{ "cells": [ { "cell_type": "markdown", "id": "6386344d-b7ac-440d-9926-f03af4ff9d6f", "metadata": {}, "source": [ "# Training the Virtual Spectrometer with Viking and PES data" ] }, { "cell_type": "markdown", "id": "1711c3b9-5065-4a44-8b1b-a3e861b92bc5", "metadata": {}, "source": [ "The objective here is to use the Viking detector to train the Virtual Spectrometer. This means that we will fit (\"train\") a model, which maps the PES measurements with the Viking measurements and use their correlation to interpolate in cases where the Viking is not available.\n", "\n", "The following conditions must be satisfied for this to be possible:\n", "* The PES settings are the same in the \"training\" run and interesting run.\n", "* The photon energies of the beam in \"training\" and in the interesting run are similar.\n", "* The beam intensities are similar.\n", "* The sample between PES and Viking is transparent.\n", "* 1 pulse trains in \"training\".\n", "\n", "The following software implements:\n", "1. retrieve data and calibrate Viking using the SCS toolbox;\n", "2. the Virtual Spectrometer training excluding the last 10 trains avalable so that we can use them for validation;\n", "3. the Virtual Spectrometer resolution function plotting;\n", "4. comparison of the Virtual spectrometer results in a selected set in which the Viking data was available.\n", "\n", "Finally, the model is applied in data without the grating. This last part may be applied independently from the rest if the modal has been written in a `joblib` file." ] }, { "cell_type": "code", "execution_count": null, "id": "4a627555-522a-4c9d-b6b2-6ff77148eaab", "metadata": {}, "outputs": [], "source": [ "import sys\n", "# replace this \n", "sys.path.append('/home/danilo/scratch/karabo/devices/pes_to_spec')" ] }, { "cell_type": "code", "execution_count": 1, "id": "78bbc433-ac5e-44c3-8740-3e93800c4532", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Cupy is not installed in this environment, no access to the GPU\n" ] } ], "source": [ "import numpy as np\n", "import dask.array as da\n", "\n", "import matplotlib.pyplot as plt\n", "import seaborn as sns\n", "\n", "from pes_to_spec.model import Model\n", "\n", "import toolbox_scs as tb\n", "from euxfel_bunch_pattern import indices_at_sase\n", "\n", "from scipy.signal import fftconvolve" ] }, { "cell_type": "markdown", "id": "c7609899-5bc0-4211-ae97-010b3edcf676", "metadata": {}, "source": [ "## Get data and calibrate Viking" ] }, { "cell_type": "code", "execution_count": 46, "id": "95da5231-e454-4f7f-a1ce-eef7e52fe457", "metadata": {}, "outputs": [], "source": [ "# pes channel names to be used for reference later\n", "pes_map = dict(channel_1_A=\"PES_S_raw\",\n", " channel_1_B=\"PES_SSW_raw\",\n", " channel_1_C=\"PES_SW_raw\",\n", " channel_1_D=\"PES_WSW_raw\",\n", " channel_2_A=\"PES_W_raw\",\n", " channel_2_B=\"PES_WNW_raw\",\n", " channel_2_C=\"PES_NW_raw\",\n", " channel_2_D=\"PES_NNW_raw\",\n", " channel_3_A=\"PES_E_raw\",\n", " channel_3_B=\"PES_ESE_raw\",\n", " channel_3_C=\"PES_SE_raw\",\n", " channel_3_D=\"PES_SSE_raw\",\n", " channel_4_A=\"PES_N_raw\",\n", " channel_4_B=\"PES_NNE_raw\",\n", " channel_4_C=\"PES_NE_raw\",\n", " channel_4_D=\"PES_ENE_raw\",\n", " )" ] }, { "cell_type": "code", "execution_count": 2, "id": "48bb4c8c-04ad-44d5-b123-643ce3253ceb", "metadata": {}, "outputs": [], "source": [ "proposal = 2953\n", "refNB = 322 # run containing the data without sample\n", "darkNB = 375 # dark run" ] }, { "cell_type": "code", "execution_count": 3, "id": "0a467b2f-5f99-4ed8-bb1d-cb429454d3ce", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "newton: only 50.0% of trains (629 out of 1259) contain data.\n" ] } ], "source": [ "v = tb.Viking(proposal)\n", "fields = ['XTD10_SA3',\n", " *list(pes_map.values()) # add PES\n", " ]\n", "v.FIELDS += fields\n", "v.X_RANGE = slice(0, 1500) # define the dispersive axis range of interest (in pixels)\n", "v.Y_RANGE = slice(29, 82) # define the non-dispersive axis range of interest (in pixels)\n", "v.ENERGY_CALIB = [1.47802667e-06, 2.30600328e-02, 5.15884589e+02] # energy calibration, see further below\n", "v.BL_POLY_DEG = 1 # define the polynomial degree for baseline subtraction\n", "v.BL_SIGNAL_RANGE = [500, 545] # define the range containing the signal, to be excluded for baseline subtraction\n", "\n", "v.load_dark(darkNB) # load a dark image (averaged over the dark run number)" ] }, { "cell_type": "code", "execution_count": 4, "id": "4f6124d9-8c1b-44f8-a078-07475a9674fc", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "newton: only 50.0% of trains (661 out of 1323) contain data.\n" ] }, { "data": { "text/html": [ "<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n", "<defs>\n", "<symbol id=\"icon-database\" viewBox=\"0 0 32 32\">\n", "<path d=\"M16 0c-8.837 0-16 2.239-16 5v4c0 2.761 7.163 5 16 5s16-2.239 16-5v-4c0-2.761-7.163-5-16-5z\"></path>\n", "<path d=\"M16 17c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n", "<path d=\"M16 26c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n", "</symbol>\n", "<symbol id=\"icon-file-text2\" viewBox=\"0 0 32 32\">\n", "<path d=\"M28.681 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dt {\n", " font-weight: normal;\n", " grid-column: 1;\n", "}\n", "\n", ".xr-attrs dt:hover span {\n", " display: inline-block;\n", " background: var(--xr-background-color);\n", " padding-right: 10px;\n", "}\n", "\n", ".xr-attrs dd {\n", " grid-column: 2;\n", " white-space: pre-wrap;\n", " word-break: break-all;\n", "}\n", "\n", ".xr-icon-database,\n", ".xr-icon-file-text2,\n", ".xr-no-icon {\n", " display: inline-block;\n", " vertical-align: middle;\n", " width: 1em;\n", " height: 1.5em !important;\n", " stroke-width: 0;\n", " stroke: currentColor;\n", " fill: currentColor;\n", "}\n", "</style><pre class='xr-text-repr-fallback'><xarray.Dataset>\n", "Dimensions: (trainId: 660, newt_y: 53, newt_x: 1500,\n", " PESsampleId: 700000, pulse_slot: 2700, sa3_pId: 43)\n", "Coordinates:\n", " * trainId (trainId) uint64 1473952798 1473952800 ... 1473954118\n", " * sa3_pId (sa3_pId) int64 1056 1088 1120 1152 ... 2336 2368 2400\n", " * newt_x (newt_x) float64 515.9 515.9 515.9 ... 553.7 553.7 553.8\n", "Dimensions without coordinates: newt_y, PESsampleId, pulse_slot\n", "Data variables:\n", " newton (trainId, newt_y, newt_x) float64 943.0 800.0 ... 758.0\n", " PES_S_raw (trainId, PESsampleId) int16 -2 1 1 2 -1 ... 2 -1 3 -3 1\n", " bunchPatternTable (trainId, pulse_slot) uint32 2146089 2048 ... 16777216\n", " XTD10_SA3 (trainId, sa3_pId) float32 1.674e+03 ... 1.465e+03\n", " spectrum (trainId, newt_x) float64 941.8 960.7 ... 1.319e+03\n", " spectrum_nobl (trainId, newt_x) float64 -25.84 -7.057 ... -41.9 -25.1\n", "Attributes:\n", " runFolder: /gpfs/exfel/exp/SCS/202202/p002953/raw/r0322\n", " vbin:: 4\n", " hbin: 1\n", " startX: 1\n", " endX: 2048\n", " startY: 1\n", " endY: 512\n", " temperature: -50.04199981689453\n", " high_capacity: 0\n", " exposure_s: 0.0004\n", " gain: 2\n", " photoelectrons_per_count: 2.05</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-fd414bf9-f1a6-4703-9482-124ae0ab5672' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-fd414bf9-f1a6-4703-9482-124ae0ab5672' class='xr-section-summary' title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>trainId</span>: 660</li><li><span>newt_y</span>: 53</li><li><span class='xr-has-index'>newt_x</span>: 1500</li><li><span>PESsampleId</span>: 700000</li><li><span>pulse_slot</span>: 2700</li><li><span class='xr-has-index'>sa3_pId</span>: 43</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-e1d1f390-4e9c-4d9c-85e5-e4b87a9edb83' class='xr-section-summary-in' type='checkbox' checked><label for='section-e1d1f390-4e9c-4d9c-85e5-e4b87a9edb83' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>trainId</span></div><div class='xr-var-dims'>(trainId)</div><div class='xr-var-dtype'>uint64</div><div class='xr-var-preview xr-preview'>1473952798 ... 1473954118</div><input id='attrs-1b4de921-649c-4306-bd88-aeb2636fb1a2' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-1b4de921-649c-4306-bd88-aeb2636fb1a2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1b9e907f-88dc-4fe5-ad5f-6d3b99ab026e' class='xr-var-data-in' type='checkbox'><label for='data-1b9e907f-88dc-4fe5-ad5f-6d3b99ab026e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1473952798, 1473952800, 1473952802, ..., 1473954114, 1473954116,\n", " 1473954118], dtype=uint64)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>sa3_pId</span></div><div class='xr-var-dims'>(sa3_pId)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1056 1088 1120 ... 2336 2368 2400</div><input id='attrs-c92acbc3-3161-4c7e-91e1-028fe19b9e12' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c92acbc3-3161-4c7e-91e1-028fe19b9e12' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-413f089f-279a-4500-9a48-8963033f6f29' class='xr-var-data-in' type='checkbox'><label for='data-413f089f-279a-4500-9a48-8963033f6f29' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([1056, 1088, 1120, 1152, 1184, 1216, 1248, 1280, 1312, 1344, 1376, 1408,\n", " 1440, 1472, 1504, 1536, 1568, 1600, 1632, 1664, 1696, 1728, 1760, 1792,\n", " 1824, 1856, 1888, 1920, 1952, 1984, 2016, 2048, 2080, 2112, 2144, 2176,\n", " 2208, 2240, 2272, 2304, 2336, 2368, 2400])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>newt_x</span></div><div class='xr-var-dims'>(newt_x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>515.9 515.9 515.9 ... 553.7 553.8</div><input id='attrs-eedd9586-b8a1-4b1a-90bc-55ed7a8d6ded' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-eedd9586-b8a1-4b1a-90bc-55ed7a8d6ded' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a2150d70-3c44-475b-9b95-bab1390eee7b' class='xr-var-data-in' type='checkbox'><label for='data-a2150d70-3c44-475b-9b95-bab1390eee7b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([515.884589, 515.907651, 515.930715, ..., 553.717729, 553.745216,\n", " 553.772706])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9a884bb4-5398-41ec-9b92-9f531e262e24' class='xr-section-summary-in' type='checkbox' checked><label for='section-9a884bb4-5398-41ec-9b92-9f531e262e24' class='xr-section-summary' >Data variables: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>newton</span></div><div class='xr-var-dims'>(trainId, newt_y, newt_x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>943.0 800.0 697.0 ... 805.0 758.0</div><input id='attrs-8457b964-d705-45a0-b43a-54488cbae436' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-8457b964-d705-45a0-b43a-54488cbae436' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1030b7a3-64bc-4972-8c8e-3922ad3f8c13' class='xr-var-data-in' type='checkbox'><label for='data-1030b7a3-64bc-4972-8c8e-3922ad3f8c13' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[[ 943., 800., 697., ..., 985., 1057., 1038.],\n", " [ 842., 921., 957., ..., 1037., 1041., 978.],\n", " [ 744., 587., 558., ..., 1094., 925., 1030.],\n", " ...,\n", " [ 600., 688., 836., ..., 970., 1061., 1204.],\n", " [ 681., 625., 675., ..., 921., 938., 887.],\n", " [ 695., 593., 822., ..., 666., 582., 829.]],\n", "\n", " [[ 918., 949., 901., ..., 892., 976., 905.],\n", " [ 857., 912., 1083., ..., 731., 757., 758.],\n", " [ 630., 575., 599., ..., 1058., 967., 914.],\n", " ...,\n", " [ 741., 776., 874., ..., 784., 961., 1391.],\n", " [ 684., 971., 878., ..., 954., 1218., 1041.],\n", " [ 831., 647., 744., ..., 643., 690., 733.]],\n", "\n", " [[ 634., 709., 727., ..., 985., 963., 836.],\n", " [ 553., 612., 787., ..., 1169., 788., 903.],\n", " [ 668., 618., 621., ..., 785., 863., 835.],\n", " ...,\n", "...\n", " ...,\n", " [ 920., 815., 759., ..., 844., 1050., 839.],\n", " [1080., 956., 661., ..., 968., 1001., 915.],\n", " [ 811., 918., 652., ..., 873., 823., 1034.]],\n", "\n", " [[ 733., 606., 582., ..., 880., 1039., 1139.],\n", " [ 784., 806., 787., ..., 1075., 1125., 827.],\n", " [ 889., 848., 957., ..., 962., 1071., 811.],\n", " ...,\n", " [ 860., 649., 578., ..., 962., 1151., 985.],\n", " [ 845., 663., 688., ..., 836., 978., 1340.],\n", " [ 732., 784., 586., ..., 734., 872., 829.]],\n", "\n", " [[ 697., 934., 742., ..., 873., 753., 931.],\n", " [ 694., 730., 774., ..., 802., 1020., 1206.],\n", " [ 697., 956., 694., ..., 700., 785., 899.],\n", " ...,\n", " [ 799., 717., 918., ..., 898., 951., 1050.],\n", " [ 870., 949., 918., ..., 911., 1283., 1080.],\n", " [ 894., 627., 652., ..., 1032., 805., 758.]]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PES_S_raw</span></div><div class='xr-var-dims'>(trainId, PESsampleId)</div><div class='xr-var-dtype'>int16</div><div class='xr-var-preview xr-preview'>-2 1 1 2 -1 1 0 ... -2 2 -1 3 -3 1</div><input id='attrs-6687d2f9-7038-4d51-855f-5a4192050329' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6687d2f9-7038-4d51-855f-5a4192050329' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3fcb785d-f744-4a67-9f9b-56245bf972d3' class='xr-var-data-in' type='checkbox'><label for='data-3fcb785d-f744-4a67-9f9b-56245bf972d3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[-2, 1, 1, ..., 4, -3, -2],\n", " [ 1, 0, -1, ..., 3, -2, 0],\n", " [-1, 6, 0, ..., 1, -4, 1],\n", " ...,\n", " [-2, 1, -1, ..., -1, 3, 0],\n", " [-1, 4, 0, ..., 0, 2, 1],\n", " [-2, 1, 0, ..., 3, -3, 1]], dtype=int16)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>bunchPatternTable</span></div><div class='xr-var-dims'>(trainId, pulse_slot)</div><div class='xr-var-dtype'>uint32</div><div class='xr-var-preview xr-preview'>2146089 2048 ... 16777216 16777216</div><input id='attrs-4db22c03-4d77-4288-b1e7-e9e7876e4dfa' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4db22c03-4d77-4288-b1e7-e9e7876e4dfa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-37bf01d9-89b2-4ed9-945a-7a9e89759cb3' class='xr-var-data-in' type='checkbox'><label for='data-37bf01d9-89b2-4ed9-945a-7a9e89759cb3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[ 2146089, 2048, 2099241, ..., 16777216, 16777216, 16777216],\n", " [ 2146089, 2048, 2099241, ..., 16777216, 16777216, 16777216],\n", " [ 2211625, 2048, 2099241, ..., 16777216, 16777216, 16777216],\n", " ...,\n", " [ 2146089, 2048, 2099241, ..., 16777216, 16777216, 16777216],\n", " [ 2146089, 2048, 2099241, ..., 16777216, 16777216, 16777216],\n", " [ 2146089, 2048, 2099241, ..., 16777216, 16777216, 16777216]],\n", " dtype=uint32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>XTD10_SA3</span></div><div class='xr-var-dims'>(trainId, sa3_pId)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>1.674e+03 1.781e+03 ... 1.465e+03</div><input id='attrs-9f098230-2651-4ea6-b80e-1c462eeb6400' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-9f098230-2651-4ea6-b80e-1c462eeb6400' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a216fc85-9c40-4153-92ec-485e03862001' class='xr-var-data-in' type='checkbox'><label for='data-a216fc85-9c40-4153-92ec-485e03862001' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[1673.9749, 1780.605 , 1452.1677, ..., 1836.0759, 1695.688 ,\n", " 1458.0745],\n", " [2012.4326, 1767.7134, 1716.7632, ..., 1651.4255, 1813.9778,\n", " 1431.3564],\n", " [1630.8784, 1645.9148, 1469.2832, ..., 1508.0568, 1385.6311,\n", " 1416.7161],\n", " ...,\n", " [1507.3145, 1752.1653, 1686.9208, ..., 1737.3125, 1577.063 ,\n", " 1616.5239],\n", " [2101.6008, 1569.2412, 1855.7173, ..., 1483.9696, 1664.9822,\n", " 1348.7126],\n", " [1564.1768, 1731.567 , 1535.6467, ..., 1721.9434, 1681.0325,\n", " 1465.4915]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>spectrum</span></div><div class='xr-var-dims'>(trainId, newt_x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>941.8 960.7 ... 1.302e+03 1.319e+03</div><input id='attrs-251bd6e7-46e5-4ecf-b133-cfdf591daf4a' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-251bd6e7-46e5-4ecf-b133-cfdf591daf4a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7971d60c-80fc-4061-92d5-9629bf06c08d' class='xr-var-data-in' type='checkbox'><label for='data-7971d60c-80fc-4061-92d5-9629bf06c08d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[ 941.7556739 , 960.7466906 , 985.17017035, ..., 1429.04684533,\n", " 1345.94695049, 1329.10718964],\n", " [1078.21605126, 1053.65423777, 1074.17111375, ..., 1328.01665665,\n", " 1424.27242218, 1363.57039719],\n", " [ 935.14152295, 949.06555853, 981.37960431, ..., 1409.16571326,\n", " 1329.469592 , 1194.42605757],\n", " ...,\n", " [1025.26416446, 1002.32687928, 985.82771752, ..., 1286.78458118,\n", " 1334.07242218, 1294.76001983],\n", " [1083.24435314, 1097.98065287, 1044.15601941, ..., 1231.7053359 ,\n", " 1391.47242218, 1360.74681228],\n", " [1022.09246635, 1066.147634 , 1049.91922696, ..., 1362.59590193,\n", " 1302.00732785, 1319.01190662]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>spectrum_nobl</span></div><div class='xr-var-dims'>(trainId, newt_x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-25.84 -7.057 17.15 ... -41.9 -25.1</div><input id='attrs-64ed0922-3f72-4788-a79a-233531435e95' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-64ed0922-3f72-4788-a79a-233531435e95' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b632a8a8-d6ed-41ef-add6-95044c150956' class='xr-var-data-in' type='checkbox'><label for='data-b632a8a8-d6ed-41ef-add6-95044c150956' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([[ -25.83624416, -7.0570592 , 17.15456166, ..., 113.93823559,\n", " 30.58586118, 13.49359361],\n", " [ 132.95311623, 108.13436457, 128.39426944, ..., -38.76150904,\n", " 57.18801513, -3.82028416],\n", " [ -4.23122332, 9.49350667, 41.60822133, ..., 142.82583547,\n", " 62.89216441, -72.38894537],\n", " ...,\n", " [ 22.22432542, -0.8607938 , -17.50780854, ..., 41.21831883,\n", " 88.32995832, 48.8413355 ],\n", " [ 80.40705362, 94.91392577, 40.85983533, ..., -147.51518149,\n", " 11.97845297, -19.02063816],\n", " [ -34.8527069 , 9.02766964, -7.37555092, ..., 18.90036362,\n", " -41.89654178, -25.10031672]])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a2ef37bc-70b0-4dd0-9e8a-f29718e83d0f' class='xr-section-summary-in' type='checkbox' ><label for='section-a2ef37bc-70b0-4dd0-9e8a-f29718e83d0f' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>trainId</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-ba3f0e5c-908c-4771-9ddd-5b0f4e19029d' class='xr-index-data-in' type='checkbox'/><label for='index-ba3f0e5c-908c-4771-9ddd-5b0f4e19029d' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([1473952798, 1473952800, 1473952802, 1473952804, 1473952806, 1473952808,\n", " 1473952810, 1473952812, 1473952814, 1473952816,\n", " ...\n", " 1473954100, 1473954102, 1473954104, 1473954106, 1473954108, 1473954110,\n", " 1473954112, 1473954114, 1473954116, 1473954118],\n", " dtype='uint64', name='trainId', length=660))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>sa3_pId</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-94832636-3d5a-4603-ac77-823aa8880850' class='xr-index-data-in' type='checkbox'/><label for='index-94832636-3d5a-4603-ac77-823aa8880850' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([1056, 1088, 1120, 1152, 1184, 1216, 1248, 1280, 1312, 1344, 1376, 1408,\n", " 1440, 1472, 1504, 1536, 1568, 1600, 1632, 1664, 1696, 1728, 1760, 1792,\n", " 1824, 1856, 1888, 1920, 1952, 1984, 2016, 2048, 2080, 2112, 2144, 2176,\n", " 2208, 2240, 2272, 2304, 2336, 2368, 2400],\n", " dtype='int64', name='sa3_pId'))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>newt_x</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-139691c8-7ea6-484d-9e69-9f8228575d00' class='xr-index-data-in' type='checkbox'/><label for='index-139691c8-7ea6-484d-9e69-9f8228575d00' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 515.884589, 515.9076505108267, 515.9307149777067,\n", " 515.9537824006401, 515.9768527796267, 515.9999261146668,\n", " 516.0230024057602, 516.0460816529069, 516.0691638561069,\n", " 516.0922490153603,\n", " ...\n", " 553.525404882067, 553.5528709123703, 553.5803398987268,\n", " 553.6078118411368, 553.6352867396001, 553.6627645941168,\n", " 553.6902454046867, 553.71772917131, 553.7452158939867,\n", " 553.7727055727166],\n", " dtype='float64', name='newt_x', length=1500))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-61ad767c-b93f-436b-a3b4-625a410aa189' class='xr-section-summary-in' type='checkbox' ><label for='section-61ad767c-b93f-436b-a3b4-625a410aa189' class='xr-section-summary' >Attributes: <span>(12)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>runFolder :</span></dt><dd>/gpfs/exfel/exp/SCS/202202/p002953/raw/r0322</dd><dt><span>vbin: :</span></dt><dd>4</dd><dt><span>hbin :</span></dt><dd>1</dd><dt><span>startX :</span></dt><dd>1</dd><dt><span>endX :</span></dt><dd>2048</dd><dt><span>startY :</span></dt><dd>1</dd><dt><span>endY :</span></dt><dd>512</dd><dt><span>temperature :</span></dt><dd>-50.04199981689453</dd><dt><span>high_capacity :</span></dt><dd>0</dd><dt><span>exposure_s :</span></dt><dd>0.0004</dd><dt><span>gain :</span></dt><dd>2</dd><dt><span>photoelectrons_per_count :</span></dt><dd>2.05</dd></dl></div></li></ul></div></div>" ], "text/plain": [ "<xarray.Dataset>\n", "Dimensions: (trainId: 660, newt_y: 53, newt_x: 1500,\n", " PESsampleId: 700000, pulse_slot: 2700, sa3_pId: 43)\n", "Coordinates:\n", " * trainId (trainId) uint64 1473952798 1473952800 ... 1473954118\n", " * sa3_pId (sa3_pId) int64 1056 1088 1120 1152 ... 2336 2368 2400\n", " * newt_x (newt_x) float64 515.9 515.9 515.9 ... 553.7 553.7 553.8\n", "Dimensions without coordinates: newt_y, PESsampleId, pulse_slot\n", "Data variables:\n", " newton (trainId, newt_y, newt_x) float64 943.0 800.0 ... 758.0\n", " PES_S_raw (trainId, PESsampleId) int16 -2 1 1 2 -1 ... 2 -1 3 -3 1\n", " bunchPatternTable (trainId, pulse_slot) uint32 2146089 2048 ... 16777216\n", " XTD10_SA3 (trainId, sa3_pId) float32 1.674e+03 ... 1.465e+03\n", " spectrum (trainId, newt_x) float64 941.8 960.7 ... 1.319e+03\n", " spectrum_nobl (trainId, newt_x) float64 -25.84 -7.057 ... -41.9 -25.1\n", "Attributes:\n", " runFolder: /gpfs/exfel/exp/SCS/202202/p002953/raw/r0322\n", " vbin:: 4\n", " hbin: 1\n", " startX: 1\n", " endX: 2048\n", " startY: 1\n", " endY: 512\n", " temperature: -50.04199981689453\n", " high_capacity: 0\n", " exposure_s: 0.0004\n", " gain: 2\n", " photoelectrons_per_count: 2.05" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data_train = v.from_run(refNB) # load refNB. The `newton` variable contains the CCD images.\n", "v.integrate(data_train) # integrate over the non-dispersive dimension \n", "v.removePolyBaseline(data_train) # remove baseline\n", "data_train" ] }, { "cell_type": "code", "execution_count": 31, "id": "294b5f3a-1d59-444e-80ab-4834d26d62dc", "metadata": {}, "outputs": [], "source": [ "# transform PES data into the format expected\n", "pes_data = {k: da.from_array(data_train[item].to_numpy())\n", " for k, item in pes_map.items() if item in data_train}\n", "xgm = data_train.XTD10_SA3.isel(sa3_pId=0).to_numpy()[:, np.newaxis]" ] }, { "cell_type": "code", "execution_count": 33, "id": "b477bf49-f5ca-4df0-b6ed-a270ee35cd28", "metadata": {}, "outputs": [], "source": [ "channels = tuple(pes_data.keys())" ] }, { "cell_type": "code", "execution_count": 14, "id": "8f154e38-d208-477e-9d9c-ef2a632514c8", "metadata": {}, "outputs": [], "source": [ "energy = data_train.newt_x.to_numpy()" ] }, { "cell_type": "code", "execution_count": 17, "id": "0c5ff2a0-0737-417d-9f57-158d4fbd8090", "metadata": {}, "outputs": [], "source": [ "vik = data_train.spectrum.to_numpy()" ] }, { "cell_type": "markdown", "id": "995e2ac0-1898-46dd-b95f-f65a24496871", "metadata": {}, "source": [ "## Train Virtual Spectrometer" ] }, { "cell_type": "markdown", "id": "9cbf75c8-fbe0-42ec-af85-6194aede91f5", "metadata": {}, "source": [ "So far we have only done pre-processing due to experimental problems with some data not being available in certain train IDs.\n", "\n", "Let's finally take a look at the data before training the model." ] }, { "cell_type": "code", "execution_count": 35, "id": "63b35dac-ad50-4124-b6f8-e1ceea667b4d", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[<matplotlib.lines.Line2D at 0x2ad645bdbb50>]" ] }, "execution_count": 35, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "<Figure size 432x288 with 1 Axes>" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.plot(energy, vik[2])" ] }, { "cell_type": "code", "execution_count": 45, "id": "d0b70fef-5e27-4cb1-90e7-2653989cf48a", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "[<matplotlib.lines.Line2D at 0x2ad645f58e80>]" ] }, "execution_count": 45, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", "text/plain": [ "<Figure size 432x288 with 1 Axes>" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.plot(-pes_data[\"channel_1_A\"][0,31400:31700])" ] }, { "cell_type": "markdown", "id": "a6606c28-28c8-4d27-9f38-4a7ca88ee397", "metadata": {}, "source": [ "Now, let's fit the model:" ] }, { "cell_type": "code", "execution_count": null, "id": "5690cf09-4fed-497d-a09d-0f3cdceea04d", "metadata": {}, "outputs": [], "source": [ "n_test = 10 # exclude some trains to validate the training" ] }, { "cell_type": "code", "execution_count": 47, "id": "cb86aa32-dc1d-4684-bd62-25aa77a97245", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Checking data quality in high-resolution data.\n", "Finding region-of-interest\n", "Excluding outliers\n", "Selected 15001 of 16668 samples.\n", "Fitting PCA on low-resolution data.\n", "Using 600 comp. for PES PCA.\n", "Fitting PCA on high-resolution data.\n", "Using 20 comp. for grating spec. PCA.\n", "Fitting outlier detection\n", "Fitting model.\n", "Calculate PCA unc. on high-resolution data.\n", "Calculate transfer function\n", "Resolution = 0.78 eV, S/R = 3.83\n", "Calculate PCA on channel_1_A\n", "Calculate PCA on channel_1_B\n", "Calculate PCA on channel_1_C\n", "Calculate PCA on channel_1_D\n", "Calculate PCA on channel_2_A\n", "Calculate PCA on channel_2_B\n", "Calculate PCA on channel_2_C\n", "Calculate PCA on channel_2_D\n", "Calculate PCA on channel_3_A\n", "Calculate PCA on channel_3_B\n", "Calculate PCA on channel_3_C\n", "Calculate PCA on channel_3_D\n", "End of fit.\n" ] }, { "data": { "text/plain": [ "array([[[ 45.25033909, -1.52076639, -26.40138086, ..., 41.11148219,\n", " -28.81773406, -4.55958428]],\n", "\n", " [[ 84.63051252, 58.4918049 , 34.38415664, ..., -68.71856042,\n", " -10.15857886, 18.19808707]],\n", "\n", " [[ 42.7415937 , 62.99841607, 25.56760753, ..., 37.3064036 ,\n", " -14.95242637, -55.78951224]],\n", "\n", " ...,\n", "\n", " [[ 16.59243397, 20.11136385, 34.66138075, ..., -28.25942387,\n", " -33.72842352, -30.10383616]],\n", "\n", " [[ 14.56659321, 57.7321962 , 53.2570205 , ..., -37.47129771,\n", " -44.67869095, 9.89501214]],\n", "\n", " [[ 24.36188951, 66.45856414, 16.32071628, ..., 1.01045004,\n", " -56.16842253, -25.37869259]]])" ] }, "execution_count": 47, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# exclude the last n_test train IDs so we can use them for validation later\n", "pes_train = {ch: pes_data[ch][:-n_test, :] for ch in pes_data.keys()}\n", "vik_train = vik[:-n_test, :]\n", "xgm_train = xgm[:-n_test,:]\n", "\n", "model = Model(channels=channels)\n", "model.fit(pes_train,\n", " vik_train,\n", " np.broadcast_to(energy, (vik_train.shape[0], vik_train.shape[-1])),\n", " pulse_energy=xgm_train)" ] }, { "cell_type": "markdown", "id": "52c038c5-d86e-4e5a-9214-5e1878dd77e8", "metadata": {}, "source": [ "The resolution of the Virtual Spectrometer relative to the Viking has also been estimated (in eV):" ] }, { "cell_type": "code", "execution_count": 48, "id": "a084b920-0006-4859-80f9-ff81f3c1f6b0", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "0.7772695469856838" ] }, "execution_count": 48, "metadata": {}, "output_type": "execute_result" } ], "source": [ "model.resolution" ] }, { "cell_type": "markdown", "id": "c1f47e6e-3b62-4c8a-8573-8eb4bd40f2ff", "metadata": {}, "source": [ "We can look at the Virtual Spectrometer to Viking response function as well." ] }, { "cell_type": "code", "execution_count": 49, "id": "f752a9e0-8484-4381-8bb5-5eb27bd82670", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0, 0.5, 'Intensity [a.u.]')" ] }, "execution_count": 49, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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tIVSuAaBlhGsASLC5ynU7bSFUrgGgVYRrAEiwuZ7rdtpCanLOdWNYAJBYhGsASLC220LCMF6u0hoCAK0gXANAgpX9mlImpVPW0v3qYZy+awBoDeEaABKs5NeUS3syazFch5Vr1roGgNYQrgEgwUp+reU1rqW5yjXL8QFAawjXAJBgJb/acr+1RFsIALSLcA0ACVaq1FreQEYKluKTxHJ8ANAiwjUAJFjQc91JWwiVawBoBeEaABKs5FeVbStcU7kGgHYQrgEgwdquXGfouQaAdhCuASDB2u65TrMUHwC0g3ANAAlW8qvtLcXXqFzTFgIArSBcA0CCdTqhkco1ALSGcA0ACVbfobFVLMUHAO0hXANAgpUqnW0iw1J8ANAawjUAJFj7259TuQaAdhCuASDB2m0LyXgmM5biA4BWEa4BIMFKfnttIWamfNojXANAiwjXAJBQ1ZpTperaqlxLwXJ8xQptIQDQCsI1ACRUOaw6t9NzLQWTGlmKDwBaQ7gGgISqT0Zspy1ECpbjY0IjALSGcA0ACVXvl267LSSdYik+AGgR4RoAEqreFpJts3KdS1O5BoBWEa4BIKE6bQvJpVOsFgIALSJcA0BC1Vs6Ouu5JlwDQCsI1wCQUI2e60wnPde0hQBAKwjXAJBQHbeFZGgLAYBWEa4BIKHmVgtpsy2ECY0A0DLCNQAkVKnS4VJ8GZbiA4BWEa4BIKEabSFt79DoqUTPNQC0hHANAAnVaVsIS/EBQOsI1wCQUB3v0Bguxeeci3NYAJBo6cWuMLPbItz/hHPup+MbDgAgLvWWjvbbQoL7lfya8m0u5wcAg2bRcC3pMkk/s8T1Jun98Q4HABCXONpC6o9DuAaAaJYK17/hnPvSUnc2s9+KeTwAgJjUw3XWa3+HxuBxqpIycQ0LABJt0SOuc+5jy905ym0AAP1R8qvKpVMys7bu36hcsxwfAETWVjnDzK6PeyAAgHiVKjVl22wJkea2TWcjGQCIrt2jbntlEABAz5T8WtsrhUhzlWs2kgGA6NoK1865P4t7IACAeNXbQto113NNuAaAqJaa0ChJMrP/sdDlzrnfjn84AIC4lPxa28vwSc0917SFAEBUy4ZrSTNNp/OSXinpoe4MBwAQl1IlnrYQKtcAEN2y4do597+bz5vZH0mKssEMAKCPytVaTG0hVK4BIKp2jrrDki6IeyAAgHiVKp31XDOhEQBaF6Xn+tuSXHjWk7RREv3WALDCFf2axvNRuv8WxlJ8ANC6KEfdVzad9iU96ZzzuzQeAEBMSpWq8mO5tu9PzzUAtC5Kz/VjvRgIACBeZT+mnmvaQgAgsnZ3aPxk3AMBAMSr5NcaAbkdcz3XtIUAQFTtljR+NtZRAABi1+kmMumUKWVSkZ5rAIis3R0aD8c9EABAvIodrnNtZsqlPZXpuQaAyKKsFrJL0u9J2q1gExlJknOO5fgAYAUr+dWOdmiUpHwmxYRGAGhBlKPuX0i6UcFKIS+W9GFJf93NQQEAOlOtOVWqTvkOKteSlEt7TGgEgBZECddDzrk7JJlz7jHn3HskvaS7wwIAdKLeytFp5TqXSbHONQC0IMo610UzS0n6vpndIOkJSZu6OywAQCfqK3x0MqGxfn/aQgAguihH3V9UsOX52yU9U9JPSvqpLo4JANCheiDuZEJj/f4sxQcA0UXZRObu8OS0pDd1dzgAgDjUWzmoXANAby161DWz9yx35yi3AQD0Xj0Qd7KJjFTvuSZcA0BUS1Wuf8bMJpe43iS9TtJ7Yh0RAKBj9RU+Oq9cezpdqMQxJAAYCEuF6w9KGlvm/h+McSwAgJjUd1XseLWQdIql+ACgBYuGa+fcb/VyIACA+MxVrjtrC8lnPNpCAKAFnZU0AAArUrwTGlktBACiIlwDQALFNqGR1UIAoCXLhmszW9eLgQAA4hPbJjIZtj8HgFZEOep+zcw+bmbXmpl1fUQAgI6V4tr+PJ1S0a/KORfHsAAg8aIcdS+WdLOkN0jaa2b/08wu7u6wAACdKDUq1523hTgnVaqEawCIYtlw7QKfc869XtLPKNj6/Otm9iUzu2qp+5rZ1Wb2sJntNbN3LnC9mdn7wuvvN7NnzLveM7P7zOyTLf5cADDQ5nquO1/nOng8JjUCQBRReq7Xm9k7zOweSb8i6W2SNkj6ZUkfWeJ+nqT3S7pG0m5Jrzez3fNudo2kXeHX9ZJunHf9OyQ9FO1HAQDU1cN11uu05zp1xuMBAJYW5ah7p6RxSa92zv2oc+4TzjnfOXePpJuWuN+zJO11zu13zpUl3Srpunm3uU7Sh8Pq+F2SJsxsqySZ2TmSflTSn7f4MwHAwCtWqkqnTOkOw3W+UbkmXANAFFGOur/pnPsd59zB+gVm9hOS5Jz7X0vcb7ukA03nD4aXRb3NH0v6VUlLHtHN7Hozu8fM7jl69OhSNwWAgVHyax2vFCI1Va4rtIUAQBRRjrxn9UpLeleE+y20ssj8GTEL3sbMXinpiHPu3uWexDl3s3Nuj3Nuz8aNGyMMCwCSr+RXletwjWtpbik/KtcAEM2i25+b2TWSrpW03cze13TVuCQ/wmMflLSj6fw5kg5FvM1/lPQqM7tWUl7SuJn9jXPuJyM8LwAMvFKlpnwclWvaQgCgJUsdeQ9JukdSUdK9TV+3SXpFhMe+W9IuMzvfzLKSXhfet9ltkt4YrhpypaTTzrnDzrl3OefOcc7tDO/3rwRrAIiu5NdirVwXaQsBgEgWrVw7574l6Vtm9rfOuSiV6vn3983sBkmfkeRJusU596CZvSW8/iZJtyuoju+VNCvpTW38DACAeYqVarw911SuASCSpdpCPuace62k+8ysuVfaFCx//dTlHtw5d7uCAN182U1Np52kty7zGF+U9MXlngsAMCe2CY31thAq1wAQyaLhWsEa05L0yl4MBAAQHyY0AkB/LFrWcM4dDk8ek3TAOfeYpJykp+nsiYkAgBUk9so14RoAIoly5P2ypLyZbZd0h4K+6L/s5qAAAJ0pVmqNYNyJfKPnmrYQAIgiSrg259yspNdI+lPn3I8p2M4cALBCBW0hcfZcU7kGgCgihWszu0rSf5H0qfCypXq1AQB9VqrEvEMjbSEAEEmUI+87FOzI+I/hUnoXSPpCd4cFAOhEya8pH8OExqxHWwgAtGLZCrRz7ssK+q7r5/dLens3BwUA6EzJj2ed61TKlPVSKtIWAgCRLBuuzexiSb8iaWfz7Z1zL+nesAAAnSjFNKFRCpbjo3INANFE6Z3+uKSbJP25JI6uALDC1WpO5Wo8PddS0HdNzzUARBMlXPvOuRu7PhIAQCzK1SAIx7FaiBSsGMJqIQAQTZQj7z+b2S+Y2VYzW1f/6vrIAABtqQfhPG0hANBzUSrXPxV+/29NlzlJF8Q/HABAp4phEI6tcp3xaAsBgIiirBZyfi8GAgCIR71yHe+ERsI1AESxbFnDzIbN7DfN7Obw/C4ze2X3hwYAaEe9hSO2CY3plEoV2kIAIIooR96/kFSW9Jzw/EFJv9u1EQEAOlKvMsexiYxEWwgAtCJKuL7QOfcHkiqS5JwrSLKujgoA0LZuVK6LVK4BIJIoR96ymQ0pmMQoM7tQUqmrowIAtK3Y6LmOL1yXqVwDQCRRVgt5j6RPS9phZn8r6bmS3tTNQQEA2teoXMfVFpKmLQQAooqyWshnzexeSVcqaAd5h3PuWNdHBgBoSynuynWGda4BIKooq4Xc4Zw77pz7lHPuk865Y2Z2Ry8GBwBoXdwTGvPs0AgAkS1auTazvKRhSRvMbK3mJjGOS9rWg7EBANoQ+4TGDOtcA0BUS7WF/JykX1QQpO/VXLielPT+7g4LANCurkxorNZUqzmlUiwWBQBLWTRcO+f+RNKfmNnbnHN/2sMxAQA60I0JjcHj1jSUjecxASCpokxo/FMze46knc23d859uIvjAgC0qd4fnY+xci0FoZ1wDQBLWzZcm9lfS7pQ0jcl1aeLO0mEawBYgUp+TV7KlPbiCdf1iZFFJjUCwLKirHO9R9Ju55zr9mAAAJ0rVqqx9VtLUj6TajwuAGBpUY6+D0ja0u2BAADiUfJrsYbres91kbWuAWBZUSrXGyR9x8y+rqZtz51zr+raqAAAbSv51UYgjkO9cs1a1wCwvKjbnwMAVomSX2sE4jjM9VxTuQaA5URZLeRLvRgIACAepUqtK5XrIhvJAMCyltqhcUrBqiBnXSXJOefGuzYqAEDbin5VuRgr142eayrXALCspTaRGevlQAAA8Qgq1/GvFsIW6ACwvPiOvgCAFSHuCY1UrgEgOsI1ACRMtyY0lgjXALAswjUAJEywiUyMlevGJjK0hQDAcgjXAJAwcW8ikw+DeolNZABgWYRrAEiYkl+LdbWQjGdKGZVrAIiCcA0ACVOKuS3EzJTPeExoBIAICNcAkDBxV64lKZdOqUhbCAAsi3ANAAninAt7ruOrXEvBiiEl2kIAYFmEawBIkPpGL3FOaJSCcM325wCwPMI1ACRIt8J1Lp2i5xoAIiBcA0CC1JfLq2/8EpccExoBIBLCNQAkSL0vOva2kHSqURUHACyOcA0ACVKvXOdirlwHExqpXAPAcgjXAJAgxW5VrjMpNpEBgAgI1wCQIPXWjdh7rtMe258DQASEawBIkEZbCJVrAOgLwjUAJEjXJjRmPHZoBIAICNcAkCBzlev4JzSyFB8ALI9wDQAJ0thEJhP/JjIlvybnXKyPCwBJQ7gGgASpt4XEPaExn/HknFSu0ncNAEshXANAgnRrQmP98ZjUCABLI1wDQIJ0a53r+qY0bCQDAEsjXANAgnRtQmMY1tkCHQCWRrgGgAQp+TWZSRnPYn3ceg83K4YAwNII1wCQICW/pnzak1m3wjWVawBYCuEaABKkWKnGvgyf1DShkY1kAGBJhGsASJBSpRb7ZEZprnJdonINAEsiXANAgpT8auyTGSUpn6kvxUflGgCWQrgGgAQp+bVGEI5To+eathAAWBLhGgASpOTXulK5ZhMZAIiGcA0ACVKsVLvbc03lGgCWRLgGgAQp+bWurBaST7MUHwBEQbgGgATp1oTGHBMaASASwjUAJEix0p0JjfVWkxLhGgCWRLgGgAQplKuN/ug4mZly6ZRKPm0hALAUwjUAJEjJr2qoC+FakoayngpUrgFgSYRrAEiQQrmL4Trj0XMNAMsgXANAQjjnVKh0py1ECsJ1gdVCAGBJhGsASIhytaaaC9o3uiGf8VQoU7kGgKUQrgEgIYrloKrctcp11lOh4nflsQEgKQjXAJAQxXD3xG72XFO5BoClEa4BICHqwbcb61wHj0vPNQAsh3ANAAlRXyavm0vxsVoIACyNcA0ACVEP1/kuTWgcyqRoCwGAZRCuASAhit2uXGfYRAYAlkO4BoCEqIfrbq0WkmeHRgBYFuEaABKiEC7F163K9XAmrbJfU7XmuvL4AJAEXQ3XZna1mT1sZnvN7J0LXG9m9r7w+vvN7Bnh5TvM7Atm9pCZPWhm7+jmOAEgCbo/oTF4y2BSIwAsrmvh2sw8Se+XdI2k3ZJeb2a7593sGkm7wq/rJd0YXu5L+mXn3GWSrpT01gXuCwBo0mgLyXbn0F4P7bSGAMDiulm5fpakvc65/c65sqRbJV037zbXSfqwC9wlacLMtjrnDjvnviFJzrkpSQ9J2t7FsQLAqtf1nut6uGbFEABYVDfD9XZJB5rOH9TZAXnZ25jZTklPl/S1+IcIAMlRD73dXOdaonINAEvpZri2BS6bPwtmyduY2aikf5D0i865yQWfxOx6M7vHzO45evRo24MFgNWuUKkqnTJlvC63hVC5BoBFdTNcH5S0o+n8OZIORb2NmWUUBOu/dc59YrEncc7d7Jzb45zbs3HjxlgGDgCrUaFS7VrVWqLnGgCi6Ga4vlvSLjM738yykl4n6bZ5t7lN0hvDVUOulHTaOXfYzEzShyQ95Jz7P10cIwAkRrFSU66L4TpPWwgALCvdrQd2zvlmdoOkz0jyJN3inHvQzN4SXn+TpNslXStpr6RZSW8K7/5cSW+Q9G0z+2Z42a87527v1ngBYLUrVqqN5fK6oV65LtIWAgCL6lq4lqQwDN8+77Kbmk47SW9d4H5f0cL92ACARRTKtIUAQL+xQyMAJES3e66HaQsBgGURrgEgIYqVatfWuJaaeq5pCwGARRGuASAhuh2uGz3XVK4BYFGEawBIiG63hWS8lNIp0yyVawBYFOEaABKiUKk2dlHslqGMR881ACyBcA0ACVGs1LraFiIFfde0hQDA4gjXAJAQxXJV+Ux3D+tDGY8JjQCwBMI1ACREt3uuJdpCAGA5hGsASIBKtSa/5roervNZT4VKravPAQCrGeEaABKg3gfd/QmNKbY/B4AlEK4BIAHqrRo52kIAoK8I1wCQAMVy0KrR7baQ4WyacA0ASyBcA0AC1ANv13uuWS0EAJZEuAaABGiE62yXl+LLpqhcA8ASCNcAkAD1CY35dA96rqlcA8CiCNcAkAD1anK+R9ufO+e6+jwAsFoRrgEgAerL4/VinWtJKvmsdQ0ACyFcA0AC9GpCY/3xZ2kNAYAFEa4BIAFmwrA7kkt39XmGw8o1kxoBYGGEawBIgNmSL0kayXW3cl0P7zPh8wEAzkS4BoAEmClXZdb91UJGsoRrAFgK4RoAEmC25Gs44ymVsq4+T70tZKZEWwgALIRwDQAJMFOuarjL/dZSU1tImco1ACyEcA0ACTBb9jXS5TWupblwPUu4BoAFEa4BIAFmSlUNZXtRuQ4C/DRtIQCwIMI1ACRAzyrXYYCfZUIjACyIcA0ACdCrnuuhjCczVgsBgMUQrgEgAWZLvalcp1Km4YzX2LQGAHAmwjUAJMBsuarhHvRcS9JwLs2ERgBYBOEaABJgpux3fXfGutFcmgmNALAIwjUAJMBsqYeV66zHhEYAWAThGgBWubJfU7la60nPtRSsdT1NuAaABRGuAWCVK4STC3uxWogkjWQ9zTKhEQAWRLgGgFWuvhV5LyvXbH8OAAsjXAPAKldfuaN3les061wDwCII1wCwys2EK3f0qnI9nPM0y2ohALAgwjUArHL1Fo1erRYyGraFOOd68nwAsJoQrgFglatXkXu1zvVwNq2ak4qVWk+eDwBWE8I1AKxyva9ce2c8LwBgDuEaAFa5+lJ8vaxcS2JSIwAsgHANAKvcTH2d6x5Vrkdy9XDNpEYAmI9wDQCrXH0r8uGerXNNWwgALIZwDQCr3Ey5qmw6pYzXm0M6bSEAsDjCNQCscrNlv2drXEvBUnzB89IWAgDzEa4BYJWbKVV71m8tzbWfTFO5BoCzEK4BYJWbLfs9WylEaqpcE64B4CyEawBY5WbKPa5cNyY00hYCAPMRrgFglZst9bZynUt7ynjGhEYAWADhGgBWuV5XrqVgxRDCNQCcjXANAKvcbNnv2RrXdaO5tKbZRAYAzkK4BoBVbqroazyf6elzjuXTmixWevqcALAaEK4BYBVzzmmyUNH4UG/bQsaHMposEK4BYD7CNQCsYoVKVX7N9bxyvWYoo9OEawA4C+EaAFaxyUIwqXCsx+F6PJ/RVJEJjQAwH+EaAFaxet9zr9tCqFwDwMII1wCwitX7nnvdFjI+lNZ0yZdfrfX0eQFgpSNcA8AqNle57n3PtSRaQwBgHsI1AKxi9Z7r8XyPVwsJK+UsxwcAZyJcA8AqNtXnyjV91wBwJsI1AKxik8X6aiG9X+damqucAwAChGsAWMUmCxXlMynl0r3d/pzKNQAsjHANAKvYZLHS85VCpLml/+i5BoAzEa4BYBWbLPg9bwmR5iY0UrkGgDMRrgFgFZssVno+mVGShrOe0ilrrLMNAAgQrgFgFZss9KctxMw0zi6NAHAWwjUArGKTRb8vlWspmNQ4ySYyAHAGwjUArGJB5br3PddSsHENlWsAOBPhGgBWKedc33qupWCta3quAeBMhGsAWKWKlZoqVdeXnmuJcA0ACyFcA8AqNbf1eX/aQoKea8I1ADQjXAPAKlUPtmP9qlzng9VCnHN9eX4AWIkI1wCwSp0uBCt19GtC45qhjCpVp2Kl1pfnB4CVqD9HZABAxyYbbSH96rkO3kJOFyoaynodPdbeI9P6+3sP6u5HT+jkTFm5jKeta/K6fNu4nnrOhK44d0IbRnNxDBsAuopwDQAxcc5p/7EZ7T86o0OnCjp0qqCjUyWdnC3rVKGiSrWmfNrT5dvX6JrLt+jZF6zv6Pnqkwn7NaFx7XBWknRipqwta/JtPYZzTrf8+6P6n7c/JEl65rlrddm2cZUqVR08WdAXHz6iWth18vRzJ/TqK7brNc/Y3rdWGABYDuEaADr0wBOn9dGvP65PP/ADHZ8pNy7PeiltHMtpYjijtcNZ5dIpTRV9/d3dB/SXX31UP/b07fqdV1+u0Vx7h+JTs0G4XtOnyvXGsaCSfHS61PZj/OFnHtYHvrhPL9+9Wf/fj/1Q4zHrZsu+Hjw0qbv2Hde/PPADvfu2B/UHn/6u3vz8C/Szzz+fkA1gxSFcA0CbDpyY1e9+6jv6zINPKp9J6eW7t+i5F63XpVvGtW1iSOtHskql7Kz7FStVfeALe/X+L+7T6UJFH3zjHnkL3G45x6ZLSpm0biQbx4/Tsk31cD3VXrj+t+8f1Qe+uE+v3XOOfv81T13w32o4m9YP71ynH965Tm976S5968Ap/dmX9+l9d3xfH7/ngP7Xjz9VL7h4Y0c/BwDEiXANAG345P2H9K5/+LZqzum/vuxivel5OyO3Z+Qznn7p5Zdo43he//3/PaA/+uzD+rWrL215DMemS1o3kmsrmMeh3gPdTrieKlb0Sx/7lnZtGtVvveryBYP1Qp62Y0If+C/P1DceP6lf/fv79cZbvq7XP2uHfv3ay6hiA1gRWC0EAFowW/b1zn+4Xzd85D5dtHlUn/7FF+gdL9vVVt/zG648T6/dc45u/vJ+PXJspuX7H50qndVG0UsjubRGsl5b4frDdz6mo1Ml/eFPPK2tyZDPOHetPvm25+nnXniB/u7uA7rmT/5N9z52ouXHAYC4Ea4BIKLvHJrUf/jTr+jv7jmgX3jRhfrYz12lHeuGO3rM//aKS5X1Unrv577X8n2PTpe1YbQ/LSF1G8dyLfdcz5Z9fegrj+hFl2zUFTsm2n7ufMbTu665TB9/y1Uyk177Z3fpjz//PflVlgYE0D+EawBYhnNOf/XVR/XqD/y7poq+/ubNz9avXn2pMl7nh9CNYzn99HN36p/vP6SHfzDV0n2P9blyLUmbxvI6Mlls6T4f+drjOjFT1tteclEsY3jmeet0+9ufr1c9bZv++PPf14/fdKceeOJ0LI8NAK3qarg2s6vN7GEz22tm71zgejOz94XX329mz4h6XwDohX1Hp/WGD31d777tQT33wvX6l3c8X8+9aEOsz/FzL7hAWS+lv7nrscj3cc4FbSF9Xvu51cq1c04f/frjeuZ5a/XM89bFNo6xfEbv/U9X6H2vf7qeODmrV/3fr+gdt96nB544zQ6SAHqqaxMazcyT9H5JPyLpoKS7zew259x3mm52jaRd4dezJd0o6dkR7wu0zDmnmXJVJ6bLKvpV1ZxTrSbVIrz5+jWnQrmqQsXXbLkafJV8zZSrmi75min5mi75mi1VZSZl0yllvJRGsp7G8hmN5dMay2c0mk9rLJ/WeD6tkVxanpnMTClT43vKgsld+YynNUMZZdN8yNSKYqWqO/cd1537j+s7hyb1+IlZTZd8pcw0MZzR+RtGtGvTqC7ePKYLN47qgo0jGmlaDq/kV3X3Iyf18XsP6JP3H9Zw1tNvX/cUveHK82QW/+TBieGsXvGULbrtW4f0Gz96mfKZ5XuQJ4u+ytVa3yvXG8dy+vL3o4fr+w+e1r6jM/q911zQlfG86mnb9MKLN+oDX9yrv77zMf3TNw/pok2juuqC9bp065g2jeXlpaRqTfKrNU2VfE0WKjpdqGiyUNFsuaqUmVIpUy6d0vaJIe1YN6Rz143o4s2jSsfwacUgqNWcZsq+yn5NmXRKWS/4WmziqnNOp2YreiJcH/7w6aIOnSo0zh+bLiuXToXHz4y2jue1fe2Qtk8M6Zy1Q9q+dkhbxvOLvj61mtNksaLjM2Wdmi3r1GxFp2aDtefNJJNpNJ/WprGcNo7ltGVNXrl0ZxsjYXB1c7WQZ0na65zbL0lmdquk6yQ1B+TrJH3YBWWFu8xswsy2StoZ4b4rwveenNLJmbL8mlOlWlOl6uRXa6rUgu9+1alSC777Nad0ypTxUsqmwy8vpVwYnGrOqVpzqrngdP28cwovd3KScumUhjKehrKehjKe8uHpfMZTxov+xp9JpZTPeMqlFz/gdcq5YGvk5vBZqFTlV4Ofza/VVHOucb4a/sx+tel0zakWfq/WavJrTiZTxgv+LdPh96yXUs05zZR8TZV8nS5UdHy6rOPTJR2fKev4dFnHpksq+fH3Y2Y8Cyd3pTWS8+ScVKnWVPJrjZ+71kHxbDjraWIoozXDWa0ZSmtiKKuJ4YzWDGc0nEmH/1bBv011gX87syDArR/Jal34tX4kp3WjWa0bzna8u95KUKs5fe2RE/qnbz6hT337sKaKvrJeSpduHdMVOyY0lk+r5qTj0yXtPzajL3z3iPymF2XzeE5j+YxKflU/OF1Upeo0mkvrTc/ZqetfeIE2jbW3SUpU//GZ5+i2bx3SHQ8d0Y8+deuyt69PIlwJ4Xqq6KtYqUb6o+AT3ziobDqla39o+Z+xXWuGMnrXNZfp5194of75/sP69AOH9YlvHNRMubrofcyCzXhGsp5qTqq64I/p6ZLfuM1QxtMVOyb0zPPW6qoL1+uZ562N9DOvRNMlX0cmi5osNhUGykHhoFpzqlTPPKYEx9+597PZclWF8lyhYabsa7roa6oYPFbzv1uzXDql4ayn4Wxa+UxKlarTdMnXVLGiSvXMg2Q2ndK2NXltmxjS08+dUNkP3ktOFyr67uFJHZk3kdZLmbaM57W+aR5CqVLT8ZmyTs6WVW3hIGwmbRnP69x1wzpv/bB2rB3WxHBQHBnOplWp1lSs1FSoVIP3nGIl+PlLwR8U2fB9Pp/xwmJKUGAZH5ortIzn08plPHlmSqUkz0xeKvjDrn7aC08v9R5drTmV/ZrK1Zq8lCnrpZTxLHIhwDmnUvhvOx2+fuVw3kL9ERoFIFnwx0h4OpVSkHOqtbNzUPi+7qWCglH9Z0s3/UxeypSy4LKqcyqWqyr6VRXKNRUrVRUqQREs46XmspNn4XdP2XRKO9YNaeuaocivbS90M1xvl3Sg6fxBBdXp5W6zPeJ9JUlmdr2k6yXp3HPP7WzEbXj3Pz2oO/cf7/nzxi3jmfJpT7lMSmYmNz/ozwv99dNZby6g5zOevJSp7NfCA09VM+GBuh+yXkrrR7PB10hOF20a1YbRXCNgDmfTZ1SL5x+I5n+U7KVMQ+GbwnD4h81ILgjTy1U4nAvejKaKwUF4Mvw+U6o2/mhy4b+tc2r8+xYrVZ2erehUWFk7NVvR6UJZ+49NB5WXQkXl8I+FdKrpYFw/gKVS8lLB452aLZ/15lWXS6e0biSrtcPBv83EcKZxfu1wRmvDf7O1w9nG651Lp+TXgjGW/OAPiUK5qtmyH/4xNXe6WAmqQ/U3jLF8WmuGMlozlNHWNUPaNpHXupFsy1Vhv1rTNx4/pc8/9KQ++a1DOnS6qOGsp6ufskX/4YptuuqC9YuGn7Jf02PHZ7Tv6LT2HpnWI8dmVaj4yngpbZsY0p4wQA1ne7Ni6XMv2qCta/L6+L0HIoXrY2ErRr+3BN/YtNb1cpM7y35Nt33rkH5k9+aebHwzMZzVG648T2+48jxVa04/mCzq2FRJTsHvS8psLvDk0gsGmNOzFR04Oat9R6d13+OndO9jJ3Xjl/bp/35hr7JeSk8/d0LPuXCDrrpwva7YMdHxp0zFSjXc3XN+5bYkL5Vq/O6Nh78/E8Ph11BW40NpOadGyDk+XdaTk0UdmSrpyFRJT04WdTT8PrvEHxqLSTcdW4bCQsJQxtNw1tNoLq2ta/IazaU1mqsHyLQyXqoRuEp+Nfz0rxqG86qy6ZRGc8GneBvHcto+EYTp+jrxSx0TipWqDp8u6uDJWR08WdATJws6eHJWJ2crYfiTMuFrtH40q3UjwfG/vqnTxHBGGS/VOP5OFf3g32qyqEOninrsxIwePz6rLzx8dNkVcbyUhT97Wrl0SpVaTeXwmNhpcaX5OZqDuFPwO+Uv8OBmahTvchlP+UxKuXRw7K7WnAqVudeiUK4u+BirxS/9yMV6+0t39XsYZ+jmu8ZCvxHzX73FbhPlvsGFzt0s6WZJ2rNnT8//d7zr2ks1VfSVTpnSYfU0qKSa0qm5qmo6FZz3a8FBJvgrMwgl9XBU/wsu1fTLY/W/9ppaBUp+EFzrf9XVf0GKlarKVbfgP958TkEwKfk1lSo1Ff1q47tzajyflwr+Sk3V2xUaYwz+aq2H6Hq48msu/IvdlEt7Gsl5Gs1lNJrzNJoPKrvD2bTS3pl/lXspCy6z+QExpVRKSqdSTYHRgspwWEEJDtzBv6tJGs3PHeC68RF+O8zCynYu3fY20Yup1VykTx6cc5oq+ToxXdbxmbJOzJR1Yqakk7MVnQzPn5wNvh86VdCJ8KPTOGS9lJyCP8oW+2Or/hH81om8towHgXvLmry2hh/P1l/KU7MVPXZ8Vg8cOq1/33tMp2Yrynim5120Qb92zaX6kd2bIwXibDqlXZvHtGvzWCw/Y6e8lOlVV2zTh/7tEZ0uVJYNnyupci1JRyKE67v2H9fJ2YpefcX2XgztDF7KtH0iaCNoxZrhjNYMr9Hl29founDc0yVfdz96QnfuO66v7jumP77je3rv54P/w7s2j+riTWO6aPOoNo3ltW4ko4nhrDyzRnGi/qnaiZlyo/3h0OkgUJ9o2uFTCkJSvVWhVpPK4TF3shD8kR7FUMbT5vGcNo3l9ZRt43rxJZuC8+M5rRnKhJ+4BV/DWa/xflU/TtePuyvleFqXz3g6f8OIzt8wEttjXrbI37XFSrVRlZ8p+cqGnyDnMimN5TLKZxZ/v6m3I04WKk0FloomC0GVu9ooZgWf2tY/ta6Gha1qTY3Tfm3uelNwHMulvbANMfg/Vg7fj+vfS+H7ez071AtF9U++h7NBoWgsfO8czaWVTafmQpeTnOYKPy4ssCm8LBVWy+t5p55/Ml7wvl2tnf0z1T9Vbf7ZzSz4VL7+iXz4R0EqFWSNiu9UrtYaVfpy+DPuWLeyqtZSd8P1QUk7ms6fI+lQxNtkI9x3RXjqORP9HsLAGtLq/Dg2blFbesxM4/mMxvMZ7Yz4ZuRXazpdqOjkbFknZys6MVM+44+pTMqUy6Qan3rk017jTXok5zVaZZo3OanWgo+BJ8PHPXy6qMOnCjp0uqgnThZ0+HRBX913TE9OFpes9mxbk9dLLt2kl122Wc/ftSERG4i8fPdm/dmX9utL3zuqVz1t25K3XTGV6xY2krnjoWAny+fvindCaK+N5tJ68SWb9OJLNkkKqtt3PXJcdz9yQg8/OaWv7juuT9z3ROTH2hZWa596zoS2TwR/WG5bE1RvN4/nF62GV2tOk4XgE6xTs2VNFn2ZpHQYbtaPZrVpLKfRXHrFBePVJh8Gvnb+mDWbq2pjMHTzlb5b0i4zO1/SE5JeJ+k/z7vNbZJuCHuqny3ptHPusJkdjXBfAF2W9lJaP5rT+hgDnJeyRkvIjnXDeuo5C9/Or9Z0bLqsH0wWVfZrjarf2uGstq0Z0prh1R+m57tix1qtH8nq8995ctlwfXSqpHTKNNGD9oqlNLZAX2bFEOecPv/QET3vog2rtk95MWuGM3rFU7boFU/Z0rhsOvyU6MRs8ImQc67Rr7pmKNOY89BJ4PJSprUjWa0dyUqKr3oLoDNdC9fOOd/MbpD0GUmepFuccw+a2VvC62+SdLukayXtlTQr6U1L3bdbYwWw8qS9lLasycfeRrOSeSnTSy7dpM88+ANVqrUl19E+Nl3S+tFs1yYjR7V+NKeULV+5fvjJKT1xqqAbYlrbeqWrVyrPXd/ZJkMAVp+ufkbhnLtdQYBuvuymptNO0luj3hcAku5luzfr4/ce1N2PnNBzllhPu99bn9d5KdO6kZyOTi29kcwdDx2RJL300k29GBYA9A0LdgLACvL8XRuU9VL61+8eWfJ2x6bLfe+3rtu6Jq+DJwtL3ubzDz2pp56zRpvGB+eTCACDiXANACvIcDatZ1+wTl94eOlwfXSqtGLC9YUbR7TvyPSi1x+bLumbB07pJVStAQwAwjUArDAvvmST9h0N1thdSKFc1ZNTRZ27zNJ3vbJr85gOnS4uunHIv373iJyTXnbZ5h6PDAB6j3ANACvMi8MK7xe/t3D1et/RaTknXbRptJfDWtSFG4NxLFa9vuOhJ7VlPFhjGQCSjnANACvM+RtGtHP9sL6wSN/1vqNBiF0p4XrX5mAcexcI18VKVf/2/WN6yWWbWGsZwEAgXAPACvSiSzbpq/uOq1g5e5vq7z85LS9l2rl+ZaxtfN66YWU80/cXCNd37juu2XJVP0JLCIABQbgGgBXoxZduUsmv6c79x8+6bu+RaZ23bnjRnft6Le2ldP6GkQUr1//ywGGN5dJ6zkXr+zAyAOi9lXFkBgCc4dnnr9NQxluwNWTv0WlduEJaQup2bRrT3iNTZ1xWqdb02e88qZdetkm5dLJ2ZQSAxRCuAWAFymc8Pfei9eFKG65xeaVa06PHZlZMv3XdhZtG9fiJ2TPaWL62/4ROzVZ09eVb+zgyAOgtwjUArFAvumSTDp4saN/RmcZljx2flV9zumjjygrXuzaNquakhw5PNi67/YHDGsp4euHFG/s4MgDoLcI1AKxQL7okCKWf+86Tjcvqfc0rrXL9gl0blUun9A/fOChJOjFT1v+77wldc/kWDWVpCQEwOAjXALBCnbN2WM/auU4f+fpjqtaC1pC79h9XxrMVF67XDGd07Q9t1T/dd0izZV+3fOURFSpV/fyLLuz30ACgpwjXALCCvfE55+nAiYK++PARzZZ9/cM3Duqay7dqJJfu99DO8rof3qGpkq/fu/27+quvPqprLt+iXZvH+j0sAOiplXd0BgA0vOIpW7RlPK8P/tt+HTgxq6mirzdcdV6/h7WgZ52/Trs2jeqv73pM60ay+sWXXdzvIQFAzxGuAWAFy3gp/czzz9fvfuoh3bX/hC7dMqY9563t97AWZGb62599tk7NVnThxlF5KXZkBDB4CNcAsMK9+Xnna/fWcf3N1x7Ta/fsWNHbiG8ay2vTWL7fwwCAviFcA8AKZ2Z6zkUb9JyLNvR7KACAZTChEQAAAIgJ4RoAAACICeEaAAAAiAnhGgAAAIgJ4RoAAACICeEaAAAAiAnhGgAAAIgJ4RoAAACICeEaAAAAiAnhGgAAAIgJ4RoAAACICeEaAAAAiAnhGgAAAIgJ4RoAAACICeEaAAAAiAnhGgAAAIgJ4RoAAACICeEaAAAAiIk55/o9htiY2VFJj0W8+QZJx7o4HMSH12p14fVaXXi9Vhder9WF12t1aeX1Os85t3GhKxIVrlthZvc45/b0exxYHq/V6sLrtbrweq0uvF6rC6/X6hLX60VbCAAAABATwjUAAAAQk0EO1zf3ewCIjNdqdeH1Wl14vVYXXq/VhddrdYnl9RrYnmsAAAAgboNcuQYAAABiNVDh2sx+wsweNLOame1punynmRXM7Jvh1039HCcCi71e4XXvMrO9Zvawmb2iX2PEwszsPWb2RNPv1LX9HhPOZmZXh79De83snf0eD5ZmZo+a2bfD36l7+j0enMnMbjGzI2b2QNNl68zsc2b2/fD72n6OEXMWeb1iee8aqHAt6QFJr5H05QWu2+ecuyL8ekuPx4WFLfh6mdluSa+T9BRJV0v6gJl5vR8elvHept+p2/s9GJwp/J15v6RrJO2W9Prwdwsr24vD3ymWd1t5/lLBe1Kzd0q6wzm3S9Id4XmsDH+ps18vKYb3roEK1865h5xzD/d7HIhmidfrOkm3OudKzrlHJO2V9Kzejg5Y9Z4laa9zbr9zrizpVgW/WwDa4Jz7sqQT8y6+TtJfhaf/StKrezkmLG6R1ysWAxWul3G+md1nZl8ys+f3ezBY0nZJB5rOHwwvw8pyg5ndH370xkehKw+/R6uPk/RZM7vXzK7v92AQyWbn3GFJCr9v6vN4sLyO37sSF67N7PNm9sACX0tVZA5LOtc593RJvyTpI2Y23psRD7Y2Xy9b4DKWvemxZV67GyVdKOkKBb9f/7ufY8WC+D1afZ7rnHuGglaet5rZC/o9ICBhYnnvSsc4oBXBOfeyNu5TklQKT99rZvskXSyJCSNd1s7rpaDCtqPp/DmSDsUzIkQV9bUzsw9K+mSXh4PW8Xu0yjjnDoXfj5jZPypo7VloDhFWjifNbKtz7rCZbZV0pN8DwuKcc0/WT3fy3pW4ynU7zGxjfUKcmV0gaZek/f0dFZZwm6TXmVnOzM5X8Hp9vc9jQpPwTaTuxxRMTsXKcrekXWZ2vpllFUwSvq3PY8IizGzEzMbqpyW9XPxerQa3Sfqp8PRPSfqnPo4Fy4jrvStxleulmNmPSfpTSRslfcrMvumce4WkF0j6bTPzJVUlvcU515Umd0S32OvlnHvQzD4m6TuSfElvdc5V+zlWnOUPzOwKBW0Gj0r6ub6OBmdxzvlmdoOkz0jyJN3inHuwz8PC4jZL+kczk4L37o845z7d3yGhmZl9VNKLJG0ws4OS3i3p9yV9zMzeLOlxST/RvxGi2SKv14vieO9ih0YAAAAgJrSFAAAAADEhXAMAAAAxIVwDAAAAMSFcAwAAADEhXAMAAAAxIVwDwApiZlUz+2bT1zv7PSbpjHFtW+I27zGz35t32RVm9lB4+gtmNm1me7o9XgDoF5biA4AVxMymnXOjMT9m2jnnd/gYy47LzC6R9C/OuQuaLvt9STPOud8Jz39R0q8459gBF0AiUbkGgFXAzB41s98ys2+Y2bfN7NLw8hEzu8XM7jaz+8zsuvDynzazj5vZP0v6rJkNm9nHzOx+M/s7M/uame0xszeb2Xubnudnzez/RBjPy83sznA8HzezUefcw5JOmdmzm276Wkm3xvuvAQArF+EaAFaWoXltIf+p6bpjzrlnSLpR0q+El/2GpH91zv2wpBdL+sNwe2xJukrSTznnXiLpFySddM49VdLvSHpmeJtbJb3KzDLh+TdJ+oulBmhmGyT9pqSXheO5R9IvhVd/VMFW6jKzKyUdd859v/V/BgBYnQZq+3MAWAUKzrkrFrnuE+H3eyW9Jjz9cgXhuB6285LODU9/zjl3Ijz9PEl/IknOuQfM7P7w9IyZ/aukV4a90Rnn3LeXGeOVknZL+vdwO+6spDvD626V9FUz+2UFIfujyzwWACQK4RoAVo9S+L2queO3SfrxsCWjIWzNmGm+aInH/XNJvy7pu1qmat30WJ9zzr1+/hXOuQNm9qikF0r6cQXVcwAYGLSFAMDq9hlJb7OwhGxmT1/kdl9R0P8sM9st6YfqVzjnviZph6T/rGiV5rskPdfMLgofb9jMLm66/qOS3itpn3PuYGs/DgCsboRrAFhZ5vdc//4yt/8dSRlJ95vZA+H5hXxA0sawHeTXJN0v6XTT9R+T9O/OuZPLDdA5d1TST0v6aPh4d0m6tOkmH5f0FDGREcAAYik+ABgAZuYp6KcumtmFku6QdLFzrhxe/0lJ73XO3bHI/WNZIpCl+AAkHZVrABgMw5K+YmbfkvSPkn7eOVc2swkz+56CiZQLBuvQ5HKbyCzHzL4g6QJJlXYfAwBWOirXAAAAQEyoXAMAAAAxIVwDAAAAMSFcAwAAADEhXAMAAAAxIVwDAAAAMSFcAwAAADH5/wFljycxrx3iuQAAAABJRU5ErkJggg==\n", "text/plain": [ "<Figure size 864x576 with 1 Axes>" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(12, 8))\n", "plt.plot(model.impulse_axis, model.impulse_response)\n", "plt.xlabel('Energy [eV]')\n", "plt.ylabel('Intensity [a.u.]')" ] }, { "cell_type": "markdown", "id": "3842cb23-a961-4a60-9e9e-d341256e1bb7", "metadata": {}, "source": [ "## Save model" ] }, { "cell_type": "code", "execution_count": 50, "id": "4e612338-401e-4fd5-bef7-a6579af0d3d3", "metadata": {}, "outputs": [], "source": [ "model.save(\"VS_p5576_viking.joblib\")" ] }, { "cell_type": "markdown", "id": "4d7f95c2-e16d-43b2-a0c5-28a968490bb0", "metadata": {}, "source": [ "## Apply model in data not used in training" ] }, { "cell_type": "code", "execution_count": null, "id": "dc56d30b-7db8-49ce-82ed-d01d8b6670d8", "metadata": {}, "outputs": [], "source": [ "pes_test = {ch: pes_data[ch][n_test:, :] for ch in pes_data.keys()}\n", "vik_test = vik[n_test:, :]\n", "xgm_test = xgm[n_test:,:]" ] }, { "cell_type": "code", "execution_count": 52, "id": "0d8054bb-8ad6-4ee4-8d0c-8ac4ee990179", "metadata": {}, "outputs": [], "source": [ "vs_test = model.predict(pes_test, pulse_energy=xgm_test)" ] }, { "cell_type": "code", "execution_count": 53, "id": "e087883a-43e3-4e19-9041-6740704d7df7", "metadata": {}, "outputs": [], "source": [ "vs_test[\"energy\"] = model.get_energy_values()" ] }, { "cell_type": "markdown", "id": "c4f0861c-a124-4812-beb1-0b8cd56d89c1", "metadata": {}, "source": [ "Add Viking in the same dictionary for convinience. In practice this would not be done in inference: it is done here to validate the results obtained." ] }, { "cell_type": "code", "execution_count": 58, "id": "a5bd5573-afc9-45b3-9f25-7c713e08dfa9", "metadata": {}, "outputs": [], "source": [ "vs_test[\"viking\"] = vik_test" ] }, { "cell_type": "markdown", "id": "6e30cc51-41e0-4458-8867-f43605324fc6", "metadata": {}, "source": [ "Now we can plot it:" ] }, { "cell_type": "code", "execution_count": 59, "id": "44e5df6a-dfc9-47ab-9f37-03fdd0687698", "metadata": {}, "outputs": [], "source": [ "def plot(data, i):\n", " \"\"\"Plot prediction and expectation.\"\"\"\n", " from matplotlib.gridspec import GridSpec\n", " fig = plt.figure(figsize=(24, 8))\n", " gs = GridSpec(1, 2)\n", " ax = fig.add_subplot(gs[0, 0])\n", " ax.plot(data[\"energy\"], data[\"viking\"][i], c='b', lw=3, label=\"Viking\")\n", " ax.plot(data[\"energy\"], data[\"expected\"][i,0], c='r', ls='--', lw=3, label=\"Prediction\")\n", " ax.fill_between(data[\"energy\"],\n", " data[\"expected\"][i,0] - data[\"residual\"][i,0],\n", " data[\"expected\"][i,0] + data[\"residual\"][i,0],\n", " facecolor='gold', alpha=0.5, label=\"68% unc.\")\n", " ax.legend(frameon=False, borderaxespad=0, loc='upper left')\n", " ax.spines['top'].set_visible(False)\n", " ax.spines['right'].set_visible(False)\n", " ax.set(\n", " xlabel=\"Photon energy [eV]\",\n", " ylabel=\"Intensity [a.u.]\",\n", " title=\"Comparing with the original Viking\",\n", " )\n", " ax = fig.add_subplot(gs[0, 1])\n", " viking_smooth = fftconvolve(data[\"viking\"][i], model.impulse_response, mode=\"same\")\n", " ax.plot(data[\"energy\"], viking_smooth, c='b', lw=3, label=\"Viking (convolved to VS resolution)\")\n", " ax.plot(data[\"energy\"], data[\"expected\"][i,0], c='r', ls='--', lw=3, label=\"Prediction\")\n", " ax.fill_between(data[\"energy\"],\n", " data[\"expected\"][i,0] - data[\"residual\"][i,0],\n", " data[\"expected\"][i,0] + data[\"residual\"][i,0],\n", " facecolor='gold', alpha=0.5, label=\"68% unc.\")\n", " ax.legend(frameon=False, borderaxespad=0, loc='upper left')\n", " ax.spines['top'].set_visible(False)\n", " ax.spines['right'].set_visible(False)\n", " ax.set(\n", " xlabel=\"Photon energy [eV]\",\n", " ylabel=\"Intensity [a.u.]\",\n", " title=\"Same, with smoothened Viking\",\n", " )\n", " plt.show()" ] }, { "cell_type": "markdown", "id": "f9bb6495-51db-4775-ba91-c7b936dc0b33", "metadata": {}, "source": [ "These are the last 10 train IDs, which were not used in training." ] }, { "cell_type": "code", "execution_count": 60, "id": "c8ffc289-c10a-48bb-b1e0-1ebeb61880dd", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "<Figure size 1728x576 with 2 Axes>" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plot(vs_test, 0)" ] }, { "cell_type": "code", "execution_count": 61, "id": "8c61b6fe-111f-4c2f-91b6-2fb83c56c9d7", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "<Figure size 1728x576 with 2 Axes>" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plot(vs_test, 1)" ] }, { "cell_type": "code", "execution_count": 62, "id": "373ca950-0378-4d7d-96ca-57ad951ebbf3", "metadata": {}, "outputs": [ { "data": { "image/png": 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\n", "text/plain": [ "<Figure size 1728x576 with 2 Axes>" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plot(vs_test, 2)" ] }, { "cell_type": "markdown", "id": "1f0f3f20-060a-488a-9f61-6b4cb3cf1614", "metadata": {}, "source": [ "## Apply it in new data without Viking" ] }, { "cell_type": "markdown", "id": "d99852b3-ec27-44e7-bd63-056fa3804810", "metadata": {}, "source": [ "Retrieve PES and XGM data into the expected format.\n" ] }, { "cell_type": "code", "execution_count": null, "id": "371f7583-5d0d-44d0-b41b-20cf4279da45", "metadata": {}, "outputs": [], "source": [ "runTest = 321\n", "\n", "# bunch pattern table\n", "fields_bpt = [\"bunchPatternTable\"]" ] }, { "cell_type": "code", "execution_count": 65, "id": "83fe11bc-aa8b-4037-aa15-4a36e3104bf5", "metadata": {}, "outputs": [], "source": [ "from pes_to_spec.model import Model\n", "model = Model.load(\"VS_p5576_viking.joblib\")" ] }, { "cell_type": "code", "execution_count": 66, "id": "6115d454-d695-441e-b70f-40ac4a336355", "metadata": {}, "outputs": [], "source": [ "_, data_inf = tb.load(proposal, runTest, fields + fileds_bpt)\n", "\n", "# transform PES data into the format expected\n", "pes_data_inf = {k: da.from_array(data_inf[item].to_numpy())\n", " for k, item in pes_map.items() if item in data_inf}\n", "xgm_inf = data_inf.XTD10_SA3.to_numpy()\n", "\n", "# assume it does not change:\n", "bpt_inf = data_inf.bunchPatternTable.isel(trainId=0).to_numpy()" ] }, { "cell_type": "code", "execution_count": 7, "id": "056c231d-49cf-4280-b7b2-8884b50e710e", "metadata": {}, "outputs": [], "source": [ "# assume the same bunch pattern structure throughout the run!\n", "fel_pos = indices_at_sase(bpt[0,:], sase=3)\n", "fel_pos -= fel_pos[0]\n", "freq_ratio = {ch: 220 for ch in channels}\n", "sample_pos = {ch: fel_pos * 2 * freq for ch, freq in freq_ratio.items()}\n", "pulse_spacing = sample_pos" ] }, { "cell_type": "code", "execution_count": 8, "id": "938f91a8-ab92-407e-a679-c5ce2c8589e5", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'channel_1_A': array([0]),\n", " 'channel_1_B': array([0]),\n", " 'channel_1_C': array([0]),\n", " 'channel_1_D': array([0]),\n", " 'channel_2_A': array([0]),\n", " 'channel_2_B': array([0]),\n", " 'channel_2_C': array([0]),\n", " 'channel_2_D': array([0]),\n", " 'channel_3_A': array([0]),\n", " 'channel_3_B': array([0]),\n", " 'channel_3_C': array([0]),\n", " 'channel_3_D': array([0])}" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "pulse_spacing" ] }, { "cell_type": "markdown", "id": "cec450da-e557-4b39-a00c-39b55eb6b28b", "metadata": {}, "source": [ "If there are multiple pulses in a train, the pulse spacing above tells us about how many samples there are between them. The first item in the list above is always zero, as the task of identifying the position of the first pulse is taken care through the Virtual Spectrometer itself.\n", "\n", "Now we can do the prediction itself. To get each pulse in a train, the `pulse_spacing` should be specified as the one above." ] }, { "cell_type": "code", "execution_count": 67, "id": "d9f267f7-3e0d-4101-97f0-019c837b5e5e", "metadata": {}, "outputs": [], "source": [ "vs_inf = model.predict(pes_data_inf, pulse_energy=xgm_inf, pulse_spacing=pulse_spacing)" ] }, { "cell_type": "code", "execution_count": 68, "id": "2be3b1ac-5e21-4503-b763-ba7723b808c2", "metadata": {}, "outputs": [], "source": [ "vs_inf[\"energy\"] = model.get_energy_values()" ] }, { "cell_type": "markdown", "id": "cdd39379-bb88-4717-bcf5-beb4440daf78", "metadata": {}, "source": [ "Now we can plot it:" ] }, { "cell_type": "code", "execution_count": 69, "id": "c9ea5c57-cdf3-4268-856f-44b48cd3fb69", "metadata": {}, "outputs": [], "source": [ "def plot_new(data, i):\n", " \"\"\"Plot prediction and expectation.\"\"\"\n", " from matplotlib.gridspec import GridSpec\n", " fig = plt.figure(figsize=(12, 8))\n", " gs = GridSpec(1, 1)\n", " ax = fig.add_subplot(gs[0, 0])\n", " ax.plot(data[\"energy\"], data[\"expected\"][i,0], c='r', ls='--', lw=3, label=\"Prediction\")\n", " ax.fill_between(data[\"energy\"],\n", " data[\"expected\"][i,0] - data[\"residual\"][i,0],\n", " data[\"expected\"][i,0] + data[\"residual\"][i,0],\n", " facecolor='gold', alpha=0.5, label=\"68% unc.\")\n", " ax.legend(frameon=False, borderaxespad=0, loc='upper left')\n", " ax.spines['top'].set_visible(False)\n", " ax.spines['right'].set_visible(False)\n", " ax.set(\n", " xlabel=\"Photon energy [eV]\",\n", " ylabel=\"Intensity [a.u.]\",\n", " title=\"\",\n", " )\n", " plt.show()" ] }, { "cell_type": "code", "execution_count": 70, "id": "99256b0f-780d-4a20-bc70-6e0b894c584c", "metadata": {}, "outputs": [ { "data": { "image/png": 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JkgJtESke259coz01TfbaDhRvPCIiIgFSoC0ixZNaOjIlXaAdcw8REZExTjXaIlI8th9aehP7k7y2fm298NcXob0PqsvgSwNgKkdnjCIiIgWiQFtEisf2QVtPYr/JC7RbeuCLt7ntuY0u0EaBtoiIjG0qHRGR4rH90OrLaDd5/bPrfUF1Rx9YTYgUEZGxTxltESke2wenvQkWTnUB94wGdzw10I71Q3h0higiIlIoCrRFpHhsP3zqzYOPV4Shqgx6IxC10N0BjdOKPz4REZECUumIiBSP7cv8nD+r3bor+LGIiIgETIG2iBRProF2W0vwYxEREQmYAm0RKR7bn/m5hqrEdltr4EMREREJmmq0RaR41m2Bb90GjVWw1xS4+MjEc/6Mdntr0YcmIiJSaAq0RaR4Nu6AP7/otg+dnTnQbmsr7rhEREQCoNIRESkOG4G27sS+v1Qkdb+9vThjEhERCZAy2iJSHIMWq6lOfv7Q2dA7ADXlsOeM4o5NREQkAAq0RaQ4Updfb0zJaF+41D0Aag8s3rhEREQCotIRESkO2w9taZZfT3vuQPDjERERCZgCbREpjtTSkdQa7aRzI8GPR0REJGAKtEWkOGw/dOQYaKOMtoiIjH2q0RaR4rB90OFbsKahMvn5l7bCH56D7gFYsgUuOb244xMRESkwBdoiUhy2Hzp9S7DXpwTaa3bBTx9z26cbuKR4QxMREQmCSkdEpDhsP3T4Au06L9AOTwYTcm394rp6EBERGeuU0RaR4rD9cNHh8PZ9oLMf5ja54zXHQO9yqFmbOLe7N80NRERExhYF2iJSHLYP3pPSHztUBZWLIdYNtU8kjnf1ISIiMtapdEREisP2Dz4WngKmDCr2gZqKxHFltEVEZBxQoC0ixZEu0A41uZ/hKck12t3KaIuIyNinQFtEiiNtRrvR/TRlUFefON6V5lwREZExRjXaIlIcO3bAeb903UZmN8D335nIaAPUTUlsd/eDtWBM0YcpIiJSKAq0RaQ4WlrhyfVue/4k9zPclHi+sgnKQzAQg2gM+vuhMqXXtoiIyBii0hERKY729sR2vId2qDFxLFSXPCGyq6s44xIREQlIYIG2MWauMeZ+Y8xKY8xLxphLvOOXG2M2GmOWe49TfddcZoxZZYx5xRhzku/4ocaYF7znrjJG3yeLjDntnYnt+KqQ/tKRUD1cdBj829Hw5ROgvBwREZGxLMjSkQjwBWvtM8aYeuBpY8zd3nNXWmu/5z/ZGLMIOBfYH5gF3GOMWWitjQJXAxcDjwO3AycDdwQ4dhEptI6OxHZ9peuhHfKVhoTq4ctvTezXVRVvbCIiIgEILKNtrd1srX3G2+4AVgKzs1xyBnCztbbPWrsGWAUcboyZCTRYax+z1lrg18CZQY1bRALS4SsFqatwpSJ+qft2IPgxiYiIBKgoNdrGmPnAwUB86bfPGGOeN8b80hjjzYpiNrDed9kG79hsbzv1eLrXudgYs8wYs2z79u2F/COIyEhYCx3dif26SjC1yeeE6lOuiQQ/LhERkQAFHmgbY+qAPwGfs9a248pA9gKWAJuB78dPTXO5zXJ88EFrr7XWLrXWLm1ubh7p0EWkUGw/dPgWoamvhFBN8jmpgTYKtEVEZGwLtL2fMaYcF2T/1lr7ZwBr7Vbf89cB//B2NwBzfZfPATZ5x+ekOS4iY4Xth05foF1XAaGUjLapgl88CY+she4B+MpBcOJZRR2miIhIIQXZdcQAvwBWWmv/z3d8pu+0s4AXve1bgXONMZXGmD2BfYAnrbWbgQ5jzJHePS8A/hbUuEUkCP3Q6VvtsT5N6Yipgmc3wT9Wwn2rYO3aoo5QRESk0ILMaB8NfBB4wRiz3Dv2FeA8Y8wSXPnHWuDjANbal4wxtwArcN8Zf9rrOALwSeB6oBrXbUQdR0TGktTSkbo0pSMmBNW+Pto93YiIiIxlgQXa1tp/kb6++vYs11wBXJHm+DLggMKNTkSKyvbDRYfD8Xu5EpLD5w4uHQGo8rX061agLSIiY5uWYBeR4Nl+WDLLPeJMzeDzanyBdq8CbRERGdu0BLuIBM/2Dz6WLqNd7Qu+e3qCG4+IiEgRKNAWkeDlGmj7S0cUaIuIyBinQFtEgpcaaBuTvnTEn9HuVaAtIiJjm2q0RSR4th+O/BGEjOs48rdPwNQ0n/OrfVnubgXaIiIytinQFpHgRXth9a7EfnXqKpDx475AW6UjIiIyxql0RESC19Ge2K4ph/I0ZSMANXWJ7b6+9OeIiIiMEcpoi0jw/IF2faVbBTKdxfvBt0+CqnLY99jijE1ERCQgCrRFJHjtbYntukow1enPW7AXXHyk265eHPy4REREAqTSEREJXkdHYjtbRttU+nYigQ5JREQkaAq0RSR47SmlI6EcAm2rQFtERMY2BdoiEjx/Rru2InPpiD/TrUBbRETGONVoi0jwOroS29lKR3Z2wBm/hN4INE6Ch84uzvhEREQCoEBbRILX3pnYrqvIXDoSqoQn17vtpvb054iIiIwRKh0RkeB1dCe267N0HaluSGz3DQQ7JhERkYApoy0iwXv/QXD0HOjshzmNmUtHahoT2z39YC0YU5wxioiIFJgCbREJlo3AtBr3iMtUOhIOQ0UY+qNuv68PqjKcKyIiUuJUOiIiwbJpSkAylY4AVPo+//f0FH48IiIiRaJAW0SCZfsHH8tUOgJQXZHY7u0t/HhERESKRIG2iATL9kM0ltg3FWCy/NVT5Qu0ldEeG2Kd0H4L2Ohoj0REpKQo0BaRYNl+eNf1MOfbsO//wLPbsp9frUB7zBlYB30rILJxtEciIlJSFGiLSLBsP3T1uwmOLT1QmaU+G5TRHosim9zPgTWjOw4RkRKjQFtEAjYA3b467br67KdXVya2FWiPDZHN7mf/6tEdh4hIiVF7PxEJVjyjHVc7RKD91fNg18tQVQ777xvs2KQw4hntyEb1PhcR8VGgLSLBSg206xoznwtw3MEQbzbSNERQLqMv2gYx75sHG3ETI8P6vYmIgEpHRCRo0V7o9vXSHiqjbXw12jYSzJikcGKtKfstozIMEZFSpEBbRILV1Z7YrimHsprM50JyoI0C7ZIX60jej7aOyjBEREqRAm0RCVanLxCrqQBTmflcAFOe2FZGu/SlBtrKaIuI7KZAW0SC5Q+0aysgNESg/T+/g4P+z/Xc/vHPgh2bjNygjLYCbRGROE2GFJFgdaaUjgyV0e7qg81e8Nbenv1cGX1RBdoiIpkooy0iwUrNaA8VaFf7arh7uoMZkxTOoNKR1lEZhohIKVJGW0SCdcg8eOELrsWfIb9Au1cL1pS8QYF2h3ppi4h4FGiLSLDKLEyvS+wPGWjXJra1MmTpSw20bQxsF5i69OeLiEwgKh0RkYD1J++aquynK9AeO2J9bkGiQcc7iz8WEZESpEBbRIKVGogpoz1+2AwBtQJtERFApSMiErSWVujqcB1HcpkMWeMrOVCgXdpiGSarKtAWEQEUaItI0H56P3z/Prd96fHwnYqsp1PtC7R7ewMblhSAAm0RkaxUOiIiweryZaVrq4fuRpEUaPcFMyYpDJvhG4fUCZIiIhOUAm0RCY6NugVo4upqM58bl1Q6oox2ScsYaCujLSICKh0RkSDZftc/Oy6XQPuAxXDHR6EyDNOPDm5sMnIxBdoiItko0BaR4Nh+6B5I7OcSaNfVwWELXOu46qnBjU1GThltEZGsVDoiIsFJzWjX5rqIiZcDsJGCD0kKKFNGO1PbPxGRCUaBtogEZ1DpSI6Btin3NhRolzSbqetIH9iB9M+JiEwgCrRFJDi2LyXQrs/tOlMOkRh0KDNa0jJltEHlIyIiqEZbRII0KKPdMPQ10ShM+zcXaAPEzh+6JaCMjkw12gCxLghPKt5YRERKkDLaIhKcQYF249DXhMPJgXWfemmXrKyBtjLaIiIKtEUkOLYfYjaxX59DRhug2rd6pJZhL0026mqxM1GgLSKi0hER8dgYDKyBir0KeM9+eO1LEI25Nn9VOdZoV1VAuxdgaxn20hTPZvdG4JrH4B8rYXod/OxsqKsA2zW64xMRKQHKaIuIM7AK2n8LkR2Fu6f1ykbCIaivhFBVbtdVKaNd8mLeB6AfPwL/dR88vxnufg1+v9x7XhltEREF2iLi9C73stqvF/Cm/cm7piL9aamqKhPbCrRLUzyj/fCa5OMPefsKtEVEFGiLCGBtIsAeWFvA+6YG2pXpz0tVrUC75NleV3//wubk44+udaVCCrRFRIILtI0xc40x9xtjVhpjXjLGXOIdn2yMudsY85r3c5LvmsuMMauMMa8YY07yHT/UGPOC99xVxqjXl0hBxXYlJrYNrHWBdyG0tsAT6+CFLbCxLfeMtgLt0hfrgbW7oDPlw1RbL7y4xbX3ExGZ4ILMaEeAL1hr9wOOBD5tjFkEfBm411q7D3Cvt4/33LnA/sDJwE+NMWHvXlcDFwP7eI+TAxy3yMQT2ZLYjvVAdGdh7vvca/DOX8GJP4NP/SX3jHaVr5ZbgXZpsr3wXEo2+7wl8JOzYI9JymiLiBBgoG2t3Wytfcbb7gBWArOBM4AbvNNuAM70ts8AbrbW9llr1wCrgMONMTOBBmvtY9ZaC/zad42IFEIkJWCKFmhCZJcv2KqtyCOj7Qu01XWkNNleNwEy7nPHwA/PgHMWQ1O1KxtKLR0SEZlgilKjbYyZDxwMPAFMt9ZuBheMA9O802YD632XbfCOzfa2U4+ne52LjTHLjDHLtm/fXtA/g8i45s9oQ+Ey2p2+8oGa8uFltLtVglCSbC80VsHimTCtDvafMfgclY+IyAQXeB9tY0wd8Cfgc9ba9izl1emesFmODz5o7bXAtQBLly4tUJGpyAQQ3ZayX6hAOzWjnWOgfdVX4JsHQ3UZzDujMGORwor1wueOdY+M52gZdhGZ2AINtI0x5bgg+7fW2j97h7caY2Zaazd7ZSHxf+E3AHN9l88BNnnH56Q5LiKFYAcg1pF8rFCBdld3Yru2CkyOX6JNbYbKOrcdzn6qjBKbQ0mPMtoiMsEF2XXEAL8AVlpr/8/31K3Ahd72hcDffMfPNcZUGmP2xE16fNIrL+kwxhzp3fMC3zUiMlLRXYO7jBQso+0LtOuqc7/OlCe2baQwY5HCsmkmqX7tTjjnRjjiR9Dao9UhRWTCCzKjfTTwQeAFY8xy79hXgO8AtxhjLgLWAecAWGtfMsbcAqzAdSz5tLU26l33SeB6oBq4w3uISCFEdw0+Fut07f5COZZ6ZNLlC8Zqa3K/zh9oo0C7JMXSZLQfXA2vePNj1rXCbHUeEZGJLbBA21r7L9LXVwOcmOGaK4Ar0hxfBhxQuNGJyG7pAm2AWCuEpg//vjYKXX2J/do8MtrdA7C5HXojMLAZZk0e/jgkGOs3w80PwcwG2GsKHDYX5jUlAu03WuAIZbRFZGILfDKkiJS4jIF2BzCSQLsfunzt3epqc7/2J7+Gr13ptr8Qhe/9ZPjjkGC8uBb++363fcJe8PvzYW5T4vkNbarRFpEJT0uwi0x0meqxY+0ju6/tG36gXeUrM+ntznyejA5rYYvvA9qMevdzel3i2LZO1WiLyISnjLbIRBdrTX88OtJAu9/1WZ7d4ALuhvrcr63xBWxaGbL02H5X2hMXD7Sbfb+37V1aHVJEJjwF2iITmbWZM9eFyGh//52J/aqDcr+2ylfPrZUhS4/tgS3pAm3ftxbbO1U6IiITnkpHRCayWAfYWObnRsL2Je/nuvw6QLUvM9qrjHbJsX2ww1fSE89kp2a0bU/m95eIyASQMaNtjLk1h+t3WWs/VLjhiEhRxdqyPFeA0hG/XFeFBKj212gro11yYj2uT3bcJO8bCH9Ge0eX+8bEdoOpQ0RkIspWOrIf8NEszxtArQBExrJAA+0RZLSrfAFbjwLtkmP7oM33e2mscj/9Ge0dXRCzrnwkpEBbRCambIH2V621D2a72BjzjQKPR0SKKZot0O5xy7MnLR6TB9sHf3kRKsJQWwGnvD33a2uU0S5ptjc5o93kZbSryqC+Ejr6IBJz50xS1xgRmbgyBtrW2luGujiXc0SkhGXLaIPrGhGeNMx798En/+yymgDtn8n92qqqxHZvX+bzZHTY3uSMdpPv9/WdU13A3VzrPmCpxZ+ITGDD6jpijLnYWnttoQcjIkU2ZKDdNfxAu6cjEWRXhqEijz7a1f6uIwq0S05fp1u9EyBsXEAdd87i5HPVeUREJrDhtvfLtLS6iIwlQ/XKHkmQ1OEL4msr8qzR9jKklWEoU3OkktPfBR84GFp7IRoDk+WfBAXaIjKBDSvQttb+rNADEZFRMFQLv5F87d/lu3dtRX5dR/baC3ZcBbGdUH3k8McgwagGrnxXbucq0BaRCWzIQNsY8//SHbfWfrPwwxGRorGxoQPpkQRJnb5seU2eGW1jIFQBMYDI8McgwbA5TlCN5vAeExEZx3LJaPv/lqwCTgdWBjMcESmaWKfrc5z1nJGUjqRmtPMItCHR7cQq0C45qa0b/e54GS6/260M+a5F8JP5RRuWiEipGTLQttZ+379vjPkekMtiNiJSymKdOZwzktIR3/1rK4B8A23vrycF2qUnW0bbAmt2ue3tXSodEZEJbTg12jXAgkIPRESKLJcl1kfytX9HSqCdb0b7uQ3Qvg5iETjtLAiHhz8WKax7l8M/nnQrQr55Phzn+yfBvzrk9i6VjojIhJZLjfYLuBwFQBhoBlSfLTLW2aAz2r5rhxNon/5t6PAWRWn9IjQ2Dn8sUlhPvw7XL3PbMZsSaPtWgdzWCbFesFEw+qAkIhNPLhnt033bEWCrtfouV2TMi+aQ0R5RoO1bEbCmMnsLuHQqyxOBdm+vAu1S0up77zRWJT/nz2jv6HLzAGJdEG4ozthEREpILjXabxRjICJSZDmVjnS7QCnfINlamFwJR+0BXf0wvzn/8VX72gH29GQ+T4rLRqDV9yGqqRpCddB4PrT9CmqBmnK3oE1/1K0gObkLUKAtIhPPcFeG/Ie19vShzxSRkpVL6YiNge0BU5Pnvfvg9P3cA4a3umSlr9SkN8d2chI82+sWqolrrILyuVA2A8rmQf9rMK0O1ra457d3wR6q0xaRiWm4S659rKCjEJHiyyWjDS7Qzldq+7d867MhOaOtQLt02D5o870nmqpdkA1Qvqf76