From cc09ba4a5bf2edd95624e386b72803d83ddc9f4f Mon Sep 17 00:00:00 2001 From: Patrick Shriwise Date: Tue, 2 Apr 2019 13:46:56 -0500 Subject: [PATCH] Fixes to indexing syntax for a couple jupyter examples. --- examples/jupyter/post-processing.ipynb | 563 +++++++++++-------------- examples/jupyter/search.ipynb | 188 +++++++-- 2 files changed, 413 insertions(+), 338 deletions(-) diff --git a/examples/jupyter/post-processing.ipynb b/examples/jupyter/post-processing.ipynb index fd25e810d7..c8792fa6d3 100644 --- a/examples/jupyter/post-processing.ipynb +++ b/examples/jupyter/post-processing.ipynb @@ -10,9 +10,7 @@ { "cell_type": "code", "execution_count": 1, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [], "source": [ "%matplotlib inline\n", @@ -40,9 +38,7 @@ { "cell_type": "code", "execution_count": 2, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [], "source": [ "# 1.6 enriched fuel\n", @@ -75,9 +71,7 @@ { "cell_type": "code", "execution_count": 3, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [], "source": [ "# Instantiate a Materials collection\n", @@ -97,10 +91,17 @@ { "cell_type": "code", "execution_count": 4, - "metadata": { - "collapsed": false - }, - "outputs": [], + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/shriwise/.pyenv/versions/3.6.7/lib/python3.6/site-packages/openmc-0.10.0-py3.6-linux-x86_64.egg/openmc/surface.py:1300: FutureWarning: \"ZCylinder(...) accepts an argument named 'r', not 'R'. Future versions of OpenMC will not accept the capitalized version.\n", + " warn(_WARNING_UPPER.format(type(self).__name__, 'r', 'R'), FutureWarning)\n" + ] + } + ], "source": [ "# Create cylinders for the fuel and clad\n", "fuel_outer_radius = openmc.ZCylinder(x0=0.0, y0=0.0, R=0.39218)\n", @@ -125,9 +126,7 @@ { "cell_type": "code", "execution_count": 5, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [], "source": [ "# Create a Universe to encapsulate a fuel pin\n", @@ -162,9 +161,7 @@ { "cell_type": "code", "execution_count": 6, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [], "source": [ "# Create root Cell\n", @@ -189,9 +186,7 @@ { "cell_type": "code", "execution_count": 7, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [], "source": [ "# Create Geometry and set root Universe\n", @@ -201,9 +196,7 @@ { "cell_type": "code", "execution_count": 8, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [], "source": [ "# Export to \"geometry.xml\"\n", @@ -220,9 +213,7 @@ { "cell_type": "code", "execution_count": 9, - "metadata": { - "collapsed": true - }, + "metadata": {}, "outputs": [], "source": [ "# OpenMC simulation parameters\n", @@ -255,9 +246,7 @@ { "cell_type": "code", "execution_count": 10, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [], "source": [ "# Instantiate a Plot\n", @@ -283,21 +272,8 @@ { "cell_type": "code", "execution_count": 11, - "metadata": { - "collapsed": false - }, - "outputs": [ - { - "data": { - "text/plain": [ - "0" - ] - }, - "execution_count": 11, - "metadata": {}, - "output_type": "execute_result" - } - ], + "metadata": {}, + "outputs": [], "source": [ "# Run openmc in plotting mode\n", "openmc.plot_geometry(output=False)" @@ -306,13 +282,11 @@ { "cell_type": "code", "execution_count": 12, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [ { "data": { - "image/png": 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+ "image/png": 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"text/plain": [ "" ] @@ -340,9 +314,7 @@ { "cell_type": "code", "execution_count": 13, - "metadata": { - "collapsed": true - }, + "metadata": {}, "outputs": [], "source": [ "# Instantiate an empty Tallies object\n", @@ -352,9 +324,7 @@ { "cell_type": "code", "execution_count": 14, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [], "source": [ "# Create mesh which will be used for tally\n", @@ -376,9 +346,7 @@ { "cell_type": "code", "execution_count": 15, - "metadata": { - "collapsed": true - }, + "metadata": {}, "outputs": [], "source": [ "# Export to \"tallies.xml\"\n", @@ -396,7 +364,6 @@ "cell_type": "code", "execution_count": 16, "metadata": { - "collapsed": false, "scrolled": true }, "outputs": [ @@ -404,197 +371,185 @@ "name": "stdout", "output_type": "stream", "text": [ - "\n", - " %%%%%%%%%%%%%%%\n", - " %%%%%%%%%%%%%%%%%%%%%%%%\n", - " %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%\n", - " %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%\n", - " %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%\n", - " %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%\n", - " %%%%%%%%%%%%%%%%%%%%%%%%\n", + " %%%%%%%%%%%%%%%\n", + " %%%%%%%%%%%%%%%%%%%%%%%%\n", + " %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%\n", + " %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%\n", + " %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%\n", + " %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%\n", " %%%%%%%%%%%%%%%%%%%%%%%%\n", - " ############### %%%%%%%%%%%%%%%%%%%%%%%%\n", - " ################## %%%%%%%%%%%%%%%%%%%%%%%\n", - " ################### %%%%%%%%%%%%%%%%%%%%%%%\n", - " #################### %%%%%%%%%%%%%%%%%%%%%%\n", - " ##################### %%%%%%%%%%%%%%%%%%%%%\n", - " ###################### %%%%%%%%%%%%%%%%%%%%\n", - " ####################### %%%%%%%%%%%%%%%%%%\n", - " ####################### %%%%%%%%%%%%%%%%%\n", - " ###################### %%%%%%%%%%%%%%%%%\n", - " #################### %%%%%%%%%%%%%%%%%\n", - " ################# %%%%%%%%%%%%%%%%%\n", - " ############### %%%%%%%%%%%%%%%%\n", - " ############ %%%%%%%%%%%%%%%\n", - " ######## %%%%%%%%%%%%%%\n", - " %%%%%%%%%%%\n", + " %%%%%%%%%%%%%%%%%%%%%%%%\n", + " ############### %%%%%%%%%%%%%%%%%%%%%%%%\n", + " ################## %%%%%%%%%%%%%%%%%%%%%%%\n", + " ################### %%%%%%%%%%%%%%%%%%%%%%%\n", + " #################### %%%%%%%%%%%%%%%%%%%%%%\n", + " ##################### %%%%%%%%%%%%%%%%%%%%%\n", + " ###################### %%%%%%%%%%%%%%%%%%%%\n", + " ####################### %%%%%%%%%%%%%%%%%%\n", + " ####################### %%%%%%%%%%%%%%%%%\n", + " ###################### %%%%%%%%%%%%%%%%%\n", + " #################### %%%%%%%%%%%%%%%%%\n", + " ################# %%%%%%%%%%%%%%%%%\n", + " ############### %%%%%%%%%%%%%%%%\n", + " ############ %%%%%%%%%%%%%%%\n", + " ######## %%%%%%%%%%%%%%\n", + " %%%%%%%%%%%\n", "\n", " | The OpenMC Monte Carlo Code\n", - " Copyright | 2011-2017 Massachusetts Institute of Technology\n", + " Copyright | 2011-2019 MIT and OpenMC contributors\n", " License | http://openmc.readthedocs.io/en/latest/license.html\n", - " Version | 0.9.0\n", - " Git SHA1 | 9b7cebf7bc34d60e0f1750c3d6cb103df11e8dc4\n", - " Date/Time | 2017-12-04 20:47:36\n", - " OpenMP Threads | 4\n", + " Version | 0.10.0\n", + " Git SHA1 | fe3d85d0d086321c09d777bfb09cdede7e27289b\n", + " Date/Time | 2019-04-02 13:35:28\n", + " OpenMP Threads | 2\n", "\n", " Reading settings XML file...\n", " Reading cross sections XML file...\n", " Reading materials XML file...\n", " Reading geometry XML file...\n", - " Building neighboring cells lists for each surface...\n", - " Reading U235 from /home/romano/openmc/scripts/nndc_hdf5/U235.h5\n", - " Reading U238 from /home/romano/openmc/scripts/nndc_hdf5/U238.h5\n", - " Reading O16 from /home/romano/openmc/scripts/nndc_hdf5/O16.h5\n", - " Reading H1 from /home/romano/openmc/scripts/nndc_hdf5/H1.h5\n", - " Reading B10 from /home/romano/openmc/scripts/nndc_hdf5/B10.h5\n", - " Reading Zr90 from /home/romano/openmc/scripts/nndc_hdf5/Zr90.h5\n", - " Maximum neutron transport energy: 2.00000E+07 eV for U235\n", + " Reading U235 from /home/shriwise/opt/openmc/xs/nndc_hdf5/U235.h5\n", + " Reading U238 from /home/shriwise/opt/openmc/xs/nndc_hdf5/U238.h5\n", + " Reading O16 from /home/shriwise/opt/openmc/xs/nndc_hdf5/O16.h5\n", + " Reading H1 from /home/shriwise/opt/openmc/xs/nndc_hdf5/H1.h5\n", + " Reading B10 from /home/shriwise/opt/openmc/xs/nndc_hdf5/B10.h5\n", + " Reading Zr90 from /home/shriwise/opt/openmc/xs/nndc_hdf5/Zr90.h5\n", + " Maximum neutron transport energy: 20000000.000000 eV for U235\n", " Reading tallies XML file...\n", " Writing summary.h5 file...\n", " Initializing source particles...\n", "\n", " ====================> K EIGENVALUE SIMULATION <====================\n", "\n", - " Bat./Gen. k Average k \n", - " ========= ======== ==================== \n", - " 1/1 1.04359 \n", - " 2/1 1.04323 \n", - " 3/1 1.04711 \n", - " 4/1 1.03892 \n", - " 5/1 1.02442 \n", - " 6/1 1.02046 \n", - " 7/1 1.05998 \n", - " 8/1 1.04184 \n", - " 9/1 1.04786 \n", - " 10/1 1.06636 \n", - " 11/1 1.07229 \n", - " 12/1 1.04413 1.05821 +/- 0.01408\n", - " 13/1 1.06376 1.06006 +/- 0.00834\n", - " 14/1 1.06898 1.06229 +/- 0.00630\n", - " 15/1 1.05095 1.06002 +/- 0.00538\n", - " 16/1 1.04453 1.05744 +/- 0.00510\n", - " 17/1 1.05626 1.05727 +/- 0.00431\n", - " 18/1 1.03423 1.05439 +/- 0.00472\n", - " 19/1 1.04240 1.05306 +/- 0.00437\n", - " 20/1 1.03719 1.05147 +/- 0.00422\n", - " 21/1 1.04308 1.05071 +/- 0.00389\n", - " 22/1 1.03956 1.04978 +/- 0.00367\n", - " 23/1 1.05824 1.05043 +/- 0.00344\n", - " 24/1 1.03151 1.04908 +/- 0.00346\n", - " 25/1 1.02695 1.04760 +/- 0.00354\n", - " 26/1 1.02581 1.04624 +/- 0.00358\n", - " 27/1 1.09932 1.04936 +/- 0.00459\n", - " 28/1 1.05983 1.04995 +/- 0.00437\n", - " 29/1 1.03381 1.04910 +/- 0.00422\n", - " 30/1 1.06727 1.05001 +/- 0.00410\n", - " 31/1 1.03180 1.04914 +/- 0.00400\n", - " 32/1 1.04520 1.04896 +/- 0.00382\n", - " 33/1 1.07158 1.04994 +/- 0.00378\n", - " 34/1 1.04283 1.04965 +/- 0.00363\n", - " 35/1 1.03272 1.04897 +/- 0.00354\n", - " 36/1 1.02730 1.04814 +/- 0.00351\n", - " 37/1 1.01975 1.04709 +/- 0.00353\n", - " 38/1 1.04815 1.04712 +/- 0.00341\n", - " 39/1 1.02642 1.04641 +/- 0.00336\n", - " 40/1 1.04063 1.04622 +/- 0.00325\n", - " 41/1 0.97384 1.04388 +/- 0.00392\n", - " 42/1 1.06049 1.04440 +/- 0.00383\n", - " 43/1 1.04467 1.04441 +/- 0.00371\n", - " 44/1 1.04454 1.04441 +/- 0.00360\n", - " 45/1 1.06529 1.04501 +/- 0.00355\n", - " 46/1 1.05496 1.04529 +/- 0.00346\n", - " 47/1 1.03717 1.04507 +/- 0.00337\n", - " 48/1 1.03874 1.04490 +/- 0.00328\n", - " 49/1 1.02083 1.04428 +/- 0.00326\n", - " 50/1 1.04847 1.04439 +/- 0.00318\n", - " 51/1 1.03789 1.04423 +/- 0.00310\n", - " 52/1 1.04447 1.04423 +/- 0.00303\n", - " 53/1 1.01942 1.04366 +/- 0.00301\n", - " 54/1 1.04639 1.04372 +/- 0.00294\n", - " 55/1 1.02539 1.04331 +/- 0.00291\n", - " 56/1 1.06312 1.04374 +/- 0.00288\n", - " 57/1 1.05854 1.04406 +/- 0.00283\n", - " 58/1 1.05150 1.04421 +/- 0.00278\n", - " 59/1 1.04321 1.04419 +/- 0.00272\n", - " 60/1 1.04762 1.04426 +/- 0.00266\n", - " 61/1 0.99442 1.04328 +/- 0.00279\n", - " 62/1 1.06907 1.04378 +/- 0.00278\n", - " 63/1 1.03170 1.04355 +/- 0.00274\n", - " 64/1 1.04308 1.04354 +/- 0.00268\n", - " 65/1 1.01439 1.04301 +/- 0.00269\n", - " 66/1 1.04581 1.04306 +/- 0.00264\n", - " 67/1 1.04404 1.04308 +/- 0.00259\n", - " 68/1 1.03158 1.04288 +/- 0.00256\n", - " 69/1 1.04953 1.04299 +/- 0.00251\n", - " 70/1 1.06338 1.04333 +/- 0.00250\n", - " 71/1 1.03768 1.04324 +/- 0.00246\n", - " 72/1 1.02531 1.04295 +/- 0.00243\n", - " 73/1 1.04552 1.04299 +/- 0.00240\n", - " 74/1 1.04293 1.04299 +/- 0.00236\n", - " 75/1 1.05928 1.04324 +/- 0.00233\n", - " 76/1 1.05057 1.04335 +/- 0.00230\n", - " 77/1 1.01846 1.04298 +/- 0.00230\n", - " 78/1 1.05755 1.04320 +/- 0.00227\n", - " 79/1 1.05222 1.04333 +/- 0.00224\n", - " 80/1 1.04860 1.04340 +/- 0.00221\n", - " 81/1 1.03026 1.04322 +/- 0.00219\n", - " 82/1 1.02360 1.04294 +/- 0.00218\n", - " 83/1 1.06679 1.04327 +/- 0.00217\n", - " 84/1 1.06297 1.04354 +/- 0.00216\n", - " 85/1 1.04426 1.04355 +/- 0.00213\n", - " 86/1 1.00337 1.04302 +/- 0.00217\n", - " 87/1 1.04787 1.04308 +/- 0.00214\n", - " 88/1 1.04332 1.04308 +/- 0.00211\n", - " 89/1 1.04369 1.04309 +/- 0.00208\n", - " 90/1 1.05006 1.04318 +/- 0.00206\n", - " 91/1 1.05394 1.04331 +/- 0.00204\n", - " 92/1 1.06017 1.04352 +/- 0.00202\n", - " 93/1 1.02032 1.04324 +/- 0.00202\n", - " 94/1 1.04816 1.04330 +/- 0.00200\n", - " 95/1 1.06601 1.04356 +/- 0.00199\n", - " 96/1 1.02876 1.04339 +/- 0.00197\n", - " 97/1 1.03929 1.04334 +/- 0.00195\n", - " 98/1 1.01958 1.04307 +/- 0.00195\n", - " 99/1 1.01899 1.04280 +/- 0.00195\n", - " 100/1 1.05150 1.04290 +/- 0.00193\n", + " Bat./Gen. k Average k\n", + " ========= ======== ====================\n", + " 1/1 1.04359\n", + " 2/1 1.04323\n", + " 3/1 1.04711\n", + " 4/1 1.03892\n", + " 5/1 1.02459\n", + " 6/1 1.03936\n", + " 7/1 1.03529\n", + " 8/1 1.01590\n", + " 9/1 1.03060\n", + " 10/1 1.02892\n", + " 11/1 1.03987\n", + " 12/1 1.04395 1.04191 +/- 0.00204\n", + " 13/1 1.04971 1.04451 +/- 0.00285\n", + " 14/1 1.03880 1.04308 +/- 0.00247\n", + " 15/1 1.03092 1.04065 +/- 0.00310\n", + " 16/1 1.04653 1.04163 +/- 0.00271\n", + " 17/1 1.04114 1.04156 +/- 0.00229\n", + " 18/1 1.06033 1.04391 +/- 0.00307\n", + " 19/1 1.04163 1.04365 +/- 0.00272\n", + " 20/1 1.04992 1.04428 +/- 0.00251\n", + " 21/1 1.01577 1.04169 +/- 0.00345\n", + " 22/1 1.03611 1.04122 +/- 0.00318\n", + " 23/1 1.03251 1.04055 +/- 0.00300\n", + " 24/1 1.03996 1.04051 +/- 0.00278\n", + " 25/1 1.06132 1.04190 +/- 0.00294\n", + " 26/1 1.03581 1.04152 +/- 0.00277\n", + " 27/1 1.05195 1.04213 +/- 0.00268\n", + " 28/1 1.03721 1.04186 +/- 0.00254\n", + " 29/1 1.03475 1.04148 +/- 0.00243\n", + " 30/1 1.03057 1.04094 +/- 0.00237\n", + " 31/1 1.04407 1.04109 +/- 0.00226\n", + " 32/1 1.04661 1.04134 +/- 0.00217\n", + " 33/1 1.03286 1.04097 +/- 0.00210\n", + " 34/1 1.01253 1.03978 +/- 0.00234\n", + " 35/1 1.03488 1.03959 +/- 0.00225\n", + " 36/1 1.02509 1.03903 +/- 0.00223\n", + " 37/1 1.03647 1.03894 +/- 0.00215\n", + " 38/1 1.06387 1.03983 +/- 0.00226\n", + " 39/1 1.02418 1.03929 +/- 0.00224\n", + " 40/1 1.05815 1.03992 +/- 0.00226\n", + " 41/1 1.04433 1.04006 +/- 0.00219\n", + " 42/1 1.04627 1.04025 +/- 0.00213\n", + " 43/1 1.05089 1.04057 +/- 0.00209\n", + " 44/1 1.02985 1.04026 +/- 0.00205\n", + " 45/1 1.06236 1.04089 +/- 0.00209\n", + " 46/1 1.04283 1.04094 +/- 0.00203\n", + " 47/1 1.04404 1.04103 +/- 0.00197\n", + " 48/1 1.05946 1.04151 +/- 0.00198\n", + " 49/1 1.03286 1.04129 +/- 0.00194\n", + " 50/1 1.07609 1.04216 +/- 0.00208\n", + " 51/1 1.02097 1.04164 +/- 0.00210\n", + " 52/1 1.08390 1.04265 +/- 0.00228\n", + " 53/1 1.01654 1.04204 +/- 0.00231\n", + " 54/1 1.02701 1.04170 +/- 0.00228\n", + " 55/1 1.04845 1.04185 +/- 0.00223\n", + " 56/1 1.05401 1.04212 +/- 0.00220\n", + " 57/1 1.04673 1.04221 +/- 0.00216\n", + " 58/1 1.04093 1.04219 +/- 0.00211\n", + " 59/1 1.03205 1.04198 +/- 0.00208\n", + " 60/1 1.05368 1.04221 +/- 0.00205\n", + " 61/1 1.02273 1.04183 +/- 0.00204\n", + " 62/1 1.03259 1.04165 +/- 0.00201\n", + " 63/1 1.06216 1.04204 +/- 0.00201\n", + " 64/1 1.03658 1.04194 +/- 0.00198\n", + " 65/1 1.02072 1.04155 +/- 0.00198\n", + " 66/1 1.03019 1.04135 +/- 0.00195\n", + " 67/1 1.05241 1.04155 +/- 0.00193\n", + " 68/1 1.05906 1.04185 +/- 0.00192\n", + " 69/1 1.05263 1.04203 +/- 0.00190\n", + " 70/1 1.02176 1.04169 +/- 0.00189\n", + " 71/1 1.03390 1.04157 +/- 0.00187\n", + " 72/1 1.05470 1.04178 +/- 0.00185\n", + " 73/1 1.03892 1.04173 +/- 0.00182\n", + " 74/1 0.98570 1.04086 +/- 0.00199\n", + " 75/1 1.02591 1.04063 +/- 0.00198\n", + " 76/1 1.02944 1.04046 +/- 0.00195\n", + " 77/1 1.04456 1.04052 +/- 0.00192\n", + " 78/1 1.04877 1.04064 +/- 0.00190\n", + " 79/1 1.02922 1.04047 +/- 0.00188\n", + " 80/1 1.03456 1.04039 +/- 0.00185\n", + " 81/1 1.02594 1.04019 +/- 0.00184\n", + " 82/1 1.05772 1.04043 +/- 0.00183\n", + " 83/1 1.03401 1.04034 +/- 0.00181\n", + " 84/1 1.02023 1.04007 +/- 0.00180\n", + " 85/1 1.05036 1.04021 +/- 0.00178\n", + " 86/1 1.04087 1.04022 +/- 0.00176\n", + " 87/1 1.02683 1.04004 +/- 0.00175\n", + " 88/1 1.01558 1.03973 +/- 0.00175\n", + " 89/1 1.05942 1.03998 +/- 0.00175\n", + " 90/1 1.04540 1.04005 +/- 0.00173\n", + " 91/1 1.00511 1.03961 +/- 0.00176\n", + " 92/1 1.04518 1.03968 +/- 0.00174\n", + " 93/1 1.04876 1.03979 +/- 0.00172\n", + " 94/1 1.04409 1.03984 +/- 0.00170\n", + " 95/1 1.08677 1.04039 +/- 0.00177\n", + " 96/1 1.05201 1.04053 +/- 0.00175\n", + " 97/1 1.00706 1.04014 +/- 0.00178\n", + " 98/1 1.01253 1.03983 +/- 0.00178\n", + " 99/1 1.04419 1.03988 +/- 0.00176\n", + " 100/1 1.05087 1.04000 +/- 0.00175\n", " Creating state point statepoint.100.h5...