Effect of MANY/ONLY option on track trajectories in G3
Updated on Thu, 2014-10-30 09:37. Originally created by jwebb on 2014-10-30 09:37.
Test 1
Single pion thrown with exactly the same kinematics: pT = 0.15 GeV, eta = 0.1. Energy loss constant, MCS, decay, etc... switched off.
Standard geometry with:
1) IBMO flagged as ONLY (in DEV from xx/xx/xx) -- sold black circles
2) IBMO flagged as MANY (used for QA) -- open red circles
No other changes between run.
Plot each tracking step through the geometry from vertex to outer radius of the TPC. We see approximately 1 mm shift in the trajectory of the track by the time the
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bT9xVOWebO9tDUN6+InLpe5FsvJSInEjHXXROxRjq88N3DhJu8JCJXrknyUiLyUnL4/xL2AWt2T+7//l/9kIiI/Pd/+eWdwHvq+nGEXnsPQtMvzqF7ZPruKe1i/ekfqrz1pKG3yR6le+65p9Jwh7ENc8D0FI3p7eLz6Vtvr0j2kIY24d3t2c3q6XUPfiMA98PL4FtX2uvbxNBzBb72ta+VRx55ZPv/t73tbZ2s93Cy7MPxvSKHQxv+y/AO+af/5Cfk7938ykbrPPO5wx8Sl/9WRG69JE9eflIuXb4sH33+vswxvB/9avb1dV29ck2uXklEvvuSyHXXRE6dEnnx6vYI7G9fPuravXpV5KVrIi9eO7zvlfIDCm+44QY5ODiQgxuzhy/8m7e+Sf7nr/5d69fQBWPMzkGSPn5J+hx+24TedLvKwu/cZnXI0vd0VX3oc+q+roc6dDWmt2zdWbelhmivOoqGNLTZVvs7OmtKMxcBuB/eBt+mvb5VuQPyf/M3f1NOnz4tP/zDP7y9vYkf+7Efk2efLT6TWFbYrTL1WZEoirYHtqVDG34yeHur6dIu3nnYnnd86ozIcyIHtx7IvW/IPm3vmT+5S37w1h9s/FypL3zsv5XwY58/vuLKiyLffk7k5TcfX3f1u8fLL37n8D4iEv8PYen609B7cMNu8P2lJ5+WU9efko+94TXysTe8Rj38pkMa0vDb1RhfjWDhY/htE3rt7RIp7tH1Jej1pe/X3+WsC31z38N57+smB6D1ocowiTm/v4sOYmPcb7+8Db6pPs445I5JSv997LHH5Hd/93e396v7ZfeKV7xCHnzwQbnpppvk+eefr/SYxWIhH/jAB7a735tIx/ZG0eHQhl/7tZ+QH/pHb5GvfOUrjde54/nD8cjPXX5ePvXsp+QXnGnK7vriP5ODgxvl3u/JDsV1nbj8vMjJ6+TqiVMip26U+O5/uHN7fNffFxGR8LNfP77yaoVxDiJy0003icj+FGVjGdIgIr1MX+a+56c47OHXf/3X5YMf/GDjddjht23odbfNN30GPd/W/clPflKeeuqpztdry/tsdP256XqGhaHHJNu6fB1dravq1GWE3X71GnzjOO61gGEY9vYl2ceH9Fvf+pb89E//tDzzzDO1xuxevXp1e2aqug53p8R7Qxs6C70i8vC9D8sdnzojf3XwJXn+1tfJv7j8URERef7SYbi/fPmSXPyhbsb3ihz2+v7oJx4SefGSyImCQPrt5w57e1+6JPEvVputIg28L3vZy3au/9gbXrNd1uztdT9PXfb62rs4NXp/+w6/H/zgBzvr+e0q9Pqoz/dFnyHy05/+tDzxxBO9rDudSaQvZQeddh1+u5R3cFsXwyjKrhvT+GTC7Hj0Fnybjqmty6feEo03fhiG8pHoDvngubOthzYUefgXLsodnzojf3v5SZHXHcjBwY1y+fIlOTi4sdPQm/rCR94tP/qJh+TqJZHwX/+xyKkbD284ef3hv0fDG+SlSxL/8/+i8nrdwKs9pCFVJ2i1DWWanykfdm37EHq/8IUvaG9CY32dcvrq1au9ns66z70VVe7TJPwO9Vnv43l8+tuPcekt+DK9z3h8IvqIiHR/+mPXw79wOF/vwYHIZbkkcqNknsK4K1/4yOHptMP/JT4cynDilMhLl7a31wm8qban6O5LFEWFt7u9vmX3x3T1MfwL48d80kA1vQVfH3pF0L2H3zdMT7+tykFrVXz4w92MQe5D2ecpjuPtQZ7sUpuvzWbDd++MEXqBctdpbwAAAAAwBIIvAAAAZmEbfDebzc74Rvf/AAAAgM/o8QUGcv/99xf+HwAA9MuISHL+/Hnt7QAAAAB6cf/994sx5jD4JkmivT0AAABAb4wxh9OZfehDH9LeFgAAAKAX6fDC7Ty+Fy5cUNsYAAAAoA/2/PY7J7BgyAMAAACmJD3BkwizOgAAAGAmCL4AAACYBYIvAAAAZuFk+V0Op38AgKngeAYAmKdKwVeEPxQApoEf8gAwXwx1AAAAwCwQfAEAADALBF8AAADMAsEXAAAAs0DwBQAAwCwQfAEAADALBF8AAADMAsEXAAAAs0DwBQAAwCwQfAEAADALBF8AAADMAsEXAAAAs0DwBQAAwCwQfAEAADALBF9MXhzHEsex9magIeoHAOgKwReTFcexGGNksVjIYrEgPA0kbff0EkXR3n3s27MutrR+eesCAKCq0QXfKIoK/2CiWF54mKPFYrHz/zAMG6+Ldq2uz8/tarXqbd0AgOk7qb0BQN+WyyU/ogYSx7FsNpvS+6SCIChdZ5IkEkURoRcA0NpgwdcdpxeGYeMeOHddeaHGfT77cWVByL69zra6z1n39qL1lr3mqrvyq7y2orYra482tS5qn6ZtV/Z8dbc1juPcNqtTo3Qd9