a/T3t6pziMiMmENK9C21m4u9EBEpMhyDX5ioxRoV6l0pCTFUjLaTVVQNtNtV8QD7ZTOIwq0RWSCyqXryD7AfwOLcAvWAGCtVYs/kbEslz7a4Oq081XoQFsZ7dJhe5Mz2o3VEPYy2uFpYEIpgXanWvyJyISVS432r4CvA1cCJwAfBvKcGSUiJSXW41qu5Xpuvmw//PVF2NzhWvud2gz5Ng2p8nWzUKBdOlJrtCdPTnQUMWEI1aeUjiijLSITVy6BdrW19l5jjPE6kFxujHkYF3yLyFiUT+Az3BrtG5+Bh9e4/X0Ogf3yvIcC7dLU3+k6yQCEDDROT34+1ATvPxhOWugC7ik1uX97IiIyzuQSaPcaY0LAa8aYzwAbgWnBDktEApVP4BMbZulIPBgDqKvP/x7+QLtbGdGSsWtbYruxCspSvqoIN8GcRveIU0ZbRCaoXALtz+GWXf834Fu48pELAxyTiAQtn5rZ4Wa0O3112vXD6KE8oxnmNkJlGVSV53+9BKM8Bped4Ppjl4UglPK7DaWpEVKNtohMULksWPOUt9mJq88WkbEur4z2MAPtpIz2MALt//0q/Kc353ryqflfL8FoCMO/vyWxH0r5tiLcNPia4XwrIiIyDmRs72eMuXyoi3M5R0RKUD6B9nC7jow00Db+LHYk/+slGLGUevnUQDvU5J1nYVc3vLbDrSaZep2IyASQLaP9UWNMe5bnDXAucHlBRyQiwcunZnY4Ge1oL3T6Au2GpvzvYXx/PdmB/K+XYNghAu1wE1gLC/7bLcMOsPYr3jLsVYiITCTZAu3rgKFmMF1XwLGISLHkldEeRqDd1w2RmNsuD0Flbfbz0/IH2spol4zU98OgjHYjGOMmSsYD7R1dMKsTwlOKM0YRkRKRMdC21n6jmAMRkSLKZ3LacOprO9oS27UVw1uwZs1G+NcK6IvA4ifh6DPzv4cU3m8fhD8/4VaEPGN/OD8l0DZhCFW51n6bO9yxHeqlLSITUy5dR0RkvMkro93vFrcx4dyv6fRVndVVDi/QvvN+uOQPbvsTtQq0S8WK9XDfKre9/ywIVQ8+J1QHU33fYuzoUi9tEZmQMk6GFJFxLN/sYr7lIx2+QHu4Ge2qmsR2j7pWlIxWX8A8qSn9OaY2OdDe3qlAW0QmpCEz2saYydbaXcUYjIgUQawn/5rnWI/LUuaq1sC5S1wv7Zn1KR1EcuQPtLUyZGmwA9Dq+9AzaVL680J1MNX3+1PpiIhMULmUjjxhjFkO/Aq4w1prgx2SiARqOJnFfDPac+vgqjMS+8PJaNf4MqIKtEtDrNctVBM3aXL680K1rkY7bkcXWGW0RWTiyaV0ZCFwLfBBYJUx5r+MMQuDHZaIBCZdZrEvAp/8M5xxPTyzMc01eQbati95f1ilI75Au2cYnU+k8GwPtPp+FxkD7ZQa7e3KaIvIxDRkoG2du6215wEfxS2//qQx5kFjzFGBj1BECitdZvGGZfCnF+CxN+Cs62H5ppRr8gh0bdQ9/IYTaFf7Jtn19mU+T4rH9kK7P6M9Nf15oVpoTg20ldEWkYlnyEDbGDPFGHOJMWYZ8B/AZ4GpwBeA3wU8PhEptNSAx1r47bOJ/Z4I/PBfKefkE2inlHkYAwyjRtsfaPcp0C4JsR5o9f1+JzenP8+k6zqijLaITDy51Gg/BtwInGmt3eA7vswYc00wwxKRwKQG2ss3wcptycf+tQaiMQh7n8XzKR2xfXDPa3Dva67jyPEL4SyT/zirfKsI9qhGuyREOqHD+9BjgKYMgbY/o10Wch+27ADE+iBUWZShioiUglwC7a9Za2/xHzDGnGOt/YO19rsBjUtEgpIaaD+ydvA5PQOwZhfs7ZUG5JXR7oOn1sMvnnL71TVw1jDG6Q+0e/sznyfFs8v3gayhCsoyrPgZqoPp9fDKpW6FyJD3Qct2Agq0RWTiyGUy5JfTHLus0AMRkSJJ/Qr/uc2J7WPmwy3nw6tfSgTZkF9GO9YHXb7AuH44y6+jGu1S1LI9sd1YBaYm/XmhWhdcT6pOBNmg8hERmXAyZrSNMacApwKzjTFX+Z5qAPJswisiJSM1o/2cb+Lj/3s7LJk1+Jp8M9qdvsC4NkMwNpS6OjhkPlRZmDl3ePeQ7KyF3mVQfVhu50+phGve7eq0K8PpV4UE1zfdVLhVRf00IVJEJphspSObgGXAu4Cnfcc7gH8PclAiEiB/sNPaA2tb3HZ5CPablv6afAPtroHE/nAz2s3NcO/XYGA9VC4a3j0ku94noPNOMCGoOnTo8+sNvPvAxH6mjDa4rHZUgbaITGwZA21r7XPAc8aY31qb7zJyIlKSrAXr+/q+vhLu+zg8vxm2dUJlhr8S8p0M6S8dqctjRclUxhuPHch+ngxP7zPez+W5BdqpH7gyZbQBQjWwdQNsbHNdR/aeCvupdEREJpZspSO3WGvfCzxrjPGvBmlw7bUXBz46ESks2w02ltgPh+CAGe7h19IDr+2AfZtdLe5ISkfqRxBo7/4rSp/1Cy6yHSLe5MbIxtw6gvg/cJly98jE1ML/PgC/Wub2rzgZ9lVGW0QmlmylI5d4P08vxkBEpAhy+er+wt/DHS+77d+cB+9Y6IJnG3MlBkNJzWjXKqNdkvpXJrZtDAbWQuW+2a+x3YntbNlscKUjqb20tQy7iEwwGf/VtNbGWxHsANZba9/A9WU6CFe/LSJjTS6B9nRfYLxqh/tp7eCFaDKxfdDp7zrSkPv4Uv3mIfjpo/C9v0N399DnS+4iKX+ND6wZ+pr/vR2O+jGc8nP464rs56YLtNV1REQmmFz6aD8EHGuMmQTci5sg+T7gA0EOTEQCkBpot/W60hC/vacktl/fmdi2PUAOHURSM9r19XkPc7dv3gRbvcman2qFmmF2MJHBIltT9ofIn9gIbNiVeE+0DfEtQ6gWmn0f2rQMu4hMQLkE2sZa222MuQj4kbX2f4wxzw55lYiUHn+g0xuBhd91vY73aYa/fcj1PJ7blDhnU7vv2h4I5/AaqTXadSPIaFdV+Mar1SELJtYHsdbkY9Gt7psLk2EVz1h38vLrkyZlfw1Tk5zR3q6MtohMPDkF2saYo3AZ7IvyuE5ESo0/0F67Cyywqwe2dCQWFpnlC4z9gXauEyJtH3z2aFc+0tk3skC70hdo9+QxIVOyiwfVfrE+iO2C8JT019ge9w1I3FCBtn8ZdoDtnVqGXUQmnFxWhrwEtxLkX6y1LxljFgD3D3WRMeaXxphtxpgXfccuN8ZsNMYs9x6n+p67zBizyhjzijHmJN/xQ40xL3jPXWVMpnSLiAzJH2j7y0IWTE5sz2pMbKdmtHN6jV74wnHw9bfD/54OZVVDX5NJtS8gU0a7cFLLRnYf35L5mliP67seN2ly5nNhcKC9w8tma0KkiEwgQwba1tqHrLXvstZ+19tfba39txzufT1wcprjV1prl3iP2wGMMYuAc4H9vWt+aoyJf0l9NXAxsI/3SHdPEcmFP8hZ35rYnu/LTk6pgQrvf7+23sTExnwy2n6mIv15uajyBdo9mgxZMNEd6Y9nDbQ7UjLaGTLfcabW9WmPv5e6B1ztvuq0RWQCGTLQNsYsNMZca4y5yxhzX/wx1HXW2oeAXTmO4wzgZmttn7V2DbAKONwYMxNosNY+Zq21wK+BM3O8p4ikimUItP112SEDM3wTGDd7We1cM9qBBdoK0Aom2pL+eKZMN7hAOymj3Zz9NUK1rt57UOcR/R5FZOLIpdb6D8A1wM+BaAFe8zPGmAtw3Uu+YK1tAWYDj/vO2eAdG/C2U4+LyHAkBdptiW1/oA0wuxHWtbrtTe2wz9QRZLSzLGoylCpfr+bujuHfR5KlToSMi27PfM1AK7T7frdDBdom7Gqxm2sTJUgKtEVkgskl0I5Ya68u0OtdDXwLNwXrW8D3gY/gVptMZbMcT8sYczGuzIR58+aNdKwi44uNJmelM2W0AWb6JjDGM9q5BNo2Ci9sgP+6D+oq4MCZ8LUPDXPAJGe0+1Q6UjDR1vTHY61g+9N/C9Hiy3bXV0J5DgsRmVrYY5IrOWmuc9+WKNAWkQkkl0D778aYTwF/AXanM6y1uZaF7Gat3f03tTHmOuAf3u4GYK7v1Dm4RXE2eNupxzPd/1rgWoClS5dmDMhFJqTUACdboD27AcpDyQF3LqUjttd1MLnnNbff3jfC0hHfREpltAsj1uWC6XSshcgOKJ81+LmWbYntpiowOUxyDdXCz89JeX0F2iIyceQSaF/o/fyi75gFFuT7YsaYmb4VJ88C4h1JbgV+Z4z5P2AWbtLjk9baqDGmwxhzJPAEcAHwo3xfV0RIDnDaehNlANVlMDVlIZgvHg9fPTHR8g9yzGj3JvfQrq0YWemIf4GaHvVgLohM9dm7n9+WPtDe5Ssraaweegl2cIF2KgXaIjKBDBloW2v3HM6NjTE3AccDU40xG4CvA8cbY5bgAvW1wMe913jJGHMLsAKIAJ+21sbrwT+J62BSDdzhPUQkX5kmQs5pGrxISVWavxpyyWjHepNXhayrGFlGe+lBsHMFVJXDgjlDny9DyyXQTmfvWrjjIvchrTycW0bbKNAWkYltyEDbGFMDfB6YZ6292BizD7CvtfYf2a6z1p6X5vAvspx/BXBFmuPLgAOGGqeIDMHf2m+LrwxjTuPgc9Nen2NG2x9o144w0P7o+XBOxG03LB3+fSQh00TIuEiaQDvWAzUGDvV92MmpdKRm8DEF2iIygeRSOvIr4Gngzd7+BlwnkqyBtoiUGH+A87Z94I2vwLZOiOY4ncH2Zl+iO35OZ2pGewSlI8b3V5QdGP59JCHWlv35dC3+Yin18abCdRUZSqgW2nvhoTXuvVYZhvOXDv0+EhEZJ3IJtPey1r7PGHMegLW2R6szioxBqZnE6nLXESLtuRae2eiWzd7VDR84BGzMte7LlsmM9aTUaFcmB8v5Sro2wwQ+yU9q0Jzu+VhXcn116jWhHFf7NLWwuQM+covb32uK917qApND1xIRkTEul38B+40x1Xht9Ywxe+HrPiIiY0Q+X9kb4Mzrod+bKnHWgVBT7pWPZAmyUjPa9WlKB/Lhz4Yro10Y8aD57yvgmschFoMPHwbvPShxTmQrVPjmu0e3QyQGYeMy0SaHiZDggvVpvoB6m/cejHVBSIG2iIx/uQTalwN3AnONMb8FjgY+HOSgRCQAeQXa3op+8YVGtne67HesG8IZsuDgAu0O3+fw+jST4fLx7Etww93QG4Gl/fDxI0d2P4FoO2zthE//xf13BXhuMxy7Z6KdY3QrSY2lIlvgS7fBzctdx5H/+gB8LIfXCtW6VoAVYfehraPPLcXeqJ7oIjIxDLkEu7X2LuDdwIeAm4Cl1tr7Ax6XiBSaP9BevglW70zOPqdq9gXJ273WekNNiEydDFk/wqzlK6/Djx+Fnz8J9zw+9PmSnY25so2fPJIIssFlq3/7rG9/c/J1ka3Q2gsDMbe6YzjHCa6mxn1oS81qW7VqFJGJIZeuI/daa08EbktzTETGCn+g/f7fuYAJ4Ll/T16YJq7ZFxxtj3/lP0QmMpaS0W4YYaBd47u+O8cl4CWzWCcMROE3zyQf/6+T4Rxf6cjA2sS2jbnSkVbff/9JWb7V8AvVJgLtDd4kzK0dQ7+PRETGiYyBtjGmCqjB9cGeRGI59AbcojIiMlbEehM1zgNR2OkF2YbkgNrPn9HekUdG+7NHwxn7u4B77xH2vq72ja2nd2T3ElefvXJb4puMGfWw/N+TFyYCV14S2QFlUyG6A2wkOdCeMiW31zMhN3k2NaMdU0ZbRCaGbBntjwOfwwXVT5MItNuBnwQ7LBEpKH82e3uXN7UZV4ddlqGCLF3pyFCZSNsDb907sV8xI++hJqn1BWi9CrRHLNYOz2xI7B82d3CQHTew2gXaA6vd/i7f737KtNxfM92ESKuMtohMDBkDbWvtD4EfGmM+a63VsuciY5k/0PYvVjOjPvM16UpHhspox1KC4ZEsVgNQ7etu0a1mRyMW64BnNyb2D5md+dy+56BqCfR4tfEtvt99cx6BtqmF6cpoi8jElMsS7D8yxrwZmO8/31r76wDHJSKFlGlVyGyB9mRfa754kDVkRjvAQLtXgfaIxTrg2U2J/dRAu7MP6ird9sBGaPkZRFuhZ8B1CwEoD0H95NxfM11GWzXaIjJB5DIZ8kZgL2A54DXVxQIKtEXGiuFktCf7gtxdXqCdS42230hWhQSo8QX7PVqwZsS6d8Er2912yMDimRCNwWf/5kpKNrTB61+GSu+fhuhO99OfzZ5cA6Ec+2jD4EB7q7qOiMjEkUsf7aXAImttjus0i0jJ8a/st9W3PT1LoD3JF+TG63OzZSLtALR1wSm/gPpKF1z98ZjhjTfOn9HuUUZ7xGJdcN3ZsGaXm9xY633j8NR6eKPFba/aCftPT75up+/3Prkm++qgqUyt68F+7J6uHOngWSodEZEJI5dA+0VgBrB5qBNFpET5M9pJgXaW9nvNtbDfNJhUDftMdceyZbRjXdDeB6/tcPuzGkZeOqKMdmFV9sM7Fw0+vm9zItB+dfvgQLvFF2hPqs59CXZwK0Aumg5/uiBxzPaAta71n4jIOJZLoD0VWGGMeRLf0uvW2ncFNioRKayk0hHfdrbSkblN8OAnU+6TJaMd607uoV1XUdga7R4twT5imTLJ+zbDXa+67Xhpid+u1Ix2nqUjqax1nUfMCFcOFREpcbkuwS4iY9lwarTTsf1go2DCaZ5LCbTrK0ceaJeXw8Vvg/JuqK6AWAxCQy5oK5lkCrQXNie2X00TaL9zEaxc4DLb4VB+pSPpAm1wH8wyPSciMk7k0nXkwWIMREQC5K/RnlLj+mfv6Mo/0AYXrIXTrCQZ63ZdK+LqChBoA/zPh6D/NbetSoPhi/VCbCB9uca+QwTa4ZB730yp8RahyeP3mimYVi9tEZkAsq0M2UFiWYukpwBrrU3zL62IlBwbTa6tjtfKDkQzL1aTTawzfaBtAwq0/Z1LbF9+ZQuSYLvg+Gtc2cb8yfC90xPdQPaemjhv9S7oj0JFmm8tAExlfrXV8fKQv6+AZza69n4fPRyOG6KDjYjIOJBtwZphpLpEpOTEOl1wlao8QyDld//rLsPZ0g1nL3YBmb8nd9LrdCeW9gZXOsII2/sBGN9fU7YPUKA9LP2t7ncZtfDydrjmPYnn6ipgbiOsb4NIzHUl8We5/fIpGwE3cdKUwe0vw59ecMeO3RPeokBbRMa/XGq0RWQsi2UIjHPxq6fgzlfc9v4zXKCd6X6pNdqFmAwJJP01ZdXib9g2rnVBNrjSoZqUD0ELm12gDfDKtuRAe22LW6hmcg3U5xloQ5pe2h1atEZEJgQF2iLjnb8+O19T0vXSzpLRLvRkSIDv3AIvLYfeAfj+8YNbz0luNqxNbM9OU/qzsBnuXeW2UzuPfPj38NJWt33/5XB8nq8dqhu8DPtQix/lItbp7i0iUqIUaIuMd/7A+PnNsHKbmwS5cCrMHGKqxSRfmcbuZdgzdK6IdQVTo33/c/DYS2770k2w/8hvOSGtX5fYTvd792ewN7YlP+fvVDNzRv6vHapLWYa9a+QZ7e4Hoe8lmPSpkd1HRCRACrRFxjt/RvsfK+AH/3LbXzwOvnh89mvTrg5Z5NKR6srEdvcIymAmuo0bE9uz0gTaJ+4Dt34I9mlO/iajN5JYGTJsYPowvlEwdYNLR0aa0e5/HSLbINoG4caR3UtEJCAKtEXGu+EsVhM3OV1GO0vpyKfeDKft5zLbB8wsUKDtG0P3CMpgJrqNWxLbM9P87qfXpV8pNLXvevkwSjVCdTDd95rbOiE2gkDb9kPE++AwsArChw7/XiIiAVKgLTLe+TPa+S5WMznHjLa1LkO51xT3ALeoTbqFbfJV4w+0ldEeto3bEtvx0hFj0nek8dvcntie0TC89oqppSNbO0fWR3tgnWtbCdC/BqoUaItIadISayLjnT/Q3urbnp5DoJ1UOuJlIG2aGm3bBTaWfKwgHUdIzmh3KdAetk07E9uzGiDcBI0fHbrswh9oz2qA0DAD7aaqRG/urn5ob83/PnERXxlMdMfw7yMiEjAF2iLjXcwXKOUbaCeVjsQz2r1gB5LPi7YzSKEC7VrfyoIKtIdv067E9qwGqDkOymdD7duTz2vtgSfXwwteqckm3+92Zn3+fbTBtfczJiWrvS3z+UOJ+v4ssZbh30dEJGAKtEXGMxtJfEXfF0lkpcMGptZkvi7On9Fu8dXURlO6UsSCDLR9Y1CgPTzRAdiSUgJSvqfbLt/LLasO8PvnYOH/wOm/hJ886o4ldRwZQekIJNeAb213tdbDEfVl52N9I+sVLyISINVoi4xnsY5EDe5WXzAyrQ7CaT5nm1ByCYi/vV9rD0Rj7rpYG+BbtjseaC+50gX0dZVw/9dhUgH+DLW+4KwrQ2tByc52w8OfcpMQd3ZDfbMrHQFXClI2GwbWw3zfL+xVr5d2akZ7uKUjAO850K0KOa0O5jW5CZHhYXwg82e04/vqpy0iJUiBtsh4lk/ZSHgS1L8H2m90WUKAshCcdQBUlrmgeyAeaLemf50dXdAfdcFcdS0FkRRoazXB4emGBVPcA6B8fvLTFXu7QHuhr5f2qh3ug9UG37cXw81omwoIVcJHj0g+bruBPFvzxXoH9+CO7oLyefmPS0QkYAq0RcYzf+30UB1Hqg6F8jlQvg/0vZg4/rP3pLlvmtKRvogLssEF6IUKtOt8gXa3Au1hSV1kqGx2yv5M93NStcs2b+t0/bNX74LmWmiohPY+F4gPp0YbXC9t+pKPDWfRmtRsdqZjIiIlQIG2yHiWMaOd5mv2ysXuZ8VeyYF22vu2Ju9H26HTV29bXwmhYQZkqY44DL7+dqgphwPeVJh7TjSpgXZ4Ssq+bxGag2fBP19120+sg9++35UfrWuFqXUuMz0cofrk2moY3qI1qfcABdoiUrIUaIuMZ/5Ae3YjnLyvC7j9JQIA4Qb3ADc5bijpMtpBrAoJsHgxzH2zN86mwtxzomnbBr0D7sMKpAm0G90Ho1gvHDEvEWg/vg7OP8R1DNlj0vDKRuJCab5FGU5GO/VDHnhzBkRESo8CbZHxzN9D+5Q3uUc6/lKCcIMLxNJlDnfft3Xw63T6A+3KwgXaxvfX1HACM4Hv/hyuvMV9APraO+DSNEuwh5shth6O3CNx7Il1yecMZyLk7vvXw9oW+ObdroZ/Rj3ceHz+90nX4SbdMRGREqBAW2Q8yzXTN6hmtzkRaN//OtzzKuzsgdPeBO9c5HUzibqVH6Mtrq+2P9CuL2SgXZ7Ytv2J15XcbfE6iHT2Q3WTy1CnKpvuJkQungnVZdATgTda4OkNcOgcd85w67PB1WhHY/CPlW5/XtPwVodM18ov3l0n3Z9LRGQUqY+2yHiWbiGZdMpmJe+Hfa37nt0I1z0Jf34BntvkjtkYRLwFTSLesY7UjPYwa3kHKU/eHU5d70S3zbd64ozZ6c8JT3M/K8Jwwt6J49+6J9Ei0uTQez2TUD1M9U2Q3dnt2vvly/8tTZyNqZe2iJQkBdoi45WNgc0x+Cibkbwf9tVw+3tp+xetiaz3fnrLYadOhixURnvLDjjrBjjpOnjfb1Q+MhzbWhPbM/ZIf46/bvsb70jUcz/6hvtWAyA0wkC7oRLKvX92uvqhpzXrJWllCqhVPiIiJUiBtsh45V+spjcCl94G338Qbl6efF6oZnAA5Q+0p/ie2+kLcge8QHsgXUa7gJMhTQgeWQvPbnLLgiujnT9/oD1zfvpz/IH2HpPg2rNhv2lw8RFwvDdBdiSBdrjelXZM9t1j2zCWYVegLSJjiGq0Rcar1NZ+1y9z27Ma4Nwlief8ZSJxZVNdUGRt5mXYI+tdW7XoZrcfVOlIra/coLt/eOUGE1ks5hYSisuU0Q41uomnNuL237HQPfzMCHqjx7uOTKlNrFK6Y0fm89OJ9STGN+g5BdoiUnoUaIuMV7EMi9Wk9tBOF2ibCq/vcXtK6Ygvox1th11XJfYvONS1D+zoc9cUKqPtD7R7BlQ6kq/tm9wkRIDGKqielv48YyA8GSJZsswjyWjHV4f0f0OyPc/+1+nqs3c/p0BbREqPAm2R8SrX5dfLUnpqx4UaXTDt/6p/V5Zscn2le8QVKtAOh90S8H0RsEBXC4ygy9yEs3ltYntaneuZnUl4SvZAeySTIcF1HvFPiNzR5jLUJsd/irJNeMx14q+ISBGpRltkvPIHHpt9gfbMlEA7XUYbXKANyRntXd2Juu+hFKzrCFDju1dnS+HuOxFs8fXCbq5PbpeYKnUhm1QjyWiD+5Ykqea/K79vKLJmtLM8JyIyShRoi4xX/sBjsy/onpmyWEmm4Cq+UmR1eaIDRSSW3F0km0JltAFqfPfqbC3cfSeCLRsT29MmZz8304euuEIE2qkt/vKZ3Joto61AW0RKkAJtkfHKv1iNv0Z7hi+jbUKJzHUq//HUrHY6O7pcEL6753IBA+1a30IpXa2Fu+9EsMtXCjJjiEA6PEQgPtLSkXBKRntHvhntLIF2rq0sRUSKSDXaIuNVpkDbn9EONWReZTEp0K6BjV5WvKXHtX9Ldc6N8NJWCBu45+NwXJYShXzV+ALtTtXi5uUTp8P7qlxQW3dI9nOzlY6Y0MhWhgSX0T5mT/jBu1zt/4LJ+WW0U1eSjMbcMvGLpkMTbuXQQn7AExEZIQXaIuORjaWUjmSo0Q41Zb5HyBeQf+BgF2BPqh5c4x3X3ut+Ri001BV2OeykjLYC7bzEutxqj7MaoHZ+9nNDtRCqgljv4OdMzch/p6F62GuKe8TlVTriC7R/8ij85BHY0Q0/fBecd7DLeA+VlRcRKSIF2iLjUaw9UcJhLWzJUKMdTpOZ3v2cL6N90eFDv2abLzhrbMh83nAkZbTbMp8ng8V8PbRDGT4k+YUnQ2zT4OMjrc8G13UkVT590W1X8v4OL/D+x0oF2iJSklSjLTIe+ctG2nqhx1vko6bcrdoYly3QDtXm0XbNJi9Y05ilhdxw/Ps58Itz4OYPwCHNmRctkcH8dc2hNIFuqlCG8pGR1meDq9FOlVoOko0/o33afontB1dDZ58mRIpIyVFGW2Q8ivoC7ZCBr53o6rRjNvnr/2ylI+AtWpNDO72OPtfjGlwv7bIR1vKmOvZg6PEF8rGO7B8SJOHR56BhwPXQbsoh0M6UEQ4X4FuKdBn1fDLasW7Y2Obqu+dPgn2b4ZXt0B+FldtghiZEikhpUaAtMh75M9oNVfBvx6Q/b6hgNVSXW6CdVDZSVdge2jA4sx5rV6Cdi1gM3vWjxMqQ3V+GoeaoZuyrXoBAO7465OnXwPpW18Fm5dWQQ0ULdsBNdvzsX+FxbwJkfzTx/Os74ThltEWktKh0RGQ8iuVYx5yptd/u572ex0+th/NvglN/Af/vn4PP8wfaDVWF7/yQusiKVgHMzY4tiSC7qRqqc/hwUjbEAkYjFaqHTe2ui01PBHbuyO26mLdY0vObXT/35zfDYXMTz7++M3v7PxGRUaBAW2Q8yiUQNaGhJ8fFa3o7+uCuV2HZBliRZonu9oAz2qlp2JgC7ZxsWpPYbs4lbYzLaKfrLlKIjDa4CZH+vuw7d+Z2XazLfaBr90qIasrhLXsmnl+1UzXaIlJyAgu0jTG/NMZsM8a86Ds22RhztzHmNe/nJN9zlxljVhljXjHGnOQ7fqgx5gXvuauMKWTPMJFxKtY69Dmh+qHbtcW7RPgDo5Y0k9cGlY4UOKP9t4fhsKtgv/+FS29ToJ0r//Lr05pyu8aUp89ehwuV0a5zfdnjdu7K7TrbDetaE/tzm2BvX/Z99c7kDisiIiUgyIz29cDJKce+DNxrrd0HuNfbxxizCDgX2N+75qfG7F5F42rgYmAf75F6TxFJFW1NbH/tTjjvt/D5W+HV7YnjuWQo4xltf2DUkmbyWntq6UiBM9oDFt5ocUt2t/Qo0M7Vlg2J7elZFqNJla5Ou5ClI5P9K43mWOYUSxdo+/5Mq3fCgDLaIlJaAgu0rbUPAampijOAG7ztG4Azfcdvttb2WWvXAKuAw40xM4EGa+1j1loL/Np3jYikE+txk8biHnsD7l0Fv3k28bU75BY4xQNt/7LZ6ZZg7/K9XmNl4TPa/r7cHX0KtHO11dcPe/oQy6/7pQbaphxC1enPzVeoznUNidvZkfx+zcR2wTrfxNx5Te5DXbM3j6AvCus3JfrHi4iUgGJ3HZlurd0MYK3dbIyZ5h2fDTzuO2+Dd2zA2049LiKZpJaNbMmwKmQu7drikyHrKqAs5CahdQ9AbwSqfH99XHQ4XLjUZbZDpvAZ7fqmxHZHX3LGXjLbsjmxPX167teVNSfvF6psBFxGO6kUqcd9OAwP8eEs1u06lcTNbXI/5092Ez5nNUJnr1tpshA9v0VECqBU2vulKxS1WY6nv4kxF+PKTJg3b15hRiYy1vh7aA9EYYdXt2pwvZTj8ikdMcYFR9u9e7V0J68wCS4Qj2cqC57Rbkpsd/S6WtxYV+KDgKS31VcqNGNm7teVzUreL1TZCAzOaO/q9pZhH+I1Yt2w3vfentfkfv7tQ+69t/u8rsKsYikiUgDF7jqy1SsHwfsZb1+wAfD1aWIOsMk7PifN8bSstddaa5daa5c2NzdnOk1kfPNntLd2Jj6aNtdBeTjxXD6lI5ASHA2xyEihM9oNTYnt+AqUkTTdTyTZNl/rvOl5fBkYnp7cUrEsjyB9KKG69BntodiewaUjkBxkgyZEikhJKXagfStwobd9IfA33/FzjTGVxpg9cZMen/TKTDqMMUd63UYu8F0jIun4M9qbfbXMM1Pau+WS0TblboERGJyFzHpdoTPavv7P8UA7urWwrzEebfMFpjPmZj4vlQklB9dleVw7lFB98uTaXd25LcOemtGe05T+PKtAW0RKR2ClI8aYm4DjganGmA3A14HvALcYYy4C1gHnAFhrXzLG3AKsACLAp6218SW/PonrYFIN3OE9RCQTf0bbX589YxiBNnj1rn3ZW/w9sxEqwm7S5LS6ADLaKYG2tcpo56K5xv3et3fCzPn5XVs+BwbWJbYLJVQNU3zvxV05ZrS7WqEv4rYrw8mdS/y0aI2IlJDAAm1r7XkZnjoxw/lXAFekOb4MOKCAQxMZ3/xLpmcKtE0o9/rmUI27Z1JLtpTA6KJb3Ep/AE/9G0wtcEa7vAaqy9xKghboGoAKBdpZWQu/fz/YGMQsNO+T3/XlC4BHITy58LXwC/eAP1/gviWZUuvVaA+hKgobvuZKTVq6Ez3g+yJuIaUNbdA7AJ98S2HHKiIyAqUyGVJECiXmC7STSkd8GWxT64LtXMQ7OLxvCRw13wXci1I6WPhLSabUFD6jbSqgvgp6vGxlZx/UbwE7MHh5dnFstwuyAcqqIZTnf6eKvV0mu3L/wo+tfjIc41vVMZdA23a7jjZTapLbTXb0wVle19j6Svj4xws7VhGREVCgLTKexLoh5uuVvTlTa78cl+OGRAeHI+a5R6ruAZdpBlc+UltR+BptU+6CqG1eoN3RBzMiMPCGCwhlMP9y5P5Jrfmof19+75VcpbbfG6p0xPbD7mrCFFNqXKvJ3oh7X7RthwCGLCIyHAq0RcYTf9kIpJSO+DLaudZnw9BlA/567ck17iv9gme0w3DN2WAs1FXCHK9jysBqBdqZ+ANtM8xAO4ggGwa/p4bKaMeyTJY0BmY1wGpvfbR165N7VYmIjCIF2iLjSSwl0P5/b4M1u1xme79pieOhPAKooRb/8JeNTKp2JSkmgL9aDt5zcOazfxXUvqPwrzUePPMUPPGsq80/YDo0jfaAfOKB9kDU1VxPaYdsn/1i3S6Q7uh1bSqba5NbVc70BdqbtwQ2bBGRfCnQFhlPUjPaB892j1T5BNrpFv+IxiDs1Xj7J0YGUZ8dZ8qBlEA7sg0iW6Esj1UPJ4rb7oFv3+q2vxCB731ydMfjZ2rg/Jvgrlfd/p8/A2dlOd/2wDWPwfXL3P4VJ8PHjkg8P92Xsd+sSbIiUjoUaIuMJ7kuTZ5P6Ug8o909AKf/ErZ2uE4Pq77sju9KLR0JKtDOUPfduxzqTgrmNceyTb7l12cVcMGZQgjVQqXvn58dLZnPBZfR3u7rj92cUnriX/F0a5ubpxAK6H0oIpKHYi9YIyJBiu3K7bzhZLSry+C17S7gae+Dzn53vFiBNuWuTV1rD7T1Jg73Pe+6j0gyf2Z3VokVLYdqU9pFtmY/33a7XuBxzSk159N97+etHVq0RkRKhgJtkfHEn9GOxlwv5XSGU6NtTHJAs82bbLfTH2hXBxdoX/0AzP4WLPwf+OHDieOxLuh9NpjXHMs2bU9sz07TLWY0mZqUlUa7XGeRTGI92TPa/tKRrZ1atEZESoYCbZHxwsYg5lui+rfPwl7fgeOudvWtfnl1HfEFRNNSAhpwGcS45rrCt/aLq62BqPfBIXUJ+J5HwUaCed2xanNrYnvOglEbRlqh2uSVRnd1Z2/xl5rRjr8Pq49yP5My2gq0RaR0KNAWGS9ibYkFSgA2tLryjpXbkkstTAWEqnK/r6lOLG6TFGh7AXZjFewxyS2LPbMhuIz25KbEdurKlNFW6P5XMK87Fg30wHbfB6BZpRho+zPaPdlb/PW0JkqVykLuPVe5v6vND09OyWh3uG85RERKgCZDiowXqR1H1vuy23ObEtvhPLLZ4PXFrnJZxdSv6AH+39vdw1pXQx1UoD11UmK7JU1Q1vMIVC8d/uIs48nm191S9eDKLCqaRnM0g5lymOLLQrcMkdHe6as3n1Tt3pPl3sqSVQfBjE2wZJZ7f+4xSRltESkZCrRFxovUHtrrWxPb8QVeIL+ykd3X1LjODzN8wZF/eXdwwU84gMVq4qZMTmynlo6AmxDZ/S+oOzmY1x9LNqxKbM9odL+bUjNlSmJ7V3f2CYw7ffXm8ZKTshnez3nQUAV3fSxxjiZDikiJUOmIyHiRmtHekCGjPZxAOz4hco7vPutaM5wbVEbbF5i1ZFgpsPfp5CXoJ6qNaxLbMyZnPm80Jf0+e7Kv/rjD101nkrf6aLx3elnz4POV0RaREqFAW2S88Afa/dHE8usGmO3PaA9jWe2Ql0Wc15Q4linQDqp/8WR/BrTHlamksgPQvyKY1x9LNq5LbM+cOnrjyGaKb1y7ujPXVVsLu3zv7UnVEJrsLWCEKxUKVSdfo0BbREqEAm2R8SK6M7G9qT0RiE6vhwrfctUjyWjP99VJr2uBN1rgF0/C7S/Dq97X+0FltCtqoN67d8xCe2/683qXB/P6Y8nsejh9P1g6BxbtNdqjSa9xCoS8kpb+KPS1pj/P9gLWfcirq3Crj8bLRuLCKR8mFGiLSIlQjbbIeGAtRH1fr29oTWz767Nh+DXa4LqOVJVBb8R1MnloNVx2h3vutP3gV+8Nrr2fqXDZzA6vNGRXNzRVDz4vsl4rA75jHzj+vW675tjRHUsmZbXw9CXQWA215VCWYdGhWJf70HD6fm7f2sGBdbgZHn0UHl7juo6cuBA+EOzwRURyoUBbZDyIdSQv+OEv65g3KfncfLuOQPKiNTd/wAXcc5rgl08mzpnplaQEuQT7lJrEn21XD6TrWmdjEFkHFfsEM46xwF9GNJxSoWIwNcklTRlLR1Jqt40Z/B4OT4VH1sJ37nf7NRVwXndyD3gRkVGgQFtkPPCXjYAr64jboyn5uZFktAHePD+x/dqOxHZ8wmVggXZ5ovdyyGQuHQEYWDtxA+3UhYtKNdBOratODajj0gXgoZRvacqmplkdskOBtoiMOgXaIuNBdEfyvr+Htn8Coylzi4Xky6Qp0QB4YUti+0CvbjbIjPYPz3D15o1VifredAbWBjOGsSDWDjaa2C/VQDv1PZVrRhsGf1gMNaasDtnh1WlPH9EQRURGSoG2yHjgr88GuOoMuOytrpf2nr72bsMNutJlBvujsHJrYv/Ame5nkIH29BwXo4lsccGmCQ997njTtQU+f6sLPOc0wmdLNNAO1UBnH2zrdGVAM+thciyxCmlcrAvueBkiMZhc4xammZI676ApedXSbV5GW0RklCnQFhkPotuS98MhF2QNmgiZsp8rkxJoWwv/WAED3pLv85pclhmCLR3JlY26/yZlM4MZSynb8Ar85lm3PasBLinRQNtUw/cfgp886va/+lZY3AMm5RuXWDd86x5Y5ZVH/esSmJ/yHgtVJrcx3NqhQFtESoICbZHxILJt6HNgeBMhYXBG+60/g5d82ezFvoA2yIx2PiKbJmagvea1xPbcyYMzxKUiVJNY5RG83uhdg0ubYh1uQZu4KRnKQZpnQVnIZb5be6F7J6hEW0RGWYn+DSwiOYt15569G85ESABTlbyM994p7dWO2sM7rzy4wM5Uukz6ji5YvgnueS37+ZHNwYyj1L2xOrE9N82qiaXCVLtSkLhMq0NGWlMC7QwfnsonQbMvSN+8oSDDFBEZCQXaImNdajZ7exes2Aqd/YPPHXagHUqevHbG/ont4/eCCw71zguwd7WphJ4ILPoevOM6uOBmiMYynx/ZFNxYStnatYntPWaN2jCGZCphii8w3pXhA2PL1sTiS3UVUDVl8DkweELk5gn6+xeRkqLSEZGxLro1ef+2lXDpbW77I4fBd05NPDfcGm3wAm0v43jam+A357mv6U9a6GrCAUJVw7//kK9fBrVVrpf2zm732ls7XR1yOpFtrtVdqZZOBMHGYJ0vkz9vzuiNZSjGwGRfj/dd3cltCcH7BsPXUWdyTeYJvaGm5MmymxRoi8joU6AtMtZFUgJtfw/tqSn1rsOt0QZXUxvv120MvGPh4HNMgIE2uCzonEYXaIPrqpIp0LYRN96yEi6fKLToTljv+/3Pnz9qQ8nJFF+g3dKTJtDugl2+5dQn12RuTxluhBm+IHzTNheomyxtIEVEAqZAW2SsS61FTloVsin5ueGWjkBui38EHmhXuRUpn/P+zGt2wRHzMp8f3TrBAu3tsMEXrM7fa/TGkospvlr/lm7XA9wv2u6Ox02qzvw+DDXCWxa4CZEz6uHwOa6XdrhEu66IyISgQFtkLIu3sfNb35rYLsRiNbuvL4VAuxL2n+7KYwCe2QjnLsl8fmQrVB4Q7JhKSe9m2OgLtPdI861DKUkKtHugvyX5+Vi760YSN6lmcPu/uFA9vHORe+y+vk2BtoiMqglUvCgyDkW3Ja8CCCkZbd9X8yPJZkNuGe0ga7TBBdpLfXXHy4boLJFaVjPerX8Fot7EweZaqC3xlRErGqDBm0BrgZYtyc/HUjLak7NltOsHl4mkZshFRIpMgbbIWJbaWaOzP1G/XB5KrlkdaaBdChntUCUcOgfi8VSm7ipx0S2ZnxuPVq1MbO8xydUtl7JQtctSx+1sATuQ2E/toT2pOvO3MiYEJmXl0NSabxGRIlPpiMhYNqg+2/fV+5wmCPkyfCMNukqiRrsS6ivhTdNg5TbX9u3JdfDWvdOfH22HaMfEKB+wEZhfDv99Cqze6Xpo57Oa5mgwNS7z3tnnJjr2RyHaBmVeSUm0BeY2wbF7uq4k8yZl/8AXbkhuERhVRltERpcCbZGxLDWjvXpXYnvB5OTnipLRDrCPNiQC+Tfv4QJtcEt4Zwq0ASIbIfymYMdVCiLbYHYDXHS42x8Lq2KGquG2jySXfMTaAC/QjmyG8w9xD3Af9rJ1EQk1wFd/DmtbYHMH3LkA6jKfLiISNJWOiIxVNjK4Bnn1zsT2XikLe4ykhza4oGgoxchoA3zsCAh7Ader26G9N/M1kY3BjqlUpE6KLfWyEXAf3lID5/i3NLE+iO1Kfm6oybyherjrNbj7NXhxC2x8o3BjFREZBgXaImNVZOvgiZCv+wLtBSmB9kh6aENuGe1iTIYE92d730Fu8Zo/XgANWV53ogTaqR+6RvrBqhhMmg9vA+vcz+gW1wc76fyhAu0GmOkrE9qoZdhFZHQp0BYZq9ItMV5f6coHoPClI6VSox33zZPgTxfAvkP0yY5sdCsmjnep9fpjIdBO9y1JZJ0LsFP/PDD0ezDUkGbRmiyTZUVEAqYabZGxKl2m9tsnu0f3gFu4w2+kgZepdp0dsgWtxQy0G6pgUZrXW70TptVDXYXbj/VBZAuUzwp2bKPJRmDti/Cun8OeU+DgWfDd9472qIZmamB7lyvzaOmGaXVwzJ4u2O5/xZ3znfugvsq19rvwkOz3Sw20t3RAdBeUzQjuzyAikoUCbZGxamBt5udqUrpNhCpzq7HOxhgXbNuuLOcUMdBO58HV8NE/wHsOhO+cmjg+sHZ8B9oDG2DFJljf5h79EQhPGvq60RaqhkfXwsf+6PZP288F2m03uA90PQPwfw+758pD8JFLhrhfHcz0fXOjQFtERplKR0TGomire+RqpGUju+8z1Ff3QffRznL/V7fDub+Btl745VNu1ci4bB9KxoOBtYkuLAD7TYPQGAi0TRlM9r0344vTxL812elfrKYGwjlMhvRntDd3QHRn5vNFRAKmQFtkLMo3cCxUvW62yWgmHHzf5mwZ7X2mwtv2Sez/7PHEduSNwRNHx5OB1bDCF2gvmhP8h55CmeL7QOBfnAZgp+/bkym16SdP+oUqYaZvbsKWdpfRFhEZJQq0RcaigdWDj937msvkPrjaLe7hV6hAO1tGe6ggqBCylaYYA5eekNj/+wrY7C1YEuuDgXHa6i3WDZENsNLXdeSAfTKfX2om+7rjpL5v/RntKTW5lT/N8pWJxEtHRERGiQJtkbHGxqD/tcHHb3kevnw7nHMj/POV5OcK1VM5Wx/jXLqSjPj1h3iNA2fAUXu47UgM/vRC4rn+V4Mb12jqfxX6B2DVjsSx/fcfvfHka+rUxPau7uSWfv5Ae2oOGW2AWbMT21s7YWBb5nNFRAKmQFtkrBlYB7Gewcez9dAuVI121tKRYmS0K1xdbzbnLUls/31FYnvcBtovw6qdMODVNc9phMlzRndM+ahtgmrvdzoQgy5fOz5/6cjk6tw+zNVOgUneezESg63bIdqR/RoRkYCo64jIWNP/yuBj1iavCjko0G4qzGtnC3SKkdGOv060PfPzJ+/rOlQMxODZTfBGC+wxyZUQRLZD2RB9t8eSWJf7dsNfNrJo+tjoOBIXqoZJNdDj/U539UCdV4ufVDqSY0Y7VA9ffztUhF0HksYqiG6GcP3Q14qIFJgy2iJjTbrM7LYu6PQygQ2VMDUl6C1G6UguK0cWwlCrAzZVw3F7Jfbv9v33Gm9Z7d7n3CTP1I4j4SmZryk1piaRgYZE5xFIzmhPrc2tfWSoHt5/MJy9GI6eD1Vlro+6iMgoUKAtMpZEdqRvV+bPZu81xU0MjDOmgKUj2TLaRSgdgdwy5/7uIw+tSWyn+zZgrLIWep9224MC7anprylFoWrXui/On8Xe6SuRmtqU/L7OeL80met0q0yKiBSBAm2RsSRTRjZrfXa9a71XCCWR0c7hdY5bkNj+1xpXqwsQWQ+xzmDGVWz9ryY+dL2yPXF8/3nZf0+lxqQE2v4Wf0nt/XIsh0kbaG8a3thEREZINdoiY0n/S+mPJwXak5OfK1R9Nox+15FcX2fBZJjdACHjgu6OPleeYC30rYTqw4IfZ5CshZ6HE/sPfwpe2+56aS980+iNazhMNSycCofMdr8jf9D9zkXuuZ09MC/HlT1Ta7F7BqC6bfzV54vImKBAW2SsiLbCwMb0z72eUjriV6ge2uCCImOSW7D5nyuGXLK1xsC9H3eBW2q5Qf+KsR9od9/vll2PqyqDA2e6R9UYW248VA1fPN49Un38yMR2xbwc79fgSqk+9kdY1wpzm+C+j0P/SgXaIlJ0Kh0RGSv6Xsz8XGqNtl+4qXBjMKHMpRvFymjnWqIyuSZ9Te/AG26Rl7Gq94XkbHaqsVSfDbn/PnOdA2DKoaEBXtgCbb2wrsUd71uR/ToRkQAo0BYZC2wUep9M/1w0BmtbEvuDarQLmNGG9DWwUMSM9ggDehsbu5Mi+16Gzr+m/0YhbqwF2jkH0Hm8v6bPSvTmbu+D1h7XeaT3hezXiYgUmAJtkbGg74XMvaP7ovDpN8O7FsGxe0J9ZfLzhcxoQ+YOJkWr0S7ARL/+l0d+j2LrfQE6/uA+dMVZ6xbl2dCWCL7LxljpSK4BdD6BdrjRlYzErWt1P7v+Af2rE8djfekXfxIRKZBRqdE2xqwFOoAoELHWLjXGTAZ+D8wH1gLvtda2eOdfBlzknf9v1tp/jsKwRUaHtdDzSObna8rhsrdmfr7Qi5eky2gbU7yMdj7dTTa3w20r4cHVsP8M+PIJ7nj/6y7IClVmv75UdN0PPQ8NzmS/0QoX/cFt79sM//p84XqmF4sJQRfw9+WwsQ1i1tVrP7oWfvYEzKqHN8+H807J/Z6hBpg3CV71lqV/owUWz3S/8/YbvQnCUYh1ACGoeSvUHF3YP5eICKM7GfIEa+0O3/6XgXuttd8xxnzZ2/+SMWYRcC6wPzALuMcYs9Baf1pHZBzrf8V1TBgOEyps1xHIEGjX5tbjuBDyCSRXbIWv3Om217UmAm0bcZPjqpYUenSF13UXdD+a/rnH30hsz2oYe9nsuJ4Q/Nvf3HZTlQu0V26DO7xvHgZi8P48PsiF6pO776zy/VNjLUR9pVZEoetuwEDNm4f5BxARSa+USkfOAG7wtm8AzvQdv9la22etXQOsAg4v/vBERkm2bPZQQo2F66Edl24p60x120EwFRCqy+3cI/Zwy7GDC9y2+npoZ5tcWir6Xs4cZAM8sjaxffT8sRtoT5/mlkwHaO11q5xu8pVKzazPb0GkcAMs9HUYeWVH5nPjuu5y/71FRApotAJtC9xljHnaGHOxd2y6tXYzgPdzmnd8NrDed+0G75jI+Dew3j2Gq9BlI5C+RruYgTbk/ueqq4ClcxP7//KtEjmwurS7j9h+6PxH9nMeXZvYfvN8KJse5IiCE651Gfm4TW2wuSOxP6shv9KkUIMrpYl7NcdvhDpvg1hv7q8jIjKE0Qq0j7bWHgKcAnzaGPOWLOem+z467ZR7Y8zFxphlxphl27cP86t2kVLS83j25/si8LZr4VN/gR8/MriGNzw5/XUjkS6oDhdoifdc5fMB4pj5iW1/YGpjpd3yreex7KtYrmuF9W1uu6YcDpoJ4TEaaJsamOMrCdrQ5urr42Y25JfRDqVktFftcN15hhLrgJ4s3yCIiORpVAJta+0m7+c24C+4UpCtxpiZAN7Pbd7pGwBfSoo5QNr1dK2111prl1prlzY3a2ECGeOi7a6OOJsVW+H5zfDH5+HGZwbXSYeKFGgXO6Odz5/rmD0T2/5SC8i80uZoi7YPHfDd81pi+4h5UFE2dhdkCVXDbF+gvbEtuXQk74x2k1usaJpXYtQbcRNHc9H7pJs0KSJSAEUPtI0xtcaY+vg28A7gReBW4ELvtAsBb2YMtwLnGmMqjTF7AvsAGRoKi4wjvY+7rGs2z/hWijw4zRLVQWS0TQ2YlHnUpVo6AnDwbLdyIsDqXcmZ0oE3SjOo6rpt6HH909cL/B0L3YcPUx7suIJiUgLt1Iz27MY8A+1KF7zHy0cqwy54z0WsF/qeyf21RESyGI2uI9OBvxiXeSsDfmetvdMY8xRwizHmImAdcA6AtfYlY8wtwAogAnxaHUdk3Iu2Q08Onyef9gXah6SZuhBIoG1cb+6Ib4JZKQfaVWWwdA78a63bf/QNeM+BbtvGYGANVL6p4EMctshm6BtiQZ3OvuTs/DsWQtm0jKeXvFBK6cgLW1wWGlydfX1D/l1tQo3wrZOgqhz2aIJwHnml3qeh+qj8Xk9EJI2iB9rW2tXAQWmO7wROzHDNFcAVAQ9NpDTYGHTe6lrQDeVZf0Y7JdA2JpjJkOCVboxmoD3ddVPJ9TP3m+cnAu1H1iQCbYCB10sr0B6qLh/ggdXQ7/3ZF013i7OM1fpsGJzR9pfFLJgyvB7t4Sb332Y4Ijvctx3lewzvehERTym19xMRgK7boX/V0Oe19MDrO912eQgOnJn8fKg+uFKC1Ex5ptUigxKqhHJf7bUxrj7ZVKQ/3z8h8pE3kp/zrxQ42mKdubUd9JeNnLzQ/RzrGe09MnwoPGhmfhMhd9+zaURDGhPtH0Wk5I3mgjUikqr3WehZltu5/g4aB85M1CHHBTERMs4faJvy4q0K6Ve5n/tAEqqB+nOgYk9X19z/CnQ/CNGdiXPjddq9EVeru7MbpngrTEZ3QrS18EvVD0fvM7ll6T9wCDRWwZ2vwDv2dcfKZma/ppSZathzEkytgR0pLRcPmjX8jPZI9L0MtacWbyEmERmXFGiLlIre56Dz77mfn7pYSaog6rPT3bts+ugEIxX7Q20fVC5KBFWhSqha7ILw9j9A/6vueGUZfOdUmNcEh86B6pRM/8BqCB9SzNEPZiPQm+OHrCPnuce3TnL7oergyoSKIVTt3kPvORC6B1w7vyk1sLYFjtpjeIF2PKNtLazZBcs2uPKUdP+vpBPrgMg6lY+IyIgo0BYpBZ3/dH2T8zFkoD1lJCPKzh9oj1ZtcKgq85LZphwa3gstP4Ko123i/Qdnvlf/aqga5UC792k3CTYf8Q84YzmbDa6TDcC3Tk7//HBKR+Ifvm54Gi69zW0fu2fugTa4PusKtEVkBFSjLTLauh7IP8je0eWWFAcoC8Hh8wafE2RGO9SUaPFXqst+mzKoOS63cwdez31iZRDsAHQ/PPzry9K0dhxLTCWYLP8cDat0xHv/n7QwsezZI2the1fu9+hfOXgRKBGRPCjQFhlNnXdA9wP5X/fiFgh50cPBs10LtFRBZrRNKDEZsZSX/a48CEK1Q58X63G13aOl56nsq0CCC/i+fY9b5TDVmA+0TfZgOlQzjHtWuAnBMxsSH0RjFn6bR4/saDtENuT/2iIiHgXaIsVmreuT3PZr6HliePc4fi945VK48Vz4/LGDnzehYANtgIqFrsVeKbeVM2GoSukm2t4Ld70Ky1MWmO19tnjj8ov1QM+/hj7vd8/CVY/AW66Gr9+V/NxYD7Qhe3mIGUagDYn/B97new/84GHY0pH7PfpKdPVQERkTFGiLFFvnX6H9ppG3lWusgpP2hRP3GfxcqMkFmUGqWAh173ITEEtZpa82+zfPwML/gfNvgl89lXzewCrXfaTYuu6BWHf2c17fCf/5T7cdiSVKIcBl7EuhY8pIZQumh5PRhkSgfe4S2M9rf9g9AJ//e+4lIX0vDr1Cq4hIBgq0RYqp+yHXXSRo4alFeI3GwdniUlTW7MYKsLDZlQ9A8mRScIFXb0rwHbSBTUMv972lAz54E3T2u/29psClJySeHw/ZbMgeTOdS/pNOPNAuC8F/n5I4fs9rLtjuHhj6HrFOt3qoiMgwKNAWKQYbga773KMYgi4bGWvKF7ifS2ZBjdfab10rrG9NPq/3GYj1Fm9cXXdkz6yu3Aan/BxWeT3Bq8rgmncn/gwAZbPTXzvWmCzB9EhLR8CtDvrxIxP7v30WjrgKLrs9sdx7Jn0vDO/1RWTCU6AtErRYH7Td6LLZhfB/D8F9q2AgS5eMsiJktMeS+MTNijAcNjdx/IHXk8+L9UDPI8UZU9+LMLA+8/Mrt8E7fwkbvZZ/YQM/PtMt4OJXPk4C7WxZ6+GWjqT+f/Cfb4OzFyf2t3a6DzGpiz2l6n95dLvSiMiYpUBbJEjRNmj/NQy8MfS5uXhlO3znfjj3t3DQlZkzccUoHRlL/Mu1n7h3YvvvKwef2/P40B1ARspGXG12Jru64fzfQXuf26+rgN99AN61f/J5xkDZnODGWUyZAm1T4fqiD+uek931cRVh+MmZ8IN3uQVxDPD/3j70fWK9rgWkiEieFGiLFJqNuL7YLVfDrithYGPh7n3t44ntw+dmzsSFmwv3muNBuD5Rp/3ORYnjD692Qa2fHYDuHLqAjETPE5knXloLX7wN1nsL7dRWwF8/BCfsNfjc8NThLeZSijIF2sPNZoP3QWTG4GPvPxiW/zvc83E4MMc+8L3PD38cIjJhKdAWKaToTmj9uVvpMbK1sPfe2Q1/8P1j/4kj058Xqh1ZcDJexWuZZze6ZdgBohbueHnwub3LILI5mHHEeqAny+I0L22F23yZ9p+eBYszrPxYlmahorEqU432SN/LmVbNrCxLH2Tf/jJ89/7Bx/tfLm79voiMCwq0RQoh2uomOrZeC5EtwbzGjU8nSkUWz4QjMgRZyman5y+xeJcvq33risHn2gi0/x5sf+HH0f1g9oDtgBluwmPYwAWHwilvynxu+dzMz401GUtHAgq00/nzC3DRLW4exKCuNBFXVy8ikgcF2iIjYftd9rrlh26yY6wvmNfpjcAvnkzsf/xI9xV4OmUKtNMq9wXaSeUja6ClZ/D50dbCl5BEd+XWQvDMA+BPF8AVJ2c/r3yPwoyrFGQsHRlma7+4fNof/uF59y2HBb7wd+hPmQDZ+/TIxiIiE44CbZHhiLa7wHrXj1w9dq6LXwzX9U+5DgkA0+vgjP0zn6uMdnplMxIfTuY0wqFeKUkklr58BKDnURccF0rXXbl3r3jzfFfekEm4AcKTCjKskmBq0n94HGlGO9ycex37le+CBm8BptW7kudEgCsnKuScCxEZ9xRoi+QqssMF163XQcuVrlQklsdSzsP1+k74vq814OeOdd0TMlGgnZ6pcF0o4s45CE7bD372nsHdPOJsBDpvK8zr978GfRkC+lU7XA1+Psrnj3hIJcWY9EH1SGu0jck98z+jHi49PrH/40egK6V8qNiLGonImKZAW2QoPY9Dy0+h5ccuuB7YGHwGO661Bz7wO2jzanrnNcH5h2S/pmx64MMas/z/bT5yGPzqvXDWAa59Xib9r0NfmjrufMS6ofMf6Z/b2Q3v/x2841p4IY8JmOOpbCQuXZlIqG7k9/W3dxzKhw9z/58B7OqBm5cnP9/3IsS6Rj4mEZkQFGiLZGJj0HU3dN4JkW2jM4b/e8h9hQ2uld/Pzxm6nEAdRzJLbfWWq65/Dr/jRKwP2m9yPdVTdfTBub+BtS2und/7fpPbsuAA5XsPfc5YkzbQbhj5ffMJtMvD8MmjEvtXP+bKi+JsxHWlERHJgQJtET9roe8VaP8jtPwAuou0SmAm//k2+I/joCzkVgVcMsTErrCy2VkNN9COtkHnX/L/JiOyGVp/ln4FyO4BOP8meM7LYhvgf05PXl49k/I5ib7g40moPs2xAgTaZdOSl2MfynkHw2SvrntdK/ztpeTne55yAbeIyBAUaIuAW6Sk804XXLff5L4ejraP9qhcdu3S4+HpSzLXEfupbCS7cIZWb5EYPLg6UaKTTt8r0HV77q/VtwJaf5F+MmV/1LWRe8y3Yuj3TofT98vt3hWLhj5nLAo1DT5WqA8UlQfkfm5NOVx0eGL/qn9B1JfVjnVC3wuFGZeIjGsKtEUiO1xA1PN4+q/3iy2WJms6M8esnjLa2YXrB2dNf/wIHPh9OOfG5BaK6fQ8BV0PDP06vc9Bxx/TZz2thS/+A+5dlTh2+dvhg4cOfV8AE4LKA3M7d6xJDapDlclLqI9Evv/NLjo88e3Cym3w55Qe2j1PFGZcIjKuKdCWiSfWA92PQss1boGZ1p8Gt8hMvv6+Ao76MTwzzBZiymgPrXx28n59ZaLjxw8fTtTEZ9L9AHTenr5nuo1A173Q+VdX45/Ojx6Bm5Yn9j//FvjUm3McPFCxr/vAMB6FUgPtApSNxJVNhYp9cj9/cg18wqvVPmIe7JVSehLZAv1rCzY8ERmfssyqEhlnYj2uL3LPE8Gs+DdcWzvgTy/Afa/DQ6vdsasfg+vOzu8+pgzCUws/vvGmbHZym70PHALXL3NLn/dE4IKb4Lfvhz2y9KjueRJ6n4XK/V1JQqgBBt7w+m63ZL7u1pfg2/cm9s9dAl86Pr/xVx0+9DljVZCBNkDNW1ybxVx9+s2u3/rb9knf47v3CaiYX7Dhicj4o0BbxqdYL0TWua/pY7ug/1UYWJf7YiHF0Nrjyhaue8IFeH7/WgOdfVBXmfv9wlNdWYFkV5aS0S4LuYVKTv+lq51+dQccd7XLNJ+7BKZlaC9nB6B3uXvk4sUt8Jm/JvaPme/qsjOt8JlO+TyoyKODxlgzqHSkwBM+y+e6/uMDa3M7v74S3r4w8/P9L7sVRMNNIx+biIxLCrRl/IjsgMh617O45/HiLCaTr/tfhysfgo1trlwhtZVbyMC5B8E3TsovyAaVjeSqbLYLbv0dRJbMgv97J3z2r2757e4Bl3n+7v3wzZNcz+18AuJ09pnqln7/w/Ow9xT45XuzLzyUTs1bRzaGUmcqXHvKmFfKU+iMNkDNMdC2tjD3stZ9Q1Z3UmHuJyLjjgJtGdusdT1t+17yMtgZ6mJLwcY2OP93MJBmjAfMcAH22xbCgsmDn8/FcFvXTTShSjdpNLUu/70HuTrcj//JtXQD97u67A54Yh1cdabrZT5clWWuReN+09yKlE05LgseV3XIxChTCDUmAu0gWhhW7J1fVtuvP+rq+M85COZ7pUV9z7iSlFyXeReRCUXfM0vpi3VD/5pE7au17uva3heg7eduieyBtaUdZAPMboSvnJh8bMFkuPY9cM/FcPGRww+yIXPrOhks06qKh86BOz/qanNn+iYc3vkKrNya+/23dcJlt8P3Hkw+bgx85mjYM8/fc8VeUHdyfteMVWFfbXxZQO/p+ne6OQ35eGEzvP1a+N8H4Qt/T3wjEuvTsuwikpEy2lKaYl1u6evex13mMR5EmxBgi7cEer5W74RfPQWPrXM11p871tX5xn3qKOiLwAl7waxGmFY78pIEcPcoH2IxG0ko3yNze7aptfD1t8OXToCv3Qm3PAe/OQ8Onp3+fL+BqOso8q17XE/uOY3whbeM7HdcfSTUvh1MnmUmY1X5XNeD3JRDeFowrxGeArUnQ+c/cr9mIAavbHfbD6+BG5+BC7yWjD2PQdUR7tsSEREfBdpSGqIdEGuF/ldcgB3ZnP68UstaD0Thn6/Csxtd14r7V7ka37jUGmxj3CS7Qgs3F67f8ERQPt99aMv2fqoqc5MVP3N0okwgrrMf/vcBmNcE+89w/ZbveBluXg4bfQsdbWiDF7fCgcMo6zEGak+D6qX5XzuWlc3zfs4IdnJv9VIgAl135zZJ+pDZbmn2nzzq9i+/y31gntuU6GhUe0Jw4xWRMUmBtoyuaBt0/h36Vw19bql4ZiP8+QXY1A6Pr4MdXZnPHUlNbz7K5hTndcaLUI3LavevGfrc1CAb4G8vuhaM2ewxCf7rZFg0jKysqYC6U6FqSf7XjnVlM92fv6wI39BUH+kC+45bXDnaUC493pURvb7Tfdj63K3whw+6Scw9j0LVwepAIiJJFGhLcVkLA6+7wHpgNUS3l24ZSGuP+we0oSr5+OqdcG2WVeHeto/rUjF/kitDKIZyBdp5q9g/t0A7nd88k/m5KTXwsSNc9rO6PP97l8+BhvMgVKT3TqkxIZdtLtYy8+WzoPEit8hQ/+vZz60uh6vOgHf+yq3g+vAauGEZfPgw1+6x6w73uxMR8SjQluKI9bqesz2PQSSPSWXFsqUDHlwNG1pdxnpdK6xvdXW5N30gOTOduhz69Do4Z7ErITh4FixIWUGuGMrHcW/loFQugq470y+Tno21buLq2l3w+i54aYuru997qnsfvGOh6zAyHOWzoeGDqvWtfUdxXy9cD40fhIENLlgeyLIy62Fz3VyLH3slJN+4G07Y232w7nvFfXgbz73ORSQvxpZqNnGEli5dapctWzbaw5i44sFLtMW13+t9trRWY3xhiwuQZjfCI2vhp49Cb4aA612L3CqN8Qlt2zrdBLmZDa5LyEGzXOZ7tIQnw+R/G73XH8s6/ubem6PNhKDyYDfpMVQ19PkSHBt1nYx6s3xr0RtxHUjikyOPng9/usD9PVA2E5ouLswkZxEZKzL+D6+MthROrMetvtj/CvS/5ALrYn6Q291uy7q+x9u73ESlSdWD26n97UW46pGh7zm11vU89v+jOa3OTZArFRULRnsEY1f1EaMXaBvj6oMr9oKK/aCseXTGIclMGOrf5T789GRI1lSVuRKSU37h/r55ZK3rNnTR4W4id++T7r0lIhOeAm0ZueguN3O//7X8v4ZPFbOwvdNljV/c4so4Nne42shr35Mc8FoLT22A3y+HN1pd54/+CEQtRHzdJKbUwMovJr/O4fOAlEB74VQ4bgEcOBP2n+6+/t976uhmq3NRvs9oj2DsKpsBZdMgsq14r2kMVB4I1W+BsqnFe13JT+0pENkEA5vSP3/wbPjMmxMf2B9c7QJtgO77oHwv/X5FRIG2jIC10PcsdN3larDz1doD1zwOf3sJ1rXApBpo6U6/cuKxew7+KvaCm11rvaHs6naBd5mvVdhhc+HIeS6In1EP5y2B9x0E4TG2hlOo0mVEZfgqF0PknuK8VtkMqDtdk1fHAhOG+nOh9TqIdaQ/54vHw12vurr8L781cTzWBx03u0mWWjFSZEJToC3DM/AGdNwK0Z3pn4/EIOwFxq9sd23wPpTSD3htC/zfQ4n9bZ2ZX++oNCv5ZatKqa2ApXNgzS4oD0NHnyshiZtUDbd+OMsNxojyhfmvcCfJKg+E7nsLW+ZUNtMt9W2qINbiAq+KvVxQH2RvaCmscAM0Xgjtv4Zo++DnK8vg9o9CXZoe9pEd0P4baLhAk1tFJjD9Cy25i2x19dd9LyV3DlnXCv9aA89vhp3drsfsyq1QVe7+AdrqBdBnHwh1vn9wMrU+m1wN0+tdW7237uXKN5amyQBOr4PKMLz7QDcZaWEz7DXFBeyzGobXWm2sqdx/tEcw9oUb3QI26Vr9hepcX+ToTjcHwZQBUReUhyoh1OiVS3mT4Cr2ch1g1Et5/Cib6oLt1l9ArHvw8+mC7PiHtoGN0P47aDzfrXQpIhOOAm3JLtoGfS9C3/OD2/L1RuC798M1j7m66FRd/e4Rt3oXLJ6Z2G+qgpP3hZMWwqn7uSWrp9am/4crnS+dAN94R3LwDlA/QbJHoWqoUH12QVQuGRxo154ANce5bRsDrCsnsP0uQx2qVXZ6oghPgcYPQfvvM3+LFxeNwaW3uQ/7XzjOffvXfhM0nKvVW0UmIAXakl7fK9D7OAyszfyVekUY7luVPsj2q6uAt+7tyjn8ptfDr89N7E/Ks5ZxWl1+5483Ffu5wE9GrnJ/917vex4q3gRVhyZ3c/EH1KYCwgqYJpyyaTDp49B1D/Q+lf7vxb4IfPLP8I+Vbn9rJ3z97cBqaLkGGt7r6vRFZMJQH21JFutxkxt7n3VlIMvWw1PrYdkGN0nxto8kn//3FXDRH2DJLDhlX5g3CZprXW/pLR2ui8heU1xQLoVjDDR9Asqmj/ZIxhdr1f9YhjawwfXajmxOPt4XgQ/cBA+tThyb2wjfPc2tGGvKoeEcqFhY3PGKSNAy/sOhQHsisxGItrpMXqwVojug61X45aPwq2Wu1tqvqgzWfiW53V3MJmbdl3obvPGkcn/3D7aIjA4bha5/Qs+Tyce7+uGSv8GtK5KPn/om+OjhcMxeUH+a+9ZERMYLLVgjQGQLRLZDdIub1BjZ4Y7/4XnXf7qlB37/XGK1s1S9EZelnuVbgjxkXJ21FE+4EepOGe1RiExsJgx1p7qVWbvudoE3uBK5686Gtz0Hl98Fu3rc8dtfdo/D5sL3t8CSDVB3mroGiYxzymhPBLEY/OJSeOBeOGFvOCOlU8VJ18GzaRZlqAi7xVuWzoHD58Ihs12QnemrdVMBRIEYEB754jUymCmDxo9A+azRHomIxEU2u3anqaUkO7tdsP3755KPV5W52u2L3w41x7vJuCpZEhnLlNEumoFNxQ2C7ICrq47uhOeehYdug4bJcOZnoHkP6O2F97wNbvdWL6ssGxxoHzw7OdCurYAvvMWtcpatRZ6pgPK5UHW4qzk0xuvOgJs81r/KZdFD9S7rY8pduzRT45WqtLhH+R5AzJ0f63SLQ9gesL3u2li3d36aPrYTiQlB/ZkKskVKTdlMaLoY+l6Arjvc38ngVqX90ZnwsSPgxqfhpuXQH3XfDpaFXFenjr9Bz6NQtdS1hiybNpp/EhEpMGW0C+3Jr8G0vWGP9ye3curthXtug42vQnsLNM+A93wQ6puTr+/pgXv+AS8+BitXQHsbTJ0M02bCXvvB5EnQ3QHTp8ARja5Lgh1wk7i+dDtc7/2Z6yrhx1+Ghx+BX/hWvXv7PvDb9ye/5r/WwM3PQU25W3r81P1g5gI30S5UD6baW92sHJexxgXL8eC6GGwM+p6Drvsyr9I2XpVNc238Kt7kPtiISOmKtrna7f6VgzuTvLwNPvUXl/C47SPJ81ruec3VdR++H8ycB5EwvL4W3rQETr0I6icX808hIvnRZMiiOWQPWL4OjlkIJ50MO9rhuZfgmZegLWWxg9e+BJOmQlkzhJrg0Zfg3d+A7v60t05ywl7w+/OTj33iT/DnFzNfc85i+ODhcPQil2Gm3PUEDlVBrMtlkMOTofIQqCzRumsbg4E1Lvsd3eF6GZfPx30ACLsM+cDrru8t1tWix/pyu3eozv03IOTuZ6PuWNUhLsMea3dBfnRn9nuGqoGy9B8Iyqa7zFWs031wiJfXmHI39tT71J2uRWlExqJYl+tOEtkIkfUuALdd0N/jSkqmp7QnvfIh+O/709+rphxOPxou+DScdCaU6ctokRKj0pGi2dLmlgZ/+FX3yKShEhqrXMDV762c2P56bkE2pC/pKA/DyQfACxtgY2vyc+8+EW7+J4TGeJs9E3Kr71XsleWkExKbtt9NALXdEOv1Vvqb5K3SZqH3GfeNQMWboHy277oIRHe5lf9Sl0+21pWyxDpdMB5u8Jba7gJT6fbBdXTpexFCNVC+wD0X8vUKrz0h+b7RXV6wHXJBfcXC5PNFZOwI1bqEhT9pYS0MrIaax11CIF5qB4lJk+l0D8AtD7jHtHr47RfhqGPc3zWxbnjyOfj8ldDZDfsugLPOgaXHwNRZMGkSVKf8PWJjQEQL6IgUgQLtQrIWpjckgu1U85rhmEOgvgYqQi5TGmv3MqStiV7T+8yCEw6HPRfA7Dmwczts2gwvvwp9/VBTCUfsC/VneCsDlrsA9HeXuaBw0wY45Th43uvleu6J8Mu/j/0gezhMRXIAnarmLRmuK8tcK2mMC9bDk5KPh2qS98NNUHNMzkMlPNn7pkFExiVjEomCyA7oe9Z9II9ug/ceBDPq4YXN0NkP/TGY3gzLV8MrvlV5t3VA5+vQHU0cq2uBZ72/71/bAv94NPl1q8th1mSY2gjvOBD+7SDvG7taqD4aXt4Bv/+LK3GcNAkGIrBzJ2zcDOEy2NEC7Z0wdwYsOQi+8W33d2uo1lst1cLObVBT75VJ3gorn4NZ8+Ct74K9siRGtmyB9nZ3TngC/hsl496YKR0xxpwM/BAIAz+31n4n2/mjVjrSdiNsGYC/PwVrtkPTNFhyOBx8jPuLJFNNs7XQ3Q27dsHcAtThRvvhif+FpibY75NaKlpEpNRZ68pLKHffupmQ6xr19D1w48/g93e7QPuBT8CilMWqjvgRrNk19GvMboCnP5dcH/79B+G7D+Q2xnMWw0/OSuybMBz7Y1d/nsni+XDqcVBTAR85E6bOd982DqyBD30L/vysG8+kOjj7FDjyMJcGDFXD9LnQsgNWvwofXwLRrV7JYz2UzYJHdkLlXDh4KbS1uX9j29vhgdvh8QdckqqlHfZeAF/9f7D4MFcumU00CuvXw/aNUNfgGgw0NkLdBF+NWLIZ2zXaxpgw8CrwdmAD8BRwnrV2RaZr1N5PRETGlUgvPH4n7D8XKr15I6Em9+3aiq1uAuUdf4aHHoQ3Nrt5Qa1dMBBNvs+d/w/efIib5zKwHr50m1ukLBf//KjrVOW39IewrnXoa0MG3viKmwwa94sn4bI7cnvt354Hb09ZVfPUX7iVi3PxxGdhz8muhLB8Duwog9O/4DLpkxuhtR1aO2Bri1vl0+/guXD/t6D6za7LTNsWOO+D8Moa6OuDUMg94jFVdSUsmAORiFvY7ePnwpnvBELu286BMPz6elj7GkyaDke9DQ5dCjU17h67dsGaNbB2JWxbBx85xV1rqqFiz/RlP52dsGMHVFS4byRWr4DmmTB3z8EJvNZW94Fi8mS1liyMMV+jfTiwylq7GsAYczNwBpAx0BYRERlXyqrgmDPTP3fwfu7nYccmH7fWZXjfeA12boLJs+GAJYkyjd7nYf9t8B+LoGkStOyC8jKY0gzT5kBXO9RNgvmLYMd6OGa+63YV6wXbmQgsaysgEnPtCw/dB5YeAqvXwAPL3DGAuU3JQbYxcMwRMPlfsCuHblLfeQBOfosrkYx1woY1uQfZb2p2QTZ4k9FfhufXwsp1uV0/vQb617hH3OpVsHZH5mte87XNPWsetPsaIkRj8NkrYCBep/8tCIdgj2nQ1gU7ff89DHBmr5uHBe7bjpYqOPpbsMd0mD0DXlsHK9amH8c+zfDYl9wHsli7m0/0/XvhO/e767/6dVfH/9IT0DAJTjsXDjzQa9lrE4F4tA16n4LXX4cf3gb7HQxvfzcsXjx0sG773dyAob5NGIfGSqA9G1jv298AHDFKYxERERkbjHFlD4uXpn++ajF84af53bPGC+Ztv5vE/dQHoXmBe61YzGV241pb4e83wD1/h/nTofIgiO2E8HR3n2OaYOfXYWAA7rsL7rgJ1q11ZTMDEdi6A5rqYdYsOOU8aDo3cf/21+Djm+DWu1ygPqXeHa+sgIV7wjtOhoUHQG0dmE6oneY6S0V3uo4wy9Ms1BY3tR5mTobuPujsgfmz3TycmC9YPn0/uPLh3P6bzWlM3g+HYHYjrPV1m4rGYPWWwddaYHMHzGvy9gdgzVrY3uYey7I0XgCYXuu6YMVSgneAN7bCxZ9KPv8r/w1zp0JPH+zshJs+D6e+GfpWutd+/hU374u/A9+ExhqY2wyzpsHee0J9I1RWu/fC2xbBQVUQ2eDmBZTPhpdr4JmNUFXpztv/cOhqgw2vwsY1sGWrmxvQ0ASHvxVOPCl5fK2tsHq1y9zX1CQe1dVQnmXtj1EyVgLtdB+VBtW8GGMuBi4GmDdvXtBjEhERmbhMBZTNAP+8cX+QDW6e0AcvcY9sysvhpNPcI1fz94FrboZrSM685urUpXD056GiEnq7YfI0V0rR3AwNDYPPtzHoXwEDGyHcCJ8/Bz5ivQmkA143F+P+G2zbDBteh8paiEXhiEXQEAIiXqvHHvjINuiKwKZNrnPMK77sfG2ly27PmwVzZkHjadAw0wW6A2/A5jQfEsIhmNEEkaj7VmLBHOjohP33gYoFbuJtqM5lxKesdosmRWKD7wOw3pepXzDgvvmI29CWfG5bN7S9AS++AXc9lfzczqNg0TsS+wMb4Yd/g5uXp3/dVJcug0PXu85ephweWQmnfiP9udMnwZYc5ikU2Vip0T4KuNxae5K3fxmAtfa/M12jGm0REREZM9rbXdBdWQl77DH4Q4tfxAvQX38NVr0ATVPhlDPzm7DZ0QH/919ww/Uua3/Wqa7L2Z0PQ5e3VkRtJay+zC0vUbUUKhfDitVwz93w2KNw/1OwqzPzayyZBfd+wU1cJQzta+BN/wldObQyDhl4+hKX+Y/b2Q37/W/68+dPgTVZSnmCNeYnQ5bhJkOeCGzETYZ8v7X2pUzXKNAWERERyVN3N7z2Mkyd7rL75WVAzLW9TRWLuRaNmzbB6hfg9Zfc5NC+XohYWHQIfNhXmtLSAld+C155wQXSO1rg1TdgSiPMmuFKhGZOd99Q1FfBJ46G/tcT8wFMORx+lfswAq68pbvP/dxzFjz/elH+E6UxtgNtAGPMqcAPcO39fmmtvSLb+Qq0RURERMaJeLxqbfZs/+gY811HsNbeDtw+2uMQERERkSKL1+CPsXaEJfeRQERERERkPFCgLSIiIiISAAXaIiIiIiIBUKAtIiIiIhIABdoiIiIiIgFQoC0iIiIiEgAF2iIiIiIiAVCgLSIiIiISAAXaIiIiIiIBUKAtIiIiIhIABdoiIiIiIgFQoC0iIiIiEgAF2iIiIiIiAVCgLSIiIiISAAXaIiIiIiIBUKAtIiIiIhIABdoiIiIiIgFQoC0iIiIiEgBjrR3tMQTCGLMdeGO0xzHOTAV2jPYgpOTofSHp6H0h6eh9IemM9ffFDmvtyemeGLeBthSeMWaZtXbpaI9DSoveF5KO3heSjt4Xks54fl+odEREREREJAAKtEVEREREAqBAW/Jx7WgPQEqS3heSjt4Xko7eF5LOuH1fqEZbRERERCQAymiLiIiIiARAgbbsZoxZa4x5wRiz3BizzHf8s8aYV4wxLxlj/sd3/DJjzCrvuZNGZ9QStHTvC2PM77395d7zy33n630xAWR4XywxxjweP2aMOdx3vt4XE0CG98VBxpjHvON/N8Y0+M7X+2KCMMY0GWP+aIx52Riz0hhzlDFmsjHmbmPMa97PSb7zx8V7Q6UjspsxZi2w1Fq7w3fsBOCrwGnW2j5jzDRr7TZjzCLgJuBwYBZwD7DQWhsdhaFLgNK9L1Ke/z7QZq39pt4XE0eGvy/uAq601t5hjDkVuNRae7zeFxNHhvfFU8B/WGsfNMZ8BNjTWvufel9MLMaYG4CHrbU/N8ZUADXAV4Bd1trvGGO+DEyy1n5pPL03lNGWoXwS+I61tg/AWrvNO34GcLO1ts9auwZYhfsfQiYQY4wB3ov7CxH0vpjoLBDPVjYCm7xtvS8mtn2Bh7ztu4H3eNt6X0wQ3rcYbwF+AWCt7bfWtuLeAzd4p90AnOltj5v3hgJt8bPAXcaYp40xF3vHFgLHGmOeMMY8aIw5zDs+G1jvu3aDd0zGn3Tvi7hjga3W2te8fb0vJo5074vPAf9rjFkPfA+4zDuu98XEke598SLwLm/7HGCut633xcSxANgO/MoY86wx5ufGmFpgurV2M4D3c5p3/rh5b5SN9gCkpBxtrd1kjJkG3G2MeRn3HpkEHAkcBtxijFkAmDTXqw5pfBr0vrDWxrNT55HIZoPeFxNJur8vzgb+3Vr7J2PMe3HZq7eh98VEku598RHgKmPM/wNuBfq9c/W+mDjKgEOAz1prnzDG/BD4cpbzx817Qxlt2c1au8n7uQ34C+5rmg3An63zJBADpnrH5/oun0Pia2IZRzK8LzDGlAHvBn7vO13viwkiw/viQuDP3il/IPFVr94XE0S694W19mVr7TustYfiPpi/7p2u98XEsQHYYK19wtv/Iy7w3mqMmQng/dzmO39cvDcUaAsAxphaY0x9fBt4B+7rvr8Cb/WOLwQqgB24rMS5xphKY8yewD7Ak6MwdAlQlvcFuEzly9baDb5L9L6YALK8LzYBx3mnvRWIlxTpfTEBZHpfeNltjDEh4GvANd4lel9MENbaLcB6Y8y+3qETgRW498CF3rELgb952+PmvaHSEYmbDvzFzW2jDPidtfZOb2bwL40xL+K+7rvQulY1LxljbsH9jxIBPj0WZwPLkNK+L7znziW5bARrrd4XE0Omvy86gR9633b0AheD3hcTSKb3xSXGmE975/wZ+BXofTEBfRb4rRdXrAY+jEv43mKMuQhYh6vhH1fvDbX3ExEREREJgEpHREREREQCoEBbRERERCQACrRFRERERAKgQFtEREREJAAKtEVEREREAqBAW0SkgIwxUWPMcmPMi8aYPxhjaowx870Wmfnc50PGmFlBjbMUeH/G7caYnw9x3hpf/934sR8YYy41xhxrjFmR739fEZFiUKAtIlJYPdbaJdbaA3C95z8xzPt8CCjpQNvrlz1Sv7fWfnSIc27G9W2Pv24It9z77621DwOnFmAcIiIFp0BbRCQ4DwN7e9thY8x1xpiXjDF3GWOqAYwxS4wxjxtjnjfG/MUYM8kYczawFLe4w3JjTLUx5kRjzLPGmBeMMb80xlR61681xnzDGPOM99ybUgdhjAkbY/7XGPOU9zof944fb4x5wBjzR2PMy8aY3xpvtRFjzKHGmAeNMU8bY/7pWyb5AWPMfxljHgQuMcYc5t3zMe81XvTOe9gYs8Q3hkeMMYuz/cfKNE7cwkjn+k59C7DWWvtGfr8OEZHiUqAtIhIAL9t7CvCCd2gf4CfW2v2BVuA93vFfA1+y1i72zv26tfaPwDLgA9baJYAFrgfeZ609ELfq3id9L7fDWnsIcDXwH2mGcxHQZq09DDgM+Ji3rDHAwcDngEXAAuBoY0w58CPgbGvtocAvgSt892uy1h5nrf0+bpW/T1hrjwL8K7f9HJeVxxizEKi01j4/xH+2tOP0rosZYw7yzhu0KqmISClSoC0iUljVxpjluEB5HfAL7/gaa+1yb/tpYL4xphEXtD7oHb8Bl61Nta93/asZzvuz/75prn8HcIE3rieAKbjAH+BJa+0Ga20MWO5dvy9wAHC3d83XgDm++/0ewBjTBNRbax/1jv/Od84fgNO9oP0juA8KQ8k2zpuAc70PMGd49xcRKWmFqK8TEZGEHi8LvZtXjdHnOxQFqvO4pxni+fi9o6T/e90An7XW/jNlXMenGVeZd/5LXpY6na6hxmWt7TbG3I0Lit+LK4UZStpxem4C7gIeBJ631m7L4X4iIqNKGW0RkVFirW0DWowxx3qHPogLJAE6gHpv+2VcBnzvNOfl4p/AJ73sMsaYhcaY2iznvwI0G2OO8s4vN8bsn2b8LUCHMeZI79C5Kaf8HLgKeMpau2sk47TWvg7sBL6DykZEZIxQRltEZHRdCFxjjKkBVgMf9o5f7x3vAY7yjv/BK514Crgmj9f4Oa4k5BlvsuN24MxMJ1tr+70JmVd55S1lwA+Al9KcfhFwnTGmC3gAaPPd52ljTDuujrsQ47wJ+G/gLzneT0RkVBlr7WiPQURExihjTJ21ttPb/jIw01p7ibc/Cxd8v8mrAU+99kPAUmvtZ0Y4hvnAP7yWiiIiJUOlIyIiMhKnxRfoAY4Fvg1gjLkAN6Hxq+mCbE8PcMpQC9Zk45Xd/B3YMdx7iIgERRltEREREZEAKKMtIiIiIhIABdoiIiIiIgFQoC0iIiIiEgAF2iIiIiIiAVCgLSIiIiISAAXaIiIiIiIB+P91Z2PasVUI5AAAAABJRU5ErkJggg==\n", "text/plain": [ "<Figure size 864x576 with 1 Axes>" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plot_new(vs_inf, 0)" ] }, { "cell_type": "code", "execution_count": null, "id": "2ae94611-5d71-4c11-806c-04905607be1d", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "SCS Toolbox (p005576)", "language": "python", "name": "toolbox_p005576" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.10.13" }, "widgets": { "application/vnd.jupyter.widget-state+json": { "state": {}, "version_major": 2, "version_minor": 0 } } }, "nbformat": 4, "nbformat_minor": 5 }