\n", "\n", " =======================> TIMING STATISTICS <=======================\n", "\n", - " Total time for initialization = 6.5927E-01 seconds\n", - " Reading cross sections = 6.1679E-01 seconds\n", - " Total time in simulation = 1.2768E+02 seconds\n", - " Time in transport only = 1.2740E+02 seconds\n", - " Time in inactive batches = 2.7221E+00 seconds\n", - " Time in active batches = 1.2496E+02 seconds\n", - " Time synchronizing fission bank = 2.4179E-02 seconds\n", - " Sampling source sites = 1.7261E-02 seconds\n", - " SEND/RECV source sites = 6.7268E-03 seconds\n", - " Time accumulating tallies = 1.5442E-02 seconds\n", - " Total time for finalization = 1.6664E-01 seconds\n", - " Total time elapsed = 1.2854E+02 seconds\n", - " Calculation Rate (inactive) = 18368.1 neutrons/second\n", - " Calculation Rate (active) = 3601.09 neutrons/second\n", + " Total time for initialization = 2.4783e-01 seconds\n", + " Reading cross sections = 2.3853e-01 seconds\n", + " Total time in simulation = 1.2926e+02 seconds\n", + " Time in transport only = 1.2922e+02 seconds\n", + " Time in inactive batches = 2.0238e+00 seconds\n", + " Time in active batches = 1.2724e+02 seconds\n", + " Time synchronizing fission bank = 1.9768e-02 seconds\n", + " Sampling source sites = 1.6800e-02 seconds\n", + " SEND/RECV source sites = 2.8950e-03 seconds\n", + " Time accumulating tallies = 3.2764e-03 seconds\n", + " Total time for finalization = 2.5501e-02 seconds\n", + " Total time elapsed = 1.2954e+02 seconds\n", + " Calculation Rate (inactive) = 24706.2 particles/second\n", + " Calculation Rate (active) = 3536.71 particles/second\n", "\n", " ============================> RESULTS <============================\n", "\n", - " k-effective (Collision) = 1.04331 +/- 0.00192\n", - " k-effective (Track-length) = 1.04290 +/- 0.00193\n", - " k-effective (Absorption) = 1.04136 +/- 0.00151\n", - " Combined k-effective = 1.04183 +/- 0.00122\n", - " Leakage Fraction = 0.00000 +/- 0.00000\n", + " k-effective (Collision) = 1.04002 +/- 0.00179\n", + " k-effective (Track-length) = 1.04000 +/- 0.00175\n", + " k-effective (Absorption) = 1.04116 +/- 0.00173\n", + " Combined k-effective = 1.04058 +/- 0.00138\n", + " Leakage Fraction = 0.00000 +/- 0.00000\n", "\n" ] - }, - { - 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0.00000000e+00]],\n", + " [[1.64302659e-05, 0.00000000e+00]],\n", " \n", - " [[ 1.58964240e-05, 0.00000000e+00]],\n", + " ...,\n", " \n", - " [[ 1.81009205e-05, 0.00000000e+00]]]))" + " [[1.72592008e-05, 0.00000000e+00]],\n", + " \n", + " [[1.67649181e-05, 0.00000000e+00]],\n", + " \n", + " [[1.73154805e-05, 0.00000000e+00]]]))" ] }, "execution_count": 20, @@ -773,9 +724,7 @@ { "cell_type": "code", "execution_count": 21, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [ { "name": "stdout", @@ -808,9 +757,7 @@ { "cell_type": "code", "execution_count": 22, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [], "source": [ "flux.std_dev.shape = (100, 100)\n", @@ -822,14 +769,12 @@ { "cell_type": "code", "execution_count": 23, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, "execution_count": 23, @@ -838,12 +783,14 @@ }, { "data": { - "image/png": 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dFOPivZOX+IeFlwA4EWtgm0AyqwMYCJF3IUBzw5Pn/Ic7D/PxW/LOBS/nGX1K\n3mH3cy+jff8OjOibT57TT7Krt77iu/0VIRet9bLW+oz5XAIuA2PA+4HfMqf9FvJD6EpX7hrpvttd\nudfkK1rot52s1D7gb4ETwJzWumCOK2C79fffJemBcX3k/R/ET6mogEF+xmPzqFiL1TFN2hhY9X4I\nDooz0L2conHYVK8PVJSrO7ZtRUmZdE8TimJRt4pk2MM19JzQ5vxsgF0QS1yvJug7J+cUDxJZ6/Xx\nJo4piOFnA2J9hgfv2wQmdN3edRi6T6zxd49cBeDJ5cNs7IoFP9ZbZNE4CINbGYIRsS4KhUpUIu++\nvmWe/bOTMuZ9HsoU23ASHifHlgC4sDRKsyTjnNonlvDcmTF8k7xM1e0ownVo/wZ1kzN9smeT0aRQ\nCM9ujrG6KX0Jt2MM7d8AYCK3zXPXhFqYmJFdUH3Ej+qMxjdt6iapGAqIi3Vtb7lYo/IcvJrL0Unp\n69x2D1WTqIy8hzI8dLuhcI1F750UuClYTjJ2XOZvca0QZay0n8njVGRAtWFFdkY+F/dL3ABIDEBq\nSWyQ8pRPat7w0E+VaC6kWfqFX6Ix99ot9E75et/tN4qFrlx5tjvf9wDlD4jj/DdO/SYnTClIWyk8\nLe9LXQcklKHn6tuTpwV8qd6JLHilcI3H21aKupZ38XIzxg+e/2cApP4oT+EPzwCgvebrN8BvUnmt\nFvprZrkopTLAR4Ef1Vrvqg7AUmutlVKvujIopX4Q+EEAJ99DeVyRWtY083L9+skYrSuzR7YoIZh3\n6Gq0gVzCnhBdlBdJxwN0TF4OL6OitLXOQpzUCYE5i0VR4srSBAZGyIyUqdVMG71NNt5p+rcZizIC\nEihCkzdFBR1paO2A5HWTpvcd62RceYF6TOz5ymaeYcMQmZ4bJGPy0Tz81ossV0Wh3pgZ4p3HhWP+\n+Zkp0o8K1uFV49iOjOfU6AIX1yWb4nv2X46w8BeePCr9UETpT7StcU32xmIlyYEBUdZHsqu8KT0r\n9yz1E5iC1nZfGBXSCLUinpYxWCdlvB/Yd5m/nhO83Z0IqK+ZNAC2jrDp9LxFrWEI7H0+l68KbOTm\nG1E63qBHk98vz6F0uTd6tqkvpE2/oXlE+p3KNPDPFcwcQ/GQnDxybJXVlGSszN6CI/9M5u3Zs4ei\n8SdWHGqHTbZFpHAKX2PCxdfj3U6Q+tpufheIs0fYVlc/OM7Pv+/3AXh36nORAq7rABCDwsLC0/J7\nCqPvwFWVN44XAAAgAElEQVRWdH6AxjOGZNBhULayH8dRFEN5P1NWO1rsVDzkpYd+V/54CJ78aZnz\nH/rzf8mRDy0A4M8vvG7jvhvlNbFclFIu8sL/ntb6j83hVYNBtrDItVe7Vmv9Ya31g1rrB+1U+vXo\nc1e68rrJ6/Vuu8Rf7ZSudOWOymthuSjg14HLWutf7Pjqz4F/Dvyc+f/PvmJbWpyeQULhGNLDzgmf\n1KyJPjzbh7/XZA3cdSPnpv9AiUbZ/GCaFvnLcn5ljyZmClVUpzxGTPm2FsukspGKohlrYY7EpFir\n1fVsZOUn1y08kyfcPbRLddd44LUiNNGfe/qKzI8a6KaaIBuXPv7ZkjiChvuKHDVO0eWNPDnTjxf+\n6gRBUiyQ3NEdzm+YumrTaVIPGEeo5zDVL1kTl6u5KDnZ5xf3R+XoPMOIIeeRzhrWjBWixJhnJLfL\nB4Zk+/nXm8fZ9WU3UYjXcCy5dm6nQMlE0D70wCznArGue7Kym3ggM8uuKRby5NXDWCbDortr0TDP\npLw3JMyZ5GGJgKSBS6rzWcyOm9j1JLs5eVa5W6B0q0ydyZI4rPE/L+wcFNTHpb3sDYeEiUFYnO0j\ne0gcuNs9GRbKYsXbVYtGr9ll2DAyJOeMpHe5/tShKBr1tcrr+W7fa2IPyTO6/NP7+PQ/kKkZdeKU\nwha8YUXWdwg0DCxS1u2H0NSaRMdupwW7BGjc1larFWANkdVeNe1+8XWebpK1YtHxJxKyK375e3+J\npe+Sa97z8Q9y9Kdn5D6rr7oO39PyWlguTwCfR6LKW5va/wt4DvhDYC8wi1C7tr5cWy2c0T4wSfGU\nvDAbJ60oV0d6waLRY7bdz/osvs3Q9jIB8X6D3S6lo1wtzfsrkdK1p5NRselCRs7dPjsQVb5RAdSH\n5aFbPc0IItnYTeMYyKNei0XMltimjd4vkEoYWgQ78iK5vXUCXxaMmMmMGHN9HhiWrd5nLx9CGbxd\n9TR59yGBC76wtI9qVRTdgeH1KA2sry2mb4hmzg6XSMflB7P+ymCU7qC2z1AmUz56XdoYOLRBpWEq\nPTUcLFMgObyZIXFUFN2efJErc9L23pEtZqdlzlMDFSZ6BRZZ3hVGytH+1UhxJh2PowVhzaSsJh+9\n9iaZ72I8qrSUP7XBnqzc5/z8HoKagVGmY9SGjF8j45M/1/aPtCS+YbD6HU1l1LBmDtRJXTI01Ue3\nKS0J5GMXmgTFNg2yJe62jWeKgltZj7DisvKzv0xjduGrYbm87u/2XS1Ksfxjbwbgv//wLwNwf6zN\nStkO67dBJK5R1iFt6MRWiriS80thgGGtUrCsCDcXKKYFucj3Wav92ELa0EHnZ0/rCIKxUV+Cy0uf\nLF5uyvvyr3/thwEY+dAX4KvwFX4zyuuGoWutn+K2n9Jtcpe/wV15I0v33e7KvSZ3NPTfG0qz/M8e\nI38roDwqK224v0pvTrb93kx/lDFv6QkHv9DmnLYq3PccXqdxRSxN72YKt5WtL6kppAQa2LgkATKu\np3AFZcFPg06KRTfcV2T1ZXG6BemQhuFcW/GA3LBcUKnkmTT1O+e+sIegT8757sPnOF8UJ1GrkEap\nEefylrTnLsfwTHh8f0+ZT9+QJGDKCqNEWFMHNzm7IW0cLKzTc1zGf2V9iLGMyQ65N00tL9Z4uk++\nb17J4Y+KBR9qxWBWdiQ7ToLtaXEmk9LUzE7g+rUJjP+WOdUbFa3oy1SZygjMc/mKQC8je65hGd/f\nzG4vJU+s5Wc2J2lWzO5kw8E3penSsSYzO3JPpTTOhmEHpTSY3YKq2dSGTZyAKShi18Eyj7UyqqLP\najNG7bjsrFQlwfh+CfDqTVS5keiPxu+NyICCpAUGNvu+Ey/xpzdPotxuGbqvReyDUwCkfmOXj04K\nvNKyyquhfxsjxVa3W9Ig0Errsw00IogEbHO6h6bZsuLpcN6Z70uhxjWfY0pFDlRXKUphEB2P4JeO\n+wdakzC7AlfZnDK64pkfk7H8b//wfdT/d9nxBdenv5qpuevkjir0MKEpHfUIY26kaG0nYPOWyUh4\nuk4sKfBC4NukXxbcujYUUl8VOKD/zYusS/JB4lO71OflQSWXLTanpZ3Mstny7fdJLRscPq2iyjfb\nhWQEZwQNCz9lto6DIRM9osRvbvQw96woO22DU5J2/uDZR+kZE6W7Myd9cnYtMLVL/VzIvoOCp8/M\nD+Ca8YSLKQZOCqY3kdhkYFQm4Ed6n+eGUZ7/d/P9XFoViKRZdckMCOTTUtADp9ZYmZFUw/2pSjSv\n29sZ6DGUzIqDb2Cj/LwiNGhFkIwRZOSH8a7hqzy5IgtNatDcI4yRcwWzf/PgLf74ksAs6UydFlXF\nG2liG1rn3MWRiGGUv6bYOSznxIoWloGkkittRbD9gMzDW+67ylPXDwCQPZugNGnyuvQ2IwiruZhm\n/ZpEqq4cqTAxKGjHwkGL9Gfkedf7ieiRf7z4BI0Rr53npiuvWSrf/Qg/8/P/HwCn4pUIx25RBW2l\nbmNOdMIfLaQ7hAgrb2odwSyuEiUMUAlvZ7O022m326mgK6Yfbsf+qRLqaIGAFq9GlHtWtXvpmZ61\nFoU/2v9Jnv6kfP/vfvL/IPNHz325KbmrpfsL6EpXutKVe0TuqIXuFhV7/sqintcUpsUaXI1n8fbK\n2jzwNzFWnzABPGWL6pjJ7OdoPLNUz7wySotSUd1IkdwjsEMlnsKuyPrUSh+gMj7lPaYwRSokNEE5\nE73b9H+n5Bp/+tljUYBOoVBhqya7gupeP9rSW7sOmTlpe7c3xP+cWMlMSP8OvHk2ci56cZ+ZWclZ\nYScDvF2xIjNTu5ET84WdCf7R4FkA/tv2af54RtgyTd+h3grQSQS06M8HTIj91dlhLJNXperF+K4x\naePK3DD5gil1V9Bsr0hfyvvCKEd47rpF8RGx4v9i/gS7FdkVfP8RCc1+an0/ezOyOxmIlUilBb4a\nyZbwXzA7KAvc04ZjvpNi75hw32cTw2gD5/i1WJS+oPTWGiPG+bw9LXPy3JPH0Qa+2j3oo1IGBusv\nsl2Wuc/dsNg5bdg8gcUT/TcB+ExwiNkTAlvFtmya/a0ghBCr7LSJzF35irL4U48B8Okf+k8R48TF\noahNoNdt7JSWtaza/PGOtiyI4BSvw/foaQg7HKFN8zLGCCNLstP52bK4baWwzXUNfbuV3jrfBuq6\ndX6b7+7pMIKIEoYRU9NNHozJlX/zoV/loYM/CsCe//eZLzdFd6V8VZGiX6/E947rkZ/4t/Sfscjf\nELx0+gMJtNPugzZRk3bWI6iLch8f22T+llGSZSuKFgxjRLhrMt3EuyiKrJXsq3ZfDWshYc7VhCmT\nktVXUlUa0E2L44eEoXLxyjiFV+SeOw80UYa6l522qA2ZF3NfDW0iUd937AIAn1+aYigjC8uB7DoX\ntoWeOHNzCKtq+poNiOdlpWmU49gm+tKyQt59QCJOJ5Pr/NcX3y7H3TAqgD01Korzh/Z+ht9cehyA\nmO0zXxLIp1yP49rSXsNzeHRMAos+89Jx+vcJXLE+20NmRPp4sG+ds5dMEQrD8JnYu8HbhiQd78dm\nT3CgV+55fmkU30AoQdWhZ1CgouFsiQVT27VeixEumEIWPtECqffVIvjHqrUDRAZelP93DqkIWw8S\nmuYeU+gkX6dmcHutVVRpynp4h/K6yanTsLDqMrf5I5uUz/Ux/18+RH3xa4sU/XrlbmK53PjFR3nu\ne34BaCtrgKzlRJTBesfxFhMloaDaAZG04I+gQ4WEQGAWCBvdhlZQ1LXdcdxAdKpVvKS9GMQ7nmDn\nAuGqKGMyAe3PnZJQFp5p24qus0ioL7Vdj//PH2H/jz/7Kq1888nrlsulK13pSle6cnfInS1Bp8Gu\nW2wdh+J+2TrbdTkGEKQ0zrpxYiYdQsNP3/zsCJbhNocuNE3tycaIz9TIZtT89Ii02TTLlOsE5E/I\n9+VaHMsE2dTnsoTmpFRflZN5yRR4KTFKea/cf2CoyKYr8Ie3lsTrMZvMssvpo5IKcKUuO4LHR26x\nUBVrea2RZdxAF7PBcBSIg29FIfTHpxYjB+S55TE+MyPFKQYOlRgZlmtXLg3yI+/5BAAbnjgCP/jU\n9/FPTz0PwGK9wG5VLNdGPUbZjGd0ZJvPvCCZ6vomtynXxKEa27Ypx8SKPje3HwzjB+NInFvq43dW\nDFNm12XdBDU1SnEO7BMn783FgSil77XlQbJpkyZhOoVlOPveVoKBCRmD59t4CYGIPJNJbyBfZnNL\nHL+NAT8qR2eXLOwtU1v1ZpyE2Z1Ux32qJk0u6+mIFbH/2BLLRZn/3VIKf8hHu3dut3k3ys3//CgA\nZ773Q1H8Ridp84sDekBgkBZF3KNtfQe0rWeXNsslQOHScqxakQWeUJoWUONpi6zVZsLIue3rSmH7\nus72pI/yv0UbYbNoW+tex7mtPoVaU8ePPseNtX7++36Fk0j66LvFUv9KckcVuoqFqL0V9EKK1EkJ\nStnZyNCKLYtlmlim6pDlKCaPi6JdGs2TduWBlNYyhKaupZtpMrsqeHYy1cBNm5ZmRXFp5dL3kCj0\nvlSFqzcFCsns240of7eujPCRqik2qjTWhCimnd0UjsmZHsY1QxMCXTwwsMCnDBXxyKgouk8uHGXI\nVPhZ3sxHuLHbX0PfEojAaihGD8jxA9l1npyTvLH5dI0PjJ8D4GxxL98/Lpj21kiai2WhNj67JNWF\nrKLLH7wiRU8fmZzh+JAE/8SsIMoBs1tLkN9bjMYQrojSH3twheWX5Rw1XsXfkOM9+0T5Vutx9ppg\no8awQ8UEZ9hJn6UdUZxv2jdPwpbncH17gO1dmecH336V514W5kpsy2bdEszdLdTx66Kk03mBxpqB\nHaUoBlAGcklsKpqC4NAshMRMhK9qWmhDR1RaYdXk/JvzgwyZSNEgsPCtO2ub3G2y8O8e49z3C43v\ni9X2q+HiKdXK09JW1p4mwrYtBEYBqGobtwWdoKPjttLtBUATKWZXtQOO2swWhWcAAwtNxWRkS6h2\nr0LAENKoavB0C/vXkQ5JvArFsq5DErRojdZtLJjz3/crADy08aPs+Y93P6behVy60pWudOUekTtr\n1iiN44TUE5rdmyY/hwY9JIyG5maC5gFxjKm6zUZZrFtvNk3qsIm81uANyHo8NbDNVkWsxMFMmQ1H\nPu+MyTqVztaZ3RQY4fTYPFeNOfDwyByfvyVkduUrwopYkXbZwjeBMGHDxl0zaQB2Ffvycv9PXDwe\nBc60oJr1appNw9AINuPM12XXYCd8gpyxBio221WBhD6xdZTxPrEu5zZ6+ED2ZbmntvijhQfMZ8Xy\nhkl92zQbynTQujUX14fJmOIV2+UUQ3kTENWMRX1NDHp8viFwzsKNQZSBJFRoRc7IhNn59KZqLBmm\nTibRYGNTYB7LCWnUxVq/tjFIbU6Op/cV2T8kjtMzc+MRzLKz249tqjsFSyl0Uia9XJedV9kJsXMm\nOGozHmVjrA9owhGBcHK5GqXrhuM/VCVpYJvSYo6wVYQjVGyeNQFmvQGJJQfV7LJcvljK3/MIAM/8\n0C9gRcBESMPYxnWtI2s80Do6o+UUDWnDIkGHY9P9otSWgVbROZ3SCZ20LHdPW7dZ9AAeVmT920pD\nR1h/3bBjbHQU/NZ5T1S7nQBuC3KS9hT1KCCpfb1ANXL8c//nf+L9N34M4K7mqd9ZhV638W9kiU2V\no3wrG5f7SVwypeF6Q7KGZVI8HrC7JkogUbbYWhdlE1t3ooLMi7l8pBhvrfXhGcUcW5H/GweDKMfJ\n01cO4OZFAV7dGYyCWCrJANVssWY0sZvSF7cM9T6DBT5QJe9Kfy03JKhIH3dN5epcrEGx0i6T9i9O\ny9btz+dOkOyVZFvLG3mqRjGmk40ogVgs5vPfNt8ilyrNTk3arNddrEX5bBsYKJ1s0jSMk931DM2C\n9OP+0UWef0kUd2zbxnq3wEyfv3IQ6nL+oaMLHMoJ/fEvLt5HakoWgFY/RvIb+KHMw2oxy3uPSlWm\nv7pyDDZN5ah9dQ6eFLqn1oqyJ+PxmzZ+YPwgcU1omC2ZFStKk9w0VMXUzRi1Yem3TgQEhiph5z20\nifq1rJDhE9LXpdUC1VlZ2O3xGj15mYuNzSxer7SZXHDov+CzWOti6J1iH5jkZ39OgoY8HeK9Sn5h\nlzbk0vltG9u2SKgw+tySmAojGiJAwyj6ToVro6NzQtRt7BevdW2EsQfRYmHp2xeFMMoZDcWOe7YW\nBZt2wFFaWVSM8m6+GoOvIx9MeFteGotf+Pn/AsD/c+577tqI0i7k0pWudKUr94jcWadoIiB+uEjt\nZo7Kimzdw5N10kdMWtvFAvUBs72qWMT2i+NS3cwTWxSrL7muMIgGwUyG6UWx3k49eIPzC+JETN0n\n1/mhFWUvPD02H9XavLnVTzIm2/iKrcldN4UiTnh4++X8kd91WH1I7lnfiPPM2VNyz2MNxvaaPChF\ncTLeWu1rwyJZj9+/Io5L1w0olgSKcWYSpO+X68Zyu7zyijg6nb5aVMji/MYoVRPwY9lBVHiaVWnj\nLY9fZjAmc3WuuIfliuxaDmdWOTtkik0sZHj+rFjrw/s38I0Ffm1umIUrck81HFI1z6RlpDx9Yz/u\ntOwysqc3+NyCQFJ9vWWsPrnngwPzPL8mdUzX53twtwyveF+NnRmBSNRAg+N7xFl7LT+Ib9gt8Vsy\nrmZeRwXC/dAGU9A7KDsUTB6d4rVetvtNKoOaQ2igotjVFJWT8ty0Z1EYkd1Pdb2HtQcc/Oe7kEun\nxH69yv0x+S1YyopyrHTmXoG2Nd7UVlQEpQVnhCiqus34bsEiTW1FlrOnrcgyt9GR5VzvuK7e4Tgt\nhTESyqRh7oBAOmEcuxNaiQpptNtIqCDqYx2bhHF0Bjq8LRBJxtC2XOsaMLlhOjnrcRQnjE5I/HqJ\nylu5K+WOKnRds/Eu5Emc2CX3nImIfLweYb4p12O+LErSGq5HeVockzscoDxlk35BFE+pP0SbwJgz\nNydQpsTbREHwXEuFPNIzA8DTW/upGIhgMFPmYE6SP318/n6KbzLVe4oOqmgCiw4o6vtF2QwN7VA0\nucKdpsO+nPT3O/slUvMnp7+XsXFR1sVagkpJlJdXdyj0CETQOOoxkhWFdWlhhMFJOb83WeVz08IQ\nYSlB3vgKjvev8IItCni0R1grfW6F57f3AZCwPQaS0naPU+EHjgqd8bdvvYPRAzK2tZ1MlPhM2SEj\n3yJwyY3rI2QN66RhcsGHnk1jWF7oxlI+yiOzvpZjalzaezh7k49fuA8Qf4PXJz/Kt0/d5FxaFtNS\nOcnls9LvsWOrlP5ccrJEv1ulCExq+9jxIvXr4ifILCt2LPO8A0VsVk7KzsD2cRP5twnFBXNOQ7Fr\nAquYrOPGfCKu4xtcln9cokA/N/Wfo6jJUhhG+VZuT0l7+7UtJRnrUMotJepp6zYF3Fa0DinVzoMe\nYeHoNuauwuh4S5lLX159EW7RKl0VRp8TKriN9dK6NIYfKfG6VhGU0mLE2BCxYFzVZr9UdHhbvvZW\nQrLfnvoYj/244Okjv3B3MV+6kEtXutKVrtwjcmchl2RA/OQOlRt5Ku8yXu6rec6YWp8sJUiuG8hl\nPhU5Jb3VJM6AMCDCjXiUklWn/CgYxV53aBoLc64olttgpsxHbglr5EDvBkMJA1esj5HuFes7OVAl\nuGKsvqO7UZh7cysDxvlpKc3j4xJMdGFzhPWa7C4Klli/pw7P8PKcQB59PWXuPyDFk69uDbKxKrAI\nlsYrSNv/9MTz/M5ZCfLYTqaIx6Xf1v4mOzeElfP5tRyZXmm/xfa5me5npSx99Xw7CpT64/ophtMC\nP2SObZGJmTwoPZr/ePCjAPz7m/+ImxeFh+/0N6ibOfdMeoWpvWs4xhJbKWUpl2WXkbwZZ2ZHrvtP\npW+l0GcqLd3qRZkKUJ89f4T+UdlFjPbvsGLJmOfn+7AOSJu56/Jc6wMQkw0U5YUs2uTXKcccknPy\nLGujPol1kxnzWBileijtCyO4JnRMYXAgm6kTfKEHVe3aJ/bQIB/+oV+N/m7tWW63RDv/bsMvTf2l\nFrOrwttC9ju/b1vRwW2BSqXQja5ts1nCiGcOHWwY4+QMUGRNyalAq8jJ6nU4QT1tRdeJtS56oBK2\ni2fYHTuIzlwvr/ZmdO7nQq1vC7L6rz/0awD87O9+211V+aj7C+hKV7rSlXtE7iyGXrepXyyQ2lIE\nsRZtCZznxOlXmgpp3G/yilfcqNyZzvq458VKHXzbCg0Tfr6xlqPHYM71z/Zj+abcWU7+z/XWWQ7F\nWjyeXea3zolVrCsOn1HiOHzznhnOuGJdF3dSJNJi9cXfvElgaIZrW7kIr3askI2q9Penb7wPgKWl\nXt59/DIAnzp7nJQrlsbh3jUmC8aBuj7EWlks++PjC2RMdsQ9+SIJW84/e2OCRFHmZej4BqtFscYb\nSzJ2d3iebx2TknZ/ePkBTozJTqDYTFJsCMb/rj3XWKzJDsULbX5+/r2AJArLmBqt5bSDZaJg8eR+\n0zeGmTogzsxQK8YGhA66Opvgu98uYdFntsaZeUHmKjhY50ETqeoPtJ1il9eGeHSf7GaeuTXFnr0m\nI2NcOON2zSK+aSIC+xpR+oBSIknDFFpOLjlReocwpvFMbfEwpombXYF3PUfyiuwidvdbqON1wmSX\ntnj5P+zjlElwF2gHyzgLq2HQxpFp88wbup0MK6HCiCvejvBUkbOyqp3Iiq6GTvTMLXRHBKnGttqO\n1ZaFXcW5zXq2o6jRVl9tqmFbHbm3hf6Hpq92tBMQ3nqr8EX4Jfx3Ocdg/KGKqJdpS0Xl8qQAR6s9\nDSYHvKVUVCTj8n/Yx6F/ffdY6HdUoVtNSM9DkIDaqDwMd8ciLXqJ+FnF7pRJj1prP6BgI0Z1Qia4\neqs/CuzJDZXZ3DC1Jwc0jrmmPyfK9y09N3jhklRj+avYMRLXRAEoDd4lyd749GA/g4+IYgryiiGT\nEuDm4gDaKDs0bNREqyxfGWTwsDgJWxxuNFTMYtIzWmTzUwJR/MC/fJYLVVGAzmDIC08fAeDn1LfR\nbJqcKGf2cvIhSQ/79mNX+ZwjC00m1uAHTogi3f+AvFC/t/FmnlyWlAF+0+bWttB9KtU4j08KbzZj\nN3j2RUlN8PCD17iwIk7J08enOZMShko2V+PYgKQtaMEsT79ykKN5OfYDe57lP1/6FpmThOYPn39I\n5jjrYU/K3Grf5qXnpa+pyV1ijjwfr+nwwoI4Rf/9A3/Jf595AoADh5cBuHFjmJP/5BIAc6VeZk0W\nzeSCS22fLKa1LIyNyUK9U03SHJC5cmZT1IxTVA810cos3P0VanU3Sjf8RhRnjzil/+If/DJbgflt\nKYUbVfJREaWpMw8LiFKH21kuryauCiOl66rwdjjEbPY9bd/m9OxU+i1lbKmOz7QcmH7URl3btwcq\nGVUQVwFVkxKgqZ3bMjZ28tqDV+Gxt+CVutZRmt64uj3QKBqLDqO0v59874f44J7vBcBfWPw75+ab\nRbqQS1e60pWu3CNyZ52iIbhVaPSC8oxDpaLYeMiEx5etKLS7MebhJE2GtI04sR7jFA0sgm3Zmo/k\ndqP1tdSw8E0dhsUlcSw+nd1PslfoebWmS+OIfA5rDlVbrhzfs8n8gli6PQMlZkyyL8sJObJXrMqc\nW+cLF4VaOHFshaUtgXHiJto0lmny3PQ+AA6OrTH7kFiOL5X3cTozA8D/WH+MqdNCG3zbwHWuV03Y\n+h6bJwqSh/zXrryduClZl3PrPF+SnOUfq0kBjKVyju2iyQduaY72i0X94vw47+8TCuWndo5z8k0C\neTx3ZYqfeeJPAPiTtVNYa9KvgdENBuMCXXz8b01isnTA1d3B6Fm10gpMPbjJ472yg/jwp96FvWUi\n/zI6ym5Y3knyzqOS0713rMIfX5Tydb8x+3iUp721m+kfK0pREcAZraJMtsf6cMDjR28A8MyNKRZn\npI6olfGwHWNx7iqCVuh/oAjSYndN9mxx4cxke0f1BpSrHxwH4IDrUDXl3qyOGpwh7UyFrupIitUR\nzp9V/m2c8y8Wl5BQtS3rzsjPlLHKvQ4naqgtLNrRnJFDk6BNheywKVtWe6gtEpGD1I7gmRDVvi50\nI8u9M2K10zpvOXBvo1rqdvbIWIejONC67VhVSnY0wB7b4cqPmbn9sW9+C/01K3SllA28CCxqrb9D\nKdULfATYB8wA36u13v5ybYQO1PuUVAMyczzwrmVWPyvbRS+nUYOiSNLJJrZhcZQKFsdHRLnOFns4\nbuCFp2/sJ5cTJR3vqfO+A68A8NdzAm0slArkUqYy0lIhyreZHSxTnhOlvPriMAwYxewE5LKCbW+t\n55h+UhSqf6zC0B4Z2tJmHq8oC0pYlhcpd2ib9x4WGOGtmSt8JCX5M85vjvLypsAva1s59g8LVPOR\n6Qf4tgnB3He8JB++IbBEZS0dFXLe9RLc2BGlVmvKJvFg3zrpmMASxwsrfGZOFpnBQpkvlOXz2c2x\nqPLPd596iTPliWguHnzzNQB6Y1U+/pQoct1rFpBClXcPCj7/0bk3sbkteH/MDvj8prSdu2mx+6hJ\ngbCUILdfcPaG50Rb3q1mmuEBYbwsvzxMbL+wb06PymJWD1wqGzKuup0kPSc//ka/5sySCY6ai0fV\niHSoCFZMcJZNu0hJzeZ7npCcGxd2RnFLCvWl2V+/orwe7/U3WpQb49fe/z8AqQXaghGaYfiqRSA8\n3VaCttIRt7uzOEUnPNISi/a5Fe1En72OIKO6tjvaC29T+p1tt6CdFj4e0s626HakAbgtTUBH/ywV\nRvf8Yvy8kwkDouQ7lT63LTIiDQ1Zo+mbWpNR5r3UPr/+/g8D8HM/+SDaa77KjH7zyFdj0vxb4HLH\n3z8FPKm1Pgg8af7uSlfuNum+1125Z+Q1WehKqT3AtwM/C/yYOfx+4O3m828BnwV+8su2E4pjNDXn\nUAnWgOQAACAASURBVHirOCJnbg4RS8hq7ff4KLNtrlRSWMZa7ekps1oVZ9jh3nW2GgI7JFJNCqla\n1P5Hn3kYICppV9su0Hu/WMW5/gqO2f5XzvZx6Ik5AG6uDFAwTIu1jRwZY/FbRYfahMn86NmsLgtz\n5MC+VdaSYr1++4QksJqu9vPnMycA+NaTFzieES/vPx98iummwBifyJ6IYI65rR7+5IrAKP/qvqc4\ndUD68ouVd3PAWPGNwOFtIwJBfHxaClZcWhnGdWUMO+kktYrZKYQW/Xuk7abv8Ja9ApF8V+FFfntT\nStY9OjQTZZa7WR5ADcqY8yZJ2gf2vcyySUi+PtfDwF4xShfXC8zX5DWJD4BtSvo9/NbLXFgTh2u9\nGuOZW+J8TqUalHfEok7u340yNV5Yk51KpRbDul/6GruSoTIufdLJAN/UU9VjTRIzMjb/cBPf1B3V\n21YE1ameJn967SQAB4fW8dMa/VUiLq/Xe/2Nlu3vP807kk8DEhHqRparjlgcwRclqrI7QvU7Ldwo\n/D4qamF9EbdbLNe08tvWcsf3aeXflsu89V1nGgBLtUvQNToiSTslbNUf7XCwdvYzrfzIcreUjvot\nmRoNtz2KMA07uPZWlMjLo6NIh2on80ooRaOD8fJwXH4r299/msLvfIFvZnmtkMsvAT8BZDuODWmt\nl83nFWDoKzUSxqA6qgkSmh2TnVB5Cj9jtl9bTpQaN9lbw33aVKR5SLM7J+dvH0hxzNDl0okm82uC\nl4dbsfaNTEEEr1dHhZlPDS/wyroooL6HVyk3RWFMDW2wsCOK7ODYGjeWhHXx1jdfpBYI1DFT7GXN\nZHssNeLsbsqC8gdbsoCkCzW+fVKU+7zXx56YUBX/5+aj/NTQpwCwCPmZc0IhHO4pkTMvybXKMPMV\nWSwKuSpXF2Ua33P4MiMxgS5a492oZVh9ShTjC8cddFke3+joBh9bFOV2uHeNa0VZRH7fepS358X4\nfKE8FW2jLy6OsKdf4JJjPdL2r7/0ON9+QiArNFTNvIV1m2SP8UM4YVR16elzh3CL8mPUPQH5MWmv\nWo+jG4aq5iejFMTlfWbR3omRGJD2nJLCm5J50CUXTKBQKt3AS5pMjhUX2xTGLlyzqZTNPeeT+A/J\nwnDxxhhkA8nF/NXJ6/Jef6Ol8o92o7D1hLKjykO2UpGS6oReXAWWbina9ipYx/6StLgubWij0ZEG\n4DbIpUPpe7r9uf5FeHwYZV5sY/FteqSNd5vSNwXaVRty6WTWWF+USrcF11TDjtS8HVkiW7TFWMfC\n4ek2RNFZ9chGRXg6GsJWDpr3lyj8Dt/U8hVtGqXUdwBrWuuX/q5ztFSaftVfk1LqB5VSLyqlXgwq\nla+9p13pyusoX+97bdqI3m2Pxt9HN7vSla9KXouF/jjwnUqp9wIJIKeU+l1gVSk1orVeVkqNAK/K\nvtdafxj4MEBqaFynlhXNd+xSr5qq7vGQlMmkiAY/YzzkWUVtoP1b6r9/zbSneOnqPgCsXQfbFDU4\n8ugMl8+IAzCWlR/Xvv6tqGhDqC3ypk4mwL6s8Jz3Jrf4nXkJONpN1TG0XZ5bmOB7DgpzJGb5kTOy\n6rnk+mRhun9IvN7L1XwEZ1TCOH+6Ik7R7xx6mU9UhDf+9tR1ToyK4Vfx4kxlJODmsewNmnkZ85+u\nneLRoRk5x49zuSI7ig2TamC1mKV5SKzbgwObLMZkZ3FrqZ+fePCTAPz56v30JUwZPS/J/8/ee0ZJ\ncl1ngt8LkxlpKzPLe9fV3ncDDUeCogEpUiRlSc7KjcxIK0OJpHRG1OzszsyekcSVl8jRys2MtBIl\nOoFOoAFBgDAE0ADa++rq6vI2Kyt9RoZ7++O+eBnZ3SSAEdRoNPKe06eyMyMjXpi8777vfve7/7xB\n0M5qNSmTzD+390l8cYHeX6lRcJpuL6Pi0j3Zt2sWhkZRcf9wHhFR+PTJE3eC5YXUQpcJW/DA259X\nkS/TSkkvKogfoGi9Vg3DFsSZeISun/ZUFHqFzie/g0OfFiqMKQ+KEFqzriTh9gkHWdXARRu94oiC\nentAke+iEHjrcsAi7ssl4f6Lnmug+dlOssxNJ8EzjX6+f7H/7+BdE1kD1+uB+5fH5ZBslqDYVQhe\nk345faexjzBzA3xzRa74XDCYgeSn1CnnrCmiVwLFQpaAZRJC1KvOVehKQ+DLj8Q9zhrJzQDLRWUc\ndS8AFcn3GzCPLw0Q5JrrARkAnUFy0oP59ApvXE0dDfbLxw/8I35XIQaXr9h4q9mLOnTO+W8C+E0A\nYIy9CcCvc85/jDH2ewB+EsDHxN8vvti+PA0wOwD3UhJeF9286FUdjugN4RocqmCO1LUI0Csw7I0w\nikLvxL6chFC5hFZjYIcJlnA8BUqPoDZO0Q/dTJVQXiCH/vR8EhM7yQFPJNelauB/vffzaO+gpfv2\n9Bo2BC2wljdwpULwS38kjyfPULEO1Ibmw9NVwo3/7e5nYQr9ij+//AYpzfuG6BQyCt34Hzz3k0gb\n5Ix11ZXLxUtmL/7p6j75vq8O+T+n70K9Igpn0sS8sediYKKrT6FuoCow9J/d/20cLdJYtiTWMRYh\nHL5P38TfL99NY+mcwudnCZaZT2Twxu6ppnvzrs4zuGKS992ox7A7QXmAL83vwUaOrmc4ZsES/Vyd\nqiavQ/GtVSiij6uV8WBmRUOKvAa1j8arf50mn+KEB39lrVUY7ARdh/ToJnJrQvcm7iIsuhQdHL8q\nKaFO1ZDfVSyG3iM0QQ7E83j2me2A/dLlc1/J5/rVMvuN9Nzs1J+AKZxr9Ts4muC7NhgS4rk0AzS/\noJqi71CjSoORVuVak5JiENP24RRDsVGVWi6udNxBR+/xRrOLnGfIbT3Px8S9Jtw+yHIJB5gr/v6C\nk47KuMTOfXxcQQNaSrAG88dDQ+9FZ43X/v/pb6Mo6XC4DOdN5NC1R7/jwu5VtX8JcfdjAN7GGLsM\n4K3i/y1r2WvdWs91y16z9rIKizjn3wJl/cE53wDwlpd1NAa4IQ6708Ed26n4pThm4O52er1Ub8PD\nJ4gtApcBNVGMMpZDT5yi6LMLCXDReiw0qaN+UbSmu3cDO/opwXeeE1SRMSrI9lEpf7Ucxo6UaLxQ\n7MLYEK2k/27xLnxwy6MAgCv1blxOUVRej2vojxB0sCOyhEwvrQTy+Rh+bv9TAIC/PkMMkuP5QZya\nJQ71+3cfw4JJSc6/yL4RExE6TlS3sT+1AAD40tU9eHsn8dYfWt0N06SIprSZwDNJirQdW4NxlSLw\nilCU5F11GGKl8iODJ/BXZTr+rJnBs/MjAIB/u/1ZPJunfRw9swXvO0I66fNmGpuzVHmVa19DTRXF\nT6s07s3VIxgZobH+cP9xpFShNZPIS0465wx6B60y7JoOVqJ4oG+sgNki7U+NO7K9YCmfhpelc8jv\npjhHKymwO4hBYBkMxrJoOTiZQUzotHAO1FbomJejneBi386ICc9XwOy2sbBO5zN/vgeprTmsGA1G\nxMuxf/Fz/SrZ0n10bXWmNCVCfVMByXgh2EEU6HCOiuezSAJJwsC+/RWkzZWmpKTHg/v3pQSYLPf3\nOIPO/Ohfk69JkwXyNeRrsW+4AdZMY5tgItRgroSCKlxDLMCA8aEgNbAWCcJHjZVHsza6/1oFJPvF\nRXMS2ZUt+ri85kOP4pa0myvOpXHYHQ6i0zpOJamYKB41cUqj16OxDWSEDOvmRgL6Iv2Qs7EENiZF\nNeeWHMpVWqaVxxkiS3QKZ6/2QxdVlvuHqIjl2NQwtHXaR2ST4Ys2LZdCcQuO6DD0/t3HMKQTnn6x\n1oe39FLFY9UNoTdEDv3bhQmYorgnGq/jXJkmDEf0MI3rdYz1ESb+xek9SMfIod3bPY3TZXKYR9pn\nkNYJ2/7tPZ/Hp9YIZ++PFnCpQMwV5jFcWiPY4w3jU5hsp8lleZUmiIGuvJTJ/asL90IVDT16wkXZ\nGehUcQCnl2l/RntN9gl9+NgeqIJFElYcnMrSNvf0ztD1M3rlffr6+i7UHDq3dLiKkR5i7UxP9oAJ\n3JJrHIlRulfzq2n53Ui0joPdNHFpvbN4+AxRLju6adwbs2lom3TPPJ3DTtI5RMaKKK8KaCdTQ7yf\ntvc4oPvVqRUDEJDTHcOzeP4pKiDDgAn3Gx1A8ea2yH21je2la2TzZvw8yGyxZJVls4UkXIGm6tCg\nngpA9EDfuQeduQvWBItItkqQAslcmFzkXNCAUXTmUaUnGk2aba5K59/8WmlivwQLlYJjlpMLZ/Lc\nfNjE5o3zMYN6NYEcQ4kz2WhaZY0qUvvaPMS+Am5le/3WSresZS1r2W1mN1fLxWEIrWuknFilGbrg\nqPCSgm8dXcKxMCkCxnpzWNIpMtXmDYzeQVH3/LeGoIhpSItxqdCXTFUR1mkJVrAi8piKIEtE1jjq\nHSKhV9DQuZ0i6gUzhX+0KVp++NxO3L2VZAU0xZVRwlSxA11Jgm4SobpMAMGlWfzZx3fJsnNvtIau\nToIurlbaMS/apB3qcCQU06fncWyB9CGMsA1mUvSw/8AVaIKJslmP4kA7JXELVTqfsOZgpkBsEkXx\nkIkRLPK5qf34hb1PAAA+efUwfmzr8wCAvz5+Hx6Zp2TuA4fO4NEpej1TzuCtfbQSeXqd4Jmd6RV8\n9TTBXWPDa5ieJvp139AGDKGkGOupwDtGyU1ndwW/tO1xAMDvPP59uHsP6dHMldK4lKdVRskMgwlu\neKEkWvi112CHRc2AAhzYMivP11dLLK0kEBH9QpNGHbkBsbKYC0MVfU+fqUwQ9xyAuhyGlQC87yxD\nclvaA6MX5WszEEleX+ROUaouIYVg8riRrAzK3frPeAUaQjdg0FybFPUtuK3JNYQCEMgNeeaBz2Ri\nNVC0ZHINMcGEccEkzGJzpam9XTCJG2TzAAS9NCVOffgFrInX7p+ODi5hliCEBQBvG6HfzQXcmnZz\n16hhD3y8gs5EDTnBJsm0VXBqipzbSHwDhRrBKfnlpCwQCpWZpOLljmRRFI2U2xNVlGqEaSmMIy+c\nxvo8QQDROQ26aEda6wISV+jmFLd66IkRXnul0IGE6PDDGPDMGZKENdpreIHR5NLdVgIXy83La52S\nfYKQ0BVxVOg7yQFZloqdScLq/+H0HWjP0ADmqmnENTrOl7P7MNBOcE5npIzBIfphPr68BR/ZQoVI\nv3vpAXnZ/mI/VTP8+EO/gI4xgoec80msTNADPdqZw8efeCsAQG2z8alp6tLU17OJgx00EX5lchdG\nuwk6uSMzi8dXSZ/FX0af2uhDdy+NaW4tg22i69KWRFbiltNTPTD2Cz3yjQi+sEIQVry7jBfm6Frt\nHVjEscsjAICtwysoCsYLD9E+3rP1DE7nCWIr/s0Azi3TOKw+Cx2dtG8zZUqIa2YjDk1g426YwxWa\n58xl6H6K9lkYU6BXqRL59WQ/kn5OvvadWIg19L6rvJmi5wbQA9+RqQHaogcm4RUD4pqDNcEpahMF\n8PoL7nEGCw22im9BlkvV02Ww1HCuzbCKJ3F7F6asPL1x1ei1Y/F10P1zDGqqe2jouhjMk+dvcUVC\nLqST3ti3D2GFFQXfnzoOALiAvded+61gLcilZS1rWctuE7upEbqqeGiLm1AYR1p0o1+fS6N/lOCP\nh755B5wkzZjGkiaLSGqDtmwOEd5SxIEBSrodPTcue1m+sXcKX7xEsyYTUEh9dxU1oQ0TO2vIJVVs\npIC3dDSWq/8wdxgAwG0FoXVR2JRmeNsYqRPOVdO49BQpL47fM4uLy2JFsYMi8flwBkI+BnY5hC8L\nXZehnhyWNgiiCGsOFm1i5OzvXEKHaCaxVEtitkowykYujt++8A4ABDuEhGzsjz/x72h8MVdywkfu\nXpTR1NRyJ3btpEjc4wzZKkXFi0sZpAT3vSNVxpVFSrLOrLZDE5owtmi04WXD0LpoW9dWpDTC2c1e\nySZhDkObSPi+fewCLNHsYHKpG94mrVq0IQ+qiKgnZ3oQTtKqxBPJ1NP5fsw9S4li+4iHSC+tYN44\nMIMnZwXDZz0CW2+UXkfOEcfdbOfgSVp+s6qG3E7BinAAO46XreXyWjbFMHA4TPew5HEZ3wY1W6Ks\nwT8n+VzaKhhpX1+e32CXAH53o4byYdBklB8ow9evaTDhymhZvWFys/FXgQ8QUc9TwYSCIqP5oAyA\nCi456SWuN0kPhAPMGnlegUIpP2kaXF+ojEtI6lrz+6+qYDgcJr+lGAY807zxF15Fu6kO3bFUZBdS\nSExqKG2hGxad17BaILw2ssZQVemGaTWgLh6SVE8JeU1Q52ohiUu/747nka3T+w8+dxhvOkDI1mad\nHEDBMrCSJyda3qGgs5uc/29OPIynSwStTJc7UBSsGT1uwc7Q8du/FsNDb6DiI1gKErsIjriy1gGj\nj+Cf9RIdu6e9gJUzdA4qgMQAObHZqS5oKcJ/J1LreHJ6HABgdygYCJEje+j0HqQF1NDflZc/jOiQ\nLZ1xVqdqTs9WwETV5KzSDi8vqIIlBZsdBDcNJvLYNOm1ajg4d15MPhOreOcO0pvJWVE8c4nGwsp+\nlQ+HuyL0dTgQ7qf7M5bYwAcGCJN/OLsT7+o8AwB4urAFG0IkjS0aUAZorOfXuxERVaG/dcdn8FyF\njvO5SYJnVooJWH30eX/vJvIiP/DI8V1QTOGRQxypM/RoFu+uQRXiYHykhpFOEg1bebIf9S1CB8ZS\nkDwXel1BLkp3p3wdZTrKgoAXnNNKHm9yWj6OrFzjmH3WR7BY50b4eNBxmwGd8mAjaS8ArZS8kHTG\nBnNQ4Y2Co8aEQvc2iLUDkLAN0MDeDeY2RMO4EqAq8utYL/42dH0a3ZCCOu46uIRnaB8Q594wHcHJ\niSMqqqOV7k54s/PXXaNX215HMU3LWtaylt3edpN7ijJEZzVUe7lMKIYKgFBtRWXQQ/9OgiIWtG4o\nopRbUTwkzgvtFwWoCqXGz+7oxPhOSt6xmINvnSUWxw8fpLLcihvG/CniV+sWQ0j0Mf2Px98Lb5Gi\neK/Tkl2C7KqO4Qk6/hy6AcdvbeKhtExRcsdgHhUhCfvTW0lK8wuL+6AGtJkiokl0bE5DRZzn45cm\ngCJFKJOpLoxGKUGpRhz0JSmhen6mD1wcc8/EAtrDtBKYtHsAAHtHF3BxjmAJJWzDLlG0/sY3ncHl\nQiNiq9t0W4e7ctiM07WaudqFWYv20z2elZx922lEIIl+WjWUihHMnCWe+tVMB74l+pz+2K7ncL5K\n75/O9uFHRykpl90bk6uJbYlVPHj6AADgI8+9Hz+w4yQA4B3jtHp6dnUEboLiiPVCHPYajU+xmWyY\nkc/Gkd9NEZe2YKC4RUjsOgrmztL95N0u9g4TC+j0yVGSj3jplf+veeNRA7YoJlKk1iLxpoMRpnwf\njUbJNpiERVTGUfJ0ub3fBNp/JwjJWFBgiL17XJHStr5cLkCRrl/6H2SrWNfEjn5E7UMrKriM4BWg\nmfHis5+8UFNiNCgJYAWidVNAgVFxLiWuS82Ypu8FlnTB0v9gQtQFl31ZVTDUOe2HRw3cinZTHboX\nAmr9LoxlFaoo+CndV0XkBDlXN8wwL5oGqzagi0pEVeGoiyfMTnCpoR2bV7E6Q5ACRl2ENmn7B58g\nGuLYnkWMHyC8fSabweJ8uxyLLkS9NMOWuHBnsoyqTQf66Ju/jD8+92YAQDpexapoO1d3VOAEvf47\nneRzE0Ydyf3koEOaI4t5qtvr0IUmibcYhSqaWJfNML65TJNPImZKiOTOiauyKOjiUjcGBbzABf48\ntdEh8wO1zQj0YcLznvzWHvQcIDz/9HIfahu0v4HtBeQ4XVtmKkAbjWVlMQ2jTcxAOXoE7G4Lo2li\n0JxaGgZS4sG1FaQEU+eJ9S24eokcat/4Oo4XidlSMsOoO7SfshVGQmjP/Oq2x/B4nsTJfOniqhlC\nPUvjiyxpwB7atzsfRaEgxlpTkTlJ1zBc5Cj3+3K8YWgVQWcbsnD2Bcpr8KQLN6y8rjB0eBw684tl\nHAmtqIwFtEqaqXq+tokaoOgF2ScAmppA02FYAPJwpINXmNcoOPKUJkaLb0G2SlCfxeaqxLGDGHvj\n1Br7C1abJhRLHt9gboDaqEq6pAWlyen75xjE0KWQF/gNIQodQFTxOxZ50MUVteHK17eqvZ5+Ai1r\nWctadlvbTa6V5uAah+IAyj0UfSq1EOppsbyuMihxv4hAhysKR/rCdWQeoAKU5WISioAUTDOO0CbN\nvLEZFQ7l6BBZofdmrAG5qrI7bVkIlOnPg3fT682FNtSFPsrqcgoJIY372aVD2NtLcM7pr26Ht5US\ncKXNKPQYjTcpCpkW11JQRAHNeM86plZolZHKlHFfHxUqPRaeQEX0Mb2nb042z3huZRQTW0gd8djs\nEPQQ7TOVrGJTJAx3jRG0sPjZUTAKYhHvqMAW5f5W1MO8WH0MDm4g0ym6NIVqOC9kCrSKAs+mVdH3\nvekFPDpPMIoyQXAPLA0XV6kgSCuriPRRorY8n4QrVgg/Pfht/KNGq5JMuIL5MrFf0tEaMqJOYHti\nVUZuBTeKsFD183n8isKhiAYYtUEb4Ut009wuF8YVWsa62yvY3Enn3nGCoTxEN7F3x5psHq1HbehT\ndD61Tgv1gUbT6teDsaqJqifgEdYMufgNjvXA9kElQdJeoTdybmMrnXkycm/WWxH3jnEJuQAB6V2l\nmfNtiSjWgNdUzu9H3QY8mQz1P69yXX6uM1tG7LSyaETFQTZLcBw+OyfBbJnkbWjQOHJFEEzmBqNZ\nBUBUaZT7+3IKLucy4RxnupQpZtVbj+ECtCL0lrWsZS27bewmR+gMzGHQS0DlPFEP3ShHNE8zo6c1\n8GK1pMJto2h1vRxDSbR9Q12RAlG6DdQ7BNYX4tAFj7peo6iD5XSEhwijtQuGJJ7mFlLIDFACTk/X\nUZymsTCNo1KkDO3SkAI1LWbjAwV0RQhzzkSqmMwRdpwvUxTZ1VHEyhJFq9Nr7djdTzrdOTOKr13e\nSeNbjICn6XzOZnuxv5Oi7u3Dy7i8QRE950yWv6eNGiKiycRsnvZtvbkgo3J7LYZEtzi3jAUmVA3n\n5zrwxjuepfe5ir2DlEM4xQfkta25Ovi3aZ9OSlDWhkyETtE1tvpclNZE84i4g6jQd//9i29DV5yO\nuVZLYHmTVhyOrWG2RNH9yegg9DCd5+8d/By2hAnbf+Q0XQcWcsGT9HnifAiqaAnrbLFgispg1VNk\n45L1uzwoIvewON0BPU33IRatY+JddG5L5TYc6ZzBP0QJu389mLeelcm6oDiXypgUlNIZk5IAdiDi\ntrkCHT4ubcvKSfs7xHd+FO1xJjneNhSJtxNu3RDTMph93T5cMFkooCguFDS3iTOY3YSnB2mIyneg\nUt6oUtUfA9BI1qrgqPvVnsxt8OQZZHUo8fQDkXvgGsrrDBeqGIO3un7DY7/adlMdejpewY/cexTf\nPHU33ChdMM6Ayi5avhgxC/2fJKdS6QbyO0QhxNE0WA/dvOhgCVZdaLI4EXBF3ASz8TBODAqmzKUh\n1D1yTPEVBbWD9IN3qxqqx2jprnqA3UcO5o7dV1C0aNlfqBuYWiYn9b6dx/CNRSpsunClD0oXORVF\nHHt1vQ37thAnda6QgumKB0nx4LoisdtfgyvUGS1HxSOnyMFF5nSpR5PpLmJTFA5NVRusFU/wsJmt\ngIcaD/EPjZ4CAHxq8hA+/HbqWPTE5lbUxQ9ttZ7A2cU+uQ8mrtHxtUGUt9ExU53koLsTJVwNEWzD\n82FoAvpKxGuStRPWHIwnqQisO1TEWIISwY9c2QqWFD/AuQj4MP24P3rqB+X5K0FpWyGLXJpwkLxE\nY3VLOmLTdH0qow5cMfl19BeQXW+0/PQLogqFKBbDoqn1iW48mO5AvvJtvF7MM02csghy2qbXbqC2\nQvoufiI0yjjq4rUJJhs+qKxRaBPsBxqUr/V56x5nsqlzUBIgqN/S3JhClUyYGLObeoCqgX3ScVwk\n/AIicHkc0oNp7D+o/BgsMrICPPMGg8aVf4MQjX++FlcCvPbGmMKBeUNnCjzf0TOGs0KS4lYsKgJa\nkEvLWtaylt02dlMj9LwZwecv7YWz10NsgJJu1atJeKKtmaVxrNwtKkXLDKydZkFtJoLICr1vVZIY\nvJPgimKihvw5iirduAe3QLDD5SyJP6Xu3oD3An1e3uKg/TGCSOw4Q3GP6HFpONCVBkXr0iX6bnhN\nw/b7qfHGXC0DUyRit4yuYluS1BR/pYtU7v9g9a2oOHTsj27/Gn7jsffRCascWpZm9MzedayJ0v9K\nxYBaoP1FjmRRW6FIc/NqGtygsWyfWMSFSRrLoZ00juVKErmSgJ7OJfD35yhBGY3W8YlL99N1cBU8\n7xAkZNd0MKGZ3tFbwOYlkhjIzqfQJ+QW/POay6WxrYfO60xlACkhzVCsGKjVKRL0PIYdQrJgIJST\nyaqxrg1cmqKVANodMKE1bxdDUKIUoWkhUY49F0NYQGxWikMsJsDqjdjigYNn8MzSCI11uQ2pk0KZ\nc6uH3kFa6k6v92B5SkBV7Q5dT695SX6724ObJFnx2z1HUfLoeQ4mRcF5Eze/USHZHM/77wf7i0Zl\nJafSxEWX/T2vKeN3b9D4QlfsJl31IGQSPBYAKAHlQyugbx7ksjfDMLypfXdTFH9NJWzV0yS/PjgG\nNSAlQHTGBvxiSD30xn5dzvGpzSPif/9rzVT+te3mNriwFTjrEbCUhepVcm48zNEzQkv3QiUCSyHH\nyDyG9GOC9WAA1QmxdJvVUPwkObrcHg4IZgMPuzAWyPGYg/Rw120NoYPEpjEYh6eJRgwcEk93ahp2\njBGbJaS46BgkbD2rtOH8aXKMqQsKvLcSG2RqrguFLhrXO577CADgngOXMFeifX8JByS2bdZC4KLb\nUK4Qk0yYtmQFSBIrZHMzDn1dZPzLDINvJVz4woUBqBX6MUQ1Op9sIS6vpdXlQBEyAKWMCm4JdBzL\nuAAAIABJREFU3vaKBnuYICF9MYQ3vvU0AOCpubHGD0D3EFIbuCgAlKsKrmQFT99lKJyh12ysItUl\n1ZUQsgM0ofzXb38f9k0QzHRlpROd/XTdihUD1jpRcTqGN5FdoPxEOEGTc7W/Bl6hzyPrDJaAapSO\nOioJOt/HrmyFdk5MXIM2XHok0HGcYdamiSM5r6C4g54JPafBWGNQrodub2v76lWC7X6756jEdk1w\nif/aaF6C+8wWE2hywP77FU+RfO0bNX2+tluRHoBqgib1WQIc9lKAW24wFyWPnim/+CfYZzQozeuC\nSWdtck2qQCqsoeXiBeAfjzOoSjOcozDeJLVrBeCmIA4fLCgKTnlR5n9XxTdmqH5kAOdwK1oLcmlZ\ny1rWstvEbi7LRfOgZCxETkUg6a8KsBoTjSyWQ8Aw0R4ikxFYbWIpmOOIzotEowkUSe8J8VkF1T6x\nvFsMwQ2JaE/AGWYpAU9UR4YWQ7AOiRAuMBNvG13GpUUS1vIsFRCRbs/wBlbXCQoxM4b8yr6xBaxW\nKVJuGyCxr8VKG2xRHXop14W6KGv90Z3P428K99Eh6xqMOEXOR3rm8NWTJPwVSdegbKf3a7MJLBbo\nmEZnDaM7aOXiiM4N7nwUiijV79m3hpVZiqKNmIVuwRvPdsTg1Cj6sfosbI0Ry+S40Y9in+AHT0Yx\nWyMZgHsOkWD/ynIalojUWNiFsYNWGX3JIi6fpmrc/oPLWCrT+FjIk23qJnrXsCdFq5xLxW6csSiK\ndj2GcIbu5+5OGsfzs8OwRNs5s9+FkaLIPaw7sDS6b+GQg9JWsaQ3VZTE6szsaizznSjALJ8dxVHe\nX4f34OuHhw4AOEWrXPsuF4qvCBi4BNRerqENHoyofVhCBYcptgkxr6mMX27Lrr+u1/b6DEbIvlFD\niuuhDo8zGa1XA7IDfru6hGLeMBGqw20aS1CEK+r3NGUN6OZGXHrwBiMnzCATxQoQ6HnaiHRVMCms\nEGY6vDNt112LW8lubsciS4EyZ8DVAXHvkJjhqKfpPx0nOcpZWo5bKaDW5eu9MNmoIr7swomK8mMH\ncpnNVQ61Lh6qESEDWwiBlcVEsL0EiJL48KqGw28lbZHnHt8BnhAUqo4anBIdfz2XhLJKa31vXwmW\n0E2xMip+bJg0TMouvdetF/CltX0AgJNnxsDEOD7JD4NF6EFLZ8pwXBr30ZUhkjQEsLVzHeNxwoUf\n0yZQukg4t5NwcfnKMF2jnVSSrwxU4QiGz6GOBXxlTUw4OQNdoghq6YVeGNsJHhrq28STG1RAlIqY\n2NtJdMquHSU8+PDdtE2E9p0fW8RSkRzE5kIbShVilpSNOt5+L+mxfOPydjCRb+jtyuPKKjGF/uPB\nr+BJUeJ/eqYf0QRNUKalw3F8FT7hNMI2TIWum7apwbTpntRtBTxKP7RodxExAdFUignJZHL7TWhz\nAoaLcHAxgbs6BxwFeJ35896nBdvq5xWYvIE36Tfoh2kwV0INQYzZ5Grj/yyIkYv7pXjIC3hEDzh8\nFVxuG2UuCsIxX0stDGq4yE5fzG1qYOHvz4dfgpOIxwNNNQLyAd8Jj1fApaNP+N2NrhlTA35xpWSu\nHrhu4A2VSj3QsajObfQ+FRBtugWtBbm0rGUta9ltYi8pQmeMpQD8NYDdoDjopwFcAvBpACMAZgC8\nj3O++V0PVuHoOepi/t0eOp6iGT1U9hCfoxlz5Z0mFCHalT7HUBmk2bjWpUBUkGPtoAI7QzNv5AUV\n4ZwolunhGLiLEoo5kXT7hQMP4x/miQmiqy6uLFGird7l4tSDlFD6nvedwFPzpGBYW46Dh0UCKB+C\nURQJovUojBWxKhjh+PNLb6DvDlIfzX+a24/7e6cAANYuDZdXiX2h6y7sTZG4DBvQBYd6V+cKzolo\nvS9awOefuYNOLmkDXZQAHezNYeES8eA3s4KHbTOZBM5ZUQkd7dk+jyubBL/YPTY8AblcWO+X175/\neEOqUSqGC6+NxvLps4cAAGN9WSkqxmwFEFHx0pVOvK2XmoG8Z9tprFsEN1WdEJZEGf7nVg5hbxsx\nj/6PO7+C33runQCA9vYy4qIg6+iZLXIsobJguXQ6SF6k58Bs53BE5LS5nkBkRjTMiHIpuhVaaDQ9\n0YuNWCTRW4JZC4EpLz9Ef6We7VfD9MepDuGEpWGnkKEAIx10gBQEoyLSrfOG7jnBLA0+ubTANj5X\nu+TpTWJWQSjEhzYKXPmOTBTba2ig+5z0G/HRgebmGtXA95TAvq9dXQDNImQKa6wcfK59iAUZMI22\ney5vJD8VBplMpu/6MA+HKiQBpmwHoW+d8i/VLWkvFXL5EwBf45z/MGMsBCAK4D8A+Cbn/GOMsY8C\n+CiA3/huO3ENho0dGkJLHPkd9F50UUWtSzBVPIbUpcYD5i/BqxONJZVmOGA5gkI2DrvQ8+LB7LKk\nUmJhhjD5T/D78b6xEwCA3ZEF/FaNHE3pWAdC9xNtb7GaQkI4Hd7DoIsuQWZdRy0qKk7LGoa+R2jJ\nlBKwRJefuQrBIyNtOfmQnrswCBYT/RgXokBMTBCLURhbCd6IaRaKS+SkY0N13HOQcOzVWgLTy+Qk\ns6UY7ruDYKFjX6YOSM6+MrpThJU/c36LfBrPL/Riax/RCbvjZdgCc18rxVEqEqSxuJSR3YOihgWe\nEBOhwPurto73jJwFADysb0d2hs5t+855PJWlpEW+FsGm6AXLGMe7D9O1LTmGbDZ9NtwHRbRvcj2G\nzSzBOLrAyu1CGO4YQWLhy1GUxkTxx5qK+D7KGeTzMcl+8cKehFb0kgYfou28Z1kqc2aiNcyuJKT0\n8Mu0V+TZfjWMO/Sc/fzJH8ezd/53AEDFcxBTGtfB4jd2Pb6TVjiTcJgaZIOIhyuqOBJ+saE0Nbjw\nAli1j5UHm10o4Ego1nXHNq+pBAXIEfsOverpN1RvDDrzaABmqQSKj3R4AYgGcnx+RajBgCAZSg38\nDTaE9t+3waVM8QdO/Az6nPPXjetWsheFXBhjbQDeCOC/AwDn3OKc5wG8F8Dfis3+FsD3/2sNsmUt\n+9ew1rPdstvNXkqEPgpgHcD/ZIztA3AMwK8C6OacL4ttVgB0v5QDMg9wEhyDO4n1sMB64QmYY7Av\nh+VxYl94BpcNJjoH8shOEaSgLujQxPv1do9UFAHoyyEYom0a0qKUPlpDXKXI0OWK1EnxdI7cOkWO\nVTOMQ/3Ep+7tKeDpNdLYrlsaFKEtsm33PGY2KGKtZaNQE3TMU5eIp943tIFjV+k1izkICQ10q51B\nEYU9RpeFTJQi05lyBj2jFI1eLnXBEJotdUeTpe1mNYTjondp4j4q+PE4w+oLdH1YwpOa5W5NxfQ6\nXR9rLUrQDUhjxpyn1Ur7GY61d4sVD4CxTjp+KkRjKtoGPnWe4Jf7x6YwHaJreEdmFl+4Sr1a3z92\nHC/k6TzPLPTjWJbGt5JtkyqRE8PrOMdJ4TE/l0JU9AxVjlIC1+vykOylpG2+PQwm7mVt0EZtWTBo\nLAWRDRGtbXekSqbVxmGsUwwyEM/DHKTH976uK3ig5wL+X6Ez8zLsFX22Xy2LfSEJ5U6/DL4RpQUL\nZChqpee/yps56d+pv+i1ZjBXbhOCJxtEUN/PBoOmiZ8e4LCbwUYYAn7RAyqIQd11uYIAR1V8zw4U\nHAW55yE0tNlVxq+Df1ywG0oj6Gi0m1MZa2o3F2Z0zIJnwfZXKw/e2gwX4KU5dA3AQQAf5JwfZYz9\nCWgJKo1zzhm7AbcJAGPs5wD8HABoyTQ8DWCdddQFhrz3yBROP09L+sX1FCCW151bs8gVCQvPXWgH\nF1K6lqpArdAj2711Hb0xcg5nY71YKxK+m07TD3t+LY0/vfh2AECkvwy8QDfEnrCQaqdtCpsxbI/T\n5PL4+gRqQqvBrmvIpKn4x/UUdCVp+7lKCJ4QwhoWTaLnljMIiQ5A9WwEvb3kLFdYEtYiQRT9fesY\nihMMqysuHr1K7JPBRF5i1+V6SFZrRjULL8wQy6U2K3qKpmygXehdxG1EouR0e9uKuLJA8ENioIia\n2ShmcgYJZlnuVYAK3e7B0ZysQlWL9F56xwYSMZr8Fqtt6I8RJbPqhrCni3zbFmMFV0J0HKfWeHS8\nmgZvnnIFjxR2ykIpO+OiJthBGBSMiEUVJYcmx+jWIvjzdE+2fe8VnDxNsA0Pe6iM0o9IWw3he9/y\nAgDg4YfugCAW4dx6D6JhOv+T+QHM5DLI1Y/jZdor9mwbiL7cY79ilv7HY3jk/6SJ+82RHFz4uLkn\nhaU8eLKBtAJIqmIQ+gg6bC/gFP3XQa2XoEO9tuoz2MuzJOhs1I+0UVgUpDcCzUJbJtegMPu6z4KT\nRZBeGYIn93cjqqIauH1BSqKNBlVRQcOJ23BhC1cfVVQ8Y9K1TX/q2C2Lnfv2UlguCwAWOOdHxf8/\nB/oRrDLGegFA/F270Zc553/JOT/MOT+sxmKvxJhb1rJXyl6xZ1tH+KYMuGUt+272ohE653yFMTbP\nGNvGOb8E4C0Azot/PwngY+LvF1/0aIza0IXPRlC6g6Kr1bU2iCACqurB6aD317JJWSqv2Azaish6\nV4BQXiwR57tx8g6K8LTFMBwxfVb85NhYTbZscy4kEb2LkpI7Mlk5o+ciJu6LTQIAPjV1CN1JSjom\njToWszQzbxZi6EjT+7yiITFLA54Ni4YQRRXaBoWO9W2W7GOa3p5DSUicTM51y+jWLelI9tD+jj87\ngfR2GlfhShp8jMZV2IxBE9BN2wR9HtFtLG3Q+SZiJjQB53QaZay20eqkmI2hp59WAmsbSWCT2CLQ\nPXSP0H4qVghMFFBF1sV10DJQe0m/xY6pUspgIrYmVzCTZi826jQph+IW1jdp5dAzkENuja4FPKBt\nL61QapaOI32UTH7s2C66Z50e0EsrgfrlJDThB9eqCfSKRh+dkQrWa3ScZbMLDz1JUFDIBew2Ouf6\nehwQSpHjbRu4d2Aa66GXxxF+RZ/tV9G4beHDD/0EAOD8j3wcLhdwxjX8az/mVQOMDg+NqM7F9Tx0\nl7OmsnnfdOZJPRePMxiKzyxRGxF1IF4MtqMDaxQIyX1yRcoN6AF1RJW5jaYWgJQM0APFTArj1+nT\n0Lldvwqp84aaIjFegjzzhj5LXEiQ1LmNX/7CTwEAxu1nrzvGrWYvleXyQQCfFCyAaQA/Bboen2GM\n/QyAWQDve7GdcI2j3uUgOamhtEgOqHtLFqucHKd6MYYY+QJYCcAUhUVcBexxIZw9bSBEsiGIZD1U\n5+jCpy9ymO30EBQPkcPgJR1MMC7UuoJShZzuNGtHZ4zglPf0ncbvzBD7pb+tgJhOTuHcci8cIRrG\nQh62pilIW1tPwuxoxhqNNQazQ1RZ1lTceTexVparSepBCsBaiSLUR8esmSpcAbMM7lvG6hMEf4RU\nwBZQVHgmjPa7yDEvLpNz7egsISSw6li4wR6YiK9hMErbfiZ3GLsz5IC99CqeMUbo9bkkrDM0oWwe\nsqWmvPFGYvuUV5MYEz1Mp2a6oYTpB/qMPorLi+SsM+kKsmuUe9AMByHR6ak/XkBWo21GxtYwt0qQ\nirpg4FlOsBF85k+YSe12lQOeqEi9t3san79IxVnLaymErtK9Cgd+p2avI+mUeqKOhEH36tjXd8LZ\nVkXR/Cb+F+wVebZfbdv+B0Ib/gfq6FT9bkCqdFLBSkgbDd0SmzMggKEHqz/p8wbMEqQNemBNGi9B\nbRg/WAozVzp1k2uSCRNkuQShkuBxglouQWdtBKiPauCY/nFizJEFVE1iY2LTaoCqqKPBAkooqhTi\n0pkiOxPNOx62/THl2G5NOa5me0kOnXN+EsDhG3z0lld2OC1r2c211rPdstvJbnLHIgAMUGscmdOC\nwzqmSP6wG+bI7xalwCUVrJsibW/FQGiS+NSMA05E7MoDwqKnqFb3YAuIXl0R6/jBGsICtqi5CXii\nwcS7dz2PdYvggkez2zAtStgPDM3LBOVP73wGj2cpcVm1Q1iuigx3SYcjeorGp+jy1Ts4HNGQIdJe\nw7NXiCnDqxqUqii37q7DLNO4QnELiQid22ohgdgRipILpQju6KVo4KitIlcWqoWdBM9UzBDMVdEA\nRHdkdPP1xR2ye5IScjFfoRXP17Y/hO8z6Tw37qzJrkqZriKSIrr1Vwp6zEK+RvtQIw64gKo4Z4gK\nDZrcVAY92wgWKVQi+PzhvwQAvPOpX4YrCqJmprobHeU9wD0rtGlEeFPrdTCxi4qQJqd6kRY1AI8v\nb4Et5I+NFQ2KQE/MTg8hUUS0ZesyFp4gZo1dVpEXkrza/jycS21Sh+f1aM48Rehv/spHcO7dnwBA\nEIJ9g/6ZOho9Rl3OYIhVjwH3hvxw36LMlcU615b4e4EEqSIhkmYZXMlo8bTrioyCyoy6Ysuo3AWT\n0XcQ8okxp4ln7gYifb+QqHmMgeKjwLsxP2nMOQzmN9VwERXvv+uhD2Ni4SheK3ZTHbpaY8icUNF+\nuorZdwrNltU2JDoIinCupqEL7ZVavwuIpTl0DlN0FYp3lxH5HC37N/YytJ+hm+cYDOFN8SDRx0i1\nVbBxSdAd6wyeQTf4VH4AB1LkOL/+7f1onyCcp+qEsC1BBTpfWtyDqtABr9RCiIiJQeuowc4LvPww\nYc6MAYf6REPpxT7pDPWUCb3TldtUzIi8FpaAYtwLCZi7iVGSSlbxpKjm1HIaLFEROybGVzN0aGnC\nm9JGFZdzNBGtrjacWaS9hrUywVn/ZX0n8uKYq1MdjSrTxRS6t5ED8B16Z6qMtrDAth0V5QJ9b60c\nR12wZt5+70l89RQVOe2bmMfXy1RtC8YRTxEkVllKoG+cnP7aZjfq3cKTi3yIHrfkBKrGHTmBbi4l\noOfED2rQgrpJz4HSY8JM0PGnZruhiLaAd9wxieOPi2u1tQR9SwnMaGZbvB5tx3+ewdl30PM3cc2v\n29clMTmXGiaAJxkvQdjEd546grRGRTJG6h6TOi0pxZLfDWqMe9fsT2qP36BoSAUHAjAPAtWpvgVh\nGR9WoTMIQC8B8S098F1/AlPQgFyMAH4eVXRZQJRQQjhhib4E//dVvJaeqtdvSNOylrWsZbeZ3VzI\nhVFSbOY9UXgiWtw6vCJV/pwEh16gWbPtgoqSz0WuMOhCV8WbTSG7n77bcZIjv1VIW+Yhl+mJq/R5\nfjSC0CBF/7alScaL6Wr40hxFmtHhIrJCK6VihjCfJ7iiuB5HbEp0G7p/DbnTlFCM7dhEPkcR+l3D\nMwCAJy9O4NhFglm0TQ1MdB1q6yyhXBMNOxhHqoMSgC5n2NVBicun0mlYOVqt1KM2Mj0UrdfSIUBI\nDJw/S8U84MDQNlpBHD03ju4BSmIyhUvud9doGasFOp9PTR6SDbPhMaKJABgZXJdNMy6uU82Me7oN\n5f20v9JmFExE1N2JEmaEPMDRlSHsGKeVSHu4gj99iJLJbtJFxaH7wCMuNp6m4ieVAbZIroZjdLyR\njhwyYVrZHF8ckDIKWtRB50Fi4WxPreGJJ0he2Fsx4FeyR0eKKHO6VrPFNLxhWlF8aNej+H+OvV02\nwX49m7u6hp/9xK8CAB7/0O83FRm5AWaLbyqD7DsKXM8pd8GaSvl905nXJGgS5HrrAchDMlQCEXWM\nNdKLwS5F/rGD/UKDCovB7wXL+avXdFQyrikbMHljW5U1ksMqmOTs29yFLiAXDSp+9hO/DADoXX0a\nryVrRegta1nLWnab2E2N0D0dqPZwaBUGs5NmxsnLfVJgy066cIRolJWuQ50WWtkDNpwcDTU+q0AR\nkbaRd6CXaE6q311C5AmKTG2xj4hho5ijJOIv3vkY/uy57wEAXF1vR0a0gCtXDewdoSRdzoxi4SJF\nrHqVodZNkUZtsgPx7YRdO54CRCiSeHqaKlwTZ8KoDAmKJQNig5TE3NuxhMeeI/41Uja6eihCX32q\nD7k30/7UsgJHUPqGu3LQBZ+3ZuiYXSb8v2OUIteQ6mJ5k1YzzFKwJoSvursKWHEo4fmR0Yfxl4v3\nAwA05iEpSvufOr4DHV1UVbtWjGNrG9EwTYGPJw7kUJoSjUZchu69tBJYLiZRz9F96BkrwVApl3Cl\n2AE3Que8Y9sCZnN0/GouCi8sxNYUwJgRFEWT/l6Nx7G0h849HHJg+7ROS0V3VAiPLYwgIbj5+Tka\nEwBUFhJ44Ai11Hv41G7ocYr6P3b0exGeCTf1JX09W+8fPgMA+Mn3/CA+Nf4lAJQgbeh9exIXrjdF\n556M3v0raXHWlOSsi1VQQrHl+0Eaogt2nT45QFG7bKpxTUs4GhOaqlB9u1Zh8dpkbNM+QLi5v+Lw\n8wQJxpEXuZoQPPm+Cy4raXWmyhXMv5l+O3r/4LUVmft2c3uKqhx2xoU3Ykk1s9CZKEzhOKPzGqwU\nXVRtPQqzj5xH4lwIfmMTvcLBxRq8NKDB2BAPwckEiuMikSIaTGRCNpw2cmifmTkkGyb/2t5HcKlK\nsMDY8Dp+//HvBQBEOqu4705SU3t+YRjqWZognG1VmAJ2CFaBe6Jox04C8Rl6MCqDnuSIP3Zpq/xl\n6HNhzDNyenyLiclnRgAA4W1FcCF3u/TIIPreSsnaohnG3mGaaK7kyLFv71nFsuiixHUPW/op+bgt\nuYZiil7/0czb8JZu4sF/+spBtAk2TXhVhTNAg6muxfCNFdJn4aKJc2E9Bf/3nt65geUsHefusatQ\numkclqfho31fBQD8yuQHoLYL9kstivqMKDLauQ5dTG7z8+1wanSnmS0gs5SDmGiSkY7WsCLgoa6u\nAiazxGU3V2NwMjRu1mbJphZsoozHrlAjDT1RhzJJk/XAkRVstkXAIq+l9NW/ognH5PxMBE99ja7R\nEaMY4Fkz2fwizBqNMDwEHWbDufrwR5i5CCm+xkoDZvF4s35KEF7xtwmW7buBphVBx+477msLhbwA\nJz2YfDUDxzGukcgNmgvIZ87/v3+dpHPnHBdE5ZX5MwmQxM9rz1ohTcta1rKW3SZ2c5OiCsAiDhTF\ngyeWQFaay+jNauOILovZ2ACMJYqKk7MuzDRtv7HfQ2SZZvXEoodqB72vVQEuEq12G0Wd6xc74KVp\n2h0e2cRGjuh8v3fiAalqaM/FoPdRFG8uxvFkdjsAoHsoh+xWujx3jczg2MM7xbi4vGhOSgiGjddg\nrYt2dREPG2cpgYouS55baFcB3iRFvU7GgStgiVolJPm01SEHV86TVgBXOeo9QijMpvM90nYVuUFR\neq84yNbofL5yYRd4XSSuKir+RkgPeAZHbIxWC+aADecCrRDQ5kp+fPwSjbuw1wIX0U/pWAf4CEXI\ny9UkxhJEm9waW8PHV6nexuVMrlbu753C+CgtURetNE7lB+g4g0DuURqLKxibZpyhJDjz7x4+i5Uk\nwUbfuLADAz2UlK0lQ3AsOh/uKMicpeOsDup4zy4BuVzdjtoA3duF1TS0pTC4+d3VAl9v5k5dxX/5\nzZ8GAHz6D/4AIbEE05v0wRWU0IA9/OjVj/QSiguTNyiEfiRuBvqSKoH3FXDUA1G3LOG/JnL3LSrb\nxN04tlTAZfQdjMh1cBn9B9UU9QAi40MvCYVJOMU/ZwBQGIMusAIbLn7lNz4MAIhfvvVL/L+T3VSH\nrmku2tvLKL/QAWdMlOd32FL5MBa2UHiUoJDKiIPYDA2PK0x2rVFsJmGWlbsYFJH4DuUJhqAv0B/W\nY8K4SKyIqdVhRCYIQ67mI2Bz5FTcNhfDouR9djEiO/lkz3cgMk7bPz05Dt4jCoc6qrJASBXH4x5g\nDBP+W12PySIbltcbfS9fSEExhDxA2MUH7/kGAODLy3sxPU24PYu4ULKik1NexdbdhHOfmKLy+U/P\nH0a2RA79zcOX0ROhY3qcYWmKJpHIUEk2XlFVDwc7iW/+lKWjpNO1UAo6Rg/S+/phOt9OT8WG6PS0\nqSSQPE4wR+HJfvR98AoA4HD0Kn6j/RwA4B3lH5CFQFfKHfjsk0fomFUFTjed/9ahVSTeRFh8Vui+\naAsRKG0E1fzz3C5YjrjHpor5WeKn6zkNTh9tk+ooY/0w4ejcUfDVKZpYPVfBYD9NNIvnu6GOl5t1\nAloGAIh/lopi3r7l3+PoL/0hACqcCWqY+KwPnRF8EjSXN/jcNpr7ewZ560ENGB9aCfYxVRlvapRx\nrWaMDk867iCXHGiwchIB2ERFoFEF5w09Gk5NLADAUHwJAgV12QCDyWKrKBTJbDn8Zx/C4Gdem7h5\n0FqQS8ta1rKW3SZ2UyN0x1WwWYyCpzwpvsQ4UF4nKKDQbYHtIfjDMByE+ylKW98XQSIuxLkutsOJ\niXL/KmClG3l5v1IwlhQd4+eSMEVkzVyGnjjxnw/0LmJ5OCnHdV8nRaCVnSHsaSft70eO70J5TbRb\nM1xAROP3Dl7FY08RR1oRcAofqsl9sYgDLuACxQG0Ms2ZmTesYOUsJf1CVw38ZfQ+AEBtLYo9u+YA\nAFPrHbBXKUHKNUpCAkBUJHbnF9uhFOi9x44dwl3vJfghrDnYuZv2kQlXkBOKiLObaXz1OI0VIQ+d\nguWybqZRMOn6R3WKcypWCMWSkBroLqLQQ4nY+IFVHNskHvxcLYOLCUrarpdjkp10/NQ49IIoCR+v\nSdGktQeHUBZ9Yd2IWJ3oHJ8U7dJ+ffJ9KF6g42gAHKF572kcyhpdh2rYAe+m5yA8bSB1mBgya9Pt\nmDfpu0wBFMXDd5AtbxmAgd95Gvs7PgQAOPb+P4IqNc69pmhd4Q2+NtCI3gEAnMtomSo76bXBOFx/\nVci4VDOsctbET78RrBKEU2w0ovUgdOKbikbFZ7DkILhtUEFRD5yjf2SFMbQxOiuXc2z/zC8BALb8\n1ms/OgduskNXqgoix6Oo9nkI7yOYwzmahtsplmjxOmpZ0SjAcJAT3XaMNQ2mJYRaMh6sNkFLXGGI\nCynb3BssJE6Sk3IM+puoAsWd5CR4yMPSGYI25mOdeMN+anwcVlwciJLE68NsO06KxspMSwZ7AAAg\nAElEQVT9o1ksTRKMoeY1xLfTeI+tDqBnF0EhyxfIQQ925DG3RM5FXwih906aFObX0rBFwc3aZgL6\nMFEljZCNwizh6XqnKeUG3tt1Er+18l4AgNdn4dwkYdGRjJgwGIfeT/vw8glcKRJEkatGcKSXHPq3\nrkygO0OOW2EcoRQ5w1ikjkyEJjR3gGEoSedzeYPO0eMMbJGuW1FzEd5OBU6FagQlQTlcVhOYiNK5\nl9bi8sceWVRh3EN6NCHNRWeUxjiVGYNWEzmRhFjydlbxo8/8Ozqmx8AG6Ny4xwDRNMPTAS66LjFX\nkXo85gjD6jI9E5EVFUz0Tq31ujBnE/DqLQz9u9n4rxE2fIh/GMc+8EcAqGem7+x0pkBRfAfr0w0Z\nCl6waKixP9/5u7wxAXi8QYVsdvQNNo0C3sRWoW092Qu15HlNxU4NZ9x8/KBqYmN8TFIR1QCuH4SS\nFLHHXZ/+JWz5tdcuXn4ja0EuLWtZy1p2m9jN5aFrxGrhGkf9NEVa3r4yNDFb17JRhNdElLWUQJIC\nTVR7OZxekf1kDaijsN1DeENsX9Fgi+DeX97XBjxoeVFaPlZGSIiA2c+nMT1K0e1mJSLVCS1HRaFI\nKwFl1gDvpGM6cRf5FUrqxTqrKEwRROQnQk1HQyRBME+tTcOs6EavVFVE1oQe9E4PsShFyzs6VvGc\n0GbfO7CIL10mWORBez8+9sCnAAC/c+F7UZ2j4zhJ2se+sQWcX6KkcefdK/ih/hMAgP8xdTfOb9Lq\nI3IsitqbKBKvVMO4c5hWH89OjSISokg3FTGvawFWXo8BSaF06agoi4TnTxx5Gv/ft++la5iy8M01\nEsQaG1vFXE60sTuyidyiKADSPZgdFDN5mtRbAktSotS7EoeTFu29ZjXUtokVxPkwKjvpNY9z6AJ6\nUizI1Zy9lIDTTvekNmIhdpm20UoKossM6vUN5lt2Axv/9Wdxb/bXAABf+8XfRUah61jnjoyifUaM\nByCjiFWw1xDyIpZJY5/BiPpGUbQKICOK5vwin6CpLLgqgIzsAcjIPWgVj8vkZxAyorGIowaUFP2o\nHQD2f+KDdB1+5/aAWYJ2Ux16JG5i3/2TOD47BEsVWHEh3FgncMCO052MrDIphwsOKKKaki0b0Es+\nhq7Cifg6oEBtSCgiCqU+lrTgCdVbsxAGE8UvtX4HWeG4rZqOyQWSZIXGwUVxSvfBValEeFf3DP75\nEmm/3N0/g7k2crR+j9BHju+SRS1aWQEfJsfkMKA6LiaiqobRYWJlvKvjtOwIpDCOI0MzAACPK/gP\nz/8gnfJ6GJ6YUA71k37KpWwX2hIEUeRKMfzhk9Qv9d69kzBdOuflfSkok9Rg4s67LuHZ41SIE+kr\n477uaQDAEyvjmJ6iiQFiycvqCt5x9ykAwNee2ycrcB9e2g6tLDrTJBhmRPXq3eNXMe+RQy9txGCs\n0PHNIUtOfmzUhLZIE0NbG00ykc4ClgUjBwxInKLP7TgQFbmP+mQS7gC9DkUtOfmk92QltbL2VIdk\nPrlDJozzYbDXQgeCW8T6P0bO7P3Tv47f/difAQD2hRo9SH2n6IJLvZOEwmRDCBVoUiH0cfNgByQV\nQLCw09/eYJ6cDHzHHWSn2GhMCgZrUBJdzuU+YgEqost5M2uH+T1NRbcuBpy26Ju/8u8/iIHP3n6O\n3LcW5NKylrWsZbeJMc5vHjMgvrWH7/nET2LjuW5YKZp3Q5uq1P5wDQ50CEbDhYiUAQDjyJyhGbg8\nxBBZFbre+13oBcEosRg0CgIRXaHP1+9xpAZ49HJINqZwDS5bsPF+E20BXRdVyAOYSzHwGM3q8UxV\nMih87ROANMQB4Ht6LqNDJ/jlL86/AWZR6Lg7DCnRO3Q8k8ValSLXbCmGg33EA396chx7R+n1YqkN\n2YWGdgkTZfl+Sp97DLvGqAw/CJmslBLYXGqT/793L/VIdbiCo+dJbwYuk5rk4TYT1grhU4Zoi2eu\nxMBVXwTDwwfvehQA8PXVnZhaFsnhOQM9h0glcmE5IznzD9x/Ek8ujAEA6nUNfIZWP16YIzRA+z8g\nzrfXKOChh4izbmU8aKJ5BXMBq9PHZ3hzqCGufby9iorQaWc5HenzdA2KWwCnt47l/+u/oX514VWR\nXEyyDD/CXptNjtQJunfaX1fx2S1fBgCUPMKvVDAogeg3yI7xC46ABuxhcS5lPaq8GX4JwijXwiXW\nNX7Ih3wUNKAYDwGlRMZQ8RorB990psgx+hzzf3PlnaKcH3AvT3/3i3GL2lH+TRR57kWf7Zvq0MND\ng7zv1z8EeI2qTiRtsBwtjVSTSR0WrvAGJdFj4IKSyEwVxpovrdnAaL1wQz5XJz+L8t1VhC6Q4+IM\ncuKAR82qAcJorXbaSf9YFpsVchi1ShjKusBx6wxaVTzISQ5P9CnlGYJ4uK0gKRoWV6phHB4mxsmx\n2SEpK6RpLiwhZcsrmqQqhhQH7WFyeqc3+iSkkC9HUK/Q8VmF4IzxHUuYy6bl/qp5GuuOsSUsCwli\nlzPsF9orc6UMZqdE8+ZQw0n/7dQRCSe5p2kiUPcWJMOBP5VG7SDNjj+w/RQePLef3uesUWFbCDeq\nTccK8jxL63HZgBoeEBugCS2k0eSUNOpShGvy77ehNCLuWZGhNiCaGxdUuKIgi3lA+2m6JpXvL8K+\nkBT3jcHsF0yYsIvIRQMz/+MPUVuebzn0f4Et/9o9AIDf/4W/AgDcY5TkZzb3EGb0LFa5LR0ngKbO\nSEHYxnf5QUcPNOCXG70XNCOgO6My1tT42kXDd7UplJPy4OGEEGn7uf9GWHnvHz4j9W1eq/ZSHXoL\ncmlZy1rWstvEbmpSlHnUhs6JcglnGFcN6KKxgnkhJcv2rZG6VBs8fXUAiiY6jGsc3TtJCW3uTC+8\nuJjXVY7QimhIcZG2LWbDEoYpTTjQU5Row0ysSUogNkuXYVFtR88QybZWc1Ggh0J+21LghYSexbSB\nsUMEH8R0+vzE+VE4rpDnDDnoClNU865tZ3Fyg7jkm9UIQiGKQEtWHD/YfRwA8LmVQ3hqnpa8Yd1B\n3Q7cEltoTmToOLPPDcjrU4t7SAwRDegn+p7Bx+skDVyzdNn/dGmjDWobRbE97QV8aYkUFu8fmMKF\nAiVFN1Yo4t3sjzbkZ0dddKfpHF7YGMKeIUrKnro8CC7ug1pSEZugIp/BVB7nZ0iD5sjOK4gJusm3\n50ZRr9P5lNdFhru3ICP0zTtshBfonplbTclDx3AVbIFWVm7cxeZ2EcddTMr4TLEARSRrWUmlZ6oV\nnvyLzZeN/eO/p+fp5//TCB59F0kGdKsh+DG3wdQGmwRUXg8Qo6SZ8w2xfSO49NDgpPsRusoaSc5Q\n4DVBKL4ypIY693uRMiiyj6mGVZfIAm/4ykew4z/N0Lm8xppTvBL2khw6Y+zDAH4W5E7OAPgpAFEA\nnwYwAmAGwPs455vfbT9c57C7bYSWdIQWBJzgAu5RghHsURvxEzQkJxaGNUi3+/7tk/jWKRLNSl7Q\nMasS5ZBHPQwOU0HL4loKqkn7NFP0GBnrDG/+354DAHz1K3fAjtK+Y9sKqM4IiCIK1NvpgekcyDcq\n2xyGUFg0mLbCcAXsoejA5XPE7tC76SGKdVWgCrgibtQREZrh/3RhP2E9AMZ71jH/GFVcKttqWLCI\niXJPZhqzm3T+rqfAFh18vIUoQoKGpwiRMsUCYvfSZLYx2Y6ooCH++ez9WLpK10Rrs1A5TfvGeAP7\n35Zaw6MnSQdlMZuSxUfq9xHzBqtJICEgpJqGjQI5YMfUJfukbyCHkEoT6EwxJCWFL74wDGOEIKeu\ncAlfm9pB9zNv4IGDZwAAj01Tw+0391/G554/TMcuatB20zjePHgFJ7J0XdfPdsHrpJM3YhY4EWvg\nXo3DFtRKN6QitiDwdw+wGqmHl2yv1HN9O5q7SgVkW39xDb88+AEAwKUPDeDP3ktVvvcYpQD7JST7\ncQZZLQpYk9PXA07f/64awMpjAdEs2WgcjddBmMdgGh4T4nS/9KWfwvY/oiBr6/xzr6keoK+0vWhM\nwxjrB/ArAA5zzneDJtUPAPgogG9yzicAfFP8v2Ute01Y67lu2e1oL5oUFQ/+swD2ASgC+AKAPwXw\ncQBv4pwvM8Z6AXyLc77tu+3LGO/ngx/73+EuROF1UATGHQVMyJ6qJUUWh3AGJA9Q9JidSyF5WSRj\nujncWGDWLzSicflemc6pPEwyvADgJF1k+gkiyC2kJDtm593TWCpTtF63NZRESX7mDMPGQZrrFUuB\n2kPYjTcfQ3Kb6KZzlSLrOw9P4uQiRZc7e1bgibX/9GYGtoBQ2mI1rM5S5Ky1WdjWR+X+cb0uIZpn\nVkaRFRBIoqMiE6TWeSG7O2T6tRKIxUxkYjSmbDmGumDfcM6QbqMka6Ecge0nYjkwNkjR/fTlHhir\ngjcutG4UU0F4Q3R/avfAFcEsmVVR6Re9XWsM3YeJ5TIQz+OZMxR1KzEbimDI8GUDbpr2qW7oMtJO\npGisCuMwLRqTY6twNwQjKOFgYpCuyZXVDox2071fKSZQFeqWxvkIPLG52ePIHrGxqyrSUw5OPvYn\nKG++NJbLK/lcA7dPUvTFjOm0Cs6//yAqP0Srq7/a93c4JO6LBy8Al6ioc1r1VbmLqGCduOCo+zx3\nsW1UUWGwBmDgR/wuuJS4PW2p+JkTPwEAiH8xifQ/HgMAcPv2ryh7qUnRF4VcOOeLjLHfBzAHoAbg\nYc75w4yxbs75sthsBUD3i+7LUWCvRxAqK7AM+lH3j69jaY3Wy0ouLJktisWwMUsOM7yhILIucPFt\nHvRN8WAYHJgg51XTYjDW6Hx91IQ5DN3P0YNRGNXA+4Q2ecZExyhBBKfOD0vZVVbSZDNqs72x1NPK\nDJaonBzet4xcVYh7p+hBOr/eLaGSmXxGOqzBdF7i7BU7jIHdRJlSGMf+JC0RX8gP4cwm4c+5yQyY\nYHdUygb2DBJ2fXZEaK2X///2zjxGjvvK759fVfV9Tc89wxlySA5JiaREUTZ1er22fDuJjVyLLGDA\nAYIEAYJkEwRYrBEgSP5LgGyQRRAE6yRIgHiReGF7Y6828a7s9SFbEmlKpCTeHB4zw7l7eq6+u6t+\n+eO9qZGBDSzHYo80U1+AYE93Vb1fVf/61avv773v2/m6ttbzPHPuPgADqTQbTRnTwewaP5iSYiK7\nnCC9pBkHWctdXzJeEitu6LC3r6VbNwx9VNYsFtby+Pey+j6hpnwr55Dy5PXN8gA9I/KDNv+nyPop\n5dY7hviCnP/EM7PcviJrCFXtgGQ9yRoCePajV3m5Kr4y31PjwbpsE5QTrGaFQz81uMihCbmB/mH9\nHEabTmdyTepaKNbJwPKTLp3z7z7B5b2c1/sJ286z8LXXKHxN3vsX3tO0f/0MAPPPJzCPy7z43OFr\n/LXiRQBOxho/d5yCVqduw7eW80rh/fH6Wf73PZVJfqvA6E/kN+T94DJjwdWdsbyXJ7ZH8G4olyLw\nReAwMApkjDFfeuc2VsL8v/D6GmP+njHmojHmol+pvAdDjhDhV8evOq/1GOHcbtN8qOONEOHd4N0s\nin4SuGetXQEwxnwLeA5YMsaMvOPRdPkv2tla+1XgqwCZ/nE7cN5h7fNV8q/Kots8AyTnJUrcLvwB\n8HvbpG9JZNrJWlyVcDvwkqGpyrel5zvYe3Ic68DWI5qXfF3u9NlZy8Lzmtfu+cR10TSRaJOLyw/w\nyLFF5soaPWZadAKJDNs9AeNHhKJY2BgO5QQa4x7Bq9obdEJzq4eaTBRl3SzttVjSAqL7pV5REQRO\nji5yfVmCvWP9JQ4lZDH3SxOv892qRNS/W/4kAwW56c3N9HHrJSkKyj8l9MPHH7nNz0rS7GLhzWH+\nTKVxvXU3zOu/Xxtn7GkJMDt9DuVxzRZpeeRVS6ZV8GguaH6+7hfb8ljelKi80/ZIraqWRwzYpsRq\nDoWELAQ3fY+Z65IpY59q42mRkdswtPolip7bKJA7JKqN1SmlsibLlFRF8/p/OoV5QiL7p0ZmeGNZ\naKuaa2n9VFZCzx8ucGVQnsJOTO7k2zdbHulFXRTtQHXcYn85scVfaV7Dz8/tvOndtwGj7XTwvi/0\nx8Hv77x/BbjCkwA4ySTOkBSo2WRCpBMBU5PIPVhaIWhsR/GWMXYi8QjvHu/Goc8Azxhj0sij6SeA\ni0AV+DLwr/T/b/+iAwUxqI0YvGsZ4pvKnc1KyhmIfkvhglIOQ3GqB/Q3YmH+s+Ikei/E6L0hX/zm\nZBJ7VH7smZ9mQVPgas+JU9wqpXAa2w4dYhfF0W6daLHqyfGOFVcoxeWmUK0lwsKm+JJD46I4rEzB\nUBtWXr6RoFmU115BHj/nF4u0BsSbbFaTONv8c7pBvbnzaPkbkyKmlXMbvFERx/zv73ycpBbddFou\nB3NyY5hzeqmP6g1Dx3p9czjsWBSMNHBKcsNzDlfpaJu6Vt1j+WWhcE5/5iZZvXHdnB5msyIO21v3\ncFS2NignwmscvClON79iUSl22jnwtuTYB5+c4+qSXJPaSiaUxk0dqlLTm2LhDmyqZ231uXzyqGjN\nf3f9FAAbV/roPSU3qMpSP31H5Hxjjs+6ZtY4dQeelhuB14iR1qbbd5f6iSeU838rRysv17nV6+PW\nnF/2Gfw9m9cRfjGCRoNgena3h7Hn8W449PPGmG8AbwAd4BISlWSBPzTG/B1gGviNhznQCBHeS0Tz\nOsJeRHdL/yfG7PA//4fQdkjPyL2kVbR0+oUqSczGUUkU3HdQkltHg3Cx0q0baodUebFlwlWAvjcc\nSs9q9JaS/+O3UjSPyIEKxSrtVyTLpDEQCJUA2EQAWjTkrHs7EfqJTZpT8nifKBtaZ7SxRODAokS1\n24/4QTwIx+HUHKxKDCSHqjSWJOr87FNvUm4JzTGY2AoXQp/tv8e37wp1cmZ4noQrY7+6OkxNo/tq\nWRY8c/1VEhqtl+YKOKr14rgWOyfbBAMt3EXZzx9uMaKNlxdLBdKXZZvKZIeeK3L915+U6NdbjlGY\nknNYfaZNckaO0XfNZ31SC3ieXqdSlnOYOLjC/GtyDsHROoFSS969JIl1bVRwtBMuLOdG5IvtdNxw\n29ZSOtSpKUyshyqNTtUl2C48m4vRGNnJxDn3lOjUeCbgwo81372/TbLQZPq3f5/Gnbmo9D/CnkNU\n+h8hQoQI+wxdLf3HAi0Hp+VQG5eoy6u4DP5AwuX6AKHCYt8zC6z8UCLAvsuG5JpEbGvHPA58T25U\nc58JMDWJHtcehczUdmMFLScfDPDmNW+26eAMaz51zYTa2WaogZ2RKDq2afAfE/69fTVPTKP12qMN\ncimJZGs3e+j0yM7p+2Jn8IUFqi2xU7rTS8+45LuvlXLE1+Se+b2XztIZk6eFsaE18glZB7i8PgYX\nhX+ufbbEp/tkMajux7hwSfK80yMypmSsQ+muPGXkxzfZXJVxp27HqR3Q+rhND+0jwODwGkvax9QA\njX5dAF13qTwneeHbE8AcarPaJ+eQvxoP1wkW/2qL2G2J7P3rBWKHZb/pm8N86jOXAfjzqRMkrss2\nmQVL+QXh5+P3knQm5DxjWmFamcuHi+CM+KH+fDrRwh+S82zc6CGQYJ1mvx+mVhoLt8tSEVtvxhl4\nQvLWtxoJ/PNFTC2KTyLsb3TVoccSHcaPrjCc2eSN8+Ks/IRl9cz2Fha/V5xluZYiNyMOuPS5Jn5N\nhpq/FlbTk5iPkdTK9a1zdZwFdTxaTGQstAeFzsE3oXP1kxZzSBxT/FI2LP03PmGWycpx+OTR6wC8\neOVxtmaEfnEt5NTxVNryXqWZwFfqILniUlsXp/vor02z8PqEnic0faFqHthi2Mj6qZEZ6i9I/veb\nNw+S1bz16c0i6VlxZHZETmFlthjKAW8u5EBVH90muFU9t3RAWlmH9eowwZBcw0TZoXNCzvnQ0CoZ\nT25Qb186DEDxbUNtWOVoj7+DKsk0aFu5rsmSoTahlFTZ4eKSNAY5NrLMyvdkkdePQ/GHyXBc5bi8\nrt+UY9jRDm1dzMxNuWw+Iq/np/t28v4NeGX5vv2RJs66XDevZqi9rhIHNdh8VotTXu8htWqjBhcR\n9j2ikCZChAgR9gi6GqEHazGq3xzmZ0/1bfdawPhghyQqDZouZkuGFH+1h+WnlSJxApJT27SMxWoJ\ncSdtMVodmrmUCrXRtxtcWMfBbsl+fsrS7NspYf/iibcA+Gb5KbJ35HiVIz5FHWt7OcWftKXtXPJO\ngrouzHWGWnxsTFYPX9yUxcxaM0ZfVqLf9UEfp6HKi45PZVzG0unxwwaLzmqciioL3kwNsliWSD++\n7PHKLck9tw0Xd1CrL2/I5z0LBrehEfokpBaVEhqxpE8IzVOtJVj/sH6txuJsaOn/qS1SqvZ4b7Gf\nYF1bACbFRjvnoZpixFddEqfleAnPx9f3KxM+zoJE3MVzy5TeFjpnazxF+znZKHsjTn14u3mJE+pQ\n+9ta9A4wrimTx1sk3ha6yasZsg+2n8gamFmxY+suLW3pl7icpKmUnDWG1rzyMkM+7ayDPgBFiLBv\n0VWH7qdh7Yw6qfpOfridkx9vYZowl7h4vU75tLxvptKhDG592OJrA0M73ID72sHG7iju1bUyv93T\nAZV7zb8dp3JOHIm/nOCPrmvThoRPJ63URspnVfO8EyWXpgqHtB6t8bQ2rXhnhoptyn4NE2fxtjjd\nWBty98X+m7lD5B8Rx7g1XQgzdeKnN8KGzfO3BrDbDTMONTg6KgVHUzdHcFqaDaINOKzjitwBcp3a\nGfm809+mrlouqVQLLksmSu3xenjs5loSXxtmOxYGzki9zNKSNsgueCSljor0IqwmNSf99DKVs5Kh\nYldTIU+9tFIgt51QMp+hfUacruMTZgo1Rnc48kyPXPv+dJ3SRSmwqh50SJ6UY5sLeZqqkunXXfIL\n2jvUejgqpbD5eBO3rDeow1Xsms4PDN7RCiaxo/ETIcJ+RES5RIgQIcIeQVcjdCfmkzuwSaMZIzYl\nj/xeDbJzEsW1sg6lDykFkE+zzVHEqobEhi4AXjdUDqoQfrJDUzmSxqBPXLMhOiMSLWavJqk9JpHh\n5uMtvAcS0fnDLQb/RKLvlbOGpJbWm7aHvaQCUTF44qxUOU5vFFlX8avzb0/iZHYWWkF6fWZmdEHx\nWMCaMDG4Wy7xMTm3+EiVZk5sfmRkhh/clHJ/0zG4dY1Msx1WqxJdx/saDP2pjHf1lCpNHm2FEWru\n+BobcRlreipO/qOab36/jyOfFuGvu7eGQVv3JWfjcFqi4eBWloRmncTTsjhqggSbk3K9C7cMsS0Z\n0/LlIfwxWcCNr7hh1kr2cgpP6Z9O0nDogFzD5bujofhWfNWhfUSO31LaaCmeA6VGElNJWo9oVD1g\niW1p5el0nJZ+r9tPcgA0XMYfF1mDmbdHyC7IGKvjPr25KnPuflbCjhCh2xy677C1kSI5lcTo77id\ngeVzqsnR3uF0O2kXm1ans25oFHf44u19G+tJvKxSED1t/tLzPwPgW5dEPyJ/P6A2qt4j7ZNVp9te\nT1A6ozRHzLJelpL4Yt8WLS1oqo91uHRLMjfcDY91VzJXem47VJ4XJ5VXtcHqtSJOR46Xn3Iw2g23\nOkbYyWiwUGH5htj5UXKSRFpuCsGDBPGTUuZeWcpSS+qN7nKWTemHEa4NZIp1goI41NqVIo7SL63H\naqxtyY3AqTvM/1gUDvNProVNKPxkjHZJbkqphmF6RrJFYlk5l/bxeqg70/lsHcff7gvq0FHdl85E\nA7sp46sPWFJK0bSzMH1X0yP7g50+r+kAd0mVIpVDd8dqnB2TG871lSGac+LobbGNHda+scuJHUdu\noHNIznl8YD2UFHbahsqkXMNzp+7yxvRB2p1fTswlQoS9hohyiRAhQoQ9gq5G6G7VUHwlQfnMTnOC\nwfOGjjaniG9ZKmsSUcYqlr4r2nAhB+mSUgdlh+XnNHLPN/HuyvZtEnyrKq3NHO2NuXrakD8sVIRv\nDZ2stnqL70SMhRuGZlGiyGoyga856UcmF7k7JUJUbsOEUgG1j1Y4UFQdcBVe34r10OgTm53tJwbA\nHq1Sf1NsBo+vExwX+YC4F9CrWTHzhTQTeTneraUsp0eEUrg8m6Gd14hZG3rEr+TJ3ZNjbx4lpEVa\nTpKO9lZNlZ0wz7vn6wU6h3dy793azmtPqRujfVjtwSZfOC2ZP9++8CRGFzNt22G7HaRxYLvTWHbW\nYIIgvD7b8gm0DEFBNho9UA5b423nmGd/muXCCalBKB5cw6p8QbGvwpo29yDnk9Jxtc9tEaj0Qenm\nSKjI6R2tEDyQBeypcj/MJ8MerBEi7Fd0N8slBWuPBcQ23ZCXXT6X4Og35HWjPx7qo2wcg8TrylG7\nUHpMJVybEC/J62AzE1aW+sNN0jeEc+75demqU7o4RO2t7URESCqdEvPBU+e29kSH5IIXHrsj7AIr\nlUy4X3u8idWeoqwlifXLTWLqtlT8fOwjV/nxK6ImmHngUDmsXm8pzbbW4uZKNtSYeXL8QcjJuxWH\ne+elQMdJ2VBi12kbDj0l1MT9i0KhGN/Q1Hahrd4OqYWdr89RRcTirYD5T2hTj8kYcWFzqB30wybQ\n7mSVmCsOOJMUyuXpoWl+d1j6r5bOZDmvOimxLUNCj1Ed2+lG1Ox1aeXlePUDPkPDWh27lQ6VHxeW\ne/jNZ14D4JUVaYQ9mykSm5HvaaPWF3Y66jtYYy2QNYHc8Bb1dcm+CeYzYQOSxrCPUX7ef5Dhheek\nX+lstYe1bEHSdyJE2MeIQpoIESJE2CPoaoRuOpLf7TShkxKaI1YxVMbl9dZBh+pxiRhT9+KUHpf9\ngrgVRUMgPe+Gpf3JVUNtRN/PNWkWNHNlTQpO0kuGyoR8XrxiaGj3+NpYQP6wRJTp13pJlnVxMWfC\nBb2TA0tc13FXb/eQOSbbf+XR7/KdkuSw3+lItPjyT0+Fbe8qR/xwMddUXFLL2oY0ZwoAAA3WSURB\nVMm8FaMua6xcuDPBpx6Ro9/sOcDZk8KjXL50lNiPJEqtHw24d0kaPnj6ZOG0oKPn7m26tLfpHQOB\nRrHVYY/Ymuav9wQ0JrXfYsPFZiS6bi+nsAOak68LoXcrffze2iQAvfEq9qB8HjufZv0xWXzM3Yph\ntEdq/UgTR3P8c2+kWEppEUCwk5UyOr7KT5alUOpYQVZQ/+bY67x1Qp44Xv362TBj6c7sIP0XtMDr\ncx6dgow1lm9hdCH09IEF3np7Qg7uG66UhRJbWuohXnZDGi9ChP2Krjp060KzGGAsxDc0RW3JUB3R\nDJaTDdIZ8V6dZIxOQZ3xmw7W2UkLTGmfTKcNSXWYybfy+OPKOc8Ib1I5FGAH5XjlMwkINLPFs7TO\nC3cx8lqD1VPiJSsn2hwYl/S7N2bH6M0Lzz3yoRnuLEq3lX994zME6mC2HWRytEFtSyV1AxNWZ2Zm\nnZB776RtSLkETZdbG5IV8uxjt7leEpoltegw8dclVfL6y0dw2ioZrA691WMxmjHpHqlwoFe4kOnl\nXrwZoXA2P9QgfU31U043QCtCiVmefVQqXC+8eoJOU776TV/FzZZzTObE6b547TGsOsfNRzu4FXW0\nBwNi2iybjQQHx6QI6sG5Is6i6reM1si8LNk886aXRF4LjvSOd37+EOdGpUirOh6EDWALFxOsn5DX\nQcMLOfl2JR4Wh5UbaTLTMpbqYw0O56XXKMBWPolJRmmLEfY3IsolQoQIEfYIuiufayw2EeCV3Z2s\nkWEbUii5fJ3qbXl0P/qOjvGbk6L0B5C9b9g4qzRCy+HE70vmiLu2xe2/LxTFdp56/2UoPSEH73/T\nUj6pVEQyoFWQaHDl8WQ4lviyx0JV86k7sJySqHetv048obRDssncioyx2Ceqi53AweiCXCLdpqHR\nbXXcw2iU7fgQVMSQk2kzlJYin3IzTe2KLNxmyzbsI+oXA7yqPrmMasZJIiCmvU1b5RSLurAZrCSJ\n62Jh8kqSxoA+iQQmtI8DF+5PyPYpi6OSAL4+TUwcW+LFa1oRFRjoyL0+M1iFC0IDVY+18C5rzv5M\nwP2YZLA4GzECzbIxD9Jh/1daDh8ek7Zjjtkpy7+4IIvA7lAdX/Pd3WYSr6ZjvZ0Km1pgIJaV10cL\nJX54TGwaC6/dEaXInp4q6UQrfAqIEGG/orsOPTC4VQfrEnYpou3wt5/9CQDXK8OcV43vcj0dap8k\n1g1WnyW2Dgc4mzLsgYvgloR2WPr0OCnV/9g8IQ5g7VE33G/pmR151eRAnbQ6pk5qp/OQNZBYlR16\nr/ssPymvDz+6yt3XpMpnpVXADmgWyTaFvZwg0NTCRs0Ln3uML82uAWzcJ35fbi4tLwh1vT88NMs9\n5NjP/92L/PHFswAURzdInJQB1xZ7wmsVOyYpjik3YHNJziFZdkIdlq2jO47Tth0yWk3ZKlharlJB\nIxVqc7Lv4AX5fDrbh1UnbrY8SO/QF/6H5OYTm8pSOy4Uip9M0Nsv7zfyMZragNvWXJo9+r3113ll\nSrJbUkql1VYyJJblgrcHfYyuQ7SzhoQkD7Fxuo27qV/KaCMsJuqPV8Ixpa8nQw34jVKRDz11mztu\npJ8bYX8jolwiRIgQYY+guxG6IwU9qZJDbEsiulbB8t9+9hwA7roHedV1eamfwrrSIk93QknavjcN\nW4clYjN+gE1I1JncCKgekKguptFdZ7KOMy20SWLNJfcRURhcnuojkKd+sk+U2FySgpbkg+2scZh7\nwZK/LXamFgYxeqW8MrQzuii7IRF3u6+Do52TzGATRzVFekbrYaeejVoqHJ8T92m9LBH6S+NFyEtU\n/eKrT3L8pDS7uP1gkHhKonu3JON67iNXeUPpio7vcHxSipDul8bppJXaaRo6We2RmvDx9ZQ6Ew2M\nRuCtm3nMuOT+lz6t1+FyCq8m13v90QAnKdFutZQmviQnHxytk7oqC85eXTooAZTnekjNyTbtrCW9\nJMcp38+S0oybdl4lGAbbxDdkW+vslOoXb7aZ/huq0bMQo92jRUuzKTqa+/5H338GZ2S7ZsHl+CnJ\n02/6HlcWR6h3YkSIsJ/R/RZ0AbRzFquWg3RAKI4+0iSp7c68hg31rVMLXkiLVEclHQ+g9FcabByR\n4p74JiQ16cGqE6l3Uju6L4MB9WXhgjOzLnHlS8p9PWG6m5+0xDT7Jrbp0tLCxfTrqZCXNlaaRgPU\nDoqjmTiyzPRNSaE7MbpEWrsB3VgZon4/F56nmxMH3V/cokoqvCZW+efHjj7g6hsT8nbWp6Wcu6fs\n1Ks/OhVSVdm+Gq6jKZun10ioc7U/GiR2QqiJTLLFZkIlZhcT2JRmkRxsMD4g/EY2LlTIrbkJ/Lh8\nnp5zadZkvyDvkzkjF3Z9pid8pts63qGi0rsm1aHZt63HY9iQQlDciQrukp7/pIzp9NAib5ckPdJt\nEtJq60djYGQsuXtQGZcvvDBlWX5etgkSAZ6uG3hrDjen5Zqbisexk3PMR+JcEfY5IsolQoQIEfYI\nultYFEjJvZ+09NzQKHfYpalyH7lDG9hViVzrgyaMxL0qtI/Io3bq7VTYG7QRj0NhuxOOoX5AF8Vi\n+ri+7uHrYiWxALckEW91LMDZ1v1wLd66G46v2S/bp5YcAn0q2Hq0Tf6q7JteCqgNyr7pGbl8SwM5\nUnOy8cTTZS4uCy3SupXHDmtGTmBIviXntvIY2JMSjRo3CMvfHy/McfeQVD/Va3GMyhAklDaqD1iM\nZqfU7ue50avpQdZw6IDkhC+fbJAIZHwrs0UYF/vZawkqJ1Qq90GSwUOyoNmfkCyha8Oj9PRKFL3e\nlwF9Ooj3NVhTSio959LS5tFevoVzV8bVyVoSpZ3YoD4hdoZzNZxPyfGXL0uu/dt3J8O8erdu6Mja\nLF4daMg1LH+0SfK2nNvyr3XI3tZm3J95EOrrOHEwet3SByqc65vmij4ZRYiwX9FdPfQWZGYN1jU0\n1Ik3JxuwJkSv/+NeWkptBHEo3BSnv/GxOoF2B2oWLZn5bQlVj54pccDzH/PD7ImWZlkEcbvTDm7R\nC1vANYY7NHuVh2+4tHv1UT3hk5hV0jmA1KqMpfeGw9JT242knZDG6ZmS/UqZHB1txvy9l87SGRXH\nUjy1yvodFV8xUPi4aMxMpqrhNXnz7hhntRvSXKOH6qp4cVN3cPrV6et9ym3C8LBQJf2Hq7x5S7Jj\nJo8sUq5pE2bfoaWiVWR9vISM8cQXbnGzJCmZlU6WK4tCVR0fkPSYRw4t0JuQoqGfLhwLs32Gj23y\n4MFw+J0ESsvYjkOgsrZ2PU7wuNwgWovp8KazdLc/1F4pTMuQ1p9p0tGbafJBnKZmDHk1l/xN1X0f\ndWkel0rVXK5BoyTUzuJGDjcv1zZx0yPQlnonBxc5m57m607k0CPsb0SUS4QIESLsERhru1eMYYxZ\nAapAqWtGd9C/S3Z30/Z+s3vIWjuwC3YxxmwBN3fDNvvve95N2+/rud1Vhw5gjLlorf1wV43uot3d\ntL3f7O4movm1P2y/3+d2RLlEiBAhwh5B5NAjRIgQYY9gNxz6V3fB5m7a3U3b+83ubiKaX/vD9vt6\nbnedQ48QIUKECA8HEeUSIUKECHsEXXPoxpjPGmNuGmOmjDG/85BtjRtjfmCMuWaMuWqM+S19v9cY\n85Ix5rb+X/xFx/r/tO8aYy4ZY17sll1jTI8x5hvGmBvGmOvGmGe7eL7/RK/zFWPM/zDGJLtl+/2A\nbs3t/Tiv1c6uzO0P4rzuikM3xrjAfwA+B5wEftMYc/IhmuwA/9RaexJ4BvgHau93gO9ba48B39e/\nHwZ+C8KWpHTJ7u8B37XWPgKcUfsP3a4x5gDwj4APW2tPAy7wt7ph+/2ALs/t/TivYRfm9gd2Xltr\nH/o/4FngT9/x91eAr3TDttr7NvAppPBjRN8bAW4+BFtjyBf9AvCivvdQ7QIF4B66JvKO97txvgeA\nWaAXkZJ4Efh0N2y/H/7t5tze6/Naj7src/uDOq+7RblsX5xtPND3HjqMMRPAWeA8MGStXdCPFoGh\nh2Dy3wG/TagcA12wexhYAf6rPhL/Z2NMpgt2sdbOAf8GmAEWgA1r7Z91w/b7BLsyt/fJvIZdmtsf\n1Hm9pxdFjTFZ4JvAP7bWbr7zMyu32Pc0xccY85eBZWvt6/+vbR6GXSSCeBL4j9bas4i8ws89Cj4k\nuyiH+EXkhzcKZIwxX+qG7f2KfTSvYZfm9gd1XnfLoc8B4+/4e0zfe2gwxsSQSf8H1tpv6dtLxpgR\n/XwEWH6PzT4PfMEYcx/4n8ALxpivdcHuA+CBtfa8/v0N5EfwsO0CfBK4Z61dsda2gW8Bz3XJ9vsB\nXZ3b+2xew+7N7Q/kvO6WQ/8ZcMwYc9gYE0cWF77zsIwZYwzwX4Dr1tp/+46PvgN8WV9/GeEg3zNY\na79irR2z1k4g5/jn1tovdcHuIjBrjDmhb30CuPaw7SpmgGeMMWm97p9AFq26Yfv9gK7N7f02r9X2\nbs3tD+a87hZZD3weuAXcAf7ZQ7b1EeRR6C3gsv77PNCHLOzcBr4H9D7EMXyMncWjh24XeAK4qOf8\nv4Bit84X+JfADeAK8N+BRDev9W7/69bc3o/zWu3sytz+IM7rqFI0QoQIEfYI9vSiaIQIESLsJ0QO\nPUKECBH2CCKHHiFChAh7BJFDjxAhQoQ9gsihR4gQIcIeQeTQI0SIEGGPIHLoESJEiLBHEDn0CBEi\nRNgj+L+7omDDDxCT/gAAAABJRU5ErkJggg==\n", 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EzeZvi7Ve2JOiOmrC+ssw/W4J1VcBeDnpZ+BJh7W7ZDAVwwN3r8Xws8ZaddupB/x4yNt2i3n7zSt7IhZOYzYDxqHpxzSYhFtPfuEIyTdJAq+84XIf7FvnzJxAO/FEk+qQ9D3wpznKbzHJy4ou8UW5z+SyJv8mgUXCuQR+Ts5ZO2qhTLKx3vOagiBBbNkv3PirV4ZZPi6vXbCvjDYBR0NfTEROa21pYkXjkM7pKDVCJa04tyKBScmYB5MydhtojjWjhGtd6cprVW6oQvdTFquHk4QOpK61E1zVmwby2OoBorithk/SsFvWX+cTnxLsNvFsitqIHLc8WL7VJGvR4HxDFHmLKdPMqShQKHQ1pXsEk7GbYQQ1JK9ZVJVs77UNxZ2imIafVCRXTSIs1yV0ZbzDfwmlcQPpzMu5sQ036sctwbrfD4DyiZKKVbaE5PeJ4nYamv7zcm1+r0NS4nPIzAesHDMrkILMBZmLVl6VwVOa1Vvk+/qYj1Uz+PxsjCcGBB+yT2UoHBfWjrvswjZZRML5FGFGxlI9XCNhQO8gL/N6KT6IMhCKdzFnngJce1PA4CYJjd14doDqFpmT2piCfMzcsyLIGAbRE7CxzShmR6MNFDS7JP4At2BHsI2lFbEzMifrBzSDJ6X/az/uU91mFrFVJ1rA40sOpYbAP428zdBpOb6+z4a6DV3WYlde49KFXLrSla505SaRG2qhhzbUBwRaSC+2rauWY1PbMPyMWKOlHWkqo7LebP4iJJYFFlm8O0WQFlPMLTt4d0uofHApQ0JSwpA323ynpqO0ssFog/lesTsTi26UD8Yta1KLJsXAJZ9mj4ylMkbUf2pZk7siVuW1e1Nselw+L9wrlv3om+eYf1SCeaoHGu1Q/ZEwyv0++rCKGB/VYQu7YSCXDU3uqli99QGb5FIrFl5H6QRGHjJ5VTZbOGVzPwkLpyrnphYVxfNC+Nb7a8SuSv+ZGVjPyWcnUCQvyOf6/holk1a4NaZ7xqd57AtH5d53eCiTPdHONanUTXbJqoI+gVmc5zJRAJGfhlpMnsnyrQ7Dz8jnpTsh85iBkwwaUjjeAJOzReWdiBGjLXBNwNjgt+Ks3G2c48sKvSr3P3iqgeUb5+rSOoWjcs9uBYI1O4J6utKV16rcYAwd+s8GFHfYFLebqM5ZHf1Iy5stittlSBs7NdlpuS49VUYbWkhjQEdFHuwjRWqVVmYrTWGf/KDjO4ROkv1CltVb5WtrKY4eFWVUs91oe9571iE9b6JTbchNSdvF3W0GyNBzzShy0ctoVo6KIh96Vhaf6f0DpEoG87U09QGjvVQb/insssjMG2W0oSN64tKbAoKkaG6t2vlh7Ga7IEZhT4upoyOcOL5qRQq1tE2T3SN0kubj/RGbpjyhyUwZZs9tZaqDZq4qLs0N+fyv7v88AL914t3EbpcL42ezNEZM4NXJVJQjxalDc7rlE5Dc9CCpd+OL0o9TUSzfJt+n5xS9kzJHxR2GNbPQTrgSxMA7JiuUfSpDdUTaqA0rbOOTsJoQL8rzye+LY5mo4thYjMyMSbCWSpK+prlWpytdeU1LF3LpSle60pWbRG5stkVfk1j3WTtssenRVmCRTWlri4oCnnGuxdcU/eeEwRImHaqbEtE5qSti7VVrGZyqXJtcUhH/Ofs/xENZ2mIRF8IJtf11dEWuu/PwJE+cltI3oQ1NUzHJT9o0TGk2LxOSWDWWcdpm7n6xLPvOQtmk8i3skvaG/8Jm9aixHC8mSd1u8qM8MUhd/KN4OY2Xb1m0mt5Lhp3ju4RvEHZOrRYjKEg/vZctlrdeP3+5vevkF8Up6FQtasPGsTnSoDgtDuFYAiqGQdQzCfmDxoF8OU3/YcnDUn90kNq4wBv//Mn3yPfzCTCsHgsiCzlIgjoklnv4eC5i/lh+ewfT6NOEm8U8VnGfxFMy/wPPNykYy7w8YeCZIa9d3s6zSD+WMXMCK3fKmAZO2BHLJTPvM/NeuXb/x9cI07KFqW5OcflDBjZKe/ScjLVLBnalK69RubEYuquojrg0NntYnvxI0/MezYxo4vIWRcIo4IkHVrh2n0QxJvIu8YL82L1+DZYJ3Fm2Iyxc+VAfFEXh3CGsjOp6mncfOQnAUytbKNVkUSh7cZKDJvFVfy6iUMY2LIJ4K1jIiiiMjZ42gyKIEaX+bS0+K7dCfF0+N3s1Pb8vSnf9fT4xk1cldU3RNAm0srNtet3QEzarx03QUsXCNWXnFt7sM7FdqIWLz44CULzcR2xMxl3arbDq7Q1WK+/7/vde4MSTkuRq9R4fZbDt0eECC4vCNOlb12hbxjXyJUMhTAQs3iHHei4RBWTVRkOsKRnf0HyIn5TxrR0POXBwBoDnz0/gzhp8vicg0YoJytpkrslzC94hvo7yVA8xk2rXakLTVNGLFSE5JPdW2J+J8uQkr1UgEJjnwt8foO+MoZKOKdLSPU7NJjfjRzBWV7ryWpUu5NKVrnSlKzeJ3Nj0uQbeSFyNMf0uY01XYvSfa9e9rLbgjCMDEbe78eYyjRmzNW9qbMPuyM5oTNZaylsVia1iBVYNg0PZIQ/P7wTg1pE5+keEk/35p28jMW8oJLam73lpr7ylnTagPhrSY4pKN3OKwITNV8YsBg3/uTps8sHsCrBMvdDsX/Yw92ZTR3NO4Zi8Ls2ccMcBrMABTJGHI21Hp7WjjDolN52edpi1pYBy6yGF6QD7jKlAlNYowzEPfJvKNhnT6Qf2Ypu0vta6y79/3x8B8E9PvZdYSryshX0usXFxRl4dFhbK1v2LHIgJbPK8swN/0Hhk61aU92XlOAT94uS0NhzOL0iQj0r5+IZh4vY1cEz1puzkBvVRsa5rdeMUzVvRLkxpjTZpemujGteWOd55yxxTY8JgmUv2kDT1Z1OLmpjJr1PzFJUtcs+92wosnOuneaLLcunKa1tuLOqo5d/EN6tMvccE83TkQ1ehIndBTl18Z5PhIVGSS/N9rTxUhK6O8oP0XKpGwTqhq/GmRRnGDfY9dv8sV07JCvHtmR56LoiCzrmQmRNlsHrUYv0WUSR2zSJn2CLlSoLiPpM/fdqO6HWJNVg78IKcIbamvC7jiI21c7x4PZCdlVMad1awZ0S5+UnIG0aOGqmzbVj4lpVmjMIhoxhPZqLqPK3Iz3If1IdNMNNIlcZqK2mKxu0XZfyzr3+cz0/fAkCtEePXvvnT0Tl2WhradniBhbzgP4kxWRQ26nHmVw3+EdIu7ryoIjZNcTeohAm2igXtfCupEBWYlLlPpOm7KP2sHeuN8p2Hc/KqeVubKN2KtCViD73hjad56KHDACzu0RwYk8jSM3oTgWHkoBwsM5+JdY3XYxKMXeojO6MiVlBXuvJalS7k0pWudKUrN4ncUAs9SEBxr6Y6mkKb7bXSisqIWLxOFdaPyvFUtsHhgWsAeIFF/YrAD7UxTW5WrMTZt6ejtK3NAZ+ksQKrW+X7y2c2E9swzrUV6LkslmO932btkPTp9QUkFuTzjrdOcfaMhNC7eSsKf48XNEHcWIM7Q26/U8oXpY1J+NjcNvxLxrFZVWSNs86taDYMg6eZT2CPiRVdrzoRU8crxJhZ2QTAseOTlKqyKwiOlVBnpM2eywbumbBwyqa9bIzkNbnfzF0rpGMylsvVIfILxvtqaZyimdsdZep5aXvB7eHDe05I/4aq8kx+gubDMsf1AU1q3jB/UuAZFpBdh/TDYpUXDoZR1afhnWusnRYHdnVUE8+b10rD6luEzZM+I32H67E2DLW/hl+SefjONw8TbpX52dxT5OTlCQAGHnFZOy4d1cZ8alsNa6fk4BjGTXzDiiz9rnTltSxdC70rXelKV24SeVELXSk1AfxXYARBRD+ltf5dpVQ/8KfANmAa+JDWOv89G9OgfKnJqU3PqgaFw2JR95x1GNojHrPllRyWAa7fvPkSX0yLk8wpW6wb/Dl3RUeRlekFm/W7xBqMpcQSd57LEBMGI/VBsBvSqeW1Q96dDYvGfhPW/yfbiI2bcQWKkSelnUafHdXYdCqKy3mxZFfnBHNOzjrEDX4bukKpAyn80Dtpcpov2aj3y/Q0nhpiY5/hRFoasnLOsyd2kd4mA97SW2DK7FZKx4zTuJCMHMX37z/PiX4ZbF+ixvvHngHgT2bv4Ndf/3UAvr5ygKt5oSrWL/XgTggt8K6Jab5xbZ/cw4bB9X2bXMk4U+8p4ByQMdVPDRAkDCWzPyB9l9xDxrcprcq1S/N9qJThlsdDsj+7JPP54DjxyYSZQ5NF8pRm3fgJgoYdpRjwekLseTk3scVj24RQNqfvHQJTji417UYpBOoDGstv7SLEufr98tBf0Xe7K3+jWIkE1ojs4HQqERUyUXUTZ7K0Qljvhvm+EvJSfgI+8Bta62eUUlnghFLqG8DfA76ptf53SqmPAh8F/tH3bElJBj6npshdlB9yrKTxTAGHRh+kLeOgdEOWasLnXiIXOdfS8yrKA1OasKN8J+UdPmrDMCnOipavD2jCeJv50AoaChLgpztS8y3L+cU31glMG27BRjutQsntKjx2U0V5UGIrhmO+pKM0vY0+RcKE3qcXA0oTck5oQ/WiLEqxHnBNEQx3Q9HKMNns0dTOyyJxfksc94I4WuumwIPtK9RmWXy++eShiB3zkTd9k3954t0AvH7nJK6p0vG+kWf5V+clcOi33vNnjDmik/7byt0kXVmsdgxJsNG5C+M03yoDr87morqk3lCAY3jjA89arIUSKRUrWGTEn0p1NEQPyIqWSHls1EUxq1uKtDCxwLBcVmJx0jNmXnsddMKk5q3buCZ9wrNnt6NScg9jY+usFoXZUxuzGNgu9xD/4kBUmao+CAPnAuYMlPN9yCv3br9WxbLx7xMn/MLr4zhHJUju3dvO8P7epwE4ErPxtMmYqRw2wuuVt6sszjTl/fgfxeN8+YoUQg9P9TD2HVH67oMn0b7/t38/r3J5UchFa31Na/2M+VwCzgGbgfcCnzGnfQb4O39bg+xKV/42pPtud+VmE6X1S3cmKaW2AQ8Bh4AZrXWvOa6AfOvvv0niWyb0pt/8VbJbNvCfFCggdU0zcNpEEf6rKgvLJqf5fJzA8KnRkJmVtUcrcKrtfOSFXcYROqqjaM3BM2J91vodmj0q+h5jrHu9IQNPS3u5/2WeuceE2uinNU7FwAtDQWSBe/0hMZPx7+63n47u5+lr4rgrL2Wi+p6xJScKj2/26MjqjBXbpdliJR0ltvIOVPFrZqMUKmxjmaI0YVP6HB4WGGY4XWb2v+8AoHBrk1y/oRyuZDi8R/h8a7UUC9dkbo/vukpoLORTc5sJV2VnsfPgArbZckyvisXdXEqR2izc9PqVbLswSCokvmSyYVqapimL13vaoSEbDuw6VI+IeZw6naS8Te7B7m2SSBhH9GXZbdkNot2OW2oXIKnsbUa7sJFNBRyzU2sGNjFb+lx8fhjXOLkb2xvYi0JnTKwqlIbLf/RxaouzL4uM/oO82znVr+9Ub3k53b6qRLky3/mfOk75vbKb+6+3/mduicn74RPgYEefW1a5q2yCDj0TmrBry9iTDd22vFOWG11nYWEbqPPphs3//szPAZD98yx9nxWnvvZeG1zVB/TnT2itb3ux814y6qiUygB/BnxEa72hVPt3o7XWqlUd4a9f9wvALwA4uT6S12zqpV68vbLtqu6wyM2Iomn8aRZ1RJrpP6OjohKFvVAbNvlJLkLPtClaPOBG/STWFIMn5eEu3ikvnrZFgcgfRPBMbNWmITqPqefH6D0qPPCNS33ED8uW0ZvNoULDCS9Y0eLy0OQuwmqr4rGZAwW2YZNYnorw4tQ1RXLVFOn48SrO8wY6SChS1+ScYD0V5UTZ2Bdwx4FpAJ6ZHyc0Sq1mtqPnCqOEu+RY5lyMZtLws0d9zs5LeoA/ufsP+bul/w2ArNvgWlUUqesGNHpEuV6eHcYy+VRYMDlyEiGVNYF4fuyNz/HA5T0yV7ZmfLfMycxj44x9u1XEG+ImXXHoQPy8rFbhnUUwnPxcpkbpnCwYw8+Y5/pLV3n+nCyE8SMlqhdFTyonxJmT92DJ62fgKZmU/GFtYClwtGLTI/JA1zbiVEdM1s0GFI82CRMvj+nyct4Bua3QAAAgAElEQVTtzvc6Qepl9ftqEGdC/DQXPjLOJ9/7nwC4M/Fg9L2LjU8Q/V3TbQXr6TD6P2UZVpcOCMzK7RlFbilFaBR+vUO5BwQ0DN5+WxyevuvTANh3Kx74LXEm/eqf/z32/o5Envmzc6/IPb+a5SWxXJRSLvLC/7HW+gvm8JJSapP5fhOw/N2u1Vp/Smt9m9b6NieV/m6ndKUrPzR5ue9253vtmqjfrnTlhy0vheWigP8EnNNaf7zjqy8Cfxf4d+b/P3/RtkIpRhDGFMmMWFrVfJLVw/KDCBKQWDEJr24L0SaxVHzZpmEiJJs9Nvk9xunZr2j2yAqeuwKrR8Vi9VOmfFlZkTY5yPP7ieCU+rhHvCAWQ89Fi5JJiRimQlL/XTjcTk7RMJts644i1Yr50WpQcRnLR+/4GgAfO3U/lsmB3pxLYxlWRmlXQN87hfHhTQ7jD8l1Oh7ip2TqB44tsbhgtgvN9vqaS9fJxmWOrkwPR8etATlWztkox1jZnsXYgMAy/2X19fyjw8JySSiP/xkckzZ8C4pyz7fdOsmJKeHbt5ysd2ydieCZ78xvb5F6GMhWuPqEWGneYMDSe8XKPzS+wKkpOe4mPcKrslgH8xmUuY38XA+pgkmrsFn+b/zJNtQhGfe9m6c4kxQO/lo5xcBxcXjmq0mKe+U5hIkQvUl2c81KjKXb5Tlk5jSlndJO8WjA4CMuq+XvD215Jd/tm0nsEXnfzv1f2/jWj8m0DNltVREgljmAR4DJs0dCOdR121pv0Q4CrfFCUxYRhWVeLte8KAE6OhZqHVnwNu3n6XW0a2PztqTAjSd+8hMsfUB6evtf/Br7f2ta2lz6rvblTS8vBXK5F/hZ4LRS6jlz7J8gL/vnlFI/D1wFPvRiDWkLvLRgroNZeSAzCxnccjv0vxUolNAW9ZFWQWSNUzL0ttdtkM0I/a5eSTL8WYExmhkLd0PaGXnKQDL9Lj3PikKNb4xQ72sVinAob5G2xx7W1AdajBObiugXqmMh2sASKa1wXLOglGNYRqH/20ffCYCz4uJtkj4z24tRLpktgwV8UwQ5NVLBsgxslKyzPicQyX2jl3jC3QbA/CPjPPHkXkBynpQOi29BmVQCPU/H2bhTFHB8ziV7qzBU1vNpZq8ILWx2boDAFFs+tTZG3ODPhzYvcNaWPv3QwjKY//iQKNFfH/s6f7p+JwDPXtwTPbPlLe2FUAU2qdPyypzau42BHXLt2mqWhPEVZK7aUU1TfEV1j8yLMjCVaiped/s5ABqBQ7khi3CtEmeuJPBP6lwc61bB83sfylA4IvPp5h2SyzLujfeUcS/Ks7ev2UQA/Pcnr9i7/aoXpbj263cD8Klf+X0AjsQCXFNvNyS8Dg7xDMzS0CFxo5jr2o+UeOfW31aKpoFUSlrTIp7FjBIPtMY1nz2tSUTttZloQcfzDdCRsnexGbPl8/l3/0eefpv8ln/xk/8AgLGPPQbfh5/w1S4vqtC11t8B/ibT5+b3BHXlppXuu92Vm01ueHIupy7OyYVnxBRWsXYGveo7SujTpqr7cIBVM6t2VjP4rMnKt5Yj78g5wbES2qzOq/d6DD8okMLcm8TSGzgTsPwm6ac8oaKkWcFYg/gVOcdueFieKeaQgNp4O8hp4zbZ6uunemjuMFkGkz7aFKGwmibr44F1ClcFnynVHG4/dBmAZ2cm2GISbyViHl4g/Sws9qEGxPo4VdzM0oY4eMK9ZTKPm2yKVc36NrFMk1ekv+LeANtY1vG8YuNZoZlkDhcor8m5Rw9O8c1JsfLv2jbNvxv/MgC/PPWBiHNe9WP4pthHIS0W2H+YfweW8f0FqZA9B8TBdOHiZvRB2RFprdjYLo/SnUrgfV0CrNQdNZJ3SEBYfqqP2DXXzKfGarbTAMh9KZ6ak8od79t1kg9skwCiT5+5m9g5k2jNgfEBccRO3elE9+w3LNYFQULVHXbcJWOcvLSJ7MwLEqZ15SWJvVtYU9Yf1nh418fkmFnjQqActq3yToik5cQMtKZh7PJA64iVklA21YitQgTLuN9l+bSViix7DwiMZZ5WVmSlh7St/oYOSSkTu6L9aFyeDrjNIKNPfOR3APiZ97yL+s/L7yu4dOX7mJlXp3xftMUfVHKZzfrOQ3+fpTuzDJw1FXtuj+NlTISir/DSbfzbT8rnzKwikTf5TEYt6obxEjqaICcvTXLGxTWBLhuHTZDLdCwqXpFcUvgtMoJq50fZ2G5hmziH8g4/oh+OPWBT2CUvinNHnlJRFJ+1EosKPLdS97oVFd2DnqjhGngmGW+SvyaLz8hEnvGsKKkTZ3Ywtl0U4LXJITbtEqW2dHqE7FVpO30tYOUW6T9hmDehVmiDSdVrMQKDuWd6azTPCubsjTfI9ggs05eq8Z6xUwB8a3Uvbx6UVJY/13OaD56XLIw1T5RvNt5g8oIsfrE1G29C5vCu3VdIO/L5m+f2kZiUX4yX0QSjclx7FolZE5BVhvIOE0SybEcso8r2tmJQZiFMLNl4xgfi54J20ZG5DL07ZSHMr2c4sm0egMvrA+wdFGz09MIYzTUD0cw5NPo087/zCRqzL4+2+IPIq5W2WP7gnXzstz8JwLF4SDX0rvveQ0dKNKXcCGYBKIXy2YZIide1JtEBo7TbgbpuQSTt42nL0HuvozS2JaEU9Y7vWmOxIYJlAjRZyxQxxyaMGDSBaS/kZFO+/82P/jKZzz3+PefkR1VeKm2xm8ulK13pSlduErmxNUXrDezzV9H3HuLKB00WwKJmx/8Q07qwJ01hd+vkds3KIA65K2K9VYczeCPGY34tRmC44vECDJwRU3tjv/HAZzVhUtb8+q0NApM3RFccmr3G+l2BzLzZMiYcapvEkix+uER11Zj0C1lURo47VYXeK+P1C2Ktjtyyxtpj4nBsrCQIjBPRKyiG3ijWd7GS5I2bJgG4tGmIBZM9EltjG6ij/8AqpbI4N4v7wTF5aPwnhAWTuGcV38A2oWeRmJL+b3vnRb5zUSz0TSMFPjwhQRefeOp+7tl1CYAD4/Ncbgp74dH6EPcOyfbzj0+II/T9d36by+fGAGgO+xFEcqU4wGpBYCBds2n2mZwtFtjLYvkMP63xDLOoOqJwBkxWybSDsxSL7hPg7gOTPPe1/fL9cMiW/ZL3fDxTwLXEqsoPpdiWEXjoa7X9zJfk3srrKZ6dklqwb7rnDJv2ygT9yUP3EF+zo+yPXfneMveP7wHgO7/8H4grE5gXdjo8TRxFB2xS1l5kdXdOcwCR0zHQbedlQBtm6bS6AQxKSsVwzL0ON4aLjv7utOYt2k7UutYkWm2hImeti6asZZfRctTaKO4wZSW/+vFPcM+u3wBg/N88+jfOz6tZbiyGbtmoXBa3pOl53rAeArDXRUHGNxJYvql2c8cKdU8+N5q9rO8XWlx9QJM02/5YCVInTVrbbaDNFs6qGEw8G6AMhVAvJIhVTOrZ7XX6npE2aoPgG7e7uwGJ20VJFCf7cAw04FQVYcxEwCVhl8GiEd1LoZ6k506BAlbOD0b7HqcMlUfkpMZYwJctyVHxy/sf4gsZAYNnV/oomFqnlekedr1Bcu+u11IUzghGHhqd2J+qMfuIUAWtnXW8vQKtrNQzJPcKLFOsJvn9Lwr7Rk3UebgqjJVG6HK+LIvOxy69lXROlG6qV9p4eG03qlcWymSyyfYBU3TDixGaikVub4OJ3W1qof9XMj4/AV7KbLXj4JyRZ+VY0DBjNAQfnn54H94Ws7XXcKhPUiRvTa7ylQUpcDGWLvLNGRn3Lx58mD/4sx8DwE5C0CM/3oend+AVZN42ParI7+Nvdm92JZLJj9/FyQ8JFdFVLqUWnVBZbZqgwa2rOoiUeF1fr3gDA6GkrTBS3K3zQM7tVMitz7ZqK3qr4zuvA7dPfJcYRZv2AuCqNgMmoSwaHeNtwT8tWqWrbBq6DSU9/w8EYto59Ivs+rVXJ/zyvaQLuXSlK13pyk0iN9RCb/bHmPmprdgNGPu6WLTLrxti44jAD2sHbRxBVli90k/PFrGW97/uCmdt8caPP9AkeU6susqRzczd32I3hFz5gHze+mVT83PIYeNdwmcOL2dIHRPLurGcJX9QVvv0rGL1Djl/bPsqCzNidd5713kevSj1SP26TeayTFXPWxa5+qCwNLw9Yn0GGy6pGZOa93A1CtApTcDQV2Qn0MxZ1Ktiav/BhdfjnxRWjLfZi6CgxESJrKnrObXSj28cvv6QCaCpJ7AOCDf9wNAq568JhPL6gUlOumK5P3Z6N/SYTXHT5g/+8q0AuOMV/KsCnbhbKtEzGc7J/Nzbf5ltaZmfr5w7xIWG1AsNVuNktkjeDt+3ubVfcsZ8ce0wO989DcDFhRFSJ8RpHCQ0PYLysLELDk7Isyo1ZR7mZ8fAb/HaFTNVgZPWmykaBk46vzZMZUOs70fzO7EN26kx5JOcEedrGHPABGqVxywmvl7hWvGFm/uutOTyx+4C4OJPfhJbydxWw+vzoHj6+vkLtI7glRdazpVWFs0OY9pDRZZ7TIXUTaKemGq36+m2Fdmyyu0XxBC0HKgebc66x/XQTSFst91izrh0MmFMqUTC6L5cZVE2mR5PfvB3OKo/AsCuX795LPUbqtBDB+qDmtSCYvHNAkVUxiD5rHzf2FHHPisv2/DjiqW0KKDiXA89JuXq6tE4yU2iUPMHIIzLw8pdtAkdeZzrAtHSO+mzUhElGttRIfyGKOs+T5M/YpRlwiK2Lopk/doojMqL8ORD+7FaAT1719koyLX626Nkl+T4msH7VdqnaqIWR/tKLF2WBSpxzWbpbSb952wsysFevZpj7xunAUlbqwMZ9/t2nuLzF2+J2pk1kEKLBrjqZomZZFdnn9zOoTsEB//c9LGI/eLkmmiTnyX0LOy68TE8kiVTMVGzdopwVF7svgHB+Nf9NF97QJzoqfV2BG58/0aE8ecyVSomAb1Xd7jwnESb3n/vSb5ty2RkUg0G7pJF4kPD5/nUqdfLWBbNvTQVukcUyebBQqToC/UkIym5bqGcQzfkmZyY3kJoKKOqaUXjuuOe87J4AbURzfqBFP7F7obzu8nsP72HUz8pNL6GhjBScDa2bkdotmCMToy8ZS5lLRVBHgAJo6S9F+BcrfTXnm4r8rhqK+OwA7rxjMJ3VYB1nVLvYMh00B3bypronWxqi1brKUvhtVgxZlhBR4RpZx+h1jzzoU8AcM/KbzD+b28OTL37C+hKV7rSlZtEbizLBXGCqhCaOVlCNz3mkVwQCGDHf0kw83ZZRctY5E6Kdb1xS4OaqTuaWtQ0TY1LPxOQuyjH4wVNrCQr9eoRObZ83GbsqyZj46446SXDZR9pr2ONoRBr2OQKKcai4/5oM8pIWNxIk8gbZ0sFSluMNWz45onHM5RukTYspXGHBIpp9NgkU2KN/vz7vs2nL0podXNEM2MqCb3plnM88leHAPjK1YPsGRGLeXdmmblFOSdIyHjHR/K8bZOEzX+6fg8V36QzzWeiTIXBWDNy5toNw1gBkgfKFE1mw/i6RWKXjHGhLAySjNtg6+0SqLNQyNE0GRObhSTKOJkrQzUergn0lUg3qdVNLdbkKr3G+fmFb9zNe02K4T88cy+hYSGFxpnZ6NckT0vbM/stdMVAVVmPcNDswq70gyneoQOFVZJ+VKDo2Sew0PMro+QuyLVuSVMfUlEVrK6IlD8oDKYnf+njtGw3WykaYRu8uD68/nrxNJGlWw3bnPTOIB/7BUyUFlzSebyhr7ccW7CMq9pBQy1opaEh6LDgE4a65Ok2OybU7fYTVrufUqhJtM7569NBqNs5Y1p/Azz4y/+e914W9surlafekhv6E7A8SC0qgjgMnpZtdH6PS2lClIrywdklGLF3IYsyD37kAZeqEDSIbWgKe4xCLVk0TUm2zHxIYsXkDQlMpZ+tHvU5gSsS65paf0e6W8Po0IsJfBP5SSIkkZU2GjWXoN7iTSqaJiVufVhHObn1ZcO8GdTEpgVSKGSSZFKi3EthkvFe8QP830/fR7ZXHARjA0WuXhH8+68Ke6HPUCVneqLcL6cnx6GlDE2A1cJaDw86AjPcsm2WS2sCWzlzcfwxcz++oveoBC2tXRiI8qt7vk0wKvcWpFzeNS6Frv9i+gAAl4uD3Dcq4PcfT94VKdTX77/I4w8KO2d4dzn6mVa+Moq/Sf56YHkfI0l5bkfvvkTCMhCJgtQpwdarY/IT+7n7HuIzJYFhKLqonJw7OlhkfkqgqvScTWB4aX7ahnFZLNyzKX5rn0S+/uo3fgbrVjne/+0EyWWN1S1oE4m9e0cUNOSqdsUgGztSagHtyE4ggiuCDpijJe4L2CkthVnXdqR0O6WprQhy6fwM12PqMo42VOKqdv8WOlLuVkeQU13bpFQ7CrWztc4gp9a9tJR8gI7QnFZgEkjQ1O/99u8B8M+e+UmCyam/dj+vFulCLl3pSle6cpPIjXWKuuLA8npDJv5cts4bW0aojrZYDAG/eeDbAPxZ361cOS2VhNwNFdWPLO606Dsva3J2ps7KUbHG5+/XoEyOlap8H5t3qQ+YHDCjIYO7pE//S4MkTsp12dmQ/F6ZhnBPBX1OOlI5TWLFOG0qbS64U1FRYeqBM9LPwhsU/aaQkb/aQ6yVMrccY3JJ2Cc6EUbW7fxzmxg6KFZ08ZnBqMKRl9Hcd7dYyedyo1xdNml9zU7FUprVsuwKbt0yy3hKuOdfmT5O3AQZaVuzXjSlhEYaOK6Yrf7FLEfuFSfq1UIfwzFhrjQmJTXB8rjLZ9ePA5AeqvLhXRKcNFUdJHtQ5u0dY2d5rmiqaH9ogyt56ee+oYtRBaQvzR/mUyckDN7ZVCXxBrnP6qTcy2dO3oU2jmy76BC4MvcL04Nkrsjn5Ipm5XVedM5grzhLV/crHijKbiExVCM02RYrY4rUon55+RZvNmkVM/9/qxyJGbZXeH2+k5Y0dIhrLOCKbvPJW1ZxqK+HWa7Lw9JhRTeNczNERY5HD4uGyY0R77DgO9uomN2oh0Vg7OwEYcSm8TqdoygSLZhFBRH84umONlXbMi+YiuFp5WMKnJFSXLcjae1U4srhkJmrxKfLVN7Aq1ZuqEJ3S5rND3o0czbVXaIMLE9KvwEkN5U5UdoGwJXTm9l7VIJsri5twzEFgGNFTWVMXoTaYIr6kFwbW7UjvK+VUx0FnoFk7Iai+TWBKPyedhX66hZNbEjgAn8lhTYl1rDAPySd1qpuBH+krrhUt4qSbOH6sUI78Ze2IBMzATp9NfysjPXdu89yriC40eXNCfqTAr+spzQjT0ufC2+weGZVqvm8e/NpPr0qmLtlXlKlYDgjyu2BuT30Jk0SGg1hTM5xyiqq8KO3N6lNywSk8opLqwJp7Bxc49niluhaAH0tgTUm96s1/PcrEvhkWyEHBmWBOl8e5cRpwdDt3mZUAPp9uWf5XFEYMluyeZwDxpfxzTGKPbIApddM3o5iIipjF/T67N8leVoWS1nKPYKzuA+mGP+KYR7tt1i5KOOOrVt8zRYK00BPhcRDLUqojd3UWH5XpbdS4D6+83fayku3y71VtRcpd8G8jfGjVIRLl8w01rUdKehOmMSC9m+NNj0xpYJ2ki1tUTdODUtpEuYbF6EgQpupYhNch7lHtEVtXdd/i6qYtsLoHGmzDa+0FH0LBmotNjLukHQH/FI3vgTX8qOyeH+682sc/41/CMCmj736mC9dyKUrXelKV24SucFO0ZD4Ypn1vf0EceNwvLfA4Odk25+v9fDkd44CEMvCxaeFb54tQWm7rKDl7SEkZPVNXYpHRYa9XIgzLBZm8rzAKavHIiOS3GWLeEHa8GuKyk6xslUiwJ8VK1L3e6QuGujCAt/w0+2YJm2KVJd2BzimfuiW42JdTp3fhDJBMXaDKDthMt5kyBRy/tKDt5HYKjuBcDXOvn1i9V4aGcb6FQmn/9DQFR5dEQv4z2ZuwXHMltlkesz2V5h+TCz4o2+6yJThxoepkLHD0t7G58cInVYWO7knAL8Yp2GqLp27vD0KWtp7u+yCHCvk/IIEE6XiHmuXBSJJjpd45JzkT5kYX8MtyH3ecmSWUwuS++UfX31fVL1oz5ZFrs6JRZ31wc+auqgmRkCFoE2lJSvhc+6iwGrHD0xx3pf+60OKynjL1tAM7zVc+aeHsc8KzLLhZ9i4lehZeT0a7+nXduy/PTIcFafoDHlv5WsBgSTCDjdiy1r2OuCVdgBRGHHFS6EbsVLcDmvdpp2LKKQN19hoUsY5bqMpGWu92pE9sQ3tqAiWCVHX9VNvJXTS8p2Mtc2UAQgjiKZdm7QlnTuLRAck42nh1suY2ruWkDCaw3/5337sVVf5qGuhd6UrXenKTSI31ELXCnTMYeD5Bvk94mX0Hu2l0WtWzVyIb+pIp2ctQmEcMvi+WYqzpq5m1cYxWf70rRt48yYTYDKEKbm40KqgpjXxgsHdlgLyu9tFEFTNJO9ZcrD3i+Wc/EY2iiBNLNr0nZdzy5stsvNyvG8yZOaDYt0PJMT6ruxYo7nFVKm/lmOhLDsOL7C5MCU5xu3RehRmP3DrEruTYlH/w2OrfGVRklJ99uTtaEOVTAzUaDbk8WybEAt15swmfuKdwpN9anUrv7H7GwB8uf8ojzwvdEZ3O7SA8XA6G3HSE2ugD4rF1Ey5pKel7asLsgtqjAS468Y3UUmRNEt9PczSv0sSdc0t9mGMf6YKAzRKYvGfZxh3Xp7JBW8sysQVOhBfNfN8THYhvf8ly8LrTPI0reg9I+N4trKLMG2oaAMh73qdOGW//vXbcE30IZY4zgEy0zZ1U8c1PadIrBHlXn+tyrl/sY3jxmFf1c0oQVVVeyRMQQib6/OPdzpCOxNoybn6utJvLTy7E+8O/oaMaK4KaW2fLXRk6XtYpJR/XXuo6yNPW+Ood+DfttIROaDSEXBgoymFrURcbYu+k0rZ4rjbqiOS9AXSTnvgcywu7Z/7F9vY80uvLgv9hip0P22zfFuW/gsNeqYMD31vjLrhh8dXFcERUXr+Woah50wWtdOb6TXnFO5pcOyIVAQ6+eAe3Fad5N4AtyQrQHJFHlqjz8Ls+iiP2dSH5eTMjEV22rxgaQjPiuMwfziMwvNrEx7iwoHwcInFw/KiJJ9JEZuRc6aHBJYYzxZYqkob9uYiw2m5h/NPb4VeeXmz6XpUsWiq0E/MEhijHjjR8d7+MrmEaKWrc4Ps374gn9clwOhX3vqXXKgKLHH/6Hk+nBUl+U+e2AGB2Y4OeaQvmTqdozqCnEIXvI7qQS3l1zgizln3chKv10BS25tRQFSP47O1R/oZSle4tCaQz9rVPga3mpqiV/qwEsZxW7Wj4t7pBU3FFIcuLcvCW329RWrBBLk0LGqmWEnusoVjcras3hHw5UeEcZMsK4pfk0XRjcOWv5Rx5fckqJhgrvStRfIPjUbpll9r4kwI3PWtd36cENHoodZ4Rqm5yqLUkR63pbpcrg/icc35LR54p0MxZfmRIg9oO1ADrSIopN5xvFMa2iZlggTq2sYzwEBLQacsP1LettLX88o7+umEczoXkk7lHbyg/3gHf76hNSYpKClLRYtcVQcR20fmQtr78o/9Lr85/gEA/Ln5v3ZfP4rShVy60pWudOUmkRvsFNVkrgWUx2I4DWPR+VDbJeZi8nIcbWCTnqmQxLqY141el95J+RzGEjxVkSyICU/R7DG0q6RHbcxgNMZUq42GUcX62L4NYs+ZQglbQ3SfWHpqrV1SztmwsA1EYR0uEhsxztd4M7Kia1YK+6BwuFs1OKfyA0z0Cif80vIQ+QtiuSdWLWqWTPEv3fsQ//ZxyettOSFPPS8OzWOvu8hPTzwJwHPlLcxVJTz/9j1TFBum4rqhaz1Z3MYvb/oWAG9IwG+b7GD/9Pav8vGzwv2uLqUJWhkMNPgDYhk1625UC3XngQWu+OKM3DUiPPFLa5uJrxgTdy1J710S4TqYrDC5Lk7O/lQNbeiZ+IrSM3IPdoIoI6IKoWmeZ36/jb/ZUCvDlgVkRzuowl7QO0zhEjuFb4pkjH1TsXCfiTLsVViGhlrZ5lMzu48gpnCuCs3R+ryL2sdrVs7/hljo404ycnhaSkV5wptaR0m2bKWiz6VQRxZwZzbDTiuvZX3TkQag01qOqTCCQF4IxbT+dlXYDvcnpGF+n6026h1bq1BrqsZaj6vgukjRlkVvK43bYce3znHREXRjtw3uKBlYQrUjY6UwRjvaNLLsNXim7XHH4sJHZEe68/98dVjoL1mhK6Vs4GlgXmv940qp7cBngQHgBPCzWuvm92xDyw/erWmWbjfY9jwMf0t+pMk1j1mTDrfWb+HHZfuYWvWZu99kTSxAZsoUvjhWwboqjBb3qSz+qHnILcysrmCH4NzV+Qxpw2X3ArDnpW27qQhMRZP+s5rShFyc/mKOylgrD0yT2IIsFt6WAPuSYOTr20zlorUkxTlZLKyaom+fYM5rQxkyOen0QnU0Ump6PY4/KAvUuT/fy66fFox8PJ7nSkmU5JW1AWqVdm4ZgLTd5LGKKPF/PnmQ9aoo/B1962STokSr8ST1LYZl01snMJkc/XUnUtjzSxMkDRR1ZclUTrIgMArV2VVidUMW1p+cOMHd/TKO+UYvv/j2BwH4+OT9FJ8zWSV3F/F9aTuTbFCpG8hnwGnFuWDH5ccTW4+zeos8p77nFXXTj3+8RFgUBb3y/gYxk1YhllfUNpnnqiWIC6D3nKY5Jjcx+3YLt6BfFuTySrzXP0xRboxPvfsPgeuDhl7I9oi+6UiJa9EOymmH9rTlhYFCMXzTVgfMou1IcVvoCE7xtIXdgnA64IyKdghb2HoLNw/dCO5BhW32S8eiEKJo0sbkrY7jdgfm3mLcdBbdiBgxqs3kCdDfdQGzlIqKerjYfPLv/CcAPv6Pj6G9H9nXIJLvB3L5Vfl6pO4AACAASURBVOBcx9+/DXxCa70LyAM//0oOrCtduUHSfa+7ctPIS7LQlVLjwLuAfw38ulJKAW8Gftqc8hngXwD/z/dqJ3QU9V6b4i6F2iGOw9jZNJl5WflKW2JsetSEAK/VWd8rVvTCvQ6WgUWSy5r8AROV6Vu45nh5u49TanNWQSI4m1osveEjKxRHDZ/7wSx1Ex3fGApwSrKuLb0uJL5srGhL0gIA1PaFJEyko3Yt7J0y9vqGjE+FYJvydj2XITDJw5SlOTAkbJaHru2KmDV2TeGbVAblnT7/3+NSfGBk6zrZuFjatWoMvWEsdGO8PDq7nU27BQrZmVsFxEI+eWUc19TunDi2GG1NF9dzYHKjM1EjkxN4Y2012yoDSeKC7HD8rU3iV81W+GSOiTdJIYsvLx5mckEibN24z5drwsj56B1fY2azTOL+5AK/f/k+AKpNl9pa0oxbkTxvcrObN23olM/6fvmjuEcTGq+2rsawC3LcCxS2cbJWtoX0TMg9lyZ7UaY4RrNHEZuXXVNz1Oe7VC17UXml3usfphR+8lbekhTIrvoCE7tlrcU6wt3rWl9XlKLzkgi6UG34IeywrjudpF5kZbehELnW1PBFRefEVRBZ7naHZRxBNB1WOdq6zvkajVMr0qrt2G3BNq5qc+UtdGSNt/rLKr8DKupA/hDICaDHuj45WEq50Tn3mWjsf/bh4/T+0WP8qMtLhVx+B/hNwATSMwAUtNatGZ4DNr9YI34uZO0ddXLZKtVnRRks3+uzsSCKse9CyPo+eVAjTwUk8jLJvZMehV2isJyaJmaoiP2HirijAm9cPbspqpSzfkw0oLY1dla25YOpCqNpoSc+vyVDzwU5t75JEzfK2utpK55mTrGxz8AEc3E2Dkg7yRkXfUamQQ2bDHYDDaiIEqu9Y4NjJlR+03gxuvenH9sT1TRtjHnXvVnKfF5ZyzK+TbD4nzjwHF+alLS6rknTO5Cu8tkH7pU+J6p85vb/DMAns/dxZkCYIGt/tSlisFhDmiiuYipJ46B8cWT7HKef3S5jMTRAa8OheqQWjWlyUtIUHNw7x88cEYWRspqcr8jxP7z8Orb3So6X6eoAvQm5NmYH6EmT9jfWZtNkZs22uNcmYxZKP2lFeWyqQQxTIxpnycHbIe2plXjkv7AaKtJS2m5DRACpQ3ms5PddJfoVea9/mFL+iVL02VYqqhEKtGuEvgBeqHRUEmrVrAg6qg29kCkCgn238Om6ttqKuwPnstERnt7JPAk7lDsQwStRgJK2rmOwtIKMqtqJlPuGjhMzkFIrYKk17taCEldBBLm04KGQ9sJhdwQWAfRbrUXpenaOZyyohHKi4KzqTxTp/aO/Ni0/cvKikItS6seBZa31iZfTgVLqF5RSTyulng5KlRe/oCtduQHySr7XHq9xAnxXfmTkpVjo9wLvUUq9E0gAOeB3gV6llGOsmXHgu7qBtdafAj4FkBif0PZ0AueWMr4psGAtx6PtshVoxr4jW5zYQpHSGySYqLgzTs8VwyGfrbN0t1j0lS+OUt4qF8crisa7xLp1zouDUm+tscOwOK6sDkRl2joz9KenHRq3CYRiB3YUCh1fd3BNiL+2IDUl27D6wRphTaZt6Dvyf/7t4Jo87tV8kqm0sFzmyr3kjePS8hVu2XS/5qBMRx9+z0N87gtvBKChY5y4sE2uHevlf90vQUSf+ZzUBV2yeokZ29EL0vwfmQ8D8LbN5zmtJQzfT2sah2VuD22+xrmHJJVAckVR2iLwx6nCOKktMt6M4b1v6/n/2XvzaEmu7Kz3dyIycs6beeexbs1zlUpDaR57cqs9yKbpdvuBARtDg82zwYYFBt5a9ntvLePHwgPGXthgMGAwdneDcbsntaW21JqHKlWVah5u3aq685j35pyREef9sU9ERpaqLXUjl6XS3WtpVSpuZAwnIvfZ59vf/vYKp/+nUEWqd9ZQJto9PTnC3q45AP7r0w+z984rACxdK1B5SSCf+u461rxpsFFoYRntcz/rkZ4wsEjeJNEeLRF/3gTECrY8IQqQ55/dittlElrdLZIXTI/SvRUqSwIL0eOFiozJJY22zYpnsEHy9wuolW8rK/quvdddquemq4KpmIzD7935H6iGqoVeGJV71xUFRdvH2RF8KoiMPa1CmKIRKdQJzMWKMGKsG/LNAXKqHT0HsIhLu1GFFDDJcUva1HlEOPCW0uH3onzzpHKJRwAiK3IPVig9oNrd6yLFUYEllQphFkddz2yRz03fD1lAWITFWf/+0O/yc9Y9st3/tleCN83e1qFrrf8p8E8BlFKPAf9Ia/1XlVKfBz6FMAL+BvBHb3ssG9yCz9LlHv7mI8KW+L3zh2m25AfezFo4Bs+e/Mxg+L2+Ey