v2K3pddtWueLto07WUPgiA3ANvbUvU9G4YhwRcA0Ink/PnziYgkeYpuqyIIgkREMi/r9XrnebIuVdYVBMHO/ZbL5c5tWY9ZLpd722o/rsr9i16re//1ep35uooeU7Q99muu8hqL1mXXIUmSvXWUtXfW6yu7f5a8bW+zrry65W2rXZui11RlXe5zu7WuUgv3cVXuX+fxWa+nifT1BEGw89ry2qBqHZNktw5tdbEOAIA/4jhOkuTw+7/3Mb5RFBXu+nTHYRYJw3BnXfZu0s1mk9tjlff8q9Vqr/epqFfJvX/eNtrrs9n/Xy6Xheupsj2bzWbbQ1ill7JoXUV1yHpcVnsXraOoPrb1er33vEXt2FTZWN2y2+33XtF9i94zefXIGpvc1WeoC1EUZfbG59WriHtQGwcgAgD61muPr+T0KOX1COVdn9db6j5H2vvl9qYV9Y5mXW/3otnPXaWXqsp22vJ6fNu2RVkbFT23fX/7Me5zZ7W320Z525SnqFe0Su+m+7xVe97dbc3bG2GrWyP3vZfX5nnXF7VTXXmfjyzr9Tr3c2NvS7odRT2+7nvLvWS9Fnp8AQBN2T2+gwbfrACSXlJ1A3HebW5gKtqu9PndIOCGX3db8+QF6Drh2V1P1e3Jes1lwT3rMUVhs0p7N227rOev227uOsqCrxtYq7Zr0fVJkv0+cGtatF1Zz5H3GaqrKMTa684bjpEX8lNVg+9yuSwN1e5zNHm97vMDAOZj0OBbNCY36w9Y3h9Mdz1BEGwvWeGoqAfSXV9eeCvb1jxZQdO+rmrvXN740nQMZZay4Ou2XV7gqBpCsl5f1W2t+9qrKvvR476+rCBWdP+864vaNW2DvB9FRc9Td1vLlIXMorBbtM1VfsCmt2Wtq6wHu+gHQB0EXwCYl0GDb5KUH1hjy/uDWfT4rPWVBd+qAdu9VA0a7vbY660jL4TkBYCsdi1bR5vga9+eF36bhhU3VFZVZQhA2bZWHa5RtV3bBF/3cWWfoSJlQ0eyfiQVvefdH0FZob9q/cr2TBQNUamj7fcZAMAvgx7cJnJ4sEuSJLJerzPn7axy0JP9uOVyKev1OvdSdZuabGvVA4nsx9pzm2ats0gURYXbU3eKpyAIWredu75UGIbbbV1mHLxX5eBAe122zWZTa7q2dLvynjPd1iRJMrfVPnCwqqJ2bTuPcPq+XC6XjT9D7gGO6/W68HFBEGQeyOauM7XZbLYXV9ncvlXYn72smgEAUEWvPb55YxDzdkdX6YnNWp/7PE3G+OaN72zS0+T2XhVte9E6qmyPfXvWdlbpSXOfJ2/9SZJdo7xtTZL6B2EV9cbWkfecVbfVbqu8bSjbNvd5mozxrfsZytsO+75Fdcjrsc373LlDPIp6fO1trvK+ytr+Op+hLG2+zwAA/hlsqENRYMy7Le+PX9G6qozXtUNGk3GtZfcv221dFE7ygmHR+usE36L75w0Jcbfb/nGQdX1RuM0K/kVDUdz1F4XFIlW2x11flaE2ee1XZdhJ3thf9/5Z7+OibS0L6W4903G29sWVN0SmbPhDUbvkDbWoMwSjLYIvAMyL2qwOeZeiP4xFoaEoWFYd15rXG5d3yQsYVXrk8kJbXmis+hqK2jsvsJa1RZXntV9P3W3NC21Velyr9vhltWnVtnDb1X1vFP1IKHp/V3mPldW0Tu2arsNtr6LPZZaqPwjK3ldZNWuri3UAAPwx6Bjfw+fJt1wua52yNW+MbBAEuc+V95jlcrl3womiMbhBENSaYN8dG1l3nKc9VjVve9zX7N7fPs1w0bjIdcF4z6zHuW0RRVHpuMt1yRhieyx0us6sbWh7woYwDEu3xb3drZ29nUXrct/f7m1VnrtsW933cdfCMCwda15H0XfCcrnkJBYAgN4YEUnOnz8vFy5cyP2DZIwpDbBl4jje+YMWhmHhH+uiMOyuKytYRFG0PZAnDR/248pCqHt704OT7LN6tWnDOu1X9jrt2/PW4253lcc02dY+pa+hKHw2bdes+1VpI/ssbOmPDfvsez60a1eqfI7t+6Y/eNp+F3XxfQYA8Mdms5EgCA7PEioDBd+hZQVfDWn4qttbrK2rwK6pSvAdWlbwRTn780zwBQDUYQffQaYzm5s4jiUMw53wOJbgNUer1WqnFvCLMab2tH0AAGQh+PbAHasaBAE9ewrcsbE+9bgjW9l4ZwAAipzU3oC+hGG4M95S47nTMZg+ht70ACYftz2VnqRC632Qxd6GMWyPD9KwS3sBANqa7BhfAMjC9xkAzAtjfAEAADA7BF8AAADMAsEXAAAAs0DwBQAAwCwQfAEAADALBF8AAADMAsEXAAAAs0DwBQAAwCwQfAEAADALBF8AAADMAsEXAAAAs0DwBQAAwCwQfAEAADALJ6ve0RjT53YAAAAAvaoUfJMk6Xs7AAAAgF4x1AEAAACzQPAFAADALBB8AQAAMAsEXwAAAMwCwRcAAACzQPAFAADALBB8AQAAMAsEXwAAAMwCwRcAAACzQPAFAADALBB8AQAAMAsEXwAAAMwCwRcAAACzQPAFAADALBB8AQAAMAsEXwAAAMwCwRcAAACzQPAFAADALBB8AQAAMAsEXwAAAMwCwRcAAACzQPAFAADALBB8AQAAMAsEXwAAAMwCwRcAAACzQPAFAADALBB8AQAAMAsEXwAAAMwCwRcAAACzQPAFAADALBB8AQAAMAsEXwAAAMwCwRcAAACzQPAFAADALJzU3oCxM8ZobwIAAEAlSZJob8KodR58jTESBIFEUSRhGHa9ehW8iQAAwNjRWVeul6EOm81GFouFGGMkDEOJ47iPpwEAAAAq632MLyF4+viFqY8a6KL99VEDfdQAPug8+AZBkHubHYKjKCIETwRDQfRRA120vz5qoI8awAedB984jiVJElmv17JcLnPvt1qtdkIwAAAA0KfehjqEYShRFEmSJJIkiSyXy9ze4NVqJcYYQrCn2L2ljxroov31UQN91AA+GGwe33RoQ5IkhcMh0hBMAPYHu7f0UQNdtL8+aqCPGsAHgwbfMAzFGCObzab0/qvVijHAAAAA6ExvJ7CI41jiOJbValV63yAItnP+2veP43gycwFPmTGGX/rKqIEu2l8fNdBHDeCDzoNvGIaVenRFRJbL5d6QhjAMZbFYiIjQ4+sJvuj0UQNdtL8+aqCPGsAHnQffstCbFXZt9PACAACgD70NdbDVPYVxOg0aIdgP7N7SRw100f76qIE+agAf9BZ864ZdGzM6+IUvOn3UQBftr48a6KMG8EHnwXe9XtNTCwAAgNHpfDozQu/8MGm5Pmqgi/bXRw30UQP4YJAxvlnc4QwMb/AXu7f0UQNdtL8+aqCPGsAHasHXnd93zMG37FcsH3YAAIDxUwu+PiHYFuNIXn3UQBftr48a6KMG8MFgpyzGdPFFp48a6KL99VEDfdQAPlDr8U3n6gUAAACGMJqD2+Avdm/powa6aH991EAfNYAPGOqA1vii00cNdNH++qiBPmoAH/QafKMokjiOt/+P41iMMdsLc/4CAABgKL0E3yiKxBgjq9VqJ/guFoud+202GzHG7NwH/mHScn3UQBftr48a6KMG8EHnwTeO4705ekWKz+hjaWDwAAAgAElEQVTmBmL4hd1b+qiBLtpfHzXQRw3gg86Db16I3Ww2O/8/e/as3Hbbbdv/nz59Wu68885KzxFFkYRhuDNkokqvcdbjOMgOAABgHoyIJOfPn5cLFy508mvN3tWxXq+3oTQNxPfee6/cd999hes4e/asfO5zn9u7PoqizN7k1HK5zA2yTc++xlGq5WgjfdRAF+2vjxroowb6qEG2zWYjQRCIMabbHl+71zUIgu3wBvv6stArIvLggw/uzfObN4TC5o4pTlUZd8TYpOb4kOmjBrpof33UQB81gA8Gmc4sDaxnz57duf62226Te++9V+69996929yA7A6hWC6XkiTJXkB27+cG4SAIZL1ey3q93ttODrIDAACYrkHn8X3wwQd3/n/nnXfKfffdJ/fdd5+cPn16Z8yvSP7Z3ewhDVEUZfYOp9yhD3EcSxiGEobh3q9Txvs2Q2+5Pmqgi/bXRw30UQP4oNPga8/csNlstgeTZbntttv2hi64vb4pN5C663T/bwdf+6C6IAj21m1f5x6Ah2rYvaWPGuii/fVRA33UAD7ovMfXDpKr1So3TLq9u0W9re4QhDrBt+h+edcBAABgejoPvkUBNh2XmyTJzrCHNCx/6Utf6mQb0rDdZMwu43zrY/eWPmqgi/bXRw30UQP4oPPgG4Zh5oFjQRDkhuI0bLpjgNOhEF0NQaDHtx/s3tJHDXTR/vqogT5qAB/0cnBbeuBYOntCkiSZsyukPcAi+78U77333lrPmTV+tyvpCS/aXOx1scwyyyyzzDLLLHe9jHIn+1x5UW9qGoSXy+Xe1GVnz54tnbPX1eeBaV3+irXXNZVlY4z6Nsx92TaG7Znbsm0M2zPH5fR7aCzbM8dl/hboL6Ncr8FX5DDgZh2cFoah3HnnnXvDG+6999690BsEATMujBgfOn3UQBftr48a6KMG8EFvwdc+TbFrtVrJbbfdtncwW98fmnQOX/c6AAAATF9vY3zzQm/KDr1nz54tDL11D0BLx/s2OXCNg93qY3yRPmqgi/bXRw30UQP4oJfpzOoMSzh79qw888wzhfcp66Utm+c3734iUnssMfaxe0sfNdBF++ujBvqoAXzQ+VCHrPG56Rncssb0pieyyDo9cbouN8hGUVR4WmL7//b44M1mszPcIWumCQAAAExTp8HXDZLL5XInhLqhV0T2ZnRwpeHXDbDGGFkulxLHceFpiaMo2hl2sVgstvdxe6aLTr6BfO6RvBgeNdBF++ujBvqoAXzQ66wOXQbJOI73xg9lDVNwnzMMw71ZIbKGYgRBwPjehvii00cNdNH++qiBPmoAH3Q6xrcoOGYNZagr64xw7u1Z2xDHceEwhiAImN0BAABg4oyIJOfPn5cLFy508mstDMNtj2peEN0+udWDW+e507mB0/G66aUKe3xwGIalvdLsuilHG+mjBrpof33UQB810EcNsm02GwmCQIwx3Q91sIckLBaLzPAbx/FO4CzryXXVCbouxvF2jw+ZPmqgi/bXRw30UQP4oPPg647DLZvPt+g+7sFxAAAAQFO9nMCiK4y79QOTluujBrpof33UQB81gA9GHXzhB3Zv6aMGumh/fdRAHzWADwi+AAAAmIXOx/jyi29+OIpUHzXQRfvrowb6qAF80OsJLKaibNzS3D/oc3/9Y0ANdNH++qiBPmoAH/Q61CGdtiwMQzHG7ARIn2ZrSJKk8DImHFwAAACQrbfgG4ahLBYLWa1WmacIXq1WYoxh5oY6jDm+7N10/MPC/ZHR/2bVey7CefdoU120vz5qoI8awAe9DHWo8+bPO8kFLGl72r3L1nV57T3UeKvtc9jbkfG89namy2PrMfcV7aiL9tdHDfRRA/ig8x7fJkMYqpzkYvbcL5QxfcGkvdBJcnxxeqaLwjkAAMAQOg++q9VquxwEgSRJknlKYveXIUMecqSBMksaMMdgzMF8BvgBoYv210cN9FED+KDT4OuG17Iwu1wuK98XI1UhmI/my9AeI11xvLQv2MWoi/bXRw30UQP4oLeD2+xQm8ce10vwnS71L0N7KIbLGpbhBl4fAzAAAMjXW/CtG2Q5uC1H0XCGozCXFyyHCpxehEO7LdJxyFm3ZfDh9fmwjVNG++ujBvqoAXzQafC1w+tmsykNvxzUVoP7heL8X21+4SSR3GeyelnVwrnd0+v2+lo/KoxI/uuo+jwZQyeG+kOg3qs+c7S/PmqgjxrAB51PZxYEwXbe3sViIUEQ7NweRZHEcbw3t69PJ7QYXMXpwlS5oTIj8I31S7FVOC2Yas5s/8vUbQAAjEHnwTeO450g4QZce9aHVJXxwJDxhd0jRo5C3ZiDeYGkYC7kiivY+W9e73Gf8yoPNWczstH++qiBPmoAH/Qyxjdr+rI8QRDQ2+u57RedPY/vWNiB3A3n9lAMOe6hraxgRovWQydq4o+NLtpfHzXQRw3gg16CbxiGkiRJYU9uEASyXq+ZzQHDcAOv+/8Cdb7MexnTqzx+GACAqehtVgeRw3G79sFW6/V6uxzHMTM5TMToA5h9NjmXdca5rAME6/ZgdNrjUXBGvLTN0ynXRl+DiaP99VEDfdQAPuhljG8aat1gmxV002EODHfwlze7t7rezjSIZqy30dCJvOew5A2hSET2DrRjvN1waGd91EAfNYAPOg++URRtpzIrG8YQx/HOwW6EX3jJCb95X/21/ihUGD9sh+DtAYbpY7erYUYJAABSrYOvG3DTWRw2m01pkLUfx1hff826Z7FgqrmuWyRvN6LJuI/73LOu0QBoX33UQB81gA86Cb5ZU5SJZE9dlmfM433Lxi3N/YM+99cvIoPMZOFOu1Y0nMKU3I5u8RnQRw30UQP4oPOhDk2NOfjyYcbgKowfzurVBQAA+Xqd1aGqIAhGHXxRjMDVI/fU1AV37eUHmj2VWsbYYRyiPfRRA33UAD5o3eMbRdFOaF0sFiJS/cQUBF7/0SPekwrjh5O+ZpXIOgufFX7TWSTM9i7zfg/M/fWPATXQRw3gg06GOtjhNQiC7QFuhFqgA2V/TOwz0OXMV9z4D1LBzBIi1qwSzB4BAPBAL/P4Yl44kldRH7NKOPMB79x0tN60R9kdazzX98JcX/eYUAN91AA+GPzgNnv6s6yTXMA/fNGNQN81sIY17N0kzCDBZ0AfNdBHDeCD3g5uC8NQjDE743zDMJTFYiGr1UpWq5UsFguCLwAAAAbRS/A1xmzH+abSM7q5NpsN4ddzHMmrr9MaZA2fSG9Kn6+7Z5sEPgP6qIE+agAfdD7UIS/EFp3MIisQwx/s3tLXWw3SA+eS5HAGiaznlg6CcMa67WvG/h4b+/bNATXQRw3gg857fO0Qmzc/bxAEex+QKlOfARjIUdgVkb05fCVJtp9f989c7T98GeveLlrrN8bQmwQAaK3T4OvO6BDHsYRhuHd9GnKXy2WXTw8lBBJ9vdUgDcD25SisJtbtiRWG2zyXKTiITmS877WxbtecUAN91AA+6O3gtiAItstub27aC2z3BjMNmr/YvaVv0BrYIbiNnJ5eEWeYQ7tnGQSfAX3UQB81gA8GOWWxPfwhr5eXA9yAeaO3CADQt06Drx1e07Dr9uTSyzs9BBZ9U6iBz71FU2h/31EDfdQAPuj1BBZZH4I0+EZRtDPTAz2+/vI5sEyFlzWwT69snXZZxDkb3LBb1YiX7T8x1EAfNYAPOh/qUHTAmj3u153ejOALzNzR6U6L/nQ2+sOazhxxdGGGCACYr86DbxRFOwHXlje0Yb1ed70ZnTLWH8usy9zRBvq8rYF7kJx7wJs1Y0SrqdKSZNtznE6T1uXn19v2nxBqoI8awAe9DHWI41jiON6ZzSEv9C6Xy9H39rL7phjto8/7GvS5/UfTpIkcDptwn8kc9TS3ewrP238CqIE+agAf9DbGN2v+Xtt6vR594AXgKaund+8msXp9h9wmAIC6QaYzy0LonQ52b+mjBvmGaBvaXx810EcN4AO14IvpYPeWPmqQb4i2of31UQN91AA+IPgCmJ70D3BGD1T6p5m+KQCYH4IvWmP3lj5qUMA6eC2rP6pWL1XO1Gi0vz5qoI8awAe9nsAC88DuLX3UIIPd62vMcegtCMG5nGnWzNH67N7jLmaHQHO0vT5qAB+Mosc3nfrMnv6sSBRFEobhtqelbAaJosdVfU4AnkrnCnbnDG64LntqNBc9XgAwbkZEkvPnz8uFCxfUfq3ZfyyKtsE9zbErCILcAFz2BynveenFKUcb6aMGPXKmRnO/S9wxw9RBB58BfdRAHzXIttlsJAgCMcbo9/hWndasLPSKHL6wrPVV6YWhp6Y5PmT6qMEw+J4YLz4D+qgBfDB48LXP6maMkc1mU+lxbuhdr9eSJIms1+udUyRvNpudXl+3BzgIAlmv15mnSa4yXALAfPGHHQD8NujBbXEcy2KxaPQ4m/3HJx3fa/fExHG87fl1x/Da60qs8XrpfQm/9bFrRR816FGSHM/k4LQxU6ONB58BfdQAPlAf6tAVu9fXZvcoZ93H7S1GfXzR6aMGA+lqarSMadHQDp8BfdQAPhi0xzcMw70hBk16gLPYoTVv3HDW9WEYEngBFOtqajQr4G4Phksfb8zh0caEBwDozeA9vmEY7lyqPsbumTXGbIck2MMa7Punt9XFUIf66K3SRw0GkjM1Wt32NznLTdaFQ7SbPmoAH3gz1CGO453wu1gsxBgji8Vi22MbBEFhb0lejy/aoYdKHzXQVan9nWnRdm5K19PdJs0OnwF91AA+8Cb4VtHXkAX7tKRNL/a6WGaZ5fktF12XZQzbzDLLLPu1jHLenLLYLWwQBNsZHezAa0z3R5V2uT57XVNZdtuc5eGXbWPYnrkt28ru484mk2cMr8un5fR7aCzbM8dl/hboL6OcF8HXnZJsvV7vDFFwp0mregpjdIMPnT5qoKtS+yeJiDGHF/emo3/pt2mOz4A+agAfeDHUwT15RdbBbFWmJcsKwwRkAENLcpZFKoaHNEDbFwBAKS+Cry1vvt4sTQ5c42C3+hhfpI8a6Krc/klyeBE5nsbMur409Doh1xTcNjd8BvRRA/jAu+Db5gC2rN5dtzcZ9bF7Sx810FW7/dMAbAXhWo+V49Dr/puaWwjhM6CPGsAHXgRft5fXDbDuAW55j91sNjuPdddTpzcZAAZlzHac8F7IlcPeY5Pez5jjk2LMLAADQBEvgq97cNtisZAwDCWKIgnDcO/sb8vlsvSxWY9z74tq+MOqjxroGkv72wfJpZc0AE/dWGowZ9QAPjAikpw/f14uXLigspvC/aDkbUPVUwsHQbDXk1vlsVmPS7eP3TcA1BX0+IrsHiTn3p6IiFhTfgGYJj7j2TabjQRBIMYYP3p8RQ6HJdg9uVmWy2XuzA1FwxjyQi8AjEY6HVqS7M8EYS1nheJ0CATDHwDMnfo8vnV+mURRJFEUSRzH20s6C0PZMIU02KaPF5HtcAm0wy9MfdRA16DtfxRa0zG9Zc+aFYq3wx8m9J7hM6CPGsAH6sG3iXSMbhME3e7xRaePGugarP3T57HCry2vH9cNyFUCs2/4DOijBvCBl8EXAGYtJ2Akzvhfu1c4cyaIifX6AkAZb8b4YrwYL6iPGugaU/snctjzlva+zSXWjqkGc0UN4AN6fNEau7f0UQNdo2l/ZyiESP7wh1x2eBnL66pgNDWYMWoAHxB8AWBqrADiDn/YXu/cbxt4y64DAI8x1AGtsXtLHzXQNfb2t4c/JBnToR3fMSn+v4z3tY51u+aEGsAH9PiiNXZv6aMGukbd/hnDH/YCbdFBbhknzUgDzphe95i2Za6oAXxA8K2g7FcsH3YAo9fD9xTztgLwDcG3Ar7Yi/HHTx810EX766MG+qgBfMAYX7TGF50+aqDL+/ZPT4ecJefguLHxvgYTQA3gA4IvAOCQG345WAnAxBB80RpH8uqjBrom0f5Jctzzm17S6zwwiRp4jhrAB4zxRWvs3tJHDXRNqv0zXkuSJJmhZkyve0zbMlfUAD4g+AIAStUONZ6eAQ7AtDHUAa2xe0sfNdBF+1uyhkmk1/X6tNRAGzWAD+jxRWvs3tJHDXTR/g57lois8NtDe1EDfdQAPiD4AgC64Z4Bzg3A6fLRv0YISwCGxVAHtMbuLX3UQBft78gKwOlNe3c1nbQfNdBHDeADgi9ao8dGHzXQRfvncAOwfZOIJDt3bReAqYE+agAfEHwBAN3o4Axw9BoC6BPBF63xh0ofNdBF+2ew28RaTmR/uEM3T0cNtFED+IDgi9bYvaWPGuii/S3u2d6sqc3sVuo6AFMDfdQAPmBWBwBA9zKmMUuDLvEIgBZ6fNEau7f0UQNdtH8Bqwc4keOe3q5bjBroowbwAT2+FZR9mOe+e2fur38MqIEu2r8Cq43Spazv1sy2rHD6Y2qgjxrABwTfCvgwA0D3Sr9bs8701uPZ3wBMH0Md0Bq7t/RRA120f4/cgHv0f7fNqYE+agAf0OOL1ugR10cNdNH+Pcg5+UUarhJ7OUmowQhQA/iAHl8AgBfyehTpaQRQFcEXrfFHRx810EX766MG+qgBfEDwRWvs3tJHDXTR/j1wTn9sh6qsk19QA33UAD4g+AIAxssaxyvCyS8AtEPwRWvs3tJHDXTR/j1JT35xdPa3opNfUAN91AA+YFYHtMbuLX3UQBft37OseXx3bqb9x4A6wAcEXwCANwhXANpgqANaY/eWPmqgi/bXRw30UQP4gB5ftEYPjD5qoIv211f59MfHD+hvY2aKzwF8QPAFAExXXi9kej1hDZgVhjqgNXZv6aMGumh/fZVqkM4SYYVdatcd2hI+IPiiNXZv6aMGumh/fZk1sIOYE3bTW5L0/4S21vgcwAcEXwDAtFXs4SX8AtNH8EVr/LHQRw100f762tQgsS5ojs8BfMDBbRWUfZjnvntn7q9/DKiBLtpfX2YNrLO+SZLsfJfb97a/4RMOemuMzwF8QPCtgA8zAHjOGEmOwm9e6E3/n477FeH7H5gahjqgNXZv6aMGumh/fbk1cE53XCXGpuG3cL3YQ1vBBwRftEaPiD5qoIv211dYA2cKsxQxrVt8DuADhjoAAObB7f09+j89lcB80OOL1vijoY8a6KL99dWuQXrgm+z3VCZCb3ATfA7gA4IvWmP3lj5qoIv219e4Bk5Yo5LN8TmADxjqAACYpzSoWQe9uX2WhDlgWkbR4xvHsURRJFEUVb5/GIbb00yGYVjpsVEUNXocirF7Sx810EX762tVg/TgtySRxLmgOj4H8IERkeT8+fNy4cIFtQ/5zqTiJdvQ9GQSbR7Hlx8AABg7Mku2zWYjQRCIMUa/xzcMw8r3rfJrMus+TR8HAACA6Rg8+MZxvB3aYIyRzWZT6XHukITlcinr9VrW67UEQbD3HFnLIiJBEGwfl7VtqI8fDfqogS7aXx810EcN4INBD26L41gWi0Wjx65Wq+1yEAQ7QTgd85v1fzcw2+E2PX1lKooiwm8D7FbRRw100f76VGvgBr6Zvh/4HMAHXszq4IbRrAPS8gKr3aPs9gyn16X3qdr7DADATuC1ZojYXk8QBEZn0OAbhuHeEIMqPcBuqK0zLrjscWEYEnhbYjC9Pmqgi/bXp1oD6wxw9hakexTn8t7gcwAfDN7j2zS0Zq3HDazr9XpvyENd7rAJlOOLTh810EX76xu8Bm6v7lHoTfuAEzk+GcZcAuEcXiP8pz6rQxVugM07KG6xWBTOy5vX4wsAQFsc2gWMnxfBN0/WmF37ILiupCe8aHOx1zW15Tm8RpZZZnncy/b30VDPa12ZG3qNHPb8zuF7cg6vcezLKOdt8E2SROI4liRJZLlc7tzWdS+ueyafJhd7XVNbnsNrZJlllse9bH8fDfK86b8ZoSO9t3vLWNqqr2X+Fugvo5yXwdc9QM4d3sDBagAADUQQYNy8DL5ZPbpur2+WrIPdmLe3PXaz6KMGumh/fSo1SJJtz28iuz296dYkst/zO1V8DuADL4Jvl9OX9fVcc8ZuFn3UQBftr0+1BtZz29Fvbu8KPgfwwWSCb5We26z79HEwHABgZo56f9Oe37Snd9vzSygERsHL4Ov+P47jnXG99rAHe+aHzWazE37dIJw1SwTKsXtLHzXQRfvrG00N0uEPSfYBzlM2mhoABbwIviK7YXaz2YgxRqIokjAM987+Zh/s5h74tlgsJAzD0sehurl8qY8ZNdBF++ujBvqoAXzgTfDNCqWr1WpvBoesqc3cntzNZrP3uCAIGN8LAAAwYd4EX5HyX5PL5TIzIMdxXDiMIQgCZndogd1b+qiBLtpfHzXQRw3gg5PaG1B310iSHJ64Ir2kvbRlwxTSYBtF0XY5DEOGN3SA3Vv6qIEu2l/fJGpgB0cPX88kaoDJUw++TaRjdJsg6AIARiUNvElyvGxfB6AzXg11wDixe0sfNdBF++ubRA2M2U6BZqzrfDGJGmDyCL5ojd1b+qiBLtpfn7c1MGbbq+vGRrO9ix+B0tsaYFYIvgAAaLLCb5ZE/Am/wNgRfNEaX8j6qIEu2l+f7zXwfftFpvEaMH0EX7TG7i191EAX7a/P2xocbXfW9qenPfaFtzXArHg5q8PQyn7F8mEHALTi/J1JrH99Cr/A2BF8KyDYFjPG0EbKqIEu2l+f1zU4msbM3nojIr69Gq9rgNkg+KI1vuj0UQNdtL8+72uQbv9Rz6/b0+vD6/NhGwGCLwAAY2GFR2Ik0D0ObkNrHMmrjxroov31UQN91AA+IPiiNXZv6aMGumh/fdRAHzWADwi+AAAAmAWCL1pj95Y+aqCL9tc36xoYc3xR3YwZ1wDeIPiiNXZv6aMGumh/fbOsQRp27deuGIBnWQN4h+ALAIDPjBEjsr2k1wHYR/BFa+ze0kcNdNH++mZXA6un133lZnuXYdtkdjWAlwi+aI3dW/qogS7aX98sa+AOc3AkMmwYnWUN4B2CLwAAnqKXFaiH4IvW+OLVRw100f76ZleDo97VrF5W93THQ5ldDeAlgi9aY/eWPmqgi/bXN9saOGEzsf4dOobOtgbwCsEXAAAfpb2+1oU+V6AYwRetsXtLHzXQRfvrm20NkmTnALc0/JrtzcP1ws62BvDKSe0NgP/YvaWPGuii/fXNvgZO+NXZhJnXAF4g+FZQ9iuWDzsAAMD4EXwrINgWM8bQRsqogS7aXx810EcN4AOCL1rji04fNdBF++ujBjXYezE7bDdqAB9wcBsAAHNgzP7Z3tLrgJkg+KI1juTVRw100f76qEENxmxnfjDWde1XSw0wfgRftMbuLX3UQBftr48alLB6et14arZ3aRdcqQF8QPAFAGAO3GEODmIr5oDgi9bYvaWPGuii/fVRg2r6bCdqAB8QfNEau7f0UQNdtL8+alAiPb1xRjt1dapjagAfEHwBAJgLp1c2sf6lvxZzQPBFa+ze0kcNdNH++qhBBWmvr3UxOze367GlBvABJ7BAa+ze0kcNdNH++qhBRWk7HYXUxL6u9aqpAcaP4AsAwNwQUjFTDHVAa+ze0kcNdNH++qiBPmoAH9Dji9bYvaWPGuii/fVRgx7YQbZC+1ID+IAeXwAAcMyY/ZNdpNcBniP4ojV2b+mjBrpof33UoAfGiBHZXtLr8u9ODTB+DHWooOzDPPfdO3N//WNADXTR/vqoQUfSnt6j0LtzkxxNgWZM9okwqAE8QPCtgA8zAGA2rPCbhb+I8BlDHdAau7f0UQNdtL8+atCtJu1JDeADgi9ao0dcHzXQRfvrowYdSc/uljWUQYpPa0wN4AOCLwAA2OX03ibWv/TrwmcEX7TG7i191EAX7a+PGnQo7fW1Lmbn5uyeXWoAH3BwG1pj95Y+aqCL9tdHDTqWtudRmE3s63IfQg0wfgRfAACQjTCLiWGoA1pj95Y+aqCL9tdHDfRRA/hgFD2+cRxLHMciIhJFUa3HuvcvenwURRLHsWw2GxERCYJAwjCs/ZzYxe4tfdRAF+2vjxooscIuNYAPjIgk58+flwsXLqi9aU3DD04YhtsQW/b4pmdfyztDDQAAs5X+TbX/PmZdh0GRWbJtNhsJgkCMMfpDHcIwbPQ4u+e2TJXdL+yiaY6200cNdNH++qiBgqOAZYw5vBxdTS0wZoMH33RYQxRFYoypHF5di8Wi8vPZgiCQ9Xot6/W69L6ohl+X+qiBLtpfHzUYUHpKY9kPuUaOpj8j/GKkBh3jG8dx5cBaxB6TGwRBYXh2x+/a4TZJkp0PZzoGGAAAANOjPtShidVqJSLHB6cVsUNxEAR7t9vXNe19njt+2eujBrpof33UYHi0OXw0aPANw3A7zCBvuEGVdaTq9s5mheSmY4xxjF2M+qiBLtpfHzUYUJKI5BxExSmNMXaDT2fWJmjaB7RVCc1Nhi3EcUwYBgCgjNPjy08P+MCroQ7p+OAqQxyy0OPbD3Z36aMGumh/fdRgYEkikiSSiGwvRo57e+mBx1h5E3ztg9SGPgBtO1VLi4u9rqktuwcJsjz8sm0M2zO3ZdsYtmeOy0nGLAMsD7CcJIdhN0m2NaAW4/guQrZRnLmtivSAtuVyOfhzd/nL1V4XyyyzzDLLLLPMclfLKOdFj689HKFoerKs/6N//NrURw100f76qIG+zBoYc3wBRsCLHl97mrGyL7d0HHDWL6CsA9cIyu3xa1MfNdBF++ujBvp2apAXgg/vOMwGARm86PFtqqsD4AAAQH3Gumyvo/cXiiYdfF1Zvbvp2GE0x5eYPmqgi/bXRw30bWtw9K9bkfT/iVAv6PEi+CZJkntxD3ZLr0+5Z2azw68bhLPO7IZy7GLURw100f76qIG+nRrk1IO4C21ejPFtI4qi7bhfkcMxwGnAdU9R7B44BwAA6qNHF2PlRY9vG2EY7vXkbjabvdDb9KQY4AtuDKiBLtpfHzXQZ9cgr/+dfnlom3zwFTkc0lA0jBMtIkoAACAASURBVCEIAmZ3aIFdjPqogS7aXx810LetwdG/bkXS//MTBZrUg687ZreuKIoqPT6O4+2Y4CAIJAgCWS6XkiQJoRcAgB4k1mXnen6oQMnkx/i6GMfbPft0odBBDXTR/vqogb6dGqT/2kNQcnqCgSHNLviie/yx0UcNdNH++qiBvswaUBeMDMEXAAAML6M3GOib+hhf+I+jqfVRA120vz5qoK9yDYw5vCSJSJIcHuyWXgf0jB5ftMYuRn3UQBftr48a6KtVgyTZCcpGGPuLYdDjCwAAhnHU05vVO7zt+QV6RI9vBWW7b+be08DR1PqogS7aXx810EcN4AOCbwV8kIvRPvqogS7aXx810Fe1BozHhiaGOgAAgGEkSeHpjInE6BvBF63x610fNdBF++ujBvrq1CDvdMZA3xjqgNbYxaiPGuii/fVRA32Va5Cewc2Z1aHWOoCGCL4AAGB4Vsgl7mIoDHVAa+xi1EcNdNH++qiBPmoAH9Dji9bYNaWPGuii/fVRA32d1YBTGaNHBF8AAKDvKPDa/cbbccAEYHSEoQ5ojd1b+qiBLtpfHzXQ10UN3DWk/6e+6ArBF62xi1EfNdBF++ujBvpa1eDoVMaZNwkHv6E7BF8AAKCOXl0MgeCL1viy0kcNdNH++qiBvrY1oNceQyD4ojW+rPRRA120vz5qoK9VDZJkdzYH+ybhVMboDsEXAACMQt6pjPlhg64QfNEauxj1UQNdtL8+aqCvdQ2SRCRJJBHZXtLrgK4wjy9a45e4Pmqgi/bXRw30dVYDaokeEXwrKPsVyxcuAAA94mxu6AjBtwKCbTFjDG2kjBroov31UQN9vdSAs7mhY4zxRWv8sdFHDXTR/vqogb6+asDZ3NAlgi8AABgfzuaGHhB80Rq/uvVRA120vz5qoK+PGlBXdI3gi9bYxaiPGuii/fVRA33UAD4g+AIAgPE5mtM38ybhbG5ohuCL1tgVpY8a6KL99VEDfX3VIO9sbkATTGeG1ti9pY8a6KL99VEDfb3U4GidiRWqzfYmao76CL4AAGDcrJBL3EUbDHVAa+xi1EcNdNH++qiBvsFrYMzxBaiIHl+0xu4mfdRAF+2vjxroG6wGnM0NLdDjCwAAvMLZ3NAUwRet8UWjjxroov31UQN9g9SAs7mhJYIvWmMXoz5qoIv210cN9A1VA37koA2CLwAAAGaB4IvW+PWtjxroov31UQN9g9SAs7mhJYIvWmMXoz5qoIv210cN9A1ZA87mhqaYzqyCsl+xfOECADAQzuaGFgi+FfBBKmaMoY2UUQNdtL8+aqBv8Bq4Z3OzT2bBewE5CL5ojT82+qiBLtpfHzXQp1aDrL2yBGDkIPgCAADv7ZzJTW0rMHYc3IbWOJpaHzXQRfvrowb6VGqQcfrinf/zvoCD4IvW2MWojxroov31UQN9ajUoOJMb4CL4AgAAb9HbjzoIvmiNLx191EAX7a+PGujTqkHRCS0A1yiCbxzHEkWRRFFU6b5hGEoYhmKMEWOMhGEocRyXPjaKor3HVXlOFGMXoz5qoIv210cN9KnUIJ3T17366F9+DsFlRCQ5f/68XLhwQe2Lw/6VWLQNYRjKZrPJvT0IgtwA3PQkFMwNCQDAiBX9fa/497ttZ/VYYgKZJdtms5EgCMQYo9/jG4ZhpftFUVQYekUOX1jW+qrsfmE3WXO0nT5qoIv210cN9KnVIEn2k2fWdZb0XBf2OS/acNfX9frRncGDbxzH26ENxpjSMJtarVY7/18ul7Jer2W9Xu9cv9lsdnp93R7gIAgyH5d1X1TDr0t91EAX7a+PGuhTr0EadpNkL3VWCaL2w+tcqiAIj8egJ7CI41gWi0Wjx9mWy+XO2NwkSXZ+aUZRtH2MO4bXXlfR4wAAgGf25vVNcgf6dpXTy9ZTdGK5rrcF5dSHOlThhtGyA9LsXmR7OQiCvfva11XtfcYudjHqowa6aH991EDfWGpgJBHZXpxbavbUdqFKDzE9wcMZtMc3DMO9IQZNeoDbPH/WdQTedtR3b4EaKKP99VEDfZo1OA6N+2E37xYtbjPZgTdd5u3cn0GDr0j1g9lsVac6S6W9uE2GLaTTpQEAgHHL7iX1q+vUDrnp67FfFyG4W14MdSjjhuK8kJzX44t2xrJ7a86ogS7aXx810DdkDbKGBiRixLfQ68oaDsEwiG55H3yjKNqZ8SEIgs7DbHrCizYXe11TW3YPEmR5+GXbGLZnbsu2MWzPHJfT3exj2Z45Lvf9t8CY40vqOCgakSQpPIub/YnVbquy5bwAXPZYlBt8qEOXssbn9jErQ5fjlux1scwyyyyzzDLL5ctutrNu3r+/7IZc567qr6Xe8uG/6etP/827P8p52eMbx7EYY/ZmbKD4Ovi1qY8a6KL99VEDfX3VILuHN8fRHRKR7cUcXXzOCO7rdnu+UZ13wTeKor2ZIJbLZaWe3qz7MG9vez5/mUwFNdBF++ujBvr6qIEbemtszF4InkJSdNtgAi9pcF4NdXDH84qIrNfr3DG9Tcb6crAbAAC6GgfevJW413n8Qyl/+IPO9vjGm+CbFXrr/rrM6t1114n67ANLoIMa6KL99VEDfV3VoJPQa6/PWp7SOyQvAKOYN8HXDahlwxvSntsgCLZjgTebzc48ve7js87shnL8sdFHDXTR/vqogb5Rhd50Jgj3arGGPUzkPZMkdrtN4zX1yYvgmzUv72q1KuytTT+A7pjgxWKxDbjujBB1TpIBAAC6UTZrQyO7ifD4uWR68dB+qQx9KObFwW1tDkALw3CvJ3ez2eyF3j7m/50LjqbWRw100f76qIG+pjWoNWvDANvjq8N2s+f3VduUUfMi+LYVx3HhMIYgCJjdoQV2MeqjBrpof33UQF+TGnQ9nteWt7qpv1Pcac+wS32oQ5UPShehNF1HFEXb5TAMGd4AAMDAehna4K7QmNyTWUxxuIPNHfrA78Jj6sF3aATd7nE0tT5qoIv210cN9FWtQZ+9vFnKztw2VYTfbLMY6oB+zeELZOyogS7aXx810De60Fs0YHgmYwAY9rCP4AsAAAY16O+UovA7gzRI+N1F8EVrcztydoyogS7aXx810FdWgzFMs2Wsy5wQfo8RfNEauxj1UQNdtL8+aqCvqAaqobfgZBb27VNH+D1E8AUAAL0ZRcjKSdxj2LQh8fuQ4IsOsItRHzXQRfvrowb6smow9AwOeXh/HEvrMNcmmd10Zk2UfWDmvott7q9/DKiBLtpfHzXQV1QD7fK48/na189ROtXZHKc5I/hWwBcqAAD1jOFgtu0GzPhkFmXmFn4Z6oDW2IWkjxroov31UQN9dg3GWo7Eumyvm1Pqs8z1YDeCL1qb65fGmFADXbS/PmqgL63BWMb17ig6mcWMzbFJCL4AAKBz3oSqmZzIIs/cDnYj+KI1djHqowa6aH991ECfMWY843pLzPVEFmXm8DEi+KI1djHqowa6aH991GAMRl4DTmSRa07jfQm+AACgM6P+DcKJLHKNum4dIviiNXYx6qMGumh/fdRAlzdDHHifFJrDeF+CL1pjF6M+aqCL9tdHDfT4FJLy3iW8e/b5VNc6CL4AAKCRUU5dludoA93NtE9kAQ/q2BLBF62x60gfNdBF++ujBroOT47mTw04kcV8EXzRGl8W+qiBLtpfHzUYnjuu14sacCKLSqY81pfgCwAAapliIJr7iSzmguCL1nzavTVV1EAX7a+PGujYnf/VvxpwIov5IfiiNS92b00cNdBF++ujBvq8qQEnsqhkqsMdCL4AAKAyX+bsLcSJLGbrpPYG+KBs9403v3J7YoyZfRtoowa6aH991ECfTzXwcViGJmM8/6FjIfhW4MsHWQvto48a6KL99VEDfT7VIJHs3l1/XsEwDqep096KbjHUAQAAVDKlYQ6cyGKeCL5ojV1G+qiBLtpfHzXQ52MNOJFFuakd5EbwRWt8SeijBrpof33UoH9lwcerGnAii9lijC8AAKhsinnRzvTJJMZzIA89vmjNx91bU0MNdNH++qiBPl9rkDufL7amNNyB4IvWvNq9NVHUQBftr48a9KtKJ6h3NTAmN+Sao9sxPQRfAAAAVOL77wGCL1rzdffWlFADXbS/PmqgjxpMm28d+nkIvmjNu91bE0QNdNH++qhBf6oe6+VdDZIk94QVydHtmB6CLwAAmK28E1lg3xQOciP4ojV2b+mjBrpof33UoB91mtXLGiSJGMk4kQW9vZNF8EVr3u3emiBqoIv210cN+lWleX2tQeZWG+N3tyZyEXwBAMDsGeuCfL4PdyD4ojUvd29NDDXQRfvrowb6vKzB0TbnnsTCx9eEQgRftObr7q0poQa6aH991ECfrzUoPIkFCvn4u4DgCwAAgMo8/Y0jIiIntTfAB2W7b3z9ldsVY8zs20AbNdBF++ujBvp8rUEi2b27/r0SVEHwrcDHD/KQaB991EAX7a+PGujzsgZJImLMXvhlWrPpIvgCAIDZI+LOA2N80ZqXR/JODDXQRfvrowbdq9uk3tYgSbJ7duntnSR6fNGal7u3JoYa6KL99VGD/lRtWq9rkDGtWZIGeZ9fF/bQ4wsAAGYvdy5fTArBF615u3trQqiBLtpfHzXQ520NjCmey9fX14VMBF+05vXurYmgBrpof33UQB81mCfffheMIvjGcSxRFEkURZXuH0WRhGEoxhgxxkgYhhLHcaPHVX1OAAAAHPL1d44RkeT8+fNy4cIFtV9r9u6Rom2IokhWq1Xu7cvlMjfINj0Jha8Tcg+JNtJHDXTR/vqoQffqHtvldQ1yhjskIl4lvKFr4Mvxf5vNRoIgEGOMfo9vGIaV7hfHcWHoFRFZrVaZPb9Vxh15OzZpBLz9opsQaqCL9tdHDfT5XgN36/1+NcgzePCN43g7tMEYI5vNptLjFovFzv+Xy6UkSSLL5bLwfm4QDoJA1uu1rNfrzG0DAGDuZtcXdDSXbyKyveTO7wuvDTqPbxzHe8G0CXtIQ/qv3Rscx/G2J9kd+mCH2yRJdnp6oygi/Dbg9e6tiaAGumh/fdSgH3Wa1OsaMI/vbKgPdajCDa/u8Aj3/3Z4tXuUgyDYW7d9XdXeZ+zy9otuQqiBLtpfHzXQ53sN8ubxZSjktAza4xuG4d4Qgyo9wG4vbJ3gW3S/9DoCLwAAM2XMYa9uRsA1wljfqRn8lMVVD2ZrIw2yTYYt2MMkUI3Xu7cmghroov31UQN9PteAXt358GKoQ1c9snk9vmjH1y+6KaEGumh/fdRAHzWYL59+N3gRfKvIGr/blfSEF20u9rpYZplllllmmeWRLEv+cIbk6PZRbGeFZS0+/eYZfKhDX/ocp9vlr1h7XVNZNsaob8Pcl21j2J65LdvGsD1zXE6/h8ayPb4vp1lqNn8LjNmG3O319vJYtrNkGeW86PHtszcX7fGh00cNdNH++qiBPq9rkCQiye48vubo4vXrwh4vgm9Xsg52Y95eAACyjWAv+jCM2XuxaQDGtHgRfOsegJb2EDc5cI2D3eobw/iiuaMGumh/fdSgW006OadQA2NdME1eBl+3l7Zsnt+8+4nsnvENzbAbSB810EX766MG+rytwVFgd8OucW7HNHgZfN0zuRX93z0zmx1+3SDMWGIAAGYoJ7QTeafHi+Arsh9gjTESRdHemdfc8OqG4sViIWEYShiGe2eNc++Laqawe8t31EAX7a+PGujzuQY+b7sWX5vMm+nM4jjee2NmDVNww2sYhhIEwU44zpr6LAgCxvc25O3urQmhBrpof33UQJ/PNXCnMrOvRzHfyu5Nj6+IyHq9Lr09K7zGcVw4jCEIAmZ3AABgjo6Sm5vf0v972rGJHOo9vnV+IYZhKEmSSBzH20s6bKGstzYNtlEUbZfDMGR4QwfcScsxPGqgi/bXRw30TaEGWVvv+2vCLvXg20SVoJuHoNs9vhT0UQNdtL8+atAfY6rtzqYG8IFXQx0AAMAw5phjmcd3+gi+aI2jYfVRA120vz5qoM/bGjCP76wQfNEau7f0UQNdtL8+aqDP6xowj+9sEHwBAMCsedtbjdoIvmiNLwx91EAX7a+PGujzuQZ5fdUe92H3yuNS+zmrw9DKPsxe797pwNxf/xhQA120vz5qoM/bGiSJiDF7J7Gw5/H19JX1zseSE3wr8PbDDAAAKmMe3+ljqANa83n31lRQA120vz5qoI8azENaZl9/DxB80Rq/hvVRA120vz5q0K8qmdb3GpiMiwiBfmoIvgAAIJPnWbaaglPTMb53egi+aI1fw/qogS7aXx810OdzDXze9iH5PsxBhOCLDvi+e2sKqIEu2l8fNehP2rRl2ZAawAcEXwAAMF9JUjiPL33Bh6bSKU7wRWvsItJHDXTR/vqogT7fa+CGX/qvs/nesU/wRWvs3tJHDXTR/vqoQb+qDHfwugZJsu35TS/pzA5evy7s4QQWAABg3o4SfdaZ2zCNg9pS9PiiNd93b00BNdBF++ujBsPJa2rfa+Buvd+vBnkIvmiN3UD6qIEu2l8fNehfWRN7WwNjckOuObod08FQBwAAMHt2bCfqHpvSMAcRenzRAd93b00BNdBF++ujBsMoOsjN5xrYB7OlZ2ubSM6Dg+CL1rzdvTUh1EAX7a+PGuibUg3SCJ+ITKerswGPf8vkIvgCAIB5ssb3zjfelptS9if4ojWfd29NBTXQRfvrowbDyRvu4GsNkiTZG+LAGdumi4PbKij7ME9p904Tc3/9Y0ANdNH++qiBvinUgLB7bGoHtaUIvhVM4cMMAEDXjPE8GCWJiDGHvb5OJ9fcx/dOFUMd0Jqvu7emhBroov31UYNhZeVBr2twFH63F+3tQW/o8UVr9Ijrowa6aH991GB4R52l215fb2uQNWjZ19fSkakOcxAh+AIAgJa8H/IgMoEXgCoY6oDWvN69NRHUQBftr48a6LCzIiWYhqnXkeCL1rzdvTUh1EAX7a+PGuiZRNOnYzamnvpqmERdMxB8AQBAK0WnMh41a5CyEdkduDxDUx7bmyL4ojV2MeqjBrpof33UYDx8K4WR4/ePsc7kNje+1a0pