tp05FcnIyL6eMoaKjo5GQkKB1rDohhBBSlVll/9F9+/bh9u3buH37NgICAnjb5GPIJRIJdu3ahQkTJqBTp05wcHDAK6+8opiGDQDc3Nywf/9+REdHo3Xr1vDw8MC0adN4XdgJIdbHq2M4vDqGW7oaFVZv/AhLV4EQszp//jy6d++uWJb/vr7xxhvYtGkTRowYgSdPnmD+/Pl4+PAhwsLCsHv3bgQFGd87hlrQCSGEVGciTh7xEkHyMW5ZWVmKlnlCCNFmd/1+KCtkczVH3f4HEgd7C9eIVFc1/feppl8/IYQQ8/nbnz18brFsBuqOfN6gfSv6+2SVXdwJIaSq6nHqFwCAW8vGFJwTQgghhFRBPr07wsbZEXX6d630c1tlF3dCCKmq7L090f/uAUoYR4iZUBd3Qggh5tb6u4XgSkotMqMQ3UESQoiJiW0klDCOEDOhJHGEEELMTSQSWWy6XwrQCSGEEEIIIYQQK0ABOiGEEEKqjJiYGISGhqJNmzaWrgohhBBichSgE0IIIaTKoC7uhBBCqjMK0AkhhBBCCCGEECtAATohhBBCqgzq4k4IIaQ6E3Ecx1m6EtYsKysL7u7uSElJMWqieUIIIcQcsrOzERgYiMzMTLi5uVm6OpWOfp8JIYRYo4r+PtM86OV48uQJACAwMNDCNSGEEEI05eTk1MgAPScnBwD9PhNCCLFOxv4+U4BeDk9PTwBAcnJyjbsBkj/9qWmtE3TddN01AV131b9ujuOQk5MDPz8/S1fFIvz8/JCSkgIXFxeIRCKdZdu0aWPypHIVPaYh++tbtrxyurYbss1a/x9Z2+ds6L6W/JyF1tPnbJ596XPWT1X+nDmOQ2RkpNG/zxSgl0MsZsP03dzcrOofbWVydXWtkddO112z0HXXLNXlumvag2NVYrEYAQEBepWVSCQm/7wrekxD9te3bHnldG03Zpu1/T+yts/Z0H0t+Tnr2oc+Z9PuS5+zfqr652xnZ6eIIw1FSeIIIYQQUq1FR0db3TEN2V/fsuWV07Xd2G3WxNo+Z0P3teTnXFU+Y4A+Z3220+ds+mOa63MWQkniypGdnQ03NzdkZWVZ1VOlylBTr52um667JqDrrlnXTYgp0f+jmoE+55qBPmfrQy3o5ZBKpZgzZw6kUqmlq1Lpauq103XTddcEdN0167oJMSX6f1Qz0OdcM9DnbH2oBZ0QQgghhBBCCLEC1IJOCCGEEEIIIYRYAQrQCSGEEEIIIYQQK0ABOiGEEEIIIYQQYgWqXIC+Zs0ahISEwN7eHpGRkTh27JhiW3FxMT788EM0b94cTk5O8PPzw+uvv44HDx7oPObVq1fxwgsvIDg4GCKRCCtXrtQok5OTgylTpiAoKAgODg7o2LGjXpPVJycnY+DAgXBycoKXlxcmT56MoqIiXpnLly+ja9eucHBwgL+/P+bPnw/11ABV7brfe+89REZGQiqVIjw8XLCMPtdd1a794sWLGDlyJAIDA+Hg4ICmTZviyy+/NOraq9J1P3nyBP369YOfnx+kUikCAwMxceJEZGdnV+vrVv87CAgIgEgkQmZmZrW/bpFIpPH6+uuvreK6169fj86dO8PDwwMeHh7o1asXzp49q1FO17m1MdV3OiGEEEKIIK4K2bJlC2dra8utX7+eS0hI4N577z3OycmJu3v3LsdxHJeZmcn16tWL27p1K3f9+nXu1KlTXLt27bjIyEidxz179iw3Y8YMbvPmzZyvry+3YsUKjTIvvfQSFxoayh05coS7desWN2fOHM7V1ZW7d++e1uOWlJRwYWFhXPfu3bkLFy5w+/fv5/z8/LiJEycqymRlZXE+Pj7cyy+/zF2+fJn77bffOBcXF27ZsmVV9ro5juMmTZrErV69mnvttde4li1bamzX57qr4rV/++233KRJk7h///2Xu3PnDvfjjz9yDg4O3KpVqwy69qp23U+fPuXWrFnDnTt3jktKSuIOHDjANW7cmBs5cmS1vm5VgwcP5qKiojgAXEZGRrW/bgDcd999xz18+FDxys/Pt4rrfuWVV7iYmBguLi6Ou3btGvfmm29ybm5uvGsq79xCTPWdTkhNkZ2dzbVu3Zpr2bIlFxYWxq1bt87SVSJmkJyczHXt2pVr2rQp17x5c27btm2WrhIxkyFDhnDu7u7cCy+8YOmqVGtVKkBv27YtN378eN66Jk2acB999JHWfc6ePcsB0HnTpSooKEjjJjY/P5+TSCTc33//zVvfsmVLbtasWVqPtXv3bk4sFnP3799XrNu8eTMnlUq5rKwsjuM4bs2aNZybmxtXWFioKLNkyRLOz8+PKysr4ziu6l23qjlz5ggG6PpcN8dV7WuXmzBhAte9e3fFcnX/zOW+/PJLLiAgQLFcna97zZo1XNeuXbmDBw9qBOjV9boBcDt27NC63Vqum+NYYO3i4sJ9//33inXGnNtU3+mE1BQlJSVcXl4ex3Ecl5eXx4WEhHDp6ekWrhUxtQcPHnBxcXEcx3Hco0ePOH9/fy43N9eylSJmcejQIe7PP/+kAN3MqkwX96KiIsTGxqJPnz689X369MHJkye17peVlQWRSAR3d3ejz11SUoLS0lLY29vz1js4OOD48eOK5blz5yI4OFixfOrUKYSFhcHPz0+xrm/fvpDJZIiNjVWU6dq1K2/uwb59++LBgwdISkqqktetj/KuG6ian7m2+nh6eiqWa8Jn/uDBA/z+++/o2rWrYl11ve6EhATMnz8fP/zwA8Riza/U6nrdADBx4kR4eXmhTZs2+Prrr1FWVqbYZk3XnZ+fj+LiYsX/Q33PbY7vdEJqEolEAkdHRwBAYWEhSktLabhHNVSnTh3FcEZvb294enri6dOnlq0UMYvu3bvDxcXF0tWo9qpMgJ6eno7S0lL4+Pjw1vv4+CA1NVVwn8LCQnz00Ud45ZVX4OrqavS5XVxc0KFDByxYsAAPHjxAaWkpfvrpJ5w5cwYPHz5UlPPy8kL9+vUVy6mpqRr19fDwgJ2dnaLOQmXky6mpqVXyuvVR3nUDVfMzV3fq1Cls27YN77zzjmJddf7MR44cCUdHR/j7+8PV1RUbNmyo1tctk8kwcuRIfP7556hbt67gsavjdQPAggUL8Ouvv+LAgQN4+eWXMX36dCxevNgqr/ujjz6Cv78/evXqBUD/7xZzfKcTYk2OHj2KgQMHws/PDyKRCDt37tQoY0yuBlWZmZlo2bIlAgIC8MEHH8DLy8tEtSf6qozPWe78+fMoKytDYGBgBWtNDFWZnzMxryoToMuJRCLeMsdxGusAllzo5ZdfRllZGdasWVPh8/7444/gOA7+/v6QSqX46quv8Morr0AikSjKTJw4EQcPHtRZX6E6C12T+vqqdt360Oe6tZWrCtd+9epVDB48GLNnz0bv3r3LvSb19VXxulesWIELFy5g586duHPnDqZNm8bbXt2ue+bMmWjatCleffVVnceubtcNAJ988gk6dOiA8PBwTJ8+HfPnz8fnn3/OK2MN17106VJs3rwZv//+u0ZPgfLObc7vdEKsQV5eHlq2bInVq1cLbt+6dSumTJmCWbNmIS4uDp07d0ZUVBSSk5MVZSIjIxEWFqbxkidzdHd3x8WLF5GYmIhffvkFjx49qpRrI0qV8TkDLFnq66+/jnXr1pn9moimyvqcifnZWLoC+vLy8oJEItFogUhLS9NorSguLsZLL72ExMREHDp0qEItTHL169fHkSNHkJeXh+zsbNSpUwcjRoxASEiI1n18fX1x5swZ3rqMjAwUFxcr6uzr6yt4TQBrdamK162P8q4bqJqfuVxCQgJ69OiBt956C5988glvW3X+zH19feHr64smTZqgVq1a6Ny5Mz799FPUqVOnWl73oUOHcPnyZWzfvh2AMhDz8vLCrFmzMG/evGp53ULat2+P7OxsPHr0CD4+PlZx3cuWLcPixYtx4MABtGjRQrHekHOrMsV3OiHWJCoqClFRUVq3L1++HGPHjsW4ceMAACtXrsTevXuxdu1aLFmyBAAUwzvK4+PjgxYtWuDo0aMYPnx4xStP9FYZn7NMJsPQoUMxc+ZMdOzY0XSVJ3qrzP/PxLyqTAu6nZ0dIiMjsX//ft76/fv3874I5Ddyt27dwoEDB1CrVi2T1sPJyQl16tRBRkYG9u7di8GDB2st26FDB1y5coXXVXTfvn2QSqWIjIxUlDl69Chvmp59+/bBz88PwcHBVfK69VHedQNV8zMHWMt59+7d8cYbb2DRokUa22vKZy4PVmUyGYDqed2//fYbLl68iPj4eMTHxyu69B87dgzR0dEAqud1C4mLi4O9vb1ibLilr/vzzz/HggULsGfPHrRu3Zq3Td9zqzPFdzohVYWxeSJUPXr0SDHdZnZ2No4ePYrGjRubvK7EeKb4nDmOw+jRo9GjRw+89tpr5qgmqSBTfM6kElVSMjqTkE+L8+2333IJCQnclClTOCcnJy4pKYnjOI4rLi7mBg0axAUEBHDx8fG86X9kMpnW48pkMi4uLo6Li4vj6tSpw82YMYOLi4vjbt26pSizZ88e7p9//uH+++8/bt++fVzLli25tm3bckVFRYoyq1at4nr06KFYlk/J07NnT+7ChQvcgQMHuICAAN6UPJmZmZyPjw83cuRI7vLly9zvv//Oubq6Ck5FVFWum+M47tatW1xcXBz3zjvvcI0aNVKcR14ffa67Kl77lStXuNq1a3OjRo3i1SUtLa1af+a7du3iNm7cyF2+fJlLTEzkdu3axTVr1ozr1KlTtb5udYcPH9bI4l4dr/vPP//k1q1bx12+fJm7ffs2t379es7V1ZWbPHmyVVz3Z599xtnZ2XHbt2/n7ZOTk6P3uYWu21Tf6YRYI6jNzHD//n0OAHfixAleuUWLFnGNGjXS65jnz5/nWrZsybVo0YJr3rw5t2bNGlNWmRjBHJ/zsWPHOJFIxLVs2VLxunTpkimrTQxkjs+Z4ziuT58+nJeXF+fg4MD5+/tzZ8+eNVWViYoqFaBzHMfFxMRwQUFBnJ2dHdeqVSvuyJEjim2JiYkcAMHX4cOHtR5T235du3ZVlNm6dStXr149zs7OjvP19eWio6O5zMxM3nHmzJnDBQUF8dbdvXuXe/755zkHBwfO09OTmzhxIm/6HY7juEuXLnGdO3fmpFIp5+vry82dO1djOp6qdt1du3YVPHZiYqJB113Vrn3OnDmCx1X/+6lun/mhQ4e4Dh06cG5ubpy9vT3XsGFD7sMPP+QFqtXxutUJBejV8br/+ecfLjw8nHN2duYcHR25sLAwbuXKlVxxcbFVXHdQUJDgPnPmzNH73ELXzXGm+04nxNpou6E/efIkr9zChQu5xo0bV3LtiKnQ51wz0OdctYk4jua7IIQQQgipyUQiEXbs2IEhQ4YAYF1iHR0d8euvv2Lo0KGKcu+99x7i4+Nx5MgRC9WUVAR9zjUDfc5VW5UZg04IIYQQQiqHsbkaSNVCn3PNQJ9z1VJlsrgTQgghhBDTyc3Nxe3btxXLiYmJiI+Ph6enJ+rWrYtp06bhtddeQ+vWrdGhQwesW7cOycnJGD9+vAVrTQxFn3PNQJ9z9UFd3AkhhBBCaqB///0X3bt311j/xhtvYNOmTQCANWvWYOnSpXj48CHCwsKwYsUKdOnSpZJrSiqCPueagT7n6oMCdEIIIYQQQgghxArQGHRCCCGEEEIIIcQKUIBOCCGEEEIIIYRYAQrQCSGEEEIIIYQQK0ABOiGEEEIIIYQQYgUoQCeEEEIIIYQQQqwABeiEEEIIIYQQQogVoACdEEIIIYQQQgixAhSgE0IIIYQQQgghVoACdEIIIYQQQgghxApQgE4IIYQQQgghhFgBCtAJIYQQQgghhBArQAE6IYQQQgghhBBiBShAJ4QQQgghhBBCrAAF6IQQQgghhBBCiBWgAJ0QQgghhBBCCLECFKATQgghhBBCCCFWgAJ0QgghhBBCCCHECthYugLWrqysDA8ePICLiwsAoLi42MI1IsawsbGBWEzPowgh1QfHccjJyYGfn1+N/H5T/X0WiUSWrg4hhBACoOK/zxSgl+PBgwcIDAyEt7c3li1bBi8vL7oRqGI4jkNRURH+/PNPfPfdd+A4ztJVIoQQk0lJSUFAQIClq1Hp5L/PhBBCiDUy9vdZxFG0olNWVhY8PDxw5coV2NjYoE6dOjWypaIq4zgOBQUFSEtLg5OTEzw9PS1dJUIIqbDs7GwEBgYiMzMTbm5ulq5OpcvKyoK7uztSUlLg6upq6eoQQgghACr++0wt6OUQiURwd3cHx3Hw8fFRdHWvzjZt2oQpU6YgMzMTADB37lzs3LkT8fHxAIDRo0cjMzMTO3futFgd9aF6Hc7OzhCLxYogXSKRWLp6hBBiEjW1V5f8ul1dXSlAJ4QQYnWM/X2mpmA9yINyOzs7C9dEP6mpqZg0aRLq1asHqVSKwMBADBw4EAcPHjTqeDNmzDB6X0Nt2rQJ7u7uZjm2o6MjAMojQAghhBBCCLFO1IKuB/nTj6rQSpGUlIROnTrB3d0dS5cuRYsWLVBcXIy9e/ciOjoa169fN/iYzs7OcHZ2rlC9ioqKLP6Aoyp8foQQQgghhJCai1rQq5kJEyZAJBLh7NmzePHFF9GoUSM0a9YM06ZNw+nTpwEAy5cvR/PmzeHk5ITAwEBMmDABubm5Wo85d+5chIeHa6yfN28evL294erqinfeeQdFRUWKbd26dcPEiRMxbdo0eHl5oXfv3uWe+99//8Wbb76JrKwsiEQiiEQizJ07FwAL8D/44AP4+/vDyckJ7dq1w7///surz6ZNm1C3bl04Ojpi6NChePLkSQX+JgkhhBBCCCGkclELuj44DqKCAiA/Hygrq9xzOzgAerb8Pn36FHv27MGiRYvg5OSksV3edVwsFuOrr75CcHAwEhMTMWHCBHzwwQdYs2aN3tU6ePAg7O3tcfjwYSQlJeHNN9+El5cXFi1apCjz/fff491338WJEycUmdN1nbtjx45YuXIlZs+ejRs3bgCAouX+zTffRFJSErZs2QI/Pz/s2LED/fr1w+XLl9GwYUOcOXMGY8aMweLFizFs2DDs2bMHc+bM0ft6CCGEEEIIIcTSKEDXgwOA0MGDLXPyW7eAZ2Ony3P79m1wHIcmTZroLDdlyhTF+5CQECxYsADvvvuuQQG6nZ0dNm7cCEdHRzRr1gzz58/H+++/jwULFiiy3Ddo0ABLly7V+9x2dnZwc3ODSCSCr6+votydO3ewefNm3Lt3D35+fgDYuPg9e/bgu+++w+LFi/Hll1+ib9+++OijjwAAjRo1wsmTJ7Fnzx69r4kQYiYFBcClS0Dr1gAlaCSmtn8/e5gtJ5+cRnWSGl3rVInFgLc3UKcO4OMDSKWmry8hhBCiAwXo1Yi8lbq8sdaHDx/G4sWLkZCQgOzsbJSUlKCwsBB5eXmCLe9CWrZsqUi6BgAdOnRAbm4uUlJSEBQUBABo3bq1Sc594cIFcByHRo0a8dbLZDLUqlULAHDt2jUMHTqUt71Dhw4UoBNiDcaNA/79F/jgA+C99yxdG1LdTJzIAmtz8PJiwXqdOoCfn/K9/OXry384QAghhFQQBeh6KACQ8McfqFevHuzt7Sv35Ab88Dds2BAikQjXrl3DkCFDBMvcvXsX/fv3x/jx47FgwQJ4enri+PHjGDt2rEmym6s+HFAPuI09d1lZGSQSCWJjYzWmR5N3geeEWkIIIZZ1+zbg5MSCcwDYtIkCdGJ6rVoBtrb84WD6vFclX19SAqSlAQ8fAjIZkJ7OXpcvaz+/h4dm4K4e1Ov58JsQQgihAF0fIhE4BwfW1byyA3QDeHp6om/fvoiJicHkyZM1AuTMzEycP38eJSUl+OKLLxRd0bdt22bwuS5evIiCggI4PHuAcPr0aTg7OyMgIEDrPvqc287ODqWlpbx1ERERKC0tRVpaGjp37ix47NDQUEUSPDn1ZUJIJXr6FOjalb8uLc0ydSHV2+bNgKnnQec4ICMDePCABetCrwcP2PCNjAz2SkjQfjxXV+1BvPzl6qp3zhlCCCHVFwXo1Yw82Vrbtm0xf/58tGjRAiUlJdi/fz/Wrl2LzZs3o6SkBKtWrcLAgQNx4sQJfP311wafp6ioCGPHjsUnn3yCu3fvYs6cOZg4caIi8BZSv379cs8dHByM3NxcHDx4UNGNvlGjRhg1ahRef/11fPHFF4iIiEB6ejoOHTqE5s2bo3///pg8eTI6duyIpUuXYsiQIdi3bx91byfEku7ds3QNCDGeSAR4erJXWJhwGY4DsrO1B/DyV3a28vUsAaogR0fhwD04GIiIAFxczHKphBBCrAsF6NVMSEgILly4gEWLFmH69Ol4+PAhateujcjISKxduxbh4eFYvnw5PvvsM8ycORNdunTBkiVL8Prrrxt0np49e6Jhw4bo0qULZDIZXn75ZcWUaNroc+6OHTti/PjxGDFiBJ48eYI5c+Zg7ty5+O6777Bw4UJMnz4d9+/fR61atdChQwf0798fANC+fXts2LBBUb5Xr1745JNPsGDBAoP/DgkhJqBncktCqiyRCHBzYy9dyVlzc4HUVN2t8RkZbKaYO3fYS51YDISGAu3aAW3asD+9vc13beoyM4EDB4A9e4Djx4EGDYCFCwGBKVgJIYRUjIijwbs6ZWdno0WLFti1axfq169f+WPQickUFhYiMTERISEh9DkSYm7//QcIDUm5f7/y61JNZWdnw83NDVlZWXA1dRfvKqBaXX9BAQvihbrRX78OJCdr7hMcDLRtqwza69UzbRf5Bw+AffuAf/4BTp0C1IafQSQC3ngD+PBD0w8xIISQKqyiv0/Ugq4H+TMMepZRtdHnR0glunbN0jUgpOpwcABCQthLyMOHwNmzyte1a0BSEnvJc7l4ebGAXR60h4YCNgbe5t26xVrJ9+wB4uP525o0Afr2Bbp0AX7+Gfj9d5b48Z9/gLlzgYEDaQw9IYSYALWglyM7OxvBwcE4duwYAgIC4ObmZukqESM9efIEaWlpaNSokUY2eEKIidWrx7Jgq6MWdJOpVi3IRqjR15+VBcTGAmfOsIA9Ph4oKuKXcXICIiOVQXurVpozw5SVsX3lQblq93qRiO0fFcUCc/WHB8eOATNnAomJbLl7d2DRIuDZVKuEEFJTVfT3iQL0cmRnZ8Pd3R03btyASCSCn5+fzkRoxPpwHIf8/HykpaXB3d0dderUsXSVCKn+/P2F11OAbjI1OkAFXT9PYSFw6RIL1s+cAc6fZ0npVNnYAM2bs2C9WTNWZt8+1rVeztYWeO45oF8/oE+f8se5FxYCMTHA6tXsAYG9PZtKcfx4wM7O9NdpCI5jSflcXLR/HxFCiBlQgG5m8r/gJ0+e4PHjxygrK7N0lYiR3N3d4evry5urnRBiJtpuiO/eBU6eBA4eBIYP154hm5SrpgeoNf36dSorY2PX5V3iz5zhB+KqnJ2BHj1YUN6jh3HZ4u/cYa3pJ06w5YYNgf/9D2jf3vhrANgDgLg44PRpNg6/Xz+gd2+WNE+XlBTg44+BQ4fYcvPmrBdAVBTQuDF1xSeEmBUF6Gam+hfs7OyMIvUuZKRKsLW1pW7thFQmbQH6lSv8oDwurnKzUVcjNT1ArenXbxCOY1MfyrvEJySwMep9+7IWc6nUNOf4/Xdg3jzgyRO2bsQI4JNP2HR1+sjLY133T59mr7g4za779esD774LDBumWe/iYmDdOmD5chbc29iwhxWqjSvBwSzIb9+edeGvXdu4683IYNntg4Mp4CeE8FCAbmZ0A0AIIQb65x9g3DjhbZcuAS1a8Ndt2wZ06mT+elUzNf33qaZfv9XKzASWLAF++okte3go/8/LA1mRiB/UikTA06fA5ctASQn/eN7eLJiuXRv49Vdl130fH/Y98+qrLIv8uXPARx+xngMA0KEDa8X38AD272dj7I8e1cyNERzMAvXwcHYODw/A3Z396e3Nuv2rysoC1qwBNmxgDwGaNmUPIoYNA2rVYg8DcnPZwwNTPPgghFQ5FKCbGd0AEEKIgV5+mSWQEtKtG/Dvv5rraWy6wWr671NNv36rd/48C5gNndEhIIBloe/Qgf0ZEqIM5nNzWQb5deuUXfadndm4enl3dk9PYPZs4MUXNVu28/LY98+RI6yl/sYN1vKvjVTKevxERLDXgwdszH1mJtsuFitb521sWF2ys9k6V1fgq69Yaz0hxHw4jv2f9PCwdE0UKEA3M7oBIIQQA40YARw/btg+Fy6wFjGit5r++1TTr79KKC4GDh8GcnLYTbT8BWj+6eDAWrIDAso/blERsHMnsHYtcPOmcv3LLwOzZunfpT4ri3WjP3+edfvPyFB2Xc/I0GzNl2vcmD18aNMG+PNP1gtIfVo6gAXtK1cCQ4dqbjt6FNi7F/jgA0BohiCOY4E+Dc8jRLfoaPZ9sH07e7BnBShANzO6ASCEEANkZ7Mun4Y6cYJNz2RlT8GtWU3/farp10/AAthDh1g2+mHDKp6UThXHsSnk4uJY8B0Xxx44jBvHzqUeOCcns+7zbm5siruPPmJj8kUiYOFCYPRoZdl794CePVmPgKFDWRZ8VVeuAJMmsRb/b75hrffGevoUePiQZe4npDqS57zp0QP48UfL1uWZiv4+0XxhhBBCTOedd4zf94MPWHfSo0eN2//339nNLCGkZhCLgV69gKVLTRucAyywrlcPeOEFYMEC4O+/WYv38OHCrdp167Ls9d7eLED/8ktgzBgW6M+axeoobxWfMoUF5wCwYwcbHw+w7T/8AAwaxHoG3L/PuuqvX8++H9u1A77/Xv9ruHKFDSvq0wf44w/j/y6OHmXz3B85YvwxCCF6owCdEEKIaRQUGB9cA8Avv7A/R45Ujic1xKRJwPz5wO3bxteBEEJMQSxm30fTprHlL79k31Fffw2cOgU4OrLgH2Ct7XFxwKhRbLo6mYyNXe/ViyWimzuXjb2/d48dp7RUeZ7iYmDjRtaLQHXdr7+yhwnyjPozZypzfchkymR5mZnac4AUFbFtI0eyBwaffSZc7uxZYMAANlTAEMXF5ecBIKQGogCdEEKIaSxdarpjvfaaYeVVb/AePzZdPQghxFgiETB9Opv2zcaGtZYvWsS2ffop+85s1Ih9Zw0YwFqopVKW5O6771jgPWkSyw7/wgus+/yjRywgBtiQojfeYMcaM4Y9II2PZ7NiTJnCtrdty7rIZ2WxdTIZMHgw6/L+ySes50GXLqy1XVVREWs1b9tWuS4lRfMai4tZN/24OO0BfEoKy3pfVMR6AHz9NVs/Zw7rlrxzp+F/t0VF7MHGr7/y12dlsW79pOapRtMd2li6AoQQQqqJdeuM31fohzU3l2VF1od6ixIhhFiLESMAPz/g7bdZ0NytG3sIKRKx4H3QINb1vUsXYPFilrkeYF3pP/qIvQDWGr91K0tM16IFGwsvz5LPcWx++OJiNna9dm02Xn7sWJbxvndv4ORJ4JVX2HR2AHsIIDdzJusGL37WdnfuHJCUxL+Op0/ZAwLVhJ7btinfy7vty3Ecu8ZRo4A7d9jx5OesV0/ZXX/xYmUiveRk1mugUSPdf6e//srGG//4I+u91aAB62Vw+DBgZ8eGPM2YwR58XLwIdO3K/r44DjhzhuVKEUrOR4gVqPYt6EuWLEGbNm3g4uICb29vDBkyBDdu3LB0tQghhKhKSNBcl5am//6q2ZaLiipeH1Jphg4dCg8PD7z44ouWrgoh5tO5MxvHPmsWSwonfygZEcGyT//0ExvmIw/OhQwcyP7cvZu1Vl+7xgLxnTuB5s1Zd/W8PKBjRzaTxsSJLDt+SAgLVgHg9Gn25/DhQGgoC+qdnNhMGp99pvwulQ8z6tePtco3acKW1bPVq06bmZ7O/kxLY636DRsCK1aw4BzgPxB4803l+8xM9tDik09YFu7u3VnQPn06q+d77/GHTx07Bnz7rXJ55kxWbudO1oL++DH7+z5zhtVj+3bWE6GoiP09v/ACe3gh73m1cyfLMyCfMu/RIzbzgKqjRytv+FRhYeWch1itat+CfuTIEURHR6NNmzYoKSnBrFmz0KdPHyQkJMDJycnS1SOEEAIouzyqMiTQVg3Qs7MrXh9SaSZPnowxY8bge0OSXxFSFdWvD0yYoLm+XTv99n/uOcDdnQXC8gB1xQo23du6dSzobNKEdZ23t+fvO24ca1W+epUl4/ziC2WyOz8/FsiuXs26qm/ZwlqiAda6X7s2EB4OXL/Otvfty4Liv//m91h6+JAF9mPGKNcvW1b+deXnA7dusZdcTAy/zPbtwKVLrPfAJ5/o9/elTvXhx8mTbAo8Ly9lD4VffmHX++uvLFiPiGDB8siR7HoB5Xj9khLgn39YGZGIfQ5eXuzBw7VrrMVe/hAmOZkde9QoIDBQs14PH7K/pzffZHkG3n4b+Pxz1vOC1EjVPkDfI8+M+cx3330Hb29vxMbGokuXLhaqFSGEVDOqXcxVLV3KbvzkCYm0ycvTXGdI4iDVAF1bwiNilbp3745/VVvhCCHCbG2B/v2VCTUHD2atzQDLIq+aKE6djQ2wZg1LMjdxIj8T/ZtvAi4uwMcfsykvN25kydvEYhZoAixA37KFtUB7ebFs8+o4jgXWxcWsm7mpezO1aGHa46k/PMjOZtcnJx/rf+mSct3PP7Pfq3nz2HKnTuzvTG7VKvanvMdB8+bKcfK7d7OW+KIilg+gdm12nKlTWa+ALVuUx5k2TTNAlw8ZINattJQNq6iAat/FXV1WVhYAwNPT08I1IYSQakRbkp9Ro1gXyfII3XTIuxvqQzVAV++aSMzm6NGjGDhwIPz8/CASibBT4N/BmjVrEBISAnt7e0RGRuLYsWOVX1FCqoshQ9ifbm4su7shGjRgAWTjxvz1IhHrIj52LFuWH7dNG9ZiDwDPP89aoDMyWHI3Vfb2bEw3oOxC//XX7IGAvT3rXv/PP4bVVW74cNbCr81zz2mu+/tv1gNAPj+2KX3wgTI4B/jBuarr19lLNYndnTvAW2+xv8c//mCJ85YuZcF5eTZtYj0f5PkDANbzQJ4Qj373rOfhhUwGvPRShQ5RowJ0juMwbdo0PPfccwgLCxMsI5PJkJ2dzXsRQggpR2Ki9m36dNMTai1//339z6/azVJbaz4xuby8PLRs2RKrV68W3L5161ZMmTIFs2bNQlxcHDp37oyoqCgkJydXck0JqSY6dWKB77ZtbM51Uxo7lgXUHMf+nD1buc3Tk3Vf799fc7+QEM2x861bsxb+27dZC3GLFqzFeuxYlq1+zx42x7s84ZyfHxAbyw+qv/iCdUPv2FF7nVUfzso1asRevXop1zVsqHzv4KD9eOa2ezd/+csvtZctLGTd3adMYbkLMjPZA+9PPmGt+xERrIV+0CDWYr9vH+tdcf06G0c/dizLEVBeDzZ1HCf891qZOI4N2/D3Zw9FqhITTBtY7bu4q5o4cSIuXbqE48ePay2zZMkSzFN9MkYIIaR8Yh3Pe+VdJA118SKbnkdozJ461aDc0jcWNUhUVBSioqK0bl++fDnGjh2LcePGAQBWrlyJvXv3Yu3atViyZIlB55LJZJCp3GjSA3RSYw0ebJ7j1q7NAsJvvmGBcXg4f7udHWs9Vw8yvb2B4GDlcv36bGo4gN+qOXIkf78vv2QZ2G/dYlndnZ1ZGXnX806d2J+6fl9UH1J06MDqIc8x5eKi3LZjB2uBBlhPAtWW6LFjlWP6W7ViCfOsQf36wuu/+46fcC82lv0pT7wXEcESr8pk7EEIwB52nDzJptVLSwPWr2czCPTty7bfusWGLURHsyR6Mhlr2Rd6mHH6NHvI8sYb7Le3oj0Vfv+d/TsYNkx5vpUrlf8Ofv6ZTQN48SJ74GPJByyVpMa0oE+aNAl//vknDh8+jICAAK3lZs6ciaysLMUrRWjOR0IIIXwV7V6n7Ynzrl367a8arFELulUoKipCbGws+vTpw1vfp08fnDx50uDjLVmyBG5ubopXoD4PbgghhvnwQ9YCK88Yry4ggA1pUg0Q8/JYcOXry5Z799b/fA4OrHVdPqWmra1ym/x42gJVgCVv69aNBXHbt/PHlav2rHJ3Z3PQd+jAWqTlPD351/r882ydELXvMqsVF6fZaj59OvDbb6xn2uefs9b4MWNYcO3vz/4ON24EIiPZdHgPH7IHGb16sSn3VI/3wgvAV1+xsm3b8pP7AWx4Wm4uG57Qpg3w5InyPL//DvTsyf79yNdNmsRayRs0YLkP/P018wPIx3Q3aMDuFyIiWLmMDGWZAwf0m+5V/SF+WhobLmBFqn2AznEcJk6ciN9//x2HDh1CiK7pKwBIpVK4urryXoQQQnQoKND8UXR0ZDdC+rp+XXi9Pl3F1q7l3xBSC7pVSE9PR2lpKXxU50wG4OPjg9TUVMVy3759MXz4cOzevRsBAQE4d+6c4PHoATohlcTOTvf2Nm1YsDpqFFt+/302Bv3kSRa8GzI8SZ3qfbc8WB87Fhg9ml9OLGYJSOvWZcF5t26ax1KdrUkkYsfYvp0/j/vw4UCdOsrl8HCW8V7dhg3KxG+A4eP/q6pr11jeg+nTWUu9UCLCbt340+a9/jrLc3DyJPDgAT+536RJ7PdeWyb+Hj3Kr1NAgHIaVvUhy/PmsaEYU6cqZwLgOCAqiv17+eEH9sBHPu4/NZUF+61a8Y8jk7EHFcagLu7li46Oxi+//II//vgDLi4uipsCNzc3ONSALhKEEGJ26j9ihw+zboaqLSHGWriQHUtHN2osXMhfphZ0qyJSS9zDcRxv3d69e/U6jlQqhVQqNWndCCEVsGAB6xIdFMSWpVIWvFfE8OGsC71qwO3gwFq/U1OVXbZv3GAPgnUZM4b9HqkPCVDdr149FrA7OLCHzS1bslZhHx8WlAIssVtUlDIhGwC8/DI7zqZNrDt5dbdjB3tps28fSwz45Ilyij5Lee015fsnT1givytX+Nn4X34Z+O8/4MwZtpyTw1r13d3Zgxh5/oItW4DOncs/Z1kZC+pNFFtW+wB97dq1AIBuak/WvvvuO4xWfxpHCCHEcOoBsY1N+S0whhg3jj2Jl98Eloda0K2Cl5cXJBIJr7UcANLS0jRa1QkhVZBUqv/3sr4cHPjTjan6+GPW3fqdd8oPzgHAw4NldFenuq+nJ3uYfOwYa/mUB1gjRigDdLmhQ9mc5oMGsfHto0axl0zGeg7cvcta9les0OtSq50FCyxdA03ffKN9W716/GWhVv0ffmBd5728WI+MLl1Yj41XXmH/VubN4+dkCAtj3fsrqNoH6JwJuhkQQgjRQf171hytnAsXsqQ2+jDBjyOpODs7O0RGRmL//v0YOnSoYv3+/fsx2FxJrggh1Vf9+mwsckWn01IN0N3c2J+q3dwB/jnkv3GOjmzMuzqplD9bydSpQHq6ZrdpUvWoJ0SU0zbW/coVk5y22o9BJ4QQYmbqLehCAfqff7KWdWNpe9j68KHmOm0/qMTkcnNzER8fj/j4eABAYmIi4uPjFdOoTZs2DRs2bMDGjRtx7do1TJ06FcnJyRg/frwFa00IqbJMMde1aoBujuGuEgl/nHu7dsD//sda81XzrUgkQLNm/H3r1GHlCaNj5q3qjAJ0QgghFaM+Lk2oe3tkJD/rr6EKCoTXv/ee8cckFXb+/HlEREQgIiICAAvIIyIiMPvZ/MkjRozAypUrMX/+fISHh+Po0aPYvXs3gkzdLZYQQvRlb6987+dXfvmKPhQQi9m46IgI1jV+7VqWDO/HH5XJVG1tWYbzffvYPPfqhg3jLy9aVLE6VRXlJPeurqp9F3dCCCFmdPYsy26rStvsFxUZcqRtXHlcXPn7lpXpnke3KigrA159lbXKWNH4xm7dupU7lGzChAmYMGFCJdWIEELKIRKxB8t5ecqp3HQx9XDZQYOAAQPY71KbNux7vV8/zTHRqlSnjANYRvqXXgIaNjRt3Sxl0ybNTP01WBW/YyGEEGJRFy5UznkKCw1bL+/6vmMHEBoKHD1qnnpVljNngCNHgG3btPcmIIQQop+2bYHu3SvnXEIt8PKHxo6OwIQJuoNzgM1mIk94Fxmp3HfsWPZefVrT335jc4YDLLmdNZszhz9Vqtznn1d+XawEBeiEEEKMZ0jXv4q0Qpw/L7y+rEx4/ezZbEqeiRPZ9Cmvv278ua3BlCnK9xMnWqwahBBCDGRMF/nDh9m49b172Xf+hAmsi3xyMvDHH8pyn37Kln/5RbnO3R1o357lY9m/XzN4B4DLl/nL+vxG/vOP4ddRnuBg4O23NdcnJbFM6bq89Zbp62MlKEAnhBBivIMH9S9b0W6Cqsl1yrN7t7KVAdDsHmgKhYXA/fumP66Qe/eU7/fsAfz9gZiYyjk3IYTURO+8w6Zqq2hSS2OGWDVqxMath4WxzPHyoWMSCT/gt7UFWrdmuV8GDmTr5EOKnJxYD7J+/dh+wcFszP3MmWx6OVXldZWPjQVatABq1dJepnZtgy4RgPDDC4mEXZecUO8Cd3f2ID4wUPi48+cbXhcrQgE6IYQQ49y+DZw4oX/5igbov/9esf39/dkrMbFix5Hr0IF1k/T3B77+2jTHVFXe39dXX5n+nIQQQpjZs9m0bupTsBlK9WGxOX31FXuA++67/PW1arEH3MeOsbwxQr2wGjRgyeuWLxc+tjzbvbas97//DsTHswfHEycKt9rL3bqlfK/68GL1apZE76ef+OU3bwYmTeKv+/hjtu+rrwqfY+zY8ocNWDEK0AkhhBjn5k3DynfsqF+5li2F16tOjQMYH/A/95zxU7ds386S+yQkAGlpyvULFhh3PG0yMlgLypAhLJERIYSQyieRGL/voUMskKysYUl2dkDz5sIt9o6ObL2u7vaDBrHEc0LkxxSaRrVBA5bsDmC/WTNnaj/PmTOsLgMGsOXoaOW2oUPZb2uXLvx9AgKAjz4Cvv2WLdeurZx3Xmj6VnmrunzMfhVEATohhBDjaMusro2zM/DDD8rlr79mLdDqZs4U3v/zz/lBufr5DUn4M2KEcQH+e++xzPFCCW3U54OviNdfB/LzgXPnWKBOCCGkamncmAWg5phr3dSaNGF/ikRsSNXEifyu/fKAWz69W69eQFQUS8B65IjmQwH1Bxt//cVaxgMC2PKaNaxFXx5oy+kaDtCvH+sBFx+vDMxdXDTLyevq5qZc9+GH2o9rhShAJ4QQYhyhBG3anr7LqbaCDxwIvPkmf3toKGvhvnhReP/Ll4GnT1lymJUr+cf66Sd+8pzyNGmiOUVcRchkpjtWZWXHJ4QQUjN9/TULpFeuBLy9letFIvagfMwY/joA6NyZdVH//nv2+1m/vvCxFy5Uvu/UCWjViv8QXSIxrgu6nZ32bfJu8Krjzy9fBv78Exg3zvBzWRAF6IQQQoyj3oJ95AiwbJlhx1B/Wj5xIrsR8PJirdXqxo8HFi9mSeBUA/R589ifXl76nzs3l03vYirapnwjhBBCrM3AgSwr/PDh5ZdV7XGmPtxMSIMGbNz78uXAunXG17E8qr/5H33Ezqnaw83Tk+UA0Dbji6oPP1RmqteWfO7KFfZwwswEOu4TQgghelCfW1w+56ou6uPS1JdVx5M1b665/9277KVOnllWnunWHIqKdG831fzkGRmmOQ4hhBBiLNVM7/b2hu/v4qLZhd3Uevdm07SFhyvPKUR1mMHmzWx8ekIC63L/119s/YQJ7B5EPjuLv7/mcTw8WPd+M6MWdEIIIcb57TfD92nWjP0p/7FXf6qdk6N8368fMGyYfsfVNR6tPOPGsS7l5T1hP31a93ZTtaCbY0o4QgghxBAODiwPSmyscDI2ayAWs55wgwfrLieRsK75N2+yJHRLl7IgXfW6DLnGnTtZ1/2DB/kt9l98YVD1taEAnRBCSOVxcQGuXmXdxADln3KXLyvfi0TAqlVsjld9qc6devAgSyZTnn/+YV391JPTzZ/Pnz7twQPdxzFFgJ6ZCbz4ovbtd+5U/ByEEEKIPvz8AF9fS9fCNBwd2dzwptCmDbBtmzK5ntzLL5vk8BSgE0IIqbjZs/Uv6+6u7G6mHkALTc0ydKhhdUlJAW7cYD+ctWsDr72m336qc69evw588w1/+rTp04X3Cwpif5piOrSYGN1BuL0963535EjFz0UIIYTUZOoBti7yHoDqVBsGTIQCdEIIIYZTH49t7FRg6nOeC027pmvaFYBlfVcv7+ysXO7Rw/B6qXa11zWd3OzZyuy3qvOiGysrS/s21Slv9EnSQwghhBDt3nqLPXzftUt7mWnTWIZ4bcnhZs8GgoOVmetXr2ZzylcABejWbN8+NsUBJQwihFibtWv5y8YmZ/vgA/5yt26aZYRa1VWptnwL6d2b/XD+/TfrMq/L+vWa63RNn9ajByCVsvemGDuubZq4UaOATz9VLsuT4hFCCCHEOFIpC8DlSeaEtGzJMsTXqSO8PTAQOHFCOW3s0KHA559XqFpWOuKf4J132M0kwLqDLl9u0eoQQghPTIzyvXyOU2OoJ2UR6ipWXoBeXvcykUj5wxkRwRLeHDgA3LunWXbuXPZE/do15bqEBOD334WP3bChcl7WvDzg5EmgXTuWkMZQHMemflP1wgssGd/bb/PXyx8KEEIIIcT01q9neXF69qz0U1OAbo0KCpTBOUBJgQgh1qWoiD/e+vvvyw+i9SUUbJfXxd1QixaxFvUWLYCnTzW3p6WxTK9yQ4boPp78IcOHHyrXyadpMcTVq5rrvvwS+N//hLu0164NpKYafh5CCCGE6Na/P3tZAHVxt0Zr1vCXdY1/JISQyqbeDduY1mJthI5lquBf/ZjaurRFRADffad931de4S+bKkFMfr7mOpFI+3hzMySmIYQQQohlUYBujRIS+Mv6TBNECCGVRT1buSkDdKFg3BwBOqDMJG+ol15if/r5sT/lXdwrytBu69Y6Ly0hhBBCjEYBujVSH4NICCHWRD0gNXUXdHXmCtCN1aYNm2P90CG2LNSSfe6c4cdVv05dSWsAw6efI4QQQojVowDdGpWWaq5bt67y60EIIULOn+cvmzuA1nX8igSpqsOHoqMN2/f/7d15XFTl/gfwD5IsbriQIOKauSSKhlbYJfeFyrTMtZ+paWVGptYtuZYo3uLeNKNUXHPLMsvMvGnuJpqmqeBeNw1DBTU3UEtAeH5/nDvMnJkzM2dmzuyf9+s1rznLc875Ho/AfOfZmjcHqlaVlpUS9B9+sD2eDRv0y6tXA2vXWi4/Zozt1yAiIiKPxgTdE+3da7pt6lTXx0FEpGTVKm3Pp2sqbk716ub3paTYf92ePaX3iAjgH/+w/zxKCbo9U6wYTgEXH88+5kRERH6ICbq9ysqkuXFv3FBX/s4dqfzRo8DOncCrrwJ//OHcGImIvMHAgZb3d+umXGbpUmkkc3v17w988gmwebP6Y5Rq880N4kZERERkI44wY6969fTLGzYA+/dLfRKXLFEeeKhrV+DUKfm21auBX34BKleW5r91dj9OIiKtJSU5fg4hLO+vUAGYOdO05r57d8euW6EC0KWLbcfMnm267d57HYvDWPv22p6PiIiIvAYTdHsYf5j88ENg0yZpecgQ4Ouv5fuPHTNNznUWLADWrJGWt24FQkK0jZWISEvGU6wlJzt+Ti1HgddSz55Ahw7Sl65DhkgtpqpVMy1nrgZdCPv65ytNt0ZERER+gQm6PW7flq/v2qVf3r/ftPybb5o/1/vv65d//BHo2FFdDGVlrHEnItfTosbc2PDhwJdfAr17Wy63ZAkwYoT211fy/PPApEnyfuBKyTlg/guGq1eBWrXUXa+wUL+s1bRtRERE5HV8PsPLzMxE7969ERUVhYCAAKy1NiquGsbND63VdhQVqTtvWZnlweB0NfebN0sjCK9fr+68RERaKSvTL0dHa3POmjWBPXusD9TWo4c21zPHsLn7lCnqB2kzl6Bba7pv6J139Mt+0pLqxo0baN++Pdq0aYNWrVph4cKF7g6JiIjI7Xw+Qb916xZiY2MxW6nfoL2uXbOtfEmJunJDhwKWPqAUF0vvI0YAt24BL7xgWxxERFr69lvtzqW2Kbgz+2dnZAANG9peS28Yu2HLpthYIC9P3TlWrNAvK41j4oMqVaqEnTt3Ijs7G/v27UNaWhquXLni7rCIiIjcyuebuCcmJiIxMdHxE23bBtxzD2DPuYybxNvr1i0gOFibcxER2ePxx/WJuSMjqNvLmSOmV60K7N5te79xwxr0qlWBggL9evv2wPnztp3PT2rQAwMDUel/z/P27dsoLS2FsKXVARERkQ/y+Rp0zYwZAzzxhLqy2dnS+8mT0qBC585pE8Nff2lzHiIie+mS82eecc/133kHaNZMGpzTGewZ1M0wQVfqP961q5S037gBfPwx8N13ls/31FO2x+AEarqIZWRkoFGjRggJCUFcXBx2GY7JosL169cRGxuL6OhovPHGGwgPD9coeiIiIu/EBN1IUVERCgsLZa9yapuqP/YYkJ4uzd3bvLl2wY0bB9y8qd35iIjstXGje67bqBGwfTvw9NPuub4Sw2btdyk0TPv5Z6lLUvPmwOTJwKhRwKVL+v2//SYv36uXc+K0kbUuYqtWrcK4ceMwadIkZGVlISEhAYmJicjNzS0vExcXh5iYGJNX3v+a/levXh2HDx9GTk4OPvvsM1y8eNEl90ZEROSpfL6Ju63S0tIw1dJAbWpNn+74OYzt2SPVHBm6dAmoXVv7axERGbt+Xb9cWuq2MDyOYQ26uW5Iu3fL169e1f/uNpyGc/ly+2rxncBaF7GZM2di5MiRGDVqFAAgPT0dmzZtwty5c5GWlgYAOHjwoKprRUREoHXr1sjMzET//v0VyxQVFaHIYNBV2RfoREREPoI16EaSk5NRUFBQ/jp79qz5wlrWjhtTO6jdxInOi4GISGf5cqBlS/26uSnH/JG1Ju5K+vQBdAOiGdbAqx053s2Ki4tx8OBB9DAaWb9Hjx7Ys2ePqnNcvHixPMkuLCxEZmYmmhl/CW0gLS0NYWFh5a969erZfwNEREQeigm6keDgYFSrVk32MmvVKtv6Ya5ZAyxbJr2sadFC3Tn/+1/11ycisldysnzdGa2EvJVhgq02Qb95E3jvPWl571799thY7eJyosuXL6O0tBQRERGy7REREbhw4YKqc5w7dw6PPPIIYmNj8be//Q1JSUlo3bq12fI2fYFORETkpXy+ifvNmzdxyqD5YE5ODrKzs1GzZk3Ur1/fsZOHhwMDBgCffqqufJUqwIMPSsspKfo5z7/7Tj46/IIFyv0YlVibg52IyBmc2YLI29hTgw5IXQZyc4F58/TbwsI0C8sVAoya4wshTLaZExcXh2zdoKoqBAcHI5gzmRARkY/z+Rr0AwcOoG3btmjbti0AYMKECWjbti0mT57s2IkbNpTe27VTf4zhBzfD5dat5bVRvXqpb+Z48SKTdCJyPVsSUV9nmKD/8Qfw1VfqWkHl5wPx8c6Ly4nCw8MRGBhoUlt+6dIlk1p1IiIiUs/na9A7derknHlVd+yw/RjDpHvAAOCLL4BOnaT1IUOA33+X5tANDFRfgw5ITef/7/9sj4eIyJIlS4AGDYDoaNN9TND1DBP0s2eBhx4Ctm4F6ta1fJzxAGovvKB9bE4SFBSEuLg4bNmyBU8++WT59i1btqBPnz5ujIyIiMi7+XyC7hQTJpif63bbNvPHGSbolSoBGzbI9xv28TSuYT9yxPx5OZoyEWntyBHgrbfM72eCrldBo8ZoHpbYWusiNmHCBAwdOhTt2rVDfHw8FixYgNzcXIwePdqNURMREXk3Jui2euYZIClJvm3nTqn2OyFBmqv8m2+UjzWsZbHGsAb97bcBM9POAACOHweEAF57DWjaFOCHIyJy1B9/WN6vVVLqC2z53W5JmzbanEcjBw4cQOfOncvXJ0yYAAAYNmwYli5dioEDB+LKlStITU1Ffn4+YmJisGHDBjRo0MBdIRMREXk9Jui2ePddYNgw0+1NmkgvQKoBMZegV6qk/lohIfrl1q2BWbOAV15RLvvpp8C990qjygNM0InIcbZ0syFlQ4YAK1dKra5++w1ITQWOHQMGDzYtu2SJ6+OzQk0XsTFjxmDMmDEuioiIiMj38ROYLZSSc2PGH2buuw84cUIawd2WeYNDQ4HPP5dqZqpUsV6zMmWKfvnKFaBWLfXXIiIyVqWKuyPwHoa/92fN0i+npUktmyIj9dseeUT5HB06OCc2IiIi8ipso6jWU0+pK9eqlXx90ybg228BG6aSKZeQoP/QZkt/z9atpdHdiYjsxbEt1LvnHmnU9lat5H8r7rpLnpzr/OMfpttCQ50XHxEREXkNJuhqqW3uaTxqb4UKQNu2jn/4Mp62ZvFiy+UXLwa2bzfdfuWK9DJ26hSwbp1pCwAi8k8lJe6OwHtUrCiN2r5xo7rySk3cterHTkRERF6NTdzVcveHp4oVpX7pt29L69aasM+eLb1atgRWrABq15Y+cLduLe3PyZHXynfsKL2HhgLdu2sfPxF5l5s33R2B76pZU77u7r8vRERE5DFYg66WLQMmNWwovb//vrYxGA4cFxKiH5jOkuPHAd0APobN7M19+N6/3+7wiMiHPPec8vbAQKlvNWln3z53R0BEREQegjXoatlSw/Htt9LAcFoP+mOYoNesCaxfDzRrZv24vXtNm96ba8quq6EnIjI2dy7QsycQHOzuSHxLnTrujoCIiIg8BGvQ1bIlQa9RA3j4YSAgQNsYLl3SL1eu7Ngoyzk5ytvZB52IzAkMZHKutRYt3B0BEREReRAm6Gp5Qh/BsjL9sqODznGudCICpN8rf/2lrmzVqs6NxZ/MmgXExQGffOLuSIiIiMiDMEFXy5Y+6K5QsaL03q+ffcfn52sXCxF5rwcflMazWLNGv23XLnmZ6dOBgQM5V7eWnnpKmjmDzduJiIjIgEsS9OXLl6OoqMgVl3Kexx93dwRyuubzU6Y4dp6rV4H0dEejISJvlZcnvb/yCnDtGnDyJDBokH7/3/4GDBkCzJzpeV9UEhEREfkYlyToI0aMQEFBgSsu5Tz33OPuCJQHhDOcriciQj5Suxrjxkm1Yzrsg07kv2JigG7d5Nu6dHFPLERERER+yCUJumDSpw1zTSGXLgUaNwYWLQLuvtu2c37/vaNREZEvq1TJ3REQERER+Q2XtVcM0HpEc390547y9u7dpZc9Skvtj4eIvNvZs9bLPPWU8+MgIiIiIgAuTNCHDx+OYCvT86wxHKSITNmaTCclAbNnm99vLuEnIv/w7ruW94eESFM6EhEREZFLuGwU96pVqyIsLMzii6ywNaHu1Em//Oij0nurVvptt287HBIRebF169wdAREREREZcFkN+kcffYTatWu76nK+KTxcXbnt24HffgPi46UBn86fBzIygDNnpL7q9etL5bx94D4isk9uLvD3v1sv17ix82MhIiIionIuSdDZ/1wjqanAzZvAc89ZLtesmX7E96VLpfeAAODee6Xl0FDgr7+AefOcFioReajLl6Uv79SYO9e5sRARERGRjEsSdI7irpGoKODzz207RunLEV2CbuuUbETk/TZvVldu9WqgSRPnxkJEREREMi5J0Hfs2IGa/5uve9u2bdi2bRsuXbqEsrIyWbnFixe7IhyqXRu4ehW4cMF0H79MIfJtO3aoK8fm7UREREQu55IEvWPHjgCAqVOnIjU1Fe3atUOdOnXY9N1dqlSR3vPyTPcxQSfybRs2qCsXEeHcOIiIiIjIhMsGiQOAefPmYenSpRg6dKgrL0vGQkLM7zNq1UBEPuDf/waOHgU++kh5/4EDQGSkNKjkzz+7NjYiIiIiKufSBL24uBgdOnRw5SVJSWio+X22zrVORJ6tuFifmD/8sHKZOnWk9/nzgb59gZdfdkloRERERCTnsnnQAWDUqFH47LPPXHlJUmKpBt3WudaJyLMZju1RWGi5bJMmUk37Sy85NyYiIiIiUuTSGvTbt29jwYIF2Lp1K1q3bo2KFSvK9s+cOdOV4fgvSwm6rgb9q6+kudMXLQIaNXJNXESkvePHbSvPsUGIiIiI3MalCfqRI0fQpk0bAMCxY8dk+zhgnAsVF5vfp6tBHztWeh8wAPjpJ+fH5Gx79gDJycC//qV+DmgiX7Btm7sjICIiIiKVXJqg71A7vY8TZGRkYPr06cjPz0fLli2Rnp6OhIQEt8XjVt98I19/7DFg/Xpp2biJu26k97IyoIJLe0TY7rffgP/8BzhxAnjvPak1wMWLQIsWQP/+UpmnnwbOn3dvnESuVFBgfl+zZsD48a6LhYiIiIgs8vCMSxurVq3CuHHjMGnSJGRlZSEhIQGJiYnIzc11d2ieYf58aZRnQJqC6fJl+f4TJ4CYGGDePNfHppYQQEKClJh/+y2Qng7cf780KnVmpmn5efOAxx8HbtxweajlhJC+GOGo2eQOmzYB27cDvXu7OxLyU7/88gvatGlT/goNDcXatWvdHRYREZFb+UWCPnPmTIwcORKjRo1CixYtkJ6ejnr16mHu3LnuDs09dLXJOgEBwF0GjSliY+X7335bqoWbNs35sdnryy/l67//DpSUSMuDB8v3HTki3UtWlnwALVdbvx544QWga1fgjz/cFwf5p5gYd0dAfq5Zs2bIzs5GdnY2du/ejcqVK6N79+7uDouIiMitfD5BLy4uxsGDB9GjRw/Z9h49emDPnj1uisrNRo0y3WZpDABvGB/AuJnupk3myyYm6pddXVsjhH553z798ubNro2D/NtTT7k7AiKZdevWoWvXrqhcubK7QyEiInIrn0/QL1++jNLSUkRERMi2R0RE4MKFCybli4qKUFhYKHv5nBo1TLeVlZkvb1i7fuWK9vG403//67prJSQA0dHA889L64azGNy65bo4iJKT3R0BeYHMzEz07t0bUVFRCAgIUGx+npGRgUaNGiEkJARxcXHYtWuXXdf64osvMHDgQAcjJiIi8n4+n6DrGI8SL4RQHDk+LS0NYWFh5a969eq5KkTXqVsXePRRaVn3YUo3vZqS27f1y4sWOS8uX/bDD9IgdoDUz//iRXlt+tSpHLzOUadPS2ML/PWXuyPxHIcPK2+vVs21cZBXunXrFmJjYzF79mzF/WrGd4mLi0NMTIzJK083ACmAwsJC/PDDD3hU93eJiIjIj7l0FHd3CA8PR2BgoElt+aVLl0xq1QEgOTkZEyZMKF8vLCz0zSR94UL5uqUadMNp1j76CHjzTefEZK9z5xw7/sIFIDJSm1gMCQG8+y7QpAmQkyPfl5sLBAXJt730ErBunfZx+ItOnaT/x5cvA2+95e5oPINCKyEAQKVKro2DvFJiYiISDbsEGTEc3wUA0tPTsWnTJsydOxdpaWkAgIMHD1q9zjfffIOePXsiJCTEYrmioiIUFRWVr/tkCzciIvJ7Pl+DHhQUhLi4OGzZskW2fcuWLejQoYNJ+eDgYFSrVk328guGtbne5ttvHTv+6lVt4jD2449ARgYwYYK8mwAA9O0LGNdKqfggSxbovmTau9e9cXgSc82NPX3KRPJ4Wo7vorZ5u1+0cCMiIr/nF5/SJkyYgEWLFmHx4sU4efIkxo8fj9zcXIwePdrdoXkOpQQ9ONj1cdjD0TgnTHBO3/pr1/TLO3dqf37Su3NHv+zNXzZp6epVYMkSd0dBPsrW8V3MKSgowP79+9GzZ0+rZZOTk1FQUFD+Onv2rM1xExEReTqfb+IOAAMHDsSVK1eQmpqK/Px8xMTEYMOGDWjQoIG7Q/McSkmNQVNCj2alWaRVR49KU51lZzsey++/S33JmzTRDwYHAIcOOX5uMu/kSf2yrg96ZqaUpPbt65aQ3G7qVPl67drApUvuiYV8ltrxXcwJCwvDxYsXVZUNDg5GsLd8cUxERGQnv0jQAWDMmDEYM2aMu8MgZzCsrUlNBSZPtv0cWs1DrtBtglzgtdf0y//9L3DsGDB4sLTepg3QsKE7onKv48fl64sWAaNH2/fzQWTE1vFdiIiISB2/aOJOKrRr5+4I7JOZCcyYoV8fPtz+c9244XA4domJkd5ZM2Q/42TUsLmsK6fS8ySGrQoAIC5OGvCxd2/3xEM+xdbxXYiIiEgdJugkadUKWLsW2LcPeOQRqXn2jz8qlzXs7+tON2/qa0l1AgPtP589g4tdvQp89ZVjU3t17Sq9Fxez/7Q9rHXFGDvWNXF4CqX/Q7r/Y0Q2uHnzJrKzs5H9v+4/OTk5yM7OLp9GjeO7EBERaY8JOum1bw9ERwMrVwJTpgDmRshdutSVUSm7cQNo1kx538yZ+uX33lN/zqAg4JdfbPsCYtgwKQGcMkX9McZ0MwUIISXpZJvlyy3vd1fLCHeYM0f6GZ4/X76dCRPZ4cCBA2jbti3atm0LQErI27Zti8n/6yYxcOBApKenIzU1FW3atEFmZibHdyEiInJQgBCssrOksLAQYWFhKCgo8J8p1wzVrWu6LT4eWL3a9bEY2rkTGDJEvq1ZM2D7dmn5p5+kQbHq15cSFp0XXzRNXnQiIgDDwYpOnpSS57w8qWZeqV+l4b/Ppk3yptVKevSQvgT4/Xf9tvfeA954Q1o+dEj5OmTeM88A339vucz58y4Jxe2Ufl7nzwcef9z1sZDT+fvfJ3+/fyIi8kyO/n1iDTpZpvSBPz/f9XGoYZgct28PNGgAGI8mXLmyfvnTT+X7jEcSbtFCqiFv3x64/37TmnXj9a+/th7jiBHA7t3yEeNDQ/XL5r48IPOsJeeA9OWJr9PNA28sNta1cRARERGR3Zigk2UrVgD33is1ndU5c8Zt4Vhkrua5VSvpvWlTeZlOnawPzLZ1q3759m35PuO+z59/bj3GhASgQgXg7rv125o21S9zGizneO4558x170nMTeVn+AUQEREREXk0JuhkWdOmUg2l8VzS7pwjvagI+OQT0+3GA8bpLFsGvP02sGYNMGCAlKwtWybt0zWJV2PuXPl6SYl8/fp102Nq1pSvG9bob9wILF6sH8UdkGr9yTn+/nd3R+Bc5mrQa9VybRxEREREZDcm6GSfHTvcd+05c4DvvjPdbq42PCJCGiSrRg1pILhp04Bu3aR9tsyPnZ6uX/7iC+DBB60fs3mz+X2tWumb5eua3qenm0+0yFRmpnx90iTzZX29mftdd5lua9zYtJsHEREREXksJuhknw8/dN+1d+0y3VbBxf+Vx4+XpnmzpkIFdV8CtGmjXz5xwt6o/I9xq4kxY6RWCf5IaYrB335zfRxEREREZDcm6KReu3b65SNHgOnT3ROH0lRkBw+65tq21G5HR0u197rm9P36mS/7ww/6ZcMB5Mh23bub3+fLU64tWeLuCIiIiIjIQUzQST3jft/uao5tmMC2bStNWVa7tmuu/eqr6sqdPw/s2yctN2kiTa2mttXBm2/aFxtJKlSQ5kY3HjMAAJo399xBDh315ZfujoCIiIiIHMQEndRTmscvOdn1cRiqUUO5762zrFkDPPus7cdVqcK+wM62YIF+uWtX4IkngNdfNy23cqXrYnK3J590dwREREREZAMm6OSYFSvce/2QEMfPYanpuZJt2xy/Jmnjb3/TLyu1ohg/XprP3pDx6PveRAhg8mTgs8/k2//6S7n8Aw84PyYiIiIi0gwTdLJNy5am29yZ8DRu7Pg5OnWSr2dkOHa+UaMcOx4A6tYFBg50/Dy+TAhg9279etu2yuWMu2Z4c4K+ezfw8cfSlHFCSC9APsOAoUGDXBYaERERETmOCTrZ5qmnTLe5cqToX3+Vr48d6/g5H31Uvn7ffY6dLyXF9mMmTzbdtns3cPiwY7H4MsPBAl9/3XxXhzp15OuLF+sTW29z9ap+OTFR6m4xcCAwe7Zy+aAg18RFRERERJpggk62KS013Xbhguuurxt4TUc3f7gjjJvJ33uvbccbz79uz5RvVaoob3/5ZdvP5Q9u3AC+/Va/bmsievq0tvG4iuHP39GjwPbt8lYEANCrF1C1KvDdd66NjYiIiIgcxgSdbHPnjum2l15y3fUNmys7c9RqWxLj2rUdH6jOOMnXyckx37+4uBh4/HFg4kTHru2NevWSt57o0MG24711wL5PP7VeJiMDOHECaN3a+fEQERERkaaYoJNt7r7bdFtBgeuuf+yYfjkiwnnX+cc/gHXr1JWtXRvo0cOx6z3+OBAVpbyvSRPlJtm7dwNZWaZ9rP2B8VRp5vqfm3P2rGahuNSPP1ovExxsXysOIiIiInI7fooj2/TrB4wc6Zzpm27fBqZNU5eEAED16trHYEhNs+n4ePXzm1sSEgLs329+v1K/acMWBLm5jsfgy4y7MTz3nHvicIS39psnIiIiItWYoJNtgoOB1FQgIUG+XYvmtAsXAvPmqZ/2rFYtx69pyT33WC+zejXQqJF+tOzYWPuvZ6nZ9eTJQHQ0UFio32ZYw/+vf9l/XW+nprm6cWuIoiLPSniFAJKTgfffN1/GcFA8IiIiIvJJTNDJPoGB8vUrV9TXfJtz6pT1Mrpm7bY2abamUiXlbcePAytXSk3QLenaFdixA/jqK23jMtaihTRAWlKSfLu5fuq+yPBLCgCoWdP6MS1bmtaaT5oEDB4M5OVpF5u9Tp8Gli8HZs4EysqUy6h5xq++qm1cRERERORSTNDJPkoJ64gR9p9v3z6pNtqS9HTg4kVpWes5wp9+Wnpv106+vXp14JFHgPnzgYcflu8zjqFpUyA01LE4Nm2SvhCwJCEB+Ppr+TbDkefXrJH6pvuq27fl6zduqDtu2jT5+rJlQGamZwyyt3atfvnWLeUy2dmWz/Hii9L86ERERETktZigk31CQqTaXEPGNZu2MJ5f3TgJA4Dp0/XLWve5njwZmDULWLLEfBnDJvV9+wJvvaVtDAAQEyN9IWDJH3+Ybps3T3o/cAB45RXrNf7eZOtWoGdPaYDA7Gypebqh3r0dO7+7+u/fvg189plUg//BB/rt8+crl7c0RkGVKtL/YW8dnZ6IiIiIADBBJ0fcd5/pNq369W7caPm83btrcx2d0FDpSwJLzaUnTwYeekhKhufMUde02l4LF9pWXjc/9m+/6bf98otr56h3lmHDpOS8Z0/gscekZ2Bo/Hj151JK5n/91bH47JWeLtV4P/aYfLthsm6oShX9snFrDsPZDYiIiIjIazFBJ/tNmWK6zbh20166hFPn++/l6w88oM11bFGnjtTH3NEaWzUefdS+4wzHBujSBYiL0yYed7l503oZW7oVZGTYH4sWfvkFqFtX6sqg+xLq0iV1xxr2QX/mGX1N+8SJQMWK2sZJRERERG7BBJ3sp1SDfPq0Nuc27mO9d6825/Um33xj+zGbNpluM/6yw5usWGF5f3y8fuBANdw9P3iXLtL7c8/ZXnO/Y4f0HhkJPPGE1I3h55+lLg1ERERE5BOYoJNj/vtf+Xpysu3nUBq1escO+bRSq1bZfl5v166dNKq3LdavN91mqV+9uwkhDRB49aryfuOB3Yx9+aX39Lu2pfvH1KnA0aNAWhpw+LB0rG7gv+vX9fdctarmYRIRERGR+zBBJ8dUrgwMGKBfP3/e9nOYm+bKMEG/fNn28/qCgQOlBM2e2nSdlBSgpES7mLS0caPU979bN/uO95bkHLBtZP0FC4BevYDZs6XuDoZjLnTurH1sREREROQRfD5Bf+edd9ChQwdUqlQJ1atXd3c4vsmwBvzCBduT9KlTlbfrEvSzZ+XbDQfL8gfh4VJtuvGo+cauXTO/79tvtY1JK999J73rps+zRXS0NjFUrqzNeaxR05/enJMn9cuc65yIiIjIZ/l8gl5cXIz+/fvjpZdecncovmv0aPl6nz62HZ+To7xdN9Xa9evy7cYDxvmLrl0t71dq3q7zzjtAQYG28SiZP1+fdKvhSJ9wwwHxbGE8A8CtW8rdLLSm1QwHrvpCgYiIiIhczucT9KlTp2L8+PFo1aqVu0PxXcY1u/n56o7TJUXBwcr7dSPCGzdjrlNHfWy+ZPx4qU+yOW++aX5ffj7w+uvax2To+HEgNRUYNcp8twVjhkm2bn73M2dMv5RREhRka4SS2bOBDz8Edu/Wb/vlF/vOZQutmuOHhGhzHiIXevLJJ1GjRg08/fTTNu0jIiLyNz6foNuqqKgIhYWFshfZ4ZNPTJumG/r4Y6BVKymp041sbUyXpJ07p9/mz90UQkKAZ58FOna07/gNG7SNx5hhM/V//lPdMYY16Pv2Sd0jHn4YaNNG2mYpGa1WzeYQAUhdJJ5+GmjYUL9Nq9ptS8zV0r/7rvTevz8wfLj18zBBJy80duxYLF++3OZ9RERE/oYJupG0tDSEhYWVv+rVq+fukLyDcS36xImWB7OaPFlKwHv00NcsPvMMMHiwvoyub/rIkfLj/N2KFdLo+ZMmSV+EKNm6VZqKyxUuXwYWLQKGDtVvU9vf2nAgwKpVgQMHpOWSEutjGTg6vVhAgD5J//NPx86lhq5FiLFnnwW2bwdmzLD+xcZzzylPb0jk4Tp37oyqZmYdsLSPiIjI33hlgj5lyhQEBARYfB3QfdC3UXJyMgoKCspfZy3VApPe7Nmm2/76S92xumnAgoKA6dP123/6SXoZiouzLz5fUqGC1A95zBjzrQ9atADef9/5sQgBxMZKI8Ub6tTJtOyNG1LN9Ycf6retXq1fDgmRN1ufNct8UnvwoGlfcnvoWsjs3ev4uazRjalgqH176YuCZs2Au+6Slg2/kDJmbdo5IjtkZmaid+/eiIqKQkBAANauXWtSJiMjA40aNUJISAji4uKwa9cu1wdKRETkB+5ydwD2SEpKwqBBgyyWaWjYfNUGwcHBCDbXJ5rMa97c/mN1c2Bv22Zag9i3r3y9SRP7r+NvKlUCevcG/vMf513jyhXl7aWlpts+/lhKhPfulZ5rgwby/XfuABUr6tcvXzbf9Dwy0q5wTej+7/3rX47XyFszZozpthUrTLe9+ab0b2WsVi3tYyICcOvWLcTGxmLEiBHo16+fyf5Vq1Zh3LhxyMjIwMMPP4z58+cjMTERJ06cQP369QEAcXFxKFL4Qm3z5s2Iiopy+j0QERH5Cq9M0MPDwxEeHu7uMEgNIdQPjpWba3n/2LGOx+NvevRwboKena28Xdd0fdkyqfn4Sy/Jm71v3w6MGCE/5s4deT9tc6PBv/223eF6HKUpA82N0m7vqPVEViQmJiIxMdHs/pkzZ2LkyJEYNWoUACA9PR2bNm3C3Llzkfa/gSsPHjzo9DiLiopkXwJwjBgiIvJFXtnE3Ra5ubnIzs5Gbm4uSktLkZ2djezsbNx0ZE5iUu/IEfl6WZn5adKszfN9l1d+n+R8lrpzGPdDN+zzbejaNdsHSispAYYNU963bJm0/x//kFpF5OXJa8d1X9oY1qLfuSM1a7fmuedsi9MZ5syRWnNY6yevo8UgdI5MSUdkp+LiYhw8eBA9evSQbe/Rowf27Nnj0lg4RgwREfkDn//EN3nyZLRt2xYpKSm4efMm2rZti7Zt29rdR50sMO6HDEhJmqHVq6XB4JToRrM2x3CUcNIznnbuo4/0y3fdBcybp1+fO1fq1y+ENEZAZiawfz8QEwNER0uDy6m1cqX5fefPA6tW6df//FOeoGdkSO+GI7HfuQMcOqR8Pl3z7vh4+6dX09K770r/fg88YLnc2LFA3brSv61OZKQ0WvvSpbZd05FuJER2unz5MkpLSxERESHbHhERgQsXLqg+T8+ePdG/f39s2LAB0dHR+MlgfBFL+wxxjBgiIvIHPl8luXTpUiy19YMw2eeFF/Qjr+sY1/op9a3VqVHD8vn377cvLn+waJE0/zgAJCTI9xk2XX3vPek9I0O5T/SwYcq1wkIABQX6ae7y84HkZMsxGc7LLoTUp1xHd407d/TbSkqkmnWl2ua1a6UR60ePtnxNZ/vxR/PN+pV89ZXptubNgXfesXzcokXSv9+cOVI//4UL9c+OyA0CjLoqCSFMtlmyadMmu/YZ4hgxRETkD3y+Bp1czHjwvsuXpSRs0SLgkUeAY8fMH2vtg1ft2o7H56sMR3M3/qJDqWuAUnJuyT//CbRsCfTpI3VT0H0ZoNadO1Kzd2OGfUjv3DH9/wMA48cDjRtLLTSMavGc5soVqdm/sX79HB9JXc085omJwOHD0pctffsC69dLNfFELhYeHo7AwECT2vJLly6Z1KoTERGR45igk7befx84d06/PmKE1M84JQU4fdrysbom0Ob6mis1oSdJcLDUPDwrS96U3B7G04HduaNvJn/gAPDNN7bVIgPSFGvGzp2T19aXlChPq9a4sW3XskVSkvTeqJF+219/Aa1bS83+DQetM1w2ZOsUbcYtHMyxoXaSyFmCgoIQFxeHLVu2yLZv2bIFHTp0cFNUREREvosJOmnP3sRC15f6oYeU9xsmUWQqIkKbVgbLl0u1tY88IiWrM2bI9+uSWlsYzm+vYzgfOiDVpv/5p2k5c4mxFnTT9uXnA7r+rIbN0n//Xb+8bp3yOZ5+2rZrDh1qW3kiJ7t582b5AKoAkJOTUz64KgBMmDABixYtwuLFi3Hy5EmMHz8eubm5GO3uLidEREQ+yOf7oJOXMOyv/NFHwP33m5apVMl18fgz3TgCp09LA5nNmWP9mDlzpAHnTp0ClKZbUhrt+bPP5OuTJ9scqsN0U5fdvi19MXT+vPz/4rhx0rgJ4eHAiRO2ndvcCO+cLo08zIEDB9C5c+fy9QkTJgAAhg0bhqVLl2LgwIG4cuUKUlNTkZ+fj5iYGGzYsAENDGdhICIiIk0wQSfPYDh1VkSElLwFBACDB7svJgKuXlVXg923r/Q6flyae91bGCfLxrXhBw4AsbFAhw7KXzLovPSSNEWcYfeMgQO1i5PIiTp16gRhZSrAMWPGYIytY1cQERGRzZigk/scPQr8/e9Ax45AlSryfR07uicmklOqDTdmWMN+333ax2A4Cr3WjGcZMNef3Np8z+vWSf3/f/xRvy0nx7QcW4EQERERkQXsg07OER9vfl9iotT8t2ZNqfnws8+aL9url/4Ysl/79tbLKI2iv2+f9eMMn01AANCihfq4rGnYEKhcWbvzGSsp0e5cZ8+aDrCn8/XX0tR2R45odz0iIiIi8jlM0Mk5zE0JtXGjNOWaWh98IPVJ/+ADbeLyV0pdBYxH1bd1gLkXXpBGczdO7J94wrbzWKKbd91ZtEzQASA1VRr13ri5cOvW0hR1oaHaXo+IiIiIfAqbuJNzmOu3bOu8udWqSXNPk2Nq1TLdZjwfty3Ts919N/DGG8oJ582btsVmiZo5wx2hdYK+bJnUzN+4BYmz74OIiIiIfAJr0Mm1zM1xTs7VpYs0EN8HHwDp6cCKFaZlmjdXf77sbPO1waWllo99+23113F0Tndr7tyx/Zg+faQvmoYNU95/6pTyfO5ERERERFYwQSfneO016f3hh+UDYzk74SJlFSoA06YBAwYA/fsDuimV4uL0ZcLDLZ+jRQtpvIDZsy2Xe/BBy/vNJbZK3JWgf/qp+WO6dQMOHZJadyhZtgx46y39ekqK/fERERERkV9hdSY5R8OGwLlz0qBhu3YBgwZJCV7Vqu6OjAwZdkWwlgz37CmNum9N9+6W9xs3905NNT8HujsS9J07LX9ZoTvm+++V9xcXywfXS0iwOzwiIiIi8i+sQSfnCQiQ3hMSgN9+A7ZudW88ZOqVV6T3Pn2kAfzMeewxIClJ3Tl1zx0AmjSxvB8wnerMkLO7RCj1QW/SRHlEex3dFxDGUwOao+Wo9kRERETk05igk2tYSnjIfXr2BPbvl5qtnz+v3/7UU/JyL75o2wjkuqQ7I0N5/8SJ+mVL/bWDgtRf0x6DBinfV2goMHWq1Dz955/12597DqhRQ1qeMsW5sRERERGR32ETdyJ/p5sSr3p14Pp1aXngQGDNGn0ZWwdTO3QIuHgRaNlSeb+uNr5ZMyA31/x5nF2DfvfdwIkTQFoasGCBfN+oUfrl//xHamHw6qv6bawZJyIiIiKNMUEnIsnXX0uDx1WvDvztb/J9to5Kfvfd0gsAGjUCcnLk+wMC9M3rz583P5Cas2vQdddISZHGTWjcWLnM/fdLL0OBgU4PjYiIiIj8C5u4E5GkaVMpWT5+3HRf+/b2n3fbNuCjj6TE//XXTffXrQvUrCkt9+wJzJmj3+fKafmGDbN/QDdds3djsbH2x0NEREREfoc16ERknS39z40FBwP9+kn92o0HiNP58ktp/vDHHgMuXNBvP3vW/uu6wg8/AJcvS18wDBsmDYZoyHjEeiIiIiIiC5igE5FrmEvOAaB5c+kFyAcUzM93bkyOathQegHSdIK6/vw6qamujoiIiIiIvBibuBORMl3iOW+ea69rWFsfFubaa2stJsbdERARERGRF2GCTkTK1q0DPv8cePxx117XMEGvVMm113bU22+7OwIiIiIi8mJM0IlIWa1a0qBplpqmk9ywYe6OgIiIiIi8GBN0IiKtGNb+P/20++IgIiIiIq/EBJ2ISEvx8VLf+X//292REBEREZGX4SjuRERa+uILoLQUqFjR3ZEQERERkZdhgk5EpKUKFaQXEREREZGN+CmSiIiIiIiIyAMwQScizzNxotSPe/Jkd0dCREREROQyPp2gnzlzBiNHjkSjRo0QGhqKe+65BykpKSguLnZ3aERkySuvAMeOAffe6+5IiIiIiIhcxqf7oP/8888oKyvD/Pnz0aRJExw7dgzPP/88bt26hRkzZrg7PCKyhP24iYiIiMjP+HSC3qtXL/Tq1at8vXHjxvjll18wd+5cJuhERERERETkUXw6QVdSUFCAmjVrmt1fVFSEoqKi8vXCwkJXhEVERERERER+zq/akJ4+fRqzZs3C6NGjzZZJS0tDWFhY+atevXoujJCIiIiIiIj8lVcm6FOmTEFAQIDF14EDB2TH5OXloVevXujfvz9GjRpl9tzJyckoKCgof509e9bZt0NERERERETknU3ck5KSMGjQIItlGjZsWL6cl5eHzp07Iz4+HgsWLLB4XHBwMIKDg7UIk4iIiIiIiEg1r0zQw8PDER4erqrs+fPn0blzZ8TFxWHJkiWoYOPI0EIIAOyLTkREnkX3d0n3d8rf8O8zERF5Ikf/Pntlgq5WXl4eOnXqhPr162PGjBn4448/yvdFRkaqOseVK1cAgH3RiYjII924cQNhYWHuDsPlbty4AYB/n4mIyDPZ+/fZpxP0zZs349SpUzh16hSio6Nl+9R+o6Eb8T03N9fvPgAVFhaiXr16OHv2LKpVq+bucFyG98379ge8b++/byEEbty4gaioKHeH4hZRUVE4e/YsqlatioCAAItl27dvj59++knT6zt6TluOV1vWWjlL+23Z56k/R572nG091p3PWWk7n7NzjuVzVsebn7MQAnFxcXb/ffbpBH348OEYPny4Q+fQNYkPCwvzqP+0rlStWjW/vHfet3/hffsXX7lvf/vi2FCFChVMvnw3JzAwUPPn7eg5bTlebVlr5Sztt2efp/0cedpztvVYdz5nS8fwOWt7LJ+zOt7+nIOCgmzuWq3jlaO4ExEREan18ssve9w5bTlebVlr5Sztt3efJ/G052zrse58zt7yjAE+ZzX7+Zy1P6eznrOSAOGvo8uoVFhYiLCwMBQUFHjUt0qu4K/3zvvmffsD3rd/3TeRlvhz5B/4nP0Dn7PnYQ26FcHBwUhJSfHLqdf89d5537xvf8D79q/7JtISf478A5+zf+Bz9jysQSciIiIiIiLyAKxBJyIiIiIiIvIATNCJiIiIiIiIPAATdCIiIiIiIiIP4HUJekZGBho1aoSQkBDExcVh165d5ftKSkrw5ptvolWrVqhcuTKioqLw7LPPIi8vz+I5jx8/jn79+qFhw4YICAhAenq6SZkbN25g3LhxaNCgAUJDQ9GhQwdVk9Xn5uaid+/eqFy5MsLDwzF27FgUFxfLyhw9ehQdO3ZEaGgo6tati9TUVBgPDeBt9/3qq68iLi4OwcHBaNOmjWIZNfftbfd++PBhDB48GPXq1UNoaChatGiBDz/80K5796b7vnLlCnr16oWoqCgEBwejXr16SEpKQmFhoU/ft/G/QXR0NAICAnD9+nWfv++AgACT17x58zzivhcuXIiEhATUqFEDNWrUQLdu3bB//36TcpaubY5Wv9OJiIiIFAkv8vnnn4uKFSuKhQsXihMnTohXX31VVK5cWfz+++9CCCGuX78uunXrJlatWiV+/vlnsXfvXvHggw+KuLg4i+fdv3+/eP3118XKlStFZGSk+OCDD0zKDBgwQNx3331i586d4tdffxUpKSmiWrVq4ty5c2bPe+fOHRETEyM6d+4sDh06JLZs2SKioqJEUlJSeZmCggIREREhBg0aJI4ePSq++uorUbVqVTFjxgyvvW8hhHjllVfE7NmzxdChQ0VsbKzJfjX37Y33/vHHH4tXXnlFfP/99+L06dPik08+EaGhoWLWrFk23bu33ffVq1dFRkaG+Omnn8SZM2fE1q1bRbNmzcTgwYN9+r4N9enTRyQmJgoA4tq1az5/3wDEkiVLRH5+fvnrzz//9Ij7HjJkiJgzZ47IysoSJ0+eFCNGjBBhYWGye7J2bSVa/U4n8heFhYWiXbt2IjY2VsTExIgFCxa4OyRygtzcXNGxY0fRokUL0apVK/HFF1+4OyRykr59+4rq1auLfv36uTsUn+ZVCfoDDzwgRo8eLdvWvHlzMXHiRLPH7N+/XwCw+KHLUIMGDUw+xP75558iMDBQfPvtt7LtsbGxYtKkSWbPtWHDBlGhQgVx/vz58m0rV64UwcHBoqCgQAghREZGhggLCxO3b98uL5OWliaioqJEWVmZEML77ttQSkqKYoKu5r6F8O571xkzZozo3Llz+bqvP3OdDz/8UERHR5ev+/J9Z2RkiI4dO4pt27aZJOi+et8AxNdff212v6fctxBSYl21alWxbNmy8m32XFur3+lE/uLOnTvi1q1bQgghbt26JRo1aiQuX77s5qhIa3l5eSIrK0sIIcTFixdF3bp1xc2bN90bFDnF9u3bxbp165igO5nXNHEvLi7GwYMH0aNHD9n2Hj16YM+ePWaPKygoQEBAAKpXr273te/cuYPS0lKEhITItoeGhmL37t3l61OmTEHDhg3L1/fu3YuYmBhERUWVb+vZsyeKiopw8ODB8jIdO3aUzT3Ys2dP5OXl4cyZM15532pYu2/AO5+5uXhq1qxZvu4PzzwvLw9r1qxBx44dy7f56n2fOHECqampWL58OSpUMP2V6qv3DQBJSUkIDw9H+/btMW/ePJSVlZXv86T7/vPPP1FSUlL+c6j22s74nU7kTwIDA1GpUiUAwO3bt1FaWsruHj6oTp065d0Za9eujZo1a+Lq1avuDYqconPnzqhataq7w/B5XpOgX758GaWlpYiIiJBtj4iIwIULFxSPuX37NiZOnIghQ4agWrVqdl+7atWqiI+Px7Rp05CXl4fS0lKsWLEC+/btQ35+fnm58PBw3HPPPeXrFy5cMIm3Ro0aCAoKKo9ZqYxu/cKFC15532pYu2/AO5+5sb179+KLL77Aiy++WL7Nl5/54MGDUalSJdStWxfVqlXDokWLfPq+i4qKMHjwYEyfPh3169dXPLcv3jcATJs2DV9++SW2bt2KQYMG4bXXXsO7777rkfc9ceJE1K1bF926dQOg/neLM36nE3mSzMxM9O7dG1FRUQgICMDatWtNytgzVoOh69evIzY2FtHR0XjjjTcQHh6uUfSkliues86BAwdQVlaGevXqORg12cqVz5mcy2sSdJ2AgADZuhDCZBsgDS40aNAglJWVISMjw+HrfvLJJxBCoG7duggODsZHH32EIUOGIDAwsLxMUlIStm3bZjFepZiV7sl4u7fdtxpq7ttcOW+49+PHj6NPnz6YPHkyunfvbvWejLd7431/8MEHOHToENauXYvTp09jwoQJsv2+dt/Jyclo0aIF/u///s/iuX3tvgHgrbfeQnx8PNq0aYPXXnsNqampmD59uqyMJ9z3e++9h5UrV2LNmjUmLQWsXduZv9OJPMGtW7cQGxuL2bNnK+5ftWoVxo0bh0mTJiErKwsJCQlITExEbm5ueZm4uDjExMSYvHSDOVavXh2HDx9GTk4OPvvsM1y8eNEl90Z6rnjOgDRY6rPPPosFCxY4/Z7IlKueMznfXe4OQK3w8HAEBgaa1EBcunTJpLaipKQEAwYMQE5ODrZv3+5QDZPOPffcg507d+LWrVsoLCxEnTp1MHDgQDRq1MjsMZGRkdi3b59s27Vr11BSUlIec2RkpOI9AVKtizfetxrW7hvwzmeuc+LECXTp0gXPP/883nrrLdk+X37mkZGRiIyMRPPmzVGrVi0kJCTg7bffRp06dXzyvrdv346jR49i9erVAPSJWHh4OCZNmoSpU6f65H0reeihh1BYWIiLFy8iIiLCI+57xowZePfdd7F161a0bt26fLst1zakxe90Ik+SmJiIxMREs/tnzpyJkSNHYtSoUQCA9PR0bNq0CXPnzkVaWhoAlHfvsCYiIgKtW7dGZmYm+vfv73jwpJornnNRURGefPJJJCcno0OHDtoFT6q58ueZnMtratCDgoIQFxeHLVu2yLZv2bJF9otA90Hu119/xdatW1GrVi1N46hcuTLq1KmDa9euYdOmTejTp4/ZsvHx8Th27JisqejmzZsRHByMuLi48jKZmZmyaXo2b96MqKgoNGzY0CvvWw1r9w145zMHpJrzzp07Y9iwYXjnnXdM9vvLM9clq0VFRQB8876/+uorHD58GNnZ2cjOzi5v0r9r1y68/PLLAHzzvpVkZWUhJCSkvG+4u+97+vTpmDZtGjZu3Ih27drJ9qm9tjEtfqcTeQt7x4kwdPHixfLpNgsLC5GZmYlmzZppHivZT4vnLITA8OHD0aVLFwwdOtQZYZKDtHjO5EIuGoxOE7ppcT7++GNx4sQJMW7cOFG5cmVx5swZIYQQJSUl4oknnhDR0dEiOztbNv1PUVGR2fMWFRWJrKwskZWVJerUqSNef/11kZWVJX799dfyMhs3bhTfffed+O2338TmzZtFbGyseOCBB0RxcXF5mVmzZokuXbqUr+um5Onatas4dOiQ2Lp1q4iOjpZNyXP9+nUREREhBg8eLI4ePSrWrFkjqlWrpjgVkbfctxBC/PrrryIrK0u8+OKLomnTpuXX0cWj5r698d6PHTsm7r77bvHMM8/IYrl06ZJPP/P169eLxYsXi6NHj4qcnByxfv160bJlS/Hwww/79H0b27Fjh8ko7r543+vWrRMLFiwQR48eFadOnRILFy4U1apVE2PHjvWI+/73v/8tgoKCxOrVq2XH3LhxQ/W1le5bq9/pRJ4IRjMznD9/XgAQP/zwg6zcO++8I5o2barqnAcOHBCxsbGidevWolWrViIjI0PLkMkOznjOu3btEgEBASI2Nrb8deTIES3DJhs54zkLIUSPHj1EeHi4CA0NFXXr1hX79+/XKmQy4FUJuhBCzJkzRzRo0EAEBQWJ+++/X+zcubN8X05OjgCg+NqxY4fZc5o7rmPHjuVlVq1aJRo3biyCgoJEZGSkePnll8X169dl50lJSRENGjSQbfv999/FY489JkJDQ0XNmjVFUlKSbPodIYQ4cuSISEhIEMHBwSIyMlJMmTLFZDoeb7vvjh07Kp47JyfHpvv2tntPSUlRPK/xv4+vPfPt27eL+Ph4ERYWJkJCQsS9994r3nzzTVmi6ov3bUwpQffF+/7uu+9EmzZtRJUqVUSlSpVETEyMSE9PFyUlJR5x3w0aNFA8JiUlRfW1le5bCO1+pxN5GnMf6Pfs2SMr989//lM0a9bMxdGRVvic/QOfs3cLEILzXRARERH5s4CAAHz99dfo27cvAKlJbKVKlfDll1/iySefLC/36quvIjs7Gzt37nRTpOQIPmf/wOfs3bymDzoRERERuYa9YzWQd+Fz9g98zt7Fa0ZxJyIiIiLt3Lx5E6dOnSpfz8nJQXZ2NmrWrIn69etjwoQJGDp0KNq1a4f4+HgsWLAAubm5GD16tBujJlvxOfsHPmffwSbuRERERH7o+++/R+fOnU22Dxs2DEuXLgUAZGRk4L333kN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\n", " Figure\n", "
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\n", " " ], "text/plain": [ "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# plot normalized version of original and calibrated\n", "fig = plt.figure(2, figsize=[5,4])\n", "fig.clf()\n", "ax_original = fig.add_subplot(2, 1, 1)\n", "original_ts = exts.ts.copy()\n", "original_ts = original_ts - original_ts.mean()\n", "original_ts = original_ts / original_ts.max()\n", "frn_ts = np.array(frn_json[\"values\"][0][\"values\"], dtype=float)\n", "frn_ts = signal.detrend(frn_ts, type=\"linear\")\n", "frn_ts = frn_ts - frn_ts.mean()\n", "#frn_ts = frn_ts / frn_ts.max()\n", "l1, = ax_original.twinx().plot(exts._ts.time, original_ts, color=(0, 0, 0))\n", "l2, = ax_original.plot(exts._ts.time, calibrated_ex.ts, color=(.75, .1, .1))\n", "l3, = ax_original.plot(np.array(frn_json[\"times\"], dtype=np.datetime64), frn_ts, color=(.2, .1, .75))\n", "ax_original.set_ylabel(\"nT\")\n", "ax_original.set_xlim((exts._ts.time[0], exts._ts.time[-1]))\n", "\n", "\n", "ax_original_fft = fig.add_subplot(2, 1, 2)\n", "f = np.fft.rfftfreq(original_ts.size, d=1)\n", "original_fft = abs(np.fft.rfft(original_ts))\n", "calibrated = abs(np.fft.rfft(calibrated_ex.ts))\n", "response = abs(exts.channel_response_filter.complex_response(f))[::-1]\n", "response[-1] = response[-2]\n", "frn_spectra = abs(np.fft.rfft(frn_ts))\n", "f_frn = np.fft.rfftfreq(frn_ts.size, d=1)\n", "l1, = ax_original_fft.loglog(f, original_fft / original_fft.max(), color=(0, 0, 0))\n", "l2, = ax_original_fft.loglog(f, calibrated / calibrated.max(), color=(.75, .1, .2))\n", "l3, = ax_original_fft.loglog(f, response / response.max(), color=(.1, .75, .2))\n", "l4, = ax_original_fft.loglog(f_frn, frn_spectra / frn_spectra.max(), color=(.2, .1, .75))\n", "ax_original_fft.set_ylim((1E-6, 10))\n", "fig.legend(\n", " [l1, l2, l4, l3], \n", " [\"Original\", \"Calibrated\", \"Observatory\", \"Response\"],\n", " ncol=4,\n", " loc=\"upper center\",\n", ")\n", "\n", "fig.canvas.toolbar_visible = True\n", "fig.canvas.header_visible = True\n", "fig.canvas.resizable = True\n", "\n", "fig.tight_layout()\n", "\n", "plt.show()" ] }, { "cell_type": "code", "execution_count": null, "id": "b5f462de-03a7-47b0-beba-26793146e159", "metadata": {}, "outputs": [], "source": [ "#m.close_mth5()" ] }, { "cell_type": "code", "execution_count": null, "id": "72f6bf11-9211-4a23-a41a-0f413ecd4e91", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.8.13" } }, "nbformat": 4, "nbformat_minor": 5 }