3WtsqlapUM+2TWBwQnB2HQ1GoCy9zziJR43pG/ypE1qYScsbuozMh59GCT0lbz4l3I0JoXhxGrKgpSs4Qf0xiFWbyEIm4k6KrbYsTnjS6Fkf3tzldwbPPCehbrNXGcm7tXWf66ONpsWbO2W15I5cGOewSj/uPffIT6nXItyWmHulFyXK8m6YuVwv0BOLROzVRn/t3D36RkukD83vG7yeXFiTd7PbrS4qSvreexTMFRdUTT0y0rpOUr3dimiMg2VZg98SrlcT8cSxX8SOoxnpkRZs0nH3uFcyV5LtmhMm6vefUX03SbtGKsZlPvNdjpKpSN2m5TiEFYls/63jYWem5OJu3sFFQ/Jtfnn8uGf8/naiwvy30WTlkU98lgVDaDNhWpqbMp4uUWlvfO/eq7+V7/RZj7qGge3RZ/PWx87HdUgOowOHFoY+XXV4TW/Tb+HFjgyK2ITounbaoGj3SUz7IvE24cL3TGTazQoXpRTRba1EaRs+2kOdoReMbVFm5Y7dl+T+L4N6QwRq8X2ph/m+LoRRpjRO6RTguYLTZtfZuG9glEr3c7LVofkn6/sae/o0XdTbH/ncKif4Ikki4i2ON/eHcuacM27C/UNt7rDXvf2rdVWKS1fgZ4xnyeAO75dr6vXEjO2HhJzX/5irAifBvyF+Xvpc0K35a5Mzepyc4Y9stYnOqI4bq6FklBUXCzmnhJZuJWGryq0ScpSVLu5OJQyI9+cNNlnioKpBBbiONvMonTrXW6n02G1xhwz7VNWOji5Vr0b5Iyd+fNvrBE3pUaIGrnekMpAf++Kt1piZaL9VSoTVPvE8kBEE2bc3mJ3DnkYRtopz7i4iQlKjk8epVffONxuedDgtXk/zhH7C8JrPRbRx8Oe57et+MyoynZnt9W4/cvStm8r1XISY8tOCxPyLhgQdwoOW7KyfdSVhOr30R6KwkGtknCMzfS4NIpudb/celeNu+bBSAea7G1RxLSb66Ms3JQxio9Y1E5YEryTyZx75Rr/8SO0wB8/XK7Aqj7uM3q7bLiWH2gyUNjAuc8X9sRrhBWz/Ri1Bgo7veJ9cnYujUnVMZUPtR67VBl8tu1/933+i/CZh+Qe29oN4QO6toPo8u0UtT9gC3SWXwTto/zrbCVmw8dUS8ETSoC5ovfZougyKhm+DmIkG2tQvijqS1sHUgC2CFcYqHfwmKp61gYjUeZLVE9mI6/6c44tGki/jh+eP4oI8YNv6c7ItiA2eJe14oviN592lBMQlnMPChjPv4071m7uQ0uyprhlxtM/BVF8prAI90TOuwAlLuiMfAdbha8REScp94+RtA7snDRZ/Yvy4tlWT4HR4RdcuV/Cm7spyAAxL7pbWd0WJxy6cQQbklglh0fm+DCkOxfH3VDvd1Y0WbQSNL2pyos1kyjhr2rPDhyGYCvvHy7uSZF8P7Ezqa5+/tPALDiZmjeIxdQriVY75VlanLKQTWMc095eAZhiOcb2La8+C89tz+UuN2yXa5jZmcG+3Vxyns+MsmZSWG25Jw6V6qmOtV2KZgJZfHIIKrLVNKuKWqmECdxMcmauZZ7tkwC8OT8Pv7q/tcAeHlpK5MvS4Xc4nidzCaBfirTuZBxUqokufSiYOhOXpOekXGrDeqw8bOb0zRXZbL88tN3A6DGKyhTjZte8Cn8D/nBXPsRjxdfkP6miXWLnNHLKe6BnAw3pa0W1oo8B8eBVlb26X/Dp5H7YKlY+AflmXhah1BLXXPDJslJ1YZjbEWb1qv8Dg2VwLzrYItg2420XKBNYYxus9FhIVB0e4CbR7c7ygthlrTlYn7qHQwaYbMEEredcEzHBBHo0NBm8gQQU1Te16FdPesC0exLm8KoQlldAOvQGu91+2D9CjZswzZsw25hu7nyuTFFvSdG8oodJhz9WLsJxcoBjW9K4jOnEjRz7XnTMlHd4gMu418yMEtSoa5JBNh/+zyLVYneypsjAvzme616jMd2C1H99e9rsP5bEoGe3DnC8APC4jjUO8NznzddE+4vsvSaJADLKyrkoY9uWma9JUuKwR2C/ezpXmC2Klm/4fR6KI37S+c+RsL0Lq3taRBfkOGub2qSPWekDB5Zpfq6RLpul4UflOrnW2QMQ6Q8Judz8z6Zafn79B9tYfcTAlEsNzI0TcKq5VssvSJccb2rwqDpx7nQ6kc3zbGzmlZRjhmUX49k1vjcHwrbZv9HzuOayL7vqSSNgkTz2Rhsu0vuefHIYFhqb1cV9YckYtQXsww9bwq17tWolERSfZuXzfk0yT6BeYqnRlndJQcZ+rxNcbt8r7zbpTEgnwdebkdd+fOK8pjREKmAd1jOOe9ksZqEK70Pgn3P9lOANGQIGlj02B5VP1BM1J09QI25ujPyDSyOD2ES01jk+1U/Fimr70xcNiNxYcBl72SoeGEU70c55ybKjhYbVSMyANdrwwTvahw/5Kq7kXM3I0VJ8TCx25bhjTa7aOjOaNZRQUFSlBVjh3CWg83HtkjxSrSs+L1mN71JdGXYJn/JZ3VfgH0rPFMVmNxWojJnnPIOl1baUAUHW5CUh5G4FmddiCsUD7kosz7rT1U4PmEoFd0GSWxZpC465jwOL5huQFfne/A/LC9Ef1+JmWmBK2Ym+1DjBlsvpmBQXrjhexfJGTbAzMV+pi1xwHZB4J5my2b1qkAh1R0LvHxti5yzFgPTu7TwWoLKw8LiuGtsmiPIPszmsbpNteRyglifuSGr3Wu1aqCNlIbiHtk3VoNzFwXbHh1f5vZeYde9OLuFvntlgnpk8CJf+JoUIiXXFWrONNFuQalHjvOvnxdK5MO3nWPsYWHe1D0nrJ7t+5ErlJviKeeODnHki1Ls5PX5IdvIj2uapmqWgsfadnmtVE+N1CmZDCqGhTNeKIadkby7WmAqPweO+tTuFHZO9o002Sm5vvkHNXGj094YblE4Js+zeEcTK+g0NdggNpEk8lu85e2T3a8DAT1R3tlGBEN3aFeIRp17VOMkqbxwe12rji5AIM4yCqdEi4MCyKMZoTA6yqdkuqk7qt0ntOTHyVkB5u5hRbBz2WaFmHxU0zwK20TNUvqG0E2U1tjG560OBk9gTrtGjbhSEcetSFiBHo3fbq6Nxw8UjgJwhtvecrz3im1ALhu2YRu2YbeI3VzIxQIvCfOPecSW5dS1YY/CZlmCV97sgX7T6zPh8X9+5msA/Noffi/NQHtlsEVj2DBeKnYYJZ6YHEWVDL+1LvNUdvcqhS0SGcYsn4uTEhn2DKxTsiVyzMSbLLqy/97dU+G1Xn1yC6mHBF64t3+SL5y8A4A7D13iclEi+pVpobn4mTqJAdFJKSRr9CTl88/c9SR/9+gPy735OZThTc9VuhgalQSt1opSzTAWGg7+tFxXomIRVFwFK+RGtx/K1Gb3rfDA8CQAXz5+MOTB15sOxaJEru6Ajdsn4+kWVHsJbbXXm1bCLHuVZmJGVgJ+y0KNSrScjjW5+uQW2Tetw1VD/pxi9YCcM3/WRpn2Uq3tdT5xr0SPJ4qj5DbLiuPCl4TLfu0BcIx+jEpr/BH5+/SjSZLHJbpLFDXLB5U5tsX6dsOPr9o0ZOjpec1h5W4Tj9Zi1Lc00IkPRohuJZPcYSrMGrqzgCiIW22lMC10w6YOgUXL8oNuP+mI3ko0Qr5RIjRnuZT8dlFQZwL2rWyVG/3/9fu610kIXL89qVodydqQNRNJ5l7P0oFOrZemtkL5gopvRSAYHdG70R1djTwdyADY3G+K8KxkEr9e571oN9WhqxbEi5reV2Nkp+RhljbFWM0JzeNjHzvG14/Lkj42k+C3fvv7ALDuL0HRUAtbCowmd+GMImtaw139ywrHNInWV8ShNdwYRVOpWZztIr4sL0ej28EybJK5YheFYQH0L7y2OWTTtPp9tmQFo31qaheZnHE85TwPDgvt4o+nxcn7WjFUkGOcnRkkm5F9f+yVH6eVl/vsObhMwQj9zK/nsExBT70WJ26c6lhfkfnzAqPEqpAWhiDrIv/O/rsmOT0t+PjqUo7GoIE24j4rXxHJkcZdNX7qLtFMf35lB7GMKVpKNamYZtMq5hM3lZgBNfNobgx7yuiLW21mWHlTgtoBo9OSaPHgJrn3C2v9FBdkQuv55DILJXmGKctnviH5hLFMkWdfFeYKY/KcxlJ1Zkzj6OSShevKOZUPla0yDrVBK8wVuFlIbDJdrC7kwsmtOqToeVWcyupDDSxb8x0pdL0PzRrsD3XPPXSHZkvgqj2tQ8aL/L/5N+KYo8vzqrY7HDmIswxx7AjcEjhz2adTESyYLKI4vaV8in6bGhwPrjKgO6LDz0KJbHc3CqtTtd3uqBSZHBK0J6Ko8462ogurYSMsGP+6CSa4O/+6bQHk4qHDydIa7Me/co33om1ALhu2YRu2YbeI3dyORS1NZsHDtxVuVuaS/jfKKC3R3Tcn7qDLsF96zjTRpu2I86rNpU8bXZWEj7Mgc6W2oNYXENc12vDWvWFZGnmVOK4jt3jX/gmOnpBQd3v3KosVOefSdJ7ezZKsLOZbpHdJNOifLlCsSxS7qWuNEye3AFDOuXzpojBhAopq7XSB4owkRfW4xttluiF5YBnJ3FojTrUu0Eos5nH3kMzwz1zcye1DktB89Zm9xI3gYe32Kk7J6JkYKGF6vYtN/QLVVJrx9hJzNR6qRMYvpvjmuMAbM+U8rbr8IdtdCptdNKay1IcMtJUxUfHZQhi9WC3IHJSiIU9boXaN80aKP61KB+5MVx3nskRdw9vXqTQFLlk834c1IL1Q52uBiCHcdmgSgCvFbry0WZ30KjzTczU53Y767r/vLC++vhsAu2qRMkVQW+67wpkJWcEMDhcpPS+yAbkjSbq/Z4bF2HtXY+PdNJ1O4ph+mBYWVd3WT0mal7Kk/evkc4NIOwJR0C6bd29QwGNd17sz2Ld5XZPmaAQcJEVl/zZbJeCQOxHoxIoc40aNpyVp+9bri15LlOViocPepdHj+bp9fcH30pGE8PUWyAAkLDvk70f56DqdvOH33gt2Ux06SuE5ivKoTWWTgTweyNAtDCysllR8AjS6Y7gpGfHGXofCWTOwZZuF+42M5vcvUfmiQBBWxcbKiyO3zQ+7sZSiZUSmTs4O80MPiJ7x58/cyWCPzByJOYfFgjh31bBYX5TPtgOzp8VhFO68wuA2wdO1Vng9JvNvYJPF5RzFfhnK2GqM9Xk5RnrXerhMq01noSA/vL9z13P8r2kpShofXOHyugDDdlNRPyT4eyzmsf6QQDT2hLxAK7N5VkzZZKGvzGLDVCQVmuR3Sx5i/sQgx4/IxJXfvkpPv9znaimNMrK/MUdjrRoK5Zgcr+e2RRYumpZyNYvVWYFN9FB7mVra38RelB9sYyaBNsSWV57bG6IduRnFK5X98l0L9t0/CUDWkWdTnO7CKYoziq8rqv1m2X3bGrGLcs7j8yOk5mSfnR+/xOlZyX2sxNN0nZDzz1MgZeby9dsb1Fa6wqKnD4IljGZ3VTcjkItUi15v9UiFpBvRckkoweBBIIXkDSCNwKJ6KRnV6tBD76jcjMAoUaeas9qYs3MdTONr1eG4/YimeRs3tyKOvtWBl0fFudrfNX+LyPH6kU5LPp0t9wKdl6RSBG22fK1DGqMVgVzey7YBuWzYhm3Yht0idnOTop7GKfug7DC5lZq1qJgWAm7OJ2E4x2vbrJCf3hh2ia3IpVqRtn5zK13EDfvFL7jYJyVire80kW3eJZGUL9TKiY6M+Mx56cLTtQx7xoTdcvTSbgrbTT/Qcm/IoJl4eivjHzJFPNUMLQNdFE/LyRNritpWc2E+WGkDY5SSZAsScafHytSuSIT87848xMPjIuv4zOWdZEw/0PRdSxQvSbTeiPsow77JzZloRMVo9pik05Ee3twkx7t/30VeubwFgHsfPEvB4DYWmqWm6dnpWxydlc+DuxaZXxSJ4XRGzl16bgD2yrht2b9Id0KuO255vLhqGnd3V2h0Gfjl+a5QX+exR0/wjQsCxZTHNf6yhO679k8RN0vgsivbnDWbgaOGaTBgkzpntt9XwQ3KB1p22Iv09Evb6D0u51nZnyFbl8/ZM3HKO80XGjbeqhMWTt3qpqp1qv5b+1u6kaSoq+ngmCdVoCaoqZofn6U1GaudXA2YI4EyYgdrJPLRj2i2OPgh7OHRZp9E+el1HQuTp3ZEKTHgoVvK71Bp7JQVkGvNRGR5vxWzxUKHEXh0BRHteRoUR0XflLhSobywj5YoHYFZwkRo5Buq+t5kuMBGhL5hG7ZhG3bL2M3loZtkqLYIxazsJuQvG8H7MYtE0UTlBUXVVG3GF2I0h2WGji05YdWoNZnCNQJNmXwdTEVj3zfkXz8Gqwfk80fuf5PfOyECUbpuo8zMvr7b47XXJLr0e1sU3xQudu/BJZYWBdPNvJ7g3DlZRoxuXSLzbyUyb9xuqhwfneHqnCFIK/DLMq8XRtYpLhtMPtliYM8iAHNXenk9IdIDD22e4MRvSZ/O2vet4ydMJWi+iWci9JZJwrgFn8KoYOJr6QwYga8zv7eX/T8ojSIspXllblz292xKJidgpdp9NxeWu9BGJ702Z+iGipAnn4/XuLAsK5jv2XyKy0Nyb6PZNU7NS86ifLjGUJ+IFZ1eHcRvmiWXD46pdj1/dQjb9DpV4xLxewnN2hbTZvBInWsflueT+mI3o1ck6rzcnWL0Yal2nT0zwMJ3yyoiNplk5XaTaCvbYRs/5Sm0o7kB9HtLmj+/GH528SI4b7s61KfdOzStdEeFaPu7FiW/nTCMtnIDsC1NMUhyajq438G+DewQ//a0HUbPttasmyRLMhJdR/HzgMEex79hwhXakXk0oelrFVaQdqoqtvH36Ari7ex6mYREhKrYNh/HxOvR8X+v2U116F4cSpts4uuaWr9JcCxryiMygNVhjW2aPmsLEgvyw1eeIjUhL5bdhPwrsn15v2LgqDzQGbrIGIZI0HiiNuhjD8rG40sjOFfkBWsOtHCM7G7XhGL5LnnoqWsOQbvCWtMhNivnLB50Q7bKSjlNfLs82ODdXPrGCE98Wvpuvti7lfWKOOC11QzWmgxx/hWHuXsMbzzV4vCgsFyeev4QzlY5jnU0T+p2cdhOzONHd0oS9zdmPyFjkvLwvinOVe9o0bdJEqFL8RwUhRNeriRJpsQxZhJNYoMmKTqVDx22rsYoDArHvjBmlBmvjpI+Lqyac5kBrG/K8b7+0T0kYzLGnxp4ndcvfgqAgYE10o4MVs6pM7cmCeTRffNhkdPkXC+JnXJ+9bJAPHatrbVz+Yl4yLpYvtdjbadxHnar3XjGg/hZua7mvhqqaJphP91i4Q7TDamg8T8gRUUAfr3OCTOBHoj7N+RQA2SsANpoc9I9oKnbEES02USYgIwU8BQMxnm9/kuYiIxAHlF5AIFO2jCLE4Fcov1DAwu+F5XAjTJbbPQNNWiuZ78ELJcb/T3aRBoVbbChOtQWgy5FLm3WlIfmRNMkV9+jRUWwAbls2IZt2IbdMnZzxbkSUN7ukZqySUruEbvpM/Sy8MDL42lKm2QGLW9vURiR6K76ZneoGW650MgbPnWvz9x9piJsUbG+U2bQQFgqVlU0qxLFrV/ow6mYVcGKQ2m77Lu+3Qr1ub2Upr7DRLcvFcgvyQweq9ssfq/Myj3ZKgv3G068me0PbZriqxelInJr/zLbCqIs+OqFrdKpHiju1sRn5Frcbp8/efk2c/8q7KXpZ10SpyXRmbhriV/7xsflPEaBUsV8KndIRN39fJLaFYGH4llN3/gCAGtraRoNeayVqRxju8z2nMtfv+0VAL549QAVIzdQnJfzWUM+8TVTZbecBqMuqSZ60Abi+sXG46hVExX32MzUBJLqzcZCuOPatV6cRdknvWeNO4Yk4fzCQYms/ZLDh++UZhcvTW3BnZDz+zFNa8AsjzzFzKTcW3bBCjn23U8lKW2RE1X7rXA1lZ5RJFdhQVCdD4R9flXgwx0Dz4W0RRGTanO8vWhLOvNvxbc6qiQDqqKF7uB0g8AjQUQbVUyM9gVtRGLb66NvOwqHhFrmOozAo/TIb9WjNNg3WjV6vTZ72pzH560CY9cLcyVD/rqibvZNK6gGfHPAD6Gd9nctpfjdlQfM/3WuAt5LdnMLi5qQmjYwihkTy203+519WIcNNK2GxZphVwzcuUjlGVnS1/t0CKnkLyhiFbNsavrE1+U4K3caJcWXbPoekCKX9dEk0xNGJbFmhevT+Jpi6GXZ/9pHLTKnE+G1Np4QSGNz7yJ2RZxXqZ7gznGBS15/UYpfjq5sJzUj93WxJ01iq8AZB7ZOc6UgBUe25YdOVFfi3LtbMO+U7fL8syJ3ML5/keXTgtX7f9iHPizXdWinnO/yag/Vqhyj99NTzBTlmv7fg1/i9+ekyY6TaJE2zJ5Kn2JuRfZJpptcrQlcU2vEeXiznP+pFeGMW4N1rHHjxKdy7DskrJ71RpKhjEysJ+eGUQOCZw9ky/zI6IsA/M7Ug8RXTaHY3mWu+UYOeD7L8Bb5blCclB0u841T0rWo7wWHpYfknOkLB5oHXQAAIABJREFUcRp9RrPFVWFzj1aakO20NOaFa8qVhI29TcbZv5Sl0fvBks998speAH5p+CirnsxkjlKhc4+rNrfa4q0qiyDOMJS7VZokQcm9cdyRxtFR5+ZrFTpyS+kOyYAoRl41EgFOpPy+rmNkzPQSvwG+7Sg/dMIZqxVh3Fgkgxn8uiKoQJOlru1wsrJCOCWqy6IwtYokafdcreq2Bk4y2tBCKRqG159A8bVLMuabefMt1/1esQ3IZcM2bMM27Baxmxqhx6qagSNNJj+liM+ZPoAnPbTpBdl1waa8Kag/16glA5dcHAhL4lNzKuSwl7b6ZK4ZmKAPgoR8oseIdH26wTWTLKxcy6G6JALJnYzRlBwdtX7NUkyuJT0LDaNf3nNKs1KTAx49vp30iEgC2M/lORmXqDtuRq9W8KntNgnCN5Jsv0dgjod6LvG5isgEPDH2Jr/z1Q8DcMf9F5kpywVMzXWjjOLg5FQf1rhh/KQ9BsekzD8Zk2OX1lLkDa99pthFOiHbF1tdXFoJouIUPftkZVFvOtQXJaFIN7z6BYF5vLzmmQn5nC6a5XrORpl7iBctrv6xZGqrIz5zIxLlb+pfZW9emnd8+dht/PNjnwFgdP88jX5Tves0UYYPnt+0xudPyP1njS59uZUlZnTk85d96j2SQE6uaJTRnK/3+yijkz7+8FXOXzCCZes2liwQAFAGnuq54FMZtVBvT2i4Zcw7Lu9P9Z4mVtCcQWsCQrcXqQ6Vlm3yOdrAwdPt6LaprTAa74hudbvEPsogCXne17Wdi0braavNbvEifPLrGSjRY3uo8BhV3WbFRFvORS2OH4qFRa8rXClovyNKr/jtZhcJFVx3u8EFQN0oLDrKCmErR9lhpfV72W5y6b90LUpfdqgNGqbDpxWJWaONoKHHyABoq11y7mYJ8fHkvE2gbe+sW9T7I2tJ87GxYpQEr2Tp2y8Uo+a6RTNu+mFu97GrZqnZgO5zcuz5uy3yUu9DZdjCOWGKcoZ8apPyMHtX2wyd2qi8ZE6uEbZdWt/d4qJxrhU3wRNjsjz7T1/6MI455xunt5IZkLxBd0+ZwaxMFmdPjKONkqRKeox3iUN/c056h+pajNKSTFDxVYu7v18E9//Vyx/HckxGXiuuHBMH6DuQNFCIv2LTvFvO0yzHQz2cQA43tbcIfyoTlXKgOmQcQ75FX16udeLqANfmTBVYwcM3E+S1if5QAfPc+VESRtUyt7NBeU6O2SiY5X+Xi7diGmbca1PdZxgDJ5LYplZm7E89ph+VV/PibD92zkBBhXroPmIxn83/j5y/sq2L3EsNrpU/OB595Hkjc/FZFeorN/A7pF+DApm61qHDsrWmeYM+onaEihg1OyxI8kJGjK9VCNt0sEiUJq7bqoltpUQrpBdGHXYwgUSx96a2yBmqYtTRR88Vxdsr2gmdvRWRLwgmGv+6QqVgAnNUBIZShGwrX3XCFlEIJhjz97JtQC4btmEbtmG3iL2jCF0pVQB+GziAxMF/EzgH/AGwBZgEflBrvfpnHaeZVUw/EiN/XpO7Kttq/Q7rt8nMVziSwKnIDNpKWVgtmTWrQ4rsuCTXKj1JtCmGGPpynJYR8Golwe0yDBkj+GR5NktFocckKgo/JpFBa7BJal6iRNWC9c1G5H8eVg7KDL/pTzRrW43g1oRFxUAh5TEVqh8m+gTaaV3LhDAQCZ9KWVYcU57Fv7/4CACpqqK5V/YfeDLJwmNGm7xbc+a8RL2F8xZre02EsRjnVEaKeGpTRlSrv05yUMLYQ4MzPPmCCHwlRip4LXNvuRaegSvSl52QQeN2e9hTonyWXraobpEo6K69om9+YnqELpNg9mPg3ScJR8vSYUI65cDohyVBOzHbhzJjmFi2wtVRbU+d7nuE5TN7bIjkLik+Crjp/ZkKS9+UoirfgcQlGavEmiZWk4Ms3O6QNe9HaRSsK7KPl9Kk5kwMoqA2Jvcw9SGLoRcT+G9++/HJu/Vu32xznj0OwOsNmwNx03gBQmEpBxUKddl0ctSjTI9QKTEikBWYTWc0n4g0xmiYFz5a7n89JzzKiokmMqPyAIEFTBUX6y1sm2DfaBI1gG0yuDdUhIzeQ2A+KoRZ5FyR/VSwQtAhb8enzfE/0bSJPXPsLdf1XrN3Crn8a+BrWutPKaXiQBr4Z8DTWutfVEr9LPCzwD/5M09Wh+7TUBlVJEW8EK1AVUxvwQQUd8hwbn98gjfPyg8/NWVRPy1QQ6LS1k2pDlpUjJ5Iq7tF5rLACPFZg6k1FdYFcWLd5z2aRrI3/nqM+U8KFp08liY9J8dYPOyTHBF4oV7Ihe+gU9Lh50avT8zQH/V5w6VMgN8j1xSbjxMz+YEPfe9pvrwkWPWBx89x5LJUcK5vU1hF2aeRjoWYc/FgK4QX/OU4D4xNAvD0rLBg4gmXXzr4eQD++9J9ZLaIs/Re6aZ10HD2XIUyFaTahlZGXvCBF2wWHpVjN4hROC5jdMTfJt+zNaUt8jFeVNSWzLgdsynuM5jiYC1sZAHAsMAl1S6H/hHB7R/qn+L4kkxQzvYS3lF5bs0DAvfUX+mltdVMMv1Ncn1GujhbILVosPcJn3q3fE4dT1EdMj1XHU1yRb5bGoe1rXIPI9/0aOQtblB38k7sXXm3b7bpljjAv3Psr/HCPb8NiNNuqypqjOwNjoK6H2G8RPROAmjCxaLhd1ZZZlTrLdoowfbGjRpI6HaHIUd5ocOOQiqO8ju0VQK7vuFEYMEk4mnVQYkMoJgmbTgn2uDiRsqRFu2KWZeovk173JJKdcBWgWzujx75Ecb99y67JbC3DWmUUnngEeA/AGitm1rrIvD9wH82u/1n4Af+vC5ywzbsz8M23u0Nu9XsnUToW4FF4HeUUoeAI8DfBwa11qZJGnPA4NsdSCtZZjd6farbTIOFho1TlHmlvNnDMkU+b54eJ75kMuYNSN4tlUhKaWrzwrpIz/tYrpn5T8dYul0iuZ43Zdvazra+R63XwjeCDZURm1ZJortGQdOQIBKrqUg/KfBGZrZJZTQgNiucdRMRdHvo7QKd+DOmAUWPS/+AQEIry700d0jkut5KkOiWz69f3EJvn8AYZT+Fbe4z+2yG1cMSOWfOx/ENdabnwTmeekM44kG/0se3nOG/L90HwIcKZ3htRiL+zEOLZMyVVhJxGnVD91lMgUlcruyPY5VNmfdYlZYZ/80ZOfbVs4OhumTvd81QW5Rk5vrDLo/vOiP7VLq5uCAJ30TSpT6XMc8EDg8IFPPV4wfAaNA4azZejzyTvFGUXOtNMygqCaxtjdOalGu10josFFq4WxhRAKkFhW8aYmzZPs9kTF6zvldt+p8Xxk2rP0f+lUUurr1VgfBt7F17t/+iLPs/cyTvDX7GbSZIQ/uhPkkUhLAVoR56I1La3vDtsGzeC9UQ7bckPaEz6pW+n9F9AvilvVzyO77Twg/12Ns65VF4JoiubxRxh+ehzZQJo3/akEtwRZXIdWRUKxyTjIJmqPBIGJXnLbsDpgl4/fn/leH9YO/EoceAO4Gf1Fq/opT618gSNDSttVbqxg0dlVKfBT4LECt0U9oKfkKTOyM/ZDcHcUEOOPjIJS7/rnTbWTmsiRlWSGWzh3PCNIGoKRLGX61vgfS80QK5TeNng4dusO+qCqGS1nevkvqCUL1Sy+DmZZ/kkqK0K6hy0ngJcfS1foeUOfbSI01iC3JSnfRxawbaMdeXXEywtG6kdDdXCIZiulIIq0m1p1hekskivwLJ+4XauJDsJ5Yy+OGdTZolOc/cqQGG9glDp1QTDHm2nucfjHwdgH6rwaubLgIwUe7lh4bFS76wvpOTK8KKWcgliafFyXkqHrJS3JoT5iFGBmTw54rDtLJtfQ5/Nbhfj6WGvMxn3tgcTriNXpfeY6aQ6zafmarRakm38CoyPt5oHcswmFZn8uGYVQfM0rkZkoOojXoUzsuPL7GqqPfIH0rbfCzTF3Xq6AiYDkfVIUWrV+Cf2PlpmrtH0avfNmnrO363o+91kvS3e953zQp/cJRnf17Of29yPdze1JqMCvpr+pFeo9HmD21nn7Zab6H8udrqkKoNrB4R4YI2Th11wKi2Jsv1dMbrce7oBBGFcKwIru+gw4InlzZUFK1adbXV1owJHDetMA8Qvd+S3xbk8nSE1qn90IlbSvFiXX6zhc8d/Ra1rO8teydZpClgSmv9ivn/LyA/gnml1DCA+XfhRl/WWv87rfVhrfVhO/P+mOU27ANj3/G7HX2vHT5AJaob9p62tw1ptNZzSqlrSqndWutzwEeA0+a/vwH8ovn3j972bBrwQcd9vITJkic0McmLceYru2iZwqLRJy0qQvKg72sa5UtktrzPofeMxBtLB2yW7pY5t+81C20ZNUMzDeeuapKrRrPlLk29J5CjBddEq17SIn1FvtcsaNZ2mtk+Y4VFRskrCQIF0L5jNt4PC4tjyRLox5pIMCTCiNT+D5e/seNlAH79a48ztF98QWGwxpmjm809g/cHwhzx7/OI2XLO8b5VLtVkuzVaZXFVooPv2nkWgJMrw3zmyb8HQKyribdqHIkPP3dZuOd2wqPftNeLbS3jm8TtwF3zzC9LlKwXErimf9tLJ3fI93bU8BqybercQFjY4xQdzvQaxEGBZ1g2as2hKMoH2H0NTlyRROjWkSVKDbmu5dUsXsoUhvQKTOUVFN66XJNW7ZaD2csxzK3Te9JlbbspPFu18A1raOCoj7bkGVYGCeG00kPbaCUV3qlvj+Xyrr7bf0Gm3SY/8Uc/BsCxz/xquL1gxcICGVspcsFYRSLTaBMMLxJ+BpBLFEqJJjOjHHNH+ZSCwhBthU0rHOXdULo2obxw/1xEVjdkvOh2xO5ikabNXw9585E2e3akaUXDt28AzbRZPY56qyIltKNzOZ4Ki6+yxPjxL8rY7nBfvsE333v2TteoPwn8N8MCmAB+FBmrzymlfgy4Avzg2x1E+eCUFc0RTawWbFOsPiD4ateRRIitr213cNYNo2HUZl3aZKIdn+SSwdWWwI+bTHpDYxtQrDQW9KzUXBXlWe7tW+DVu8R7ZN5M0r9ZWGj1p/txxS/jxzXaMQ5oSUlxE1J8o/YJSyNxNMnUWYFXho2znmn2MjvWPs+X50Tf3Mv4TF8WzLk0XEL3yAtsTSZomQLOeHed7Ddk5TLTk0Xtk4G5b/MkJxcFOvn6BdE+2TW8QG5IcPhMokklbboNrWRQMbnuXSPzxK3gh6xZ2W0mpVgL5kx3oE0VHhw3dMUlmQiyiUbY6Hmp2kN2fC18brUzJskwVkcbOEV1N8l3y5iszOTBMUyhcobyFVOGa+t2cdgVucf+o7BmnmW0+M9qSk4EYPGQgx837KWtNXzDgioPO1TMhN/3hs/Vx+V5JlYU5btqtF76jgqL3pV3+y/Sdv+qCKDNfMpjxG43jw7ka5PKomQCIjtSOPOtmiQHDjJJW5DLwe+Q1Q0+X99hyIk41BvRCas6FrJSbiQSVtd2RxFSsE8UioF2gVB0W85yQ1pi8CbYkQKiqJ5NWnVSFQMdeQ9N1vRrnfWa7PkVGdv3rhxXp70jh661PgYcvsGfPvLuXs6GbdjNtY13e8NuJbu58rkx0emILTu4hs6cntHUBs0SbMpj3SgMVkZttJG4xdYkpo38qgPrghKQuaYZ/xNhkcQvzjP7hEAaJkBl+bCPVZcI48hzuxk6JlN0rQ+Wz5skZgriQqEmvmaFybhGj6I2IgfKj69Rf0OSstOPavz+zhJg5Vpg+OOvnNmGnZLvZQfLlBckMvV8C103GhVD7YSv/WaW1dtkfx3zyb0hofvz3k5iM+aecxJvnF3ahDJ899JqmkKPYFX2Soze43K8848PYpkiHrcaRxk4Z8or4BhZYf98ltl+WZZs75aCgJTt8uwRkQAunLQoVSQq/9iH3uAbTUlUP77tLE8axTnrdJaVTSbWswTqAShPd5FcMPLGe2sosyoI1BjnPtKkcFTuqzKmKQiahLYgtShjWNyVwMvKdWffSFEdMV2capr8Odm/mVMYCQ+aXdDVVWPefj+krd59a12TKPLjX/5pTj3x6wA0dCuEDjzdCUPYkX/tUG5Xd7BeAGzl3bCpRNQc/A7lxevlakEi+oDR4mKFx4zKBwRRfhQycfBDvvuflUiNQkGE7Je2BcCOHVmRRLVbZP+AJ2+FY/LRr/4Mu669+q1v/j1oN1c+N+GR2r5O/UKe4RfEKV79eJz8eRnAxdstYtNt3C53Wi4vM+dhteSxrOxxwkbR/UdLVMdk2a1aAzRNpejAETl2M5cIi038uKaZCWiLOsSIMzOagWeFoXb1kyOM3T8NwMw3x3AGBP4oVZIMnpYXauYTLsowRGau9JpzK7LHBefNfHQ+7PAzOdVHfMHoX/QqlGn75o3XcQ21r+tYgtp22X/vllkuz2wBIH0mQaPH/DjyBqqZT5A4JQ6/caDG1m7B8t8cSbKQFScZn0jSc1igoMXpNAcOC7RyYamPZkqON/Syz9mCFG0NbheHXm86IU109a5mOCl97aVDOEaW+EjXJvzLMkG5vR6bx+W7VyYG8KpynwOvWLhpOU/dVyRN0+9AOC227ISOOFZRLH3YNPSeT7B0j3lYuhVCOJU7mvjm2MqL4WZlDIsHWzirpjo2q2k914MufWeVRbeK7f2/JznxuIzBNsft+FvgJp3rtnUW0ZjtZpNPu4IzGXGorvI7HP2NGkZHuxc5yu+ATgJJXCvixKM6LVFxsLCCNMJg8SPVqR33qNv4d+C8XSIQE0Qkc9vNoJOq/b0EFm+Ywrx9P3/lfQO1BLah5bJhG7ZhG3aL2M1tEl2zcd/Mk1lU1PskVug5BWsGQkktQNxQab0EVIZlBu26oinuMGXe33OFK88ItGKXG3iORIy+Y1G4KHFI03DMU4uahoFQ/DhUTDckP+Hj5QOWi8Pp/0sSlzRa1I5LkjDZgPjLggvVezTFHe0lmjYzeGI+YNUoSjvleLqeYL5kkoJNi0MfOg9Icwi7W1YOXtMmZiCKgSeuUToj5zw3PUjOKIaU762FGibdQfKxZRHfJZ9r1/IcK0rZfmakRLku1+Ju8pg/Lw2eM/MWK3VZwdRmsqSMVO7aVhudMYU+FYn4+3IViiMmfrE19mWjgJloN46YmeohWZNjJFZtZtckaZsrKpzHJFpfurMHPy7RU39viSXJ55I6I8cbOuGHSWsvqUmdle2Fix6lTXIPtUFNn4HHUDZzH5axLY8pPBP9O0U7TJyOfcPDTVuhWuMH1bz5BT77Gz8JwIs//cthk+Oq74UwS1JZVG6g8ZJWKmyIUY+U8geRdVVHm0GrMHFZ0bF2mb1WHWX9UZgkWrafuS7qd1EdUE07ym/DL2nlhZIFVkRKIKk0RdPSKqNaYR/VUkTqIAq1BKuPaHLYjkA1AJ/9dRnD4bkXeb/ZRoS+YRu2YRt2i9jN1UPXYLkKq6Upfkbod7yeJzNtkpUDUDH0P2dNhRWksw/EyF+Qfa48u5n+4zLDNweyJNZkFm90Oyzvlzhk09NSzl4eTVM5IBittRhn7Cn5XitjMXe/EcfqViQng4SrxjM4c2VLKxTNsmuKar98N7YQR43L8ZsmUo8X2/Ni61iB2F6JolurcY68LglF5Sp805vTrlp4RjTr0QMX2JufA+BLpw7imtorNZ3E33xdd3FPUSpLRD2+a571uoTOqbhLZUY46zrmh5Wq1SGfluF8Wz1N3IpEwy5gL8uKZ3BMIutd+QUeGZTK0xNro1y8JNG/H9OhRru1HqNuong72yKXlRxD7Xg3tdOST7DHq2E0uLyaxTZJUdvkkac+4ZO5ZJvxbiewF+6ywIxr6vU0iaKJykdidJ2S59N9zqWRl+/OPebR94qRMqj5zN0bo/U8H3gb/mUpiPgrT/wA/3Hb/wA6Nb1d2thxFD+X/QwhIGzqoMMIvqmtjnZ10crPYHtD22HknI5wUq+XCmhfS1tiIMprD9rdRfuDRlvN2ardvKPiWx2J1CAyT5uvRtvy1bUfRuvRXILcu9zPX7/83Qz/yku8X+3mQi6OpjbcAmJYrwksUe/3KZimEk5F0+iSR6W0JrEmD6dwyac6YDLpTVg6IJc98kKLlT3yaPw4dJ8zjWt7xAGoFqhl+WzXVFiIsrLbxh4Tp7v77lnOfEOcruWqdtejRZvCOVOwUFCoK3L+8qMV3LI5Zp94KX/AJ2kYFo1WGueCeGUHSBwUCk3tXIHchLmHx1ZoPSesmf+YeyAsw4/PxKkPmL6aPqQCnrlx4vaajWec9bWTQ6HGSblQD/VwYnvKpL8kDJa13VBfNzLB5RheQV581bAY3i2J02lTbDQ5MUDMMHXsmBd2iErPQ2VEjt3s9tm1QxLIuXidc0tSCdRKybMFyD+bDlUbGa1jmzmpvE3O3X0kRtPQ2mNVFSa4uyZg3ZL7rIz7oQRDZkaTmZX7jK+5eEm5lpGnrFDGePGOBL1vesyYa/5Am3GGrb+V5uTXZJK/I1EJ/2xpHTpyj4g6Y7QhsvnXUVA1TtWPwCKeVqSNEy3pWAdrxYsmS9Fv+Rw9TpTZEmWq3IgpY6vOBtT1UOPF75h0MlbQX9TcFzosHBLn3r7HaIn/OUNSqP7NLtBLbzn/+8U2IJcN27AN27BbxG4u5GIBSZ/kkoZPiHpiZTlL4VURoVp5YIT+YxJNTD+awYi/kShq4iWZeSujNnXTHX7hzmTYFCG1qFk+IDOuMkmS+Bqhdrm/rcZMTCLA5CI8vPUCAJOlXvQ+08zheC48ZyutKRuedW3ADyNQ6g6fOHQSgCefMw0mZiyshySbqZdtksImpHxvjdKcRElxF/yAQvlCT3ge52oCZ79kghsJD9+oQHYPrxOPmWYbBYny5zI5iqsm+i8rmqYsLnEkG7biqy5mcHfJsd2CR/qirCZ2Pn6JiVVZFZTXUmQdCY0/tOcNAF5b3szVFVFYbLl2mORNX4nR2i1QSG++wqVjgonZY1V8U/2ZXFbETLLUS4GXketOnUmRWjR0MCMlrS1NatlEUd0WXVeNGuQeh/z5oLRbhdBbrK5Z225WCNkUrqlhL1xshc1Qlg9K8xJvQ1IlNO/CBP/8Z/82AF/5lV/FjZbLB1WRkai8qmHQNn0J/KCSk1AzHPyOilD3BlWgneJYbSjGUX6o8Oiiwu1R+CW8bt0u8Y/2PJXjmH87ztmOSuOq3ZAiaQUJ1Lamuav9yOrDIq3kt9HQLj/1T34KgOyF90eJ/7eym9sk2vEYHCpSHO7Hflkw15QF1T2iFeKmFZNPmK4606LiB1Drc/AjP9bsZgHXS/Ec6auGGTGgSBiGiFOWFyI31WLhDnGQo//RZuqj8vfywQbPTgq15sHxy1xbFQygsae9Zk+cSzH2XVcAuPT6OJ5hVNy+7SrPTQm+7IzJ5NNaz1FIiIPsvn+GadP302/aIRNGx9pyB8Xb3HB7K6PZ3yfwx7mv7sQbFWdYrccpGlXH9Yxg341rWWLDBr8fV8Tm5IUs72lilYx65FwsbKScP2+z8hE56fELm7DXjM7GWJVL88LsCRz07fdcpGmYMk6iBesy+zTzmsQJeSaLO2JYA3LwRMLFnjSc8MNNMueNOqOC8a+aRtdjViiD23VGntnSPd24GQOr+TD1YTln4aym53fkx1T6wXtZHjbSqhetcFJYfbSO3zLKeW4CZTpaDb3iUxmwuE7G4wNv2c+L5tgDO/8hx/7evwHEeQUmvPEA9oCqDuRsxTzdZogkI7i1ONGAheS1tV+U1eH0A8fsaitk3MRVu2lztIl18Dlj+SETxVE6nDg8rbACKQNLhRh4Sbdx/oQiLOEPrwEVTmaOskJ83kaFY3Hvb/wMY597/zFabmQbkMuGbdiGbdgtYje39H8tRu3JAVSBMFp11jUre2W+7X+jjrYkFC/u88mYRGRyWbP0kMymXSfirM8KjJG+GqNhWq8lT6SpDmtzHBMBNH1qm+V7q2sJtIkSdM3GmxP2x6uv3kbvhEQmsw8q/F7Zv7bJDSEIZ1uJ3X2Co8RtL9Q4j78i11G+rc5cUDWaanHfDqnOfOnUDlqGN73n7knOv7QFgJ6jMVYPmqVp2eKnRp8G4LO5HWjD4bYszfYxgaIunhO+d8xVeDNGnrDHxc3LdW/bvMDERZGmzB5eofKKRN9ruyCZkpVDzU9gG7kBt+aQvJAw9ynL6zeubCKdlei7cTZPq0+2Z887IZSxbcsCc2tyz7bStD4mUJBdTVAblOvuumCxfECeZ37CY3WnPMOVgzKWXRdh8DVJSE8/lg0hseogxD91jzzL1RaFkxLxewkd9o31qzGS0yY282Ftl4m2mhaZeT9skLFhnTb2Cy+yp09UOk9/5t/gRqQAEgaO8CO9NK2wylKHTHBXd/bgTITwh6ak28nKaOI0ZxKUDbxQkzwqCHZ91WpwnigTxQlXAu32cUU/sj1icaXekuT10B0sHysSwd/+B/8AgO3/4taIzuEmO3Sn7DH8/BpWzaW6RdgV177LJrtFHIN/KkO8JA8ic9WitF+cUXPOIbYoj7+03QPj9PwE2JcFF/cdKVKCdj/a2YcSWEHT6TQkTGGNU4qF9ERtQz1vuqV0u1hFOU9sqEpt2TRyTno8ukcKhI6sbabZlFe/8GFxuI1yioPbpKvxheV+3vgT0TtJN6RxA8DlJ7fim1L+ykfKJE+IY2wdKPO5FXFkbm+Lu/dNAHBiZoSaa3qjGj2a/qOa+LrRTBmOsybkHK4s9KBM44mlxRwFSU8w8lyDiRHxxv/8nq/wmz3SsNrXUEqan+eqwDn5rirFSYGKdL9L35Dg+muLveF4Xjk2EkomVLtbxAyEY3ntMfcThHLIpU02nqlPyk7KvwPPzjP7XUPmmWgSK3K80S/NglEKXLqvn+yMmWQfUGjDIBr+U5u6kTSu9ypS86aBQ68UlvnXc9E2LLQdPyNw1n79k5z4zK+V2S5NAAAgAElEQVSZrT5JJc+wTqsDZwc6lF0ylqLid5bVQ+CA26yVAH4J2CYQFPeY56bbvTwDJooPHc2bA7Mj/T2jUEJS6Y7JIMgJJCKQimO1cfPAHOxw331/8JPs+Ifvb7z8RrYBuWzYhm3Yht0iprR+69Llz8uSo5v0+I//NNt+7TzTf026I5R2eGCivuzmNcprholyPsnAMYki4ytNpj8kjIraqEfWFKagwH9Qkm2VuQzZCYk2qqMmCVJSIZd88W5IGB11uwnZKZO422ThmtZr3vYa3lo8PPY/ffRLAPzmhYdDmKXhxnAvmujaQB53H7zE5aJALuvHe/G3mp6jniJ1Uu6nur+OtSjHzk1YFO+Q1YedboW5fm81gU4aLfMVB8/opwdMlXgJ8hOyrToQY1UWAtz78BlevrxVzrkSD8dbOzqM7pXXbvdmj1RxHJN8XRYI5ycfeJr/dllUZFemCyR65B5a1zIo07d189caTH1IQu6uy5ri4xKKuytJMiY5nZnWoZJmvKSxGzK2K/uMal5JeOYAVkMx8py5jgGb5Ttle2rGpveUQD7zd9vYDbOyKkNtwCTaBlySVw1Loc8jsWxz5bd+mfr0tW+h8v3nZ12qR9+r3j9qu1P/7AEAXvyJXwojdFd7YVI0ygSp+oFKYhsi8WgnTi3APOKOMvvrm2dEY//rNcuDfa43W7WLnUB0y8GIaYXFT23JgpzV5sAH92VhhRCTi8cDv/EPARh7n8EsT+kvHNFa30jmucNuLsulBr0nNXOf3kXfCcFr673xUEahcapAQXoNk1nwaJkikvK+NN3nTUVob7tAyM0AJwS6yS9DflKcQI+RWG0lFV0XhJKo/C7K0lSH6qhPrd8sDacJG1noqyli2wTfdRsx/sWz3wtIE4rAAbrNGK1+U4BjnO/rlzaHFZGjL7aY9cWJd9+5xOJW8zNoWWH3nuqIYvgpGfqlQw5e0rycFUXygEAd1tFuaobl0iwEOKJi9kHTXamvFXroiV/bg/+Q7PPo3aeZLAk9cfJKP9lJs3++3cmp0W8Tj8u1x1bk7//p4r2UVg0+b2nUKVN5mvexAtbBao3Ugjj01LJH+ZR47vy0RplfZHE35IQcRGqxRXnU9F81Gj3rB5p0vy7bKiPgx+UeWmmFTpgL1DZT3yXbu48TUlNX90NqTrbHynEahr6aWLJxu3z0xnrzHdnYL4gz+57z/4Bf+Je/BcDhuCYRQicB5c/CDumBbTw96lDhxg4aOp10IuLoXf3W/aOUxOA8Vd0uMoorFfZIvR4Xz1lBE442pBI48ZSyeaMp7/g//tmfumXYLN/KNn4CG7ZhG7Zht4jd1Ajdiws3WccIo3K7ruiaNEnOmMI1muVWU7O6y/CiKzrcP75ihX0ovX1lEkclSlzb18I2PTG7rkgEvbY/zuJdpo8mcOhBSWwePb4dvyD7lGNOGPGnpyxapsv3I4+/ydlVKW1feX2Aao+BCaoW9qjAEd1dwrCJx1qs5SQqn6vnw8Kixdk8sTW5poP3X+aN0wKLpOYVVkuON/Kcx+LtErGOfaNM6U0jifBXl2le7u4YP11SYUOItR1OWPqeWHXZs38GgGeP7GPffknQ4lqUD8u15l9Ihnrxai5JNW6oK0MC/VQm8uy+XZZHSbvFhd4+c84kznnZ9+p3d4crpcRyA2ddnk9lVFG4EETXKoyUV/bFcc2zKlw0q5NBh3pfsDrSrG01miB1iM+1e8LGjAZ7s6Bwqqb0f9WiYYak+5zPiqnpdu5YxX+zgLo+RNywP9MyX3iFXzz+SQBiv13ld7f/IQApU3Djo8kHkIffDAuRXN2OkD10KDdg08mECcynHY1HWS4BQBL9TjQR63RIB7QZKg5tXrur/fZ14ZMMmm2YWPXTlz5O/cfkN/1+Lxp6J3bTOxbVBjRjz7Rwu2TgdQxWdxspzGUVUuTsph82aXbKbQw2PaMZ/LIwQc7/9DY8Axmnr8WIlwNGi8Fr19t4utVQXC4KFGHVFZlLciL/kSL1C/nwWtyd4gBfmNxKyyzV8rMKNR0UtEB1XbzUSrfAD727l/nwuEwWL8W3srRgmpQ2LZyS3NuJqVFiXeI81/ZJxStA1yUrpPytb0uHVZGNS930HZPvLh8yxTmXfZJFIxG86FAxEFJxe5wrb0rDis1757gwL/K5JHz8dZksvER7bL2+ZtjtyH3RjMn9q6zU5L6WlnMh3p9ctULIJz2rWDgs17fjv9bxjXRxs+CH+HxySVEzasTxEgSFhrOPGY0aV2F5cozSVkLRtdqAIiNzEms7fTZ/zTQJecKmUQgWkppNT8sYzjyYCGmKlYk8yaracOjfgXkX5LfkPQoP/SPBl3/zJ6Tr0YNJO2StpFVbR6jqe6FDtWlDoDYKQ2qigk8b0W4zUeq6TT8MqzrVjWmL0e0+bcaKjyIRYP/4obCWhcUZ80786K8LJXH4l18CvfgdjMz70zYglw3bsA3bsFvEbmqErnxR2Kv32JTGZS7JTGm8RJAYa/OZG3mbwSMyP69tjpG9ahJjH6+hY1J6j4aE4VwXD7TY9FWJOlcPSoTczBO2T/NjUDkqoWOyJn09AfTFfKhDUt3koWsy2ye6m+irmfC6KlskOhj/is/y3UFIIsdYO9bHvr9kki1D8HRDxFSy/6uL7Iwkf4uLKaqmYYef98My9VitHcWu7Fd4WwXGGegu0TgvkE/A8tBWO4GrWppYWT6Xt2jsmtzn5JV+lGOKllZiJFaCaNhHm7ZysYRHww2SqybSajg8NibyuTNdeU5MC8ldHyqhJ02jj/vKuFWJ+M/8/S6ysighd9kKm5Roi1BhMVHUVIfN50XTLm57nfR5gafS8x6YyM13JDEK4He5zN1rGEEXCCE234GJH5L7yZ0h5Lh3XbTAYiNC/9+0kX8l7/Av/NdPAHD65zbz4vf8MgA9diJkuVTxQn0UG9XRs9SLJDG9kJXSjhsdpagYACZIcrrocF8nUr7vRdrE2aiOoqCGlhVczooz1ZLf2Ee/+jPs+3nJyL8fm1O8G/aOHLpS6qeBv4VA0W8CPwoMA78P9AJHgL+mtf4ze8YoH5wKLN+mcIzWuZdQIUMitQiF8+LQph/N4AjhhOSqZukOs+w/lkb57TVby+iH5y7GWL5DHHnQ6BklUAuAXSOiu65w1s1Sck6Hcq6pBZu1e2XNloy7aAOX+HHB7gEqQxYqZcRS1gyDo6j4l08LI2Z45yLphGl2vAeWbzOY0EgdyxRbxGM+jRm58NG/fYnFywKX9L4Ux35dcJGVPWksQ/8rnDXUv4NgNQPMWWHdKYPYKqbCJs2UHJw5U5C0u4zeYiau5RRW1UxWEw71ftN42VSPep7F8zMyUdZf68Udlh+MczRHygiJVe00uSkDCfVqyrvkPlXcD8di8GWofEauq/5sNzrQ7TDUx9yLKbovyGtS3O6weo98zpxLhNfkLDrUxuTYhW+0J38/DoVjBkJKEu5f3eliLzsh/Pbt2Lv1bt9K1pqbB2DXj8/ztzb9EABnf2aM3/i+3wHgkaTGNWCIhyZnycDXdSt0zFnl4Jqoxde6wxnnDEQSaqxEYBtoV6+iOhk3wTmTKsbzDZnNP/vFv82eX5Ym2buuvfq+6wH6btvbQi5KqVHgp4DDWusDSC7jh4D/D/gVrfUOYBX4sT/PC92wDXu3bePd3rBbzd4p5BIDUkopF0gDs8CHgb9i/v6fgZ8H/u2feZC6puesy9RQLOxUk531WN4rM3b/iRatrERguWs+8w+YNbQF8WXZJzPjk1wxjRpasVBm1a5DctX0PIwb8ftVTclI4Paca+GbFLvltSECN9dOpqWWfWqTpiHEcwlaWyXaUB5YpvhpbadGG8W/XfunAbigRqFLIkrH8tnULQL5rwzkQzxFrcZxFuQe6ptcVF72P/PUThzDVimNq1DjptHrUzgn51zfLtsy1xRuzgymlmIqEB524bDIJywu9NHsk/H5vq1n+ZPL0tRz4PlYWPDj5sBZMywSw97xyw75fpGrXOvxKZw0DJbxdlWIn/ZpdKtwTO7fLxDNay/sQRuy+tIhhTdlksKHGuQKsuKqnpVlUGoBZu+Ph8foflU+V4ege7fgZ6UjfcQX5PzLBwmlhjPTOmye0XtCh9fSdSKOl4A5s3D6Nu1debdvVWtdk+h3x09P8av/+BAAP/dDd1H5S1JY8Nu3/xcOxNs8lbRqF+U7Ji3aoBV+BghaUjiRfS0TfTe0H+5rR2Cb15tx/u7RHwag6w+zFD53VK7LffkDH5VH7W0dutZ6Win1r4CrQA34OrIMLWqtg7GcAkbf7lhW0yd1pcTWL6aYfkxw1OkfcMHAL1c3Qa8pOmmlFLlLBmef9VmSd4nVvYrWZtNk9pTD+NekcOjcT8RJz4tzCNgPpc0WDcPQmHnIDrvj5K4Ipg6QnvdZ39JeqPSclv2X9yvie+SlbZ7vom5a0Kl0i9wxWe7NnRwHwB7W6Kace2B7iWJD7m1wdDVswuz0taj2mMliJYGqmJe2CQ3TpajZoxl4ycAiyxYN02s6aMUXL+kQcy7fV6XrFdMAelCzuCKefnTfPNOnRI74S6cOokzl6MKDHsoz8FPJCtdm6c1yj+W5LJMTgtl3n1OsHpbBShXqNA2Gnuqr8om7TwPwR8/cw6svymTRexIW7zFSts/D7GNmElOa8oTcxNgL8oOd++E6XV+TicjNKWqDhopWgaU5mQgKi+1cQaPQfp7VQUVrXGa8Yj1F2rBiVg75JOctdJRW8Q7s3Xy3PwimXXknCr/7EoXflW0/H7sX91H5cc48mMC+XV7Wj24+xye7Xwfgzng7ueG/pfxItp1sym/jD1bu5alJqSLneBfDL8gsHXvmGJv8k+1reRfv61aydwK5dAPfD2wFRoAM8Pg7PcH/396ZxlhyXff9d6ve/vr163V6n4WzcTaOZiGHpCyJEa2NsiwYUeQkBqIgzoIgQOwsSCzkg5MP/pAgiOMPSQDBhgwnRmRIliOZsSxLFBfREodDzgyHs3M4Mz09vffr5e1LVd18OOfVGwUOtITdPeyuPzCY1/Wq6tatuu/Uuf97zv8YY/6hMeYNY8wbTa/y4w+IEGGD8P8zth8c1y1+tqlBhAjvNX4SyuXngTvWSjCnMebrwAeBHmNMTD2ZcWD6rzrYWvsl4EsA2YEJWzjdSxAjLBgRn0wS7BWvy/ccqkNySQOXvZAKmT8do0tzZYI4sCheb8+7HgunxHvsecMQq2mMtsa4+0kIlM5ILDvhwsvaPktGU8jr/YbMvKat73No5dS7tNC6Kh6jgU4i1FyS0gFx3rqva4WXpA0jUYrNFAtluaZSOU0wL9783/vYd3hxUTyPXz39Kr91XSIJVvuyoRedKLisPNpWgewoEebfVb2TQYe4qlH6xQT+R8QbyryYp6o1OwsvjZBRj7Y2HISSuc005N7R2H8XKif0nmtMeGYqRm1YzrH6VIP0Lblup6+G3yP9PTl6n+9OSR+y9x1K2ubKczVSl6XPftzilnURMwMp1c8p7tKoiLe7wsiXWBV6tA7swuPgrsjsbO1Rn/S0SicvweopnVpZQBeF/YSluF/j8286rB7zCBI/td/2M4/tB8d1t+nbtg6j9TxiL7wJwM4XOtuvAb+FVPRyUimcQU1U60qH+5iqhEMF84sE9XZB9BYTdDzxCD8dfhKDfg940hiTQaalzwJvAC8Cn0OiAb4AfOPHncjrtix9tIE7kyQz255qW0rIQ06vmrDCTawWMH9aM9biluLednidoV1QvFx1O1mHM5ZWRo3Hk0pELySJa2hf83CNwT6hFwoXdnSM+wGfoddUH6RmwlC43muW6pBqyTzik76vFeYbMPynYjF9jSyxbpLaKeGKJ1/ZRVNfUMl0CwpyjqHYGsd6hCP4r/ee4WMTIjjz1eVTBN0aUTKTIKlZpsV9nfC/6Wel77v3zVD82igAqZkYrSV54QTd0KrKvcpUOgJWfjmOBhTQe9Fl7aDy5TmP7Ntyz1vd0uHWgQZUpI/JTIt4SbZ75/LEj0u40euvHGLHG3KO6Y+3MNp/v+Vi2gWbT9tQ49z3HKp7xRgHkx3Rs+TjwpWvTeUp7dF7XzF0i4w89T6X6s52KJxLYjau1xrQe1lpuHmfZs7RNgNIBj9LVsV7NrYj/L8R1OsEysVHWF/82J+AtfYs8DXgPBLW5SCeyb8G/rkx5hYS3vV763idESK854jGdoSthp8oysVa+5vAb/5fm28DT/w0jTlVQ/ZSCj8tSScgae25u/JesS6sntEY5aMx8rL+RqoA5Qnx5B7/6DXuFCVdvbg2HFIkbUU+gNgd8S7tviruJV2Am0/i/olM+8ZKLeafEI9x4LxDqqC6LmMJdj8vPP/yoWyYKh8rObS6VaLzCtQH5di5M3LdXs4j0S60cahM5pzQD5U9CeyoeN+usXz1+2cAmPgLy589KuE5zskqgdII1dFAokqAR49M0dKq0tVzsu/0Ug+BVukJ4gGoZ9/73Tj2Aw29h4lwcfDvnvlLrpSE37h6YJiuV2SBsjoSD/dxtDAGjiU1IxtrbpqG0inJkSr2jvTHaRFWIEr2VNnVL1Exc8/vDBcuawfLNJblXjxz+AYvX5ckq/qwzkKKLuXrIsgS21nFTsrCrjfewGqEUXU0YPiVTiUj0y6acN9h+bScp3UjHkog971lyCw6LGtN2Z8G79XYjhDhYUCU+h8hQoQIWwQbmvrvNqF70qeRd6jtUM9wsE7qvHhmKwcNtq7x5iNl9hxbAODt+2MEc+J1//D2ntCjje2wDJ4Xj3X+jHhwAM1hLQxxKUtCohpJLRsa3W2uPCC1JMeVxw1Y4WjLez3uxzVY23YyETOzDuXD4gG75+PU+qWd5H7h5L25LGa/8MyOY5n49F0AWoFLoSIe6PnyLvYcngXgdnyYxLKW2jvXqYVqPEioVMGNniECvRfuhC4ezaUJVFP91LHbXPmOeL+FxyyJ8xK2GC9ZnGfEVX1+6igr12U2k1h1qO4Xr7vvokNN9bvaWuyZqyla2fZ1GFKaqu9M5wi0AEiqYEK1w0Ylwd2bkuGa9mD1iHjOaccSX5FjX7pwCKch/em6pxIEB1tkb6vOu80Q3ycPyCsl8Z6TWHq7nGX5SFyPs/TcknMXDsfpviLbg7hk7QKklwJW98Xwzm54bYsIER4qbKx8bhJW97k0j1WJXRdDl72YZlVrY2bmoOsD8qNemezl0m0xUsmCE+qd1EwS8mo85k0Ynz76/YBlDV/Nv63REoc9Yte0i4GhHariJx1SalBbWcPiGaUX5mMhhTP8mk/hiFY9acHBXXMA3HxuKHzpmFkx/rmxItVbQmf0XzLcPC7bew8uU60LPfPtyUPU70h/Yi1D32U16HMNqrNK4TwF2RnVbbmaZtfH7sq9qAuFMb80yImjsnJYaqbomlItmf0QnBTD6L+Uo3JFrG5rR4surbsZPFA5oHDKp+eSqtXp+6s2FBAblYVdltKhNG/3bUtc6azZpw2JVX2ZTSVILWlkz0GfuMoEZ87nKJzQhiyk59oyuPoAYxZXo/yMB417SucYKDa0AHXJDaUCUis+q3vlebqNjtSDNdB9TzVrGgGOB25UJDrCNkdEuUSIECHCFsGGeuhOS8Sw/HQaT6fxiZIhpo7h2oEA94rU5nQdcHbJAmVQ7grj1oNUQGypLYplw2PLw2640NcO24uvuFJMA6j1d+K6vZQh/46c2092Eaupt5qDypgWx3gkEabhV0csU9/ZBUAyCfURrXWqIYnlXJo+TdNf/GiT/gHxlotv9dMak0XexKUk/n5dxLzkhjIEXtpF1z7Z8TohpVEd97h2QxZDjdIWsarhyvdFsyB7bJnuBU/7G6fnKzLj8RMBWY2rLxxNhLH82RlLTLNTS/t8SntVJiHbLkwBPf9b3N96Xyd8NLPo0cgr/dI04T3uuWFxPJ0hHA1IzykNVg1AVR0HX05ImUCAJ5Seup2TOrJIXLzjt/MBIGiHmI61sBWdtTxtyN+0uo8hf1uut5E31Ppl/553AzLTVZzGg+URIkTYfthQgw6SsJMsmFCfY+ByjcJhTWJpOcTLKqI/Ygjeac+vhV4B8EZ9rOqmxN5KMq90SWwl1kkiUlrAS9iOYZqzVMbkHKUJh/KYTO+zMwHd9+Qc84+79FwUQ1IZ6yQLpZZMKOGaWoK8Juh0TQt3MP9EijadE59KsKyFNIJeH2dZ+fnjdQ7tFNpmckcv9fNC0RSOxUg+IsbOvJ4XagTEKLZ+lH/OzAU0Pi+UVPDdflaUqqoPWBa0CERm1jD8Aznf9KeT5F7WQso9JoxESS65YSy/s6CVZ5KEHHpuyiexJjsU93QkDAcvBGGBi8VT0P+W3J/kXCx8EdUHDDRln3qfoa4v18xLWvu1bqkq9106VYcVlUw4B4WjqhPjBjTzGjOfDDC+UlwBxLWIiTUOMa1O7KUdUqsVjB/p50bY3ogolwgRIkTYIthQD9260OoyeFnCNPPKWCpMw2/loEfT3JNrDt03hbqojWUx7bqFzQR918Uzfvdv+8RWpAv9b1sKx3TK3q2emgE/pd56syPy1HetFWYZFo459NyUz8Y3pJe0HNxe6L0m+wcuxNXTr/caFs7I58o9mVnk7gUsHVflv3ehcFrL3nW1oC4RPM5CkqluURysLmeIqzfs53xiGh+eLgShOiSeg1vSohA6O5j/sM/o/1BP99uXufPrRwGIlwx+WmcnRUttRA6ILbqUdVZS29ukp18icezFPuoT4oEPqhhYbciERTfmnjIkC8nwubUXkL10Z3E6Pe+EqfaNHT6OFthILTg4Lc3szEFaM4KLB/S5Lrh42vfE3SRuXb5f+lSNoKAqjCsJEqoG6R2oUzij0xbX4rRkH+vCjjdkHFSH49z73AjNL3fU+yJE2I7Y2CiXlGX1qMfYdwyDF8XolSYcmqoq2DVlqfd2dFhu/YrQIokVJ+SCbQwqI/Kj7nvDUB3WBJQdhqxmFze0wEVm1lJ+VoxYcTUJcTXEo3H635Z9E2sPRMq86jF/WtrvuwT5d4VED+IOs0+L8d7xZpPsvOxz/9Oa1h5PhEU6KqOGzz4u0p7feOsD4RTI+FDRdPrB0VVWFyXJKbHkhrRE8YgPgb4MSi6BXu/A22J8F904RqvDVD7yaLh+4HhgNd2+PAaLT8r2+Aqh8YzPx1kryQvFyQbs+qZWgNovxw3/oEp8XtUle4ZD2YHKuA157uXjXpjkYzyH7kktXlFzyO4RXRnndm8YidLstnTNaH+UNlk71NFpCeIQU702m2xRz8u5E7dTJDVJqLGYYreGe969vYOsni+92MJVzrw2kKTRa8O1iAgRtisiyiVChAgRtgg21EOPVQ0Dr7ssHYe40gn52z4rx+T72pBhxzn53Opy6Jrs1JtsqwNm3k6HtET3ZBAWPMjMQRCT/Qcu6SLnGYfuvxB3sfTxCq26xpV7Qp0A9NzyaOVku3UNnsah918scfeXRPwqd7fTh/knEqH3mNAY7x0XWqw+omXfPMsrv/s4AOZQQLdqupeeroWLnKulNK1eTfK54FKW/BzcrhaJq0KXxMtQPqWKiHGZkfTcDEgtCW9UG4yHFJKNdeik2uFm2I4JOovJxf0+sZJsTxQNhcPyuee2XEe8UKF8RGYNo//hB8z8y6cBSC12IltIBvQPiRe/Uu9j6QP6fDIejbfF+98x7XP/F3ShOuWxaCSG3stoktaUS3ZGY/Bnmsw/LtSO906OpC5C528FrO3TRd4Zh+mqCJLF6Ty31IpDfUBj3xcCiidb4QwsQoTtio0NW2xasrMeiZJDI98u3mwY/6782MvDDvGyGIPFE4Ze1XJpdRliyld76QcKWIw7OHs1RHCXS+JtMYb1qpw7f5PQ4Ns7Wcy48AjpOUN5j07dCw5xsVHMfKiTaXjjH2fIvit/996oUh6Xc/df9Vk4pcVtB1vadjzUkjEBpLWi0uphE1ZRalxPhzVNCydiYaTM2n4bZn86MylST4jcYu3Nfsy8GLuF06plMm2Y+4haV2tJK8WUXCZcY+i63gm3zMz7zD2lqparnQIQzW7L+Pe0gMV1ibzxB3tCtUrvl58MtXbWDkD6gETWHO9d5vq8FMEIUh3jGc836HlVhlIQMxzaI6qS166NM3FWZX0Py/eZDy3i/KGEpq7uT4TtOL6hmVduvRKQu6s0zydqJPW5dt23dN8Rnqk8kQrXLWzcEptLYFpRpmiE7Y2IcokQIUKELYKNjXJxIEgYqkMuVl8l1SHDjvNazXvF0nVV9FsSx0bJTamCYMxQGxJKo+9aQHZaPO34zAp3E1IdzDtSo7pbPObBt+Tci8fjOJpmHiRsqMLY6gbbJx7qwpNxbEwWHWNFF0+LOSRn4xz+jGiWnx84QEKcVFb2u2Sn5HNrTaiQ2gBkFsS7TC/4LD6mFE6iRUE/O01L17RcX/5OQFW1bKzjUB/Q9Ph+n7U18UYzFWjoYmnuHdV53++TUm1wP2FDjzZeNjS72zHzhLHsXtoJF05bPQE7v6W1HIst3MqP5skvneqmNijnGDrXYFbr9iRmEiRjWj6ukiP/p5Kqv3pQKDSAai7Jwgdln+7rMapf2w2AuyfA1zD2hM6CWt8apK4FLnpueSSKcr+nPpoMtdZnPt/E3Ff1Ss8JS/B5aZj8tOq4DzehoZTLZEeyIUKE7YwNNuiGVtahvNOG/PjwuSbJGYlE8Q/kWfo5+bX7KZj8lFiDodcDhs/KD780FqOk9Id1MuEP2S/FyUxqYeOhTnSIl5Z2Zj8Ebq0t02vpf1EFwY5aet+U7dVhQ6wq1jB733JxSjI187dg5Wl5iSTSLXglF14jQNekJVbvGJR24WUn4+GlNBawGGfxhPTHy9jwJdZ/1WNOpXydmoPbowk1cUjNasTNNXn5tLoSobGOlzrFrXNTPosnlZ9/rJMtWXQsA6/JPVnb77Bw0tX7YqgeEp50Ch8AAAxlSURBVMPoNmSdIF0IqPfL93f+uourWbCtnoDKWeHWU0uWpGaH2liHW8/tKFOak3tSeaJK+rw8H7duWD6koaT7hQfa/9tNZj4iYU3FnTHimr069nIzXMtIX8iEL6LkW4kwaSmIGfyU3tvVOJmZdgESjx0/cJltF72JEGGbIqJcIkSIEGGLYEM9dC8jKeO524beG8KFlHYmWDgpqfLWEHrcIz/wuPecHFfvcynuamuFQELrapZ2Q3pBK9nvq8GkeIlt+iFRNqFmSqxq2PcHsuB4528MhGqCfjogSGghiQMNui+J5+42IfuqRMhURsFW1Xs8l8JVb7x1QLxOez9N14z05+5zKZKqQshSmkZ/ELY/+ooEXReOZZj6Rdk++EqcxoB8Ni2Dtyxuf9KHyqPicjZvaKJOlw0lE6q7PWI5oU1K9QytMWl/dHiF/rS4t9emhymo5+5WnFAOeOZDDtn7mnD0SeEzer7SRWWPFuPobuKsiQfvx3xq43JcbZel67rMJtKzD8xQvpLH36O+wekK5cMyo0jdS5CZbd9n2fnG349z6N/ekn3zOVojMkOY+WCa/qvSfqpgWTmskr1vQkPzFPb8/l1GeuQZrxzvZfmIzooSAQsfBO+liHaJsL2xoQY9XraMvhLgeD6NPjFS1WFDXQ1akAkwGflRWzdGXoswJ1cDlk+0BZ1iDL4lhtRtpPE1VC04lyMzpzz2kpyj3ufS6NaIlxsWVOsjO2MZPCuxh0G8D1c1QfpeS7B8Qo71JmPUDoqRHP8Tl+JOrSlasySLcp7+b4nRM9ZSGxBDlyoYKmPy/cAFw8Db8nnxeAy33NDrSzH0PaWHhg1dd9t8OlS0MlNwZo12Od2ZZ2XfeE+F+AWV5r3usvIZ1Wh/toBTEppjbimP36dZmxcy1Ps1cmR/kcZdMYbpBYfuSbmfs+OyrbjHIX9F2qs+3QgzPL2Mg81oGOJynOpo51kRCn+5YY3W6kKWvnGVQK72kp2Sa+m/pIY97uLtG9V771AblHGQmwwIXDlJuuCT/r6cb+mxWCcK6bO7GXlhQe+hR9ekHFt6pAWTGYwfRblE2N6IKJcIESJE2CLYWLVFY/CTDmt7HEoaB278gPw7Ov0fjFEfll2bXU5Ibcx/pkH3OfFXG/2WpcfUMw4IU9TTC5aVQ/I5+4JSBINxuu+Kd1nvcWjq9H7HS/M0xzUNvmVZOSzHJVaMcB1A7p5Do188wNV9DuPfWgLgzucHWNZqPyMvy/XNfMwnNS37NgZ9Ylp1yGlZlo6pd12GmnrDmbkGpV1KraxakkXVRMkbnDu60Od1k1EvmUNCreSydYKSeOiNbofEm/K52pXFnxCao++1BPFFmS3Ed1j8pFJSf5ln9BOSQj9fG2b6Gdned1lj3Gc9apqo476UofiIXFP+hot1O2qHYRLUakeaoDxhwqil7psxKv1CWyWWHZZPyrPI3VSFytmAus5m3HpAaae2WQNP9WjKO2HgUkfWt6GzDOMbZj4ucfDppSCkn/zZNDZtw2uIEGG7YmNL0NV9um+s0ezqwSaVW17paIOPvtqguEt+7PPPeOzeLdPr4mJvqKGdnnGJV9pJPJZESc5THXBDsai25Gt12BKoMWr2WIwVQ5Nze0ndknP3MUgrJ8a1ssvHicn5Wl0mTG5p9EJtQl4G9dEWiXm5bYWj2q/VGH1XNDv1CYdkQamDpRaJsliZhZMxirvkuIGLTdymvqyeshz4A+G8G8e7wjC/WK0jytV3To5b/XCWD/8dEaE5/0fHSKy2RbMMiRk14uUOj1x6BPwhDfG8l2TuTXlbehMNYjNyL9rVhRq9MSrj8jkz45JclnM4ngU1nPGyZfWIFma+4LKqL9Dq/gZG1xjMtBsWiR64Cy0tZVcfVE582VAek339JGE0S/+1OolLdwGo/aNHmVeZ3pHXPBaPy/6pRXD8dtUpEwqmdd1zSK5aFqtEiLCtEfk0ESJEiLBFsMFRLi7Lx4XqSKjn1n2nU9dy5UCCPo1+qQ2laE6ofGw1RtekfB4+W2PhpCaXdBmsq+8kA9m9shjXuieBy4MXAlb3qTqgb0gXxNVs9MS4/w8kxrw10SCXlwXS9Nle3Dty7tIeGyYQGQ+WjosHPPFnHqkFcQXX9qrUQJ8hs6CUx+UUhRPixd4fjLPz27J95IcWND1/+q9lQ3ph/MAcpd1CI8Qrlu57Qq/c+WXAa2vZqE7MdIqXV4UfivdZrBwmNTqVoZj/UBDG4/dfClg9IJ5497uw+KRWEnoxSWVE74tKFFoDbl0XU5dsu14HtR2dwhitrCG2pkqWSwH1BVVNHG8S3Jf7k5221JUiWjniEPRL/3NvyXU0c1DRqBm/r0XusmwvTSRhXIrCJlYJqSLjQ+8NnYUNOu1byMqjnYLa1Z0e8RU3jLqJEGG7YmMpl5pP75Uiq4dy9F6Xbfl3KrgrEs7nDebCEMKdX5/nTlIogsEnFimURf/DedUPOVVr4OCHpWjy3W8+QlGTW9xxDWvca8lLsie5+16oJ7Lzj2ep98i564cb5FLyEpne1ySe1SSe1RSVduaMhWC3RNbES2liZTlPaaeGRNZg7kz7JWNJjEl/mvezlCbE0CWLAbnrwmPUP9lPZlor//xwhKGqhh+OxSjulv1zVwkjSkIp2T7ouS7HrRzWSBPAXXBDnXLjGWrDSmfVHbrfVVomA/mrmmS0zzLyQ2lz8TF5WcQrkL/Tua8rj2piUS4IdVuMZ0jPqgaPS5jBmf9yisSqvOQKxzL0viyWtdFrqKt+efGAvEydhhNqrvS+nqCqaybGN2TnNJTzYpXasJyjOBELaRbrgu+oocfSPCpt7vhWmpUjRIiw7RFRLhEiRIiwRWCstT9+r/eqMWMWgQqwtGGNdjCwzdrdzLY3q91d1trBjW50k8c1bL/nvJltP9Rje0MNOoAx5g1r7ekNbXQbtruZbW9mnzcL0XPeHm0/7GM7olwiRIgQYYsgMugRIkSIsEWwGQb9S5vQ5nZsdzPb3sw+bxai57w92n6ox/aGc+gRIkSIEGF9EFEuESJEiLBFsGEG3RjzSWPMDWPMLWPMb6xjOxPGmBeNMVeNMVeMMb+m2/uMMd8xxryj//eu4zW4xpgLxpjn9e89xpiz2vc/MsYk1qHNHmPM14wx140x14wxT21Un40x/0zv9WVjzP80xqQ2os8PC7bL2N6Mca3tbMrYfj+O6w0x6MYYF/gvwKeAw8DfMsYcXqfmPOBfWGsPA08C/0Tb+g3gBWvtfuAF/Xu98GvAtQf+/vfAb1tr9wErwK+uQ5u/A/y5tfZR4Li2v+59NsaMAf8UOG2tPQq4wN9kY/q86dhmY3szxjVswth+345ra+26/wOeAr79wN9fBL64QW1/A/gYcAMY0W0jwI11am8cGWAfBZ5HSj8sAbG/6l68R23mgTvomsgD29e9z8AYMAX0IVISzwOfWO8+Pyz/tsvY3oxxrefdlLH9fh3XG0W5tG9OG/d127rCGLMbOAGcBYastbP61RwwtE7N/mfgXxHKZdEPrFprVYR2Xfq+B1gEvqxT4t81xmTZgD5ba6eB/wjcA2aBNeBN1r/PDwu2y9jejHENmzS236/jessuihpjuoA/Bn7dWlt88Dsrr9f3PLzHGPMLwIK19s33+tw/BjHgJPDfrLUnkDT0H5mCrmOfe4HPIj+8USALfPK9bidCBxs9tjdxXMMmje3367jeKIM+DUw88Pe4blsXGGPiyID/Q2vt13XzvDFmRL8fARbWoekPAr9ojLkLfAWZnv4O0GOMaStbrkff7wP3rbVn9e+vIT+CjejzzwN3rLWL1toW8HXkPqx3nx8WbIexvVnjGjZvbL8vx/VGGfRzwH5dIU4giwvfXI+GjDEG+D3gmrX2Pz3w1TeBL+jnLyD843sKa+0XrbXj1trdSB+/Z639FeBF4HPr1ba1dg6YMsYc1E3PAlfZgD4jU9InjTEZvffttte1zw8RtvzY3qxxrW1v1th+f47rjSLrgeeAm8C7wL9Zx3Z+Dpl+XQIu6r/nEM7vBeAd4LtA3zr39xngef38CPA6cAv4KpBch/Y+ALyh/f5fQO9G9Rn4d8B14DLw34HkRvT5Yfm3ncb2Ro9rbWdTxvb7cVxHmaIRIkSIsEWwZRdFI0SIEGG7ITLoESJEiLBFEBn0CBEiRNgiiAx6hAgRImwRRAY9QoQIEbYIIoMeIUKECFsEkUGPECFChC2CyKBHiBAhwhbB/wHGYZxir1aYFQAAAABJRU5ErkJggg==\n", 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\n", 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XogaiwNMAjXfhiKtB7qzjN5Pf4gT/Es57eTZrTjifs2s7YOMqAmou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MPFoWvLCbpuIau9kOTmAwhlI9ClPkO3fSl6ehBDNnyHv8WbqWA9E4aWBEIhO75IL7p8DxrnEYTK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\n", "text/plain": [ - "" + "
" ] }, - "metadata": {}, + "metadata": { + "needs_background": "light" + }, "output_type": "display_data" } ], "source": [ - "plt.quiver(sp.source['xyz'][:,0], sp.source['xyz'][:,1],\n", - " sp.source['uvw'][:,0], sp.source['uvw'][:,1],\n", + "plt.quiver(sp.source['r']['x'], sp.source['r']['y'],\n", + " sp.source['u']['x'], sp.source['u']['y'],\n", " np.log(sp.source['E']), cmap='jet', scale=20.0)\n", "plt.colorbar()\n", "plt.xlim((-0.5,0.5))\n", @@ -1081,9 +1024,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.6.0" + "version": "3.6.7" } }, "nbformat": 4, - "nbformat_minor": 0 + "nbformat_minor": 1 } diff --git a/examples/jupyter/search.ipynb b/examples/jupyter/search.ipynb index 5c754049ac..0299f319a0 100644 --- a/examples/jupyter/search.ipynb +++ b/examples/jupyter/search.ipynb @@ -14,9 +14,7 @@ { "cell_type": "code", "execution_count": 1, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [], "source": [ "# Initialize third-party libraries and the OpenMC Python API\n", @@ -43,9 +41,7 @@ { "cell_type": "code", "execution_count": 2, - "metadata": { - "collapsed": true - }, + "metadata": {}, "outputs": [], "source": [ "# Create the model. `ppm_Boron` will be the parametric variable.\n", @@ -139,24 +135,160 @@ { "cell_type": "code", "execution_count": 3, - "metadata": { - "collapsed": false - }, + "metadata": {}, "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/shriwise/.pyenv/versions/3.6.7/lib/python3.6/site-packages/openmc-0.10.0-py3.6-linux-x86_64.egg/openmc/surface.py:1300: FutureWarning: \"ZCylinder(...) accepts an argument named 'r', not 'R'. Future versions of OpenMC will not accept the capitalized version.\n", + " warn(_WARNING_UPPER.format(type(self).__name__, 'r', 'R'), FutureWarning)\n", + "/home/shriwise/.pyenv/versions/3.6.7/lib/python3.6/site-packages/openmc-0.10.0-py3.6-linux-x86_64.egg/openmc/mixin.py:71: IDWarning: Another Universe instance already exists with id=0.\n", + " warn(msg, IDWarning)\n" + ] + }, { "name": "stdout", "output_type": "stream", "text": [ - "Iteration: 1; Guess of 1.00e+03 produced a keff of 1.08721 +/- 0.00158\n", - "Iteration: 2; Guess of 2.50e+03 produced a keff of 0.95263 +/- 0.00147\n", - "Iteration: 3; Guess of 1.75e+03 produced a keff of 1.01466 +/- 0.00163\n", - "Iteration: 4; Guess of 2.12e+03 produced a keff of 0.98475 +/- 0.00167\n", - "Iteration: 5; Guess of 1.94e+03 produced a keff of 0.99954 +/- 0.00154\n", - "Iteration: 6; Guess of 1.84e+03 produced a keff of 1.00428 +/- 0.00162\n", - "Iteration: 7; Guess of 1.89e+03 produced a keff of 1.00633 +/- 0.00166\n", - "Iteration: 8; Guess of 1.91e+03 produced a keff of 1.00388 +/- 0.00166\n", - "Iteration: 9; Guess of 1.93e+03 produced a keff of 0.99813 +/- 0.00142\n", - "Critical Boron Concentration: 1926 ppm\n" + "Iteration: 1; Guess of 1.00e+03 produced a keff of 1.08853 +/- 0.00158\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/shriwise/.pyenv/versions/3.6.7/lib/python3.6/site-packages/openmc-0.10.0-py3.6-linux-x86_64.egg/openmc/surface.py:1300: FutureWarning: \"ZCylinder(...) accepts an argument named 'r', not 'R'. Future versions of OpenMC will not accept the capitalized version.\n", + " warn(_WARNING_UPPER.format(type(self).__name__, 'r', 'R'), FutureWarning)\n", + "/home/shriwise/.pyenv/versions/3.6.7/lib/python3.6/site-packages/openmc-0.10.0-py3.6-linux-x86_64.egg/openmc/mixin.py:71: IDWarning: Another Universe instance already exists with id=0.\n", + " warn(msg, IDWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration: 2; Guess of 2.50e+03 produced a keff of 0.95372 +/- 0.00148\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/shriwise/.pyenv/versions/3.6.7/lib/python3.6/site-packages/openmc-0.10.0-py3.6-linux-x86_64.egg/openmc/surface.py:1300: FutureWarning: \"ZCylinder(...) accepts an argument named 'r', not 'R'. Future versions of OpenMC will not accept the capitalized version.\n", + " warn(_WARNING_UPPER.format(type(self).__name__, 'r', 'R'), FutureWarning)\n", + "/home/shriwise/.pyenv/versions/3.6.7/lib/python3.6/site-packages/openmc-0.10.0-py3.6-linux-x86_64.egg/openmc/mixin.py:71: IDWarning: Another Universe instance already exists with id=0.\n", + " warn(msg, IDWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration: 3; Guess of 1.75e+03 produced a keff of 1.01328 +/- 0.00169\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/shriwise/.pyenv/versions/3.6.7/lib/python3.6/site-packages/openmc-0.10.0-py3.6-linux-x86_64.egg/openmc/surface.py:1300: FutureWarning: \"ZCylinder(...) accepts an argument named 'r', not 'R'. Future versions of OpenMC will not accept the capitalized version.\n", + " warn(_WARNING_UPPER.format(type(self).__name__, 'r', 'R'), FutureWarning)\n", + "/home/shriwise/.pyenv/versions/3.6.7/lib/python3.6/site-packages/openmc-0.10.0-py3.6-linux-x86_64.egg/openmc/mixin.py:71: IDWarning: Another Universe instance already exists with id=0.\n", + " warn(msg, IDWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration: 4; Guess of 2.12e+03 produced a keff of 0.98150 +/- 0.00158\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/shriwise/.pyenv/versions/3.6.7/lib/python3.6/site-packages/openmc-0.10.0-py3.6-linux-x86_64.egg/openmc/surface.py:1300: FutureWarning: \"ZCylinder(...) accepts an argument named 'r', not 'R'. Future versions of OpenMC will not accept the capitalized version.\n", + " warn(_WARNING_UPPER.format(type(self).__name__, 'r', 'R'), FutureWarning)\n", + "/home/shriwise/.pyenv/versions/3.6.7/lib/python3.6/site-packages/openmc-0.10.0-py3.6-linux-x86_64.egg/openmc/mixin.py:71: IDWarning: Another Universe instance already exists with id=0.\n", + " warn(msg, IDWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration: 5; Guess of 1.94e+03 produced a keff of 0.99886 +/- 0.00146\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/shriwise/.pyenv/versions/3.6.7/lib/python3.6/site-packages/openmc-0.10.0-py3.6-linux-x86_64.egg/openmc/surface.py:1300: FutureWarning: \"ZCylinder(...) accepts an argument named 'r', not 'R'. Future versions of OpenMC will not accept the capitalized version.\n", + " warn(_WARNING_UPPER.format(type(self).__name__, 'r', 'R'), FutureWarning)\n", + "/home/shriwise/.pyenv/versions/3.6.7/lib/python3.6/site-packages/openmc-0.10.0-py3.6-linux-x86_64.egg/openmc/mixin.py:71: IDWarning: Another Universe instance already exists with id=0.\n", + " warn(msg, IDWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration: 6; Guess of 1.84e+03 produced a keff of 1.00759 +/- 0.00162\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/shriwise/.pyenv/versions/3.6.7/lib/python3.6/site-packages/openmc-0.10.0-py3.6-linux-x86_64.egg/openmc/surface.py:1300: FutureWarning: \"ZCylinder(...) accepts an argument named 'r', not 'R'. Future versions of OpenMC will not accept the capitalized version.\n", + " warn(_WARNING_UPPER.format(type(self).__name__, 'r', 'R'), FutureWarning)\n", + "/home/shriwise/.pyenv/versions/3.6.7/lib/python3.6/site-packages/openmc-0.10.0-py3.6-linux-x86_64.egg/openmc/mixin.py:71: IDWarning: Another Universe instance already exists with id=0.\n", + " warn(msg, IDWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration: 7; Guess of 1.89e+03 produced a keff of 1.00063 +/- 0.00166\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/shriwise/.pyenv/versions/3.6.7/lib/python3.6/site-packages/openmc-0.10.0-py3.6-linux-x86_64.egg/openmc/surface.py:1300: FutureWarning: \"ZCylinder(...) accepts an argument named 'r', not 'R'. Future versions of OpenMC will not accept the capitalized version.\n", + " warn(_WARNING_UPPER.format(type(self).__name__, 'r', 'R'), FutureWarning)\n", + "/home/shriwise/.pyenv/versions/3.6.7/lib/python3.6/site-packages/openmc-0.10.0-py3.6-linux-x86_64.egg/openmc/mixin.py:71: IDWarning: Another Universe instance already exists with id=0.\n", + " warn(msg, IDWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration: 8; Guess of 1.91e+03 produced a keff of 0.99970 +/- 0.00150\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/home/shriwise/.pyenv/versions/3.6.7/lib/python3.6/site-packages/openmc-0.10.0-py3.6-linux-x86_64.egg/openmc/surface.py:1300: FutureWarning: \"ZCylinder(...) accepts an argument named 'r', not 'R'. Future versions of OpenMC will not accept the capitalized version.\n", + " warn(_WARNING_UPPER.format(type(self).__name__, 'r', 'R'), FutureWarning)\n", + "/home/shriwise/.pyenv/versions/3.6.7/lib/python3.6/site-packages/openmc-0.10.0-py3.6-linux-x86_64.egg/openmc/mixin.py:71: IDWarning: Another Universe instance already exists with id=0.\n", + " warn(msg, IDWarning)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Iteration: 9; Guess of 1.90e+03 produced a keff of 0.99935 +/- 0.00164\n", + "Critical Boron Concentration: 1902 ppm\n" ] } ], @@ -178,19 +310,19 @@ }, { "cell_type": "code", - "execution_count": 4, - "metadata": { - "collapsed": false - }, + "execution_count": 5, + "metadata": {}, "outputs": [ { "data": { - "image/png": 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ZmfUbSfMjoqOn5XwHPTMzs5JzsjczMys5J3szM7OSG9rsAMzMzMrutgXLmT5n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\nMys5J3szM7OSc7I3MzMruf8PsJgBT1rI6FgAAAAASUVORK5CYII=\n", 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gzczMWl1hA/QkXQFMBsZIWgacBYwCiIiLgeuBo4AlwAvASaluvaTTgJslCZgPXFpUnGZmZmVX5Gj8Y+vUB/CZGnU3AfsUEZeZmdlwMxQH6JmZmdkAcrI3MzMrOSd7MzOzknOyNzMzKzknezMzs5JzsjczMys5J3szM7OSc7I3MzMrOSd7MzOzknOyNzMzKzknezMzs5JzsjczMys5J3szM7OSc7I3MzMrOSd7MzOzknOyNzMzKzknezMzs5JzsjczMys5J3szM7OSKyzZS5olaaWk+2vUS9KFkpZIWihp/6r67SUtk3RRUTGamZkNB0We2V8GTO2j/khgr/Q6GfheVf1XgdsLiczMzGwYKSzZR8TtwOo+FpkGzI7MXUCbpF0BJL0d2AW4saj4zMzMhotmXrPvAJbm5pcBHZK2AL4FnNaUqMzMzEpmKA7Q+zRwfUQsq7egpJMldUnqWrVq1SCEZmZm1noaSvaSdpH0fUk3pPmJkj62mfvuBnbLzY9LZYcAp0h6AjgfOF7SN3rbQERcEhGdEdHZ3t6+meGYmZmVU6Nn9pcBc4Gxaf5h4NTN3Pd1ZIlckg4G1kbEiog4LiJ2j4jxZF35syPijM3cl5mZ2bA1ssHlxkTEVZJmAETES5LW97WCpCuAycAYScuAs4BRaf2LgeuBo4AlwAvASf1qgZmZmfWp0WT/vKSdgQConIn3tUJEHFunPoDP1FnmMrJeBTMzM+unRpP958m63d8g6ddAO/DBwqIyMzOzAdNQso+IeyQdBkwABCyOiHWFRmZmZmYDoqFkL+n4qqL9JRERswuIyczMzAZQo934B+SmtwbeA9wDONmbmZkNcY124382Py+pDbiykIjMzMxsQPX3DnrPA3sOZCBmZmZWjEav2f+M9LM7si8IE4GrigrKzMzMBk6j1+zPz02/BDzZyL3rzczMrPkavWZ/W9GBmJmZWTH6TPaS/sQr3fcbVZHdBG/7QqIyMzOzAdNnso+I7QYrEDMzMytGo9fsAZD0WrLf2QMQEb8f8IjMzMxsQDX6PPv3SXoEeBy4DXgCuKHAuMzMzGyANPo7+68CBwMPR8SeZHfQu6uwqMzMzGzANJrs10XEH4EtJG0REbcCnQXGZWZmZgOk0Wv2ayRtC9wO/EjSSrK76JmZmdkQ1+iZ/TTgBeBzwC+BR4G/LSooMzMzGziNntl/EvhxRHQDPygwHjMzMxtgjZ7ZbwfcKOkOSadI2qXIoMzMzGzgNJTsI+KfIuItwGeAXYHbJP2qr3UkzZK0UtL9Neol6UJJSyQtlLR/Kt9P0p2SHkjlx2xim8zMzCxnUx9xuxJ4Cvgj8No6y14GTO2j/khgr/Q6GfheKn8BOD59uZgKXCCpbRPjNDMzs6TRm+p8WtI84GZgZ+ATEbFPX+tExO3A6j4WmQbMjsxdQJukXSPi4Yh4JG1jOdkXjPZG4jQzM7NXa3SA3m7AqRFx7wDuuwNYmptflspWVAokHQhsSTb638zMzPqh0UfczpA0QtLY/DpF3htf0q7AD4ETIuLlGsucTHYJgN13372oUMzMzFpaQ8le0inA2cDTQCXxBtBnV34d3WQ9BhXjUhmStgd+AZyZuvh7FRGXAJcAdHZ29vYoXjMzs2Gv0W78U4EJ6Za5A+U64BRJVwIHAWsjYoWkLYFrya7nXz2A+zMzMxuWGk32S4G1m7JhSVcAk4ExkpYBZwGjACLiYuB64ChgCdkI/JPSqh8C3g3sLOnEVHbiAI8XMDMzGzYaTfaPAfMk/QJ4sVIYEf+v1goRcWxfG4yIIPvdfnX55cDlDcZlZmZmdTSa7H+fXluml5mZmbWIRkfj/xOApG0i4oViQzKzVjFnQTcz5y5m+ZoexraN5vQpE5g+qaPZYZlZlUZvqnOIpAeB/07z+0r610IjM7Mhbc6CbmZcs4juNT0E0L2mhxnXLGLOgu5mh2ZmVRq9Xe4FwBSy2+QSEfeRDaIzs2Fq5tzF9Kxbv1FZz7r1zJy7uEkRmVktDd8bPyKWVhWt73VBMxsWlq/p2aRyM2ueRpP9UknvAELSKEmnAQ8VGJeZDXFj20ZvUrmZNU+jyf5TZD+T6yC7y91+9PKzOTMbPk6fMoHRo0ZsVDZ61AhOnzKhSRGZWS2Njsb/A3BcwbGYWQupjLr3aHyzoa/Re+Nf2EvxWqArIv7/wIZkZq1i+qQOJ3ezFtDoTXW2Bt4E/CTNfwB4HNhX0l9FxKlFBGdm5t/ym22+RpP9PsA7I2I9gKTvAXcA7wIWFRSbmQ1zld/yV37iV/ktP+CEb7YJGh2gtyOwbW7+NcBOKfm/2PsqZmabx7/lNxsYjZ7ZnwfcK2keILIb6nxd0muAXxUUm5kNc/4tv9nAaHQ0/vclXQ8cmIq+FBHL0/TphURmZsPe2LbRdPeS2P1bfrNN02c3vqQ3pX/3B3Yle679UuB1qczMrDD+Lb/ZwKh3Zv8F4BPAt3qpC+DwAY/IzCzxb/nNBoYiotkxDIjOzs7o6upqdhhmZmaDRtL8iOist1y9bvwv5qb/rqru6/0Pz8zMzAZLvZ/efTg3PaOqbuoAx2JmZmYFqJfsVWO6t/mNK6VZklZKur9GvSRdKGmJpIX5AX+STpD0SHqdUCdGM7ONzFnQzTu/cQt7nvEL3vmNW5izoLvZIZk1Vb0BelFjurf5apcBFwGza9QfCeyVXgcB3wMOkrQTcBbQmfYxX9J1EfFMnf2ZmfV51z3wYD8bnuol+30lPUt2Fj86TZPmt+5rxYi4XdL4PhaZBsyObITgXZLaJO0KTAZuiojVAJJuIrtkcEWdWM3Mat5179Qf34t45SzFt9614aTPZB8RI/qq30wdZL/Zr1iWymqVm5nV1dfd9aq7I/O33vUZv5VZo/fGH5IknSypS1LXqlWrmh2OmQ0Bm3p3vcoZfveaHiI37+v8VibNTPbdwG65+XGprFb5q0TEJRHRGRGd7e3thQVqZq2jt7vu9WWE5IftWOk1M9lfBxyfRuUfDKyNiBXAXOAISTtK2hE4IpWZmdU1fVIH5x79NjoaOMMfPWoE62vcWMwP27EyKSzZS7oCuBOYIGmZpI9J+pSkT6VFrgceA5YAlwKfBkgD874K3J1e51QG65mZNWL6pA5+fcbhXHDMfq86y6/8ZrijbXSfXwr8sB0rk0YfcbvJIuLYOvUBfKZG3SxgVhFxmdnw0ei99fM/1QM/bMfKp7Bkb2Y2FEyf1NHnyHo/bMeGAyd7Mxv26n0hMGt1Lf3TOzMzM6vPyd7MzKzknOzNzMxKzsnezMys5JzszczMSs7J3szMrOSc7M3MzErOyd7MzKzknOzNzMxKzsnezMys5JzszczMSs7J3szMrOSc7M3MzErOyd7MzKzknOzNzMxKzsnezMys5EY2OwAzMxs4cxZ0M3PuYpav6WFs22hOnzKB6ZM6mh2WNVmhZ/aSpkpaLGmJpDN6qd9D0s2SFkqaJ2lcru48SQ9IekjShZJUZKxmZq1uzoJuZlyziO41PQTQvaaHGdcsYs6C7maHZk1WWLKXNAL4LnAkMBE4VtLEqsXOB2ZHxD7AOcC5ad13AO8E9gHeChwAHFZUrGZmZTBz7mJ61q3fqKxn3Xpmzl3cpIhsqCjyzP5AYElEPBYRfwGuBKZVLTMRuCVN35qrD2BrYEtgK2AU8HSBsZqZtbzla3o2qdyGjyKTfQewNDe/LJXl3QccnabfD2wnaeeIuJMs+a9Ir7kR8VCBsZqZtbyxbaM3qdyGj2aPxj8NOEzSArJu+m5gvaQ3Am8GxpF9QThc0qHVK0s6WVKXpK5Vq1YNZtxmZkPO6VMmMHrUiI3KRo8awelTJjQpIhsqikz23cBuuflxqWyDiFgeEUdHxCTgzFS2huws/66IeC4ingNuAA6p3kFEXBIRnRHR2d7eXlQ7zMxawvRJHZx79NvoaBuNgI620Zx79Ns8Gt8K/end3cBekvYkS/IfBj6SX0DSGGB1RLwMzABmparfA5+QdC4gsrP+CwqM1cysFKZP6nByt1cp7Mw+Il4CTgHmAg8BV0XEA5LOkfS+tNhkYLGkh4FdgK+l8quBR4FFZNf174uInxUVq5mZWZkpIpodw4Do7OyMrq6uZodhZmY2aCTNj4jOess1e4CemZmZFczJ3szMrOSc7M3MzErOyd7MzKzknOzNzMxKzsnezMys5JzszczMSs7J3szMrOSc7M3MzErOyd7MzKzknOzNzMxKzsnezMys5JzszczMSs7J3szMrOSc7M3MzErOyd7MzKzknOzNzMxKzsnezMys5JzszczMSq7QZC9pqqTFkpZIOqOX+j0k3SxpoaR5ksbl6naXdKOkhyQ9KGl8kbGamZmVVWHJXtII4LvAkcBE4FhJE6sWOx+YHRH7AOcA5+bqZgMzI+LNwIHAyqJiNTMzK7Miz+wPBJZExGMR8RfgSmBa1TITgVvS9K2V+vSlYGRE3AQQEc9FxAsFxmpmZlZaRSb7DmBpbn5ZKsu7Dzg6Tb8f2E7SzsDewBpJ10haIGlm6ikwMzOzTdTsAXqnAYdJWgAcBnQD64GRwKGp/gDg9cCJ1StLOllSl6SuVatWDVrQZmZmraTIZN8N7JabH5fKNoiI5RFxdERMAs5MZWvIegHuTZcAXgLmAPtX7yAiLomIzojobG9vL6odZmZmLa3IZH83sJekPSVtCXwYuC6/gKQxkioxzABm5dZtk1TJ4IcDDxYYq5mZWWkVluzTGfkpwFzgIeCqiHhA0jmS3pcWmwwslvQwsAvwtbTuerIu/JslLQIEXFpUrGZmZmWmiGh2DAOis7Mzurq6mh2GmZnZoJE0PyI66y3X7AF6ZmZmVrCRzQ7AzMys7OYs6Gbm3MUsX9PD2LbRnD5lAtMnVf8avThO9mZmZgWas6CbGdcsomfdegC61/Qw45pFAIOW8N2Nb2ZmVqCZcxdvSPQVPevWM3Pu4kGLwcnezMysQMvX9GxSeRGc7M3MzAo0tm30JpUXwcnezMysQKdPmcDoURs/3mX0qBGcPmXCoMXgAXpmZmYFqgzC82h8MzOzEps+qWNQk3s1d+ObmZmVnJO9mZlZyTnZm5mZlZyTvZmZWck52ZuZmZWck72ZmVnJOdmbmZmVnJO9mZlZyTnZm5mZlZyTvZmZWckVmuwlTZW0WNISSWf0Ur+HpJslLZQ0T9K4qvrtJS2TdFGRcZqZmZVZYcle0gjgu8CRwETgWEkTqxY7H5gdEfsA5wDnVtV/Fbi9qBjNzMyGgyLP7A8ElkTEYxHxF+BKYFrVMhOBW9L0rfl6SW8HdgFuLDBGMzOz0isy2XcAS3Pzy1JZ3n3A0Wn6/cB2knaWtAXwLeC0AuMzMzMbFpo9QO804DBJC4DDgG5gPfBp4PqIWNbXypJOltQlqWvVqlXFR2tmZtaCinyefTewW25+XCrbICKWk87sJW0LfCAi1kg6BDhU0qeBbYEtJT0XEWdUrX8JcAlAZ2dnFNYSMzOzFlZksr8b2EvSnmRJ/sPAR/ILSBoDrI6Il4EZwCyAiDgut8yJQGd1ojczM7PGFNaNHxEvAacAc4GHgKsi4gFJ50h6X1psMrBY0sNkg/G+VlQ8ZmZmw5UiytH73dnZGV1dXc0Ow8zMbNBImh8RnfWWa/YAPTMzMyuYk72ZmVnJOdmbmZmVnJO9mZlZyZVmgJ6kVcCTA7zZMcAfBnibQ4Hb1VrcrtbidrWeVm7bHhHRXm+h0iT7IkjqamSUY6txu1qL29Va3K7WU+a2Vbgb38zMrOSc7M3MzErOyb5vlzQ7gIK4Xa3F7WotblfrKXPbAF+zNzMzKz2f2ZuZmZXcsEr2kmZJWinp/lzZTpJukvRI+nfHVC5JF0paImmhpP1z65yQln9E0gnNaEtejXbNlPTfKfZrJbXl6makdi2WNCVXPjWVLZE0JJ4y2FvbcnVfkBTp6Yktf8xS+WfTcXtA0nm58pY4ZjX+FveTdJekeyV1STowlbfE8ZK0m6RbJT2Yjsv/TuVl+Oyo1baW/vyo1a5cfct+dvRbRAybF/BuYH/g/lzZecAZafoM4Jtp+ijgBkDAwcBvU/lOwGPp3x3T9I5DsF1HACPT9Ddz7ZoI3AdsBewJPAqMSK9HgdcDW6ZlJg5dOptcAAAIdUlEQVTFY5bKdyN7ouKTwJiSHLO/An4FbJXmX9tqx6xGu24Ejswdo3mtdLyAXYH90/R2wMPpmJThs6NW21r686NWu9J8S3929Pc1rM7sI+J2YHVV8TTgB2n6B8D0XPnsyNwFtEnaFZgC3BQRqyPiGeAmYGrx0dfWW7si4sbIHjMMcBcwLk1PA66MiBcj4nFgCXBgei2JiMci4i/AlWnZpqpxzAC+DXwRyA86aeljBvwD8I2IeDEtszKVt8wxq9GuALZP0zsAy9N0SxyviFgREfek6T+RPbK7g3J8dvTatlb//OjjmEGLf3b017BK9jXsEhEr0vRTwC5pugNYmltuWSqrVT6UfZTsWyuUoF2SpgHdEXFfVVWrt21v4FBJv5V0m6QDUnmrt+tUYKakpcD5wIxU3nLtkjQemAT8lpJ9dlS1La+lPz/y7SrxZ0ddI5sdwFASESGpVD9PkHQm8BLwo2bHMhAkbQN8iaybsWxGknUXHgwcAFwl6fXNDWlA/APwuYj4qaQPAd8H3tvkmDaZpG2BnwKnRsSzkjbUtfpnR3XbcuUt/fmRbxdZO8r62VGXz+zh6dRdQ/q30nXaTXZtp2JcKqtVPuRIOhH4G+C4SBegaP12vYHsWuF9kp4gi/MeSa+j9du2DLgmdSX+DniZ7J7drd6uE4Br0vRPyLp8oYXaJWkUWdL4UURU2lKKz44abWv5z49e2lXmz476mj1oYLBfwHg2Hjw0k40H2ZyXpv+ajQds/C5eGbDxONlgjR3T9E5DsF1TgQeB9qrl3sLGA2weIxtcMzJN78krA2ze0ux29da2qroneGWQTasfs08B56Tpvcm6D9Vqx6yXdj0ETE7T7wHmt9LxSvHNBi6oKm/5z44+2tbSnx+12lW1TMt+dvTrPWl2AIP8B3AFsAJYR3YW9TFgZ+Bm4BGykdA75f5Yvks2wnQR0JnbzkfJBqYsAU4aou1aQpYs7k2vi3PLn5natZg0SjqVH0U2avVR4Mxmt6tW26rq8/9hW/2YbQlcDtwP3AMc3mrHrEa73gXMTwngt8DbW+l4pfgDWJj7/3RUST47arWtpT8/arWrapmW/Ozo78t30DMzMys5X7M3MzMrOSd7MzOzknOyNzMzKzknezMzs5JzsjczMys5J3uzfpK0Pj3J7T5J90h6RxNiOF7S/ZIWSVog6bTBjqEqnv0kHdWP9cZL+khuvlPShQMUU+U4jR2I7fWxnx9JWi3pg0Xux6w/nOzN+q8nIvaLiH3J7vd+bqMrStrsW1VLOpLsNqBHRMTbyG4GsnZzt7uZ9iP7vfWr1GnzeGBDso+Iroj4xwGKqXKcltdftP8i4jjguiL3YdZfTvZmA2N74BnY8Gzsmbkz7mNS+WRJd0i6juzuZEj6fFrufkmnprLxkh6SdGl6FveNkkb3ss8ZwGmVJBbZk8guTduoPEO+8jzyyrPW50n6pqTfSXpY0qGpfISk81McCyV9NpW/PT2UZ76kubnbw75qO5K2BM4Bjkln0sdIOlvSDyX9GvhhatsdqSck3xvyDbKHAN0r6XPpvfp52tdOkuakuO6StE8qP1vSrBTLY5Ia+nIg6TlJ307v7c2S2nNt+k6K4X5JB+b284MU95OSjpZ0Xjq2v0y3ZTUb2pp9Vx+//GrVF7Ce7M5c/012Rl25M9wHyB6FOYLsSWi/J3u+9mTgeWDPtNzbye7W9RpgW+ABsqdzjSd7aMd+abmrgL/vZf+rgR1qxLYQOCxNn0O6bSgwD/hWmj4K+FWa/gfgal55hvlOwCjgN6RbpgLHALPqbOdE4KJcHGeT3T1vdJrfBtg6Te8FdKXpycDPc+ttmAf+BTgrTR8O3Jvb9m/Ibt06BvgjMKqX9+K5qvkgu987wFcq8aY2XZqm30265W/az3+l92Nf4AXSneOAa4HpuW1fBnyw2X+bfvlV/fJT78z6ryci9gOQdAgwW9JbyW7VeUVErCd7WMptZE+xe5bsntuPp/XfBVwbEc+nbVwDHErWFfx4RNyblptP9gWgIZJ2ANoi4rZU9AOyB9BUVB52kt/ue8luifoSQESsTm15K3CTsie8jSC7FW5f2+nNdRHRk6ZHARdJ2o/sy9LeDTTpXWRfoIiIWyTtLGn7VPeLiHgReFHSSrIvV8vqbO9l4Mdp+vJcOyC73S8Rcbuk7SW1pfIbImKdpEVk78MvU/kiNuHYmDWLk73ZAIiIOyWNAdrrLPp8g5t8MTe9HuitG/8Bst6BWxrcZvW219P3Z4CAByLikM3cTr7NnwOeJjtD3gL4c91o+1b9PvXnMy1qTOfnXwSIiJclrYuISvnL/dyn2aDyNXuzASDpTWRnfH8E7iC7bj0iXQ9+N/C7Xla7A5guaRtJrwHen8oadS4wU9kjOpG0paSPR8Ra4JnK9XjgfwG31dpIchPwycogOkk7kT3opD31WiBplKS31NnOn4Dt+qjfAVgRES+nuEY0sN4dwHEphsnAHyL3zPV+2AKojJj/CFkXfUVlfMW7gLXpvTRref5GatZ/oyVVutoFnBAR6yVdCxxC9pS3AL4YEU+lLwQbRMQ9ki7jlS8C/x4RCySNb2TnEXG9pF2AXynrZw9gVqo+AbhY0jZkjx49qc7m/p2sS32hpHVk164vUvYzsgvTpYGRwAVkPQq13Aqckd6X3n6d8K/ATyUdT9YVXjnrXwisl3Qf2XXvBbl1zgZmSVpIdr38hDptqed54EBJXyZ7Bv0xubo/S1pAdrnho5u5H7Mhw0+9M7NSk/RcRGxbaz5XPo/s1w1dm7Gvy8gGFl7d322YFcHd+GZWds9qkG6qAxzG5o9DMBtwPrM3MzMrOZ/Zm5mZlZyTvZmZWck52ZuZmZWck72ZmVnJOdmbmZmVnJO9mZlZyf0PdjKzcBnQuHkAAAAASUVORK5CYII=\n", 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" ] }, - "metadata": {}, + "metadata": { + "needs_background": "light" + }, "output_type": "display_data" } ], @@ -198,7 +330,7 @@ "plt.figure(figsize=(8, 4.5))\n", "plt.title('Eigenvalue versus Boron Concentration')\n", "# Create a scatter plot using the mean value of keff\n", - "plt.scatter(guesses, [keffs[i][0] for i in range(len(keffs))])\n", + "plt.scatter(guesses, [keffs[i].nominal_value for i in range(len(keffs))])\n", "plt.xlabel('Boron Concentration [ppm]')\n", "plt.ylabel('Eigenvalue')\n", "plt.show()" @@ -230,7 +362,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.6.0" + "version": "3.6.7" } }, "nbformat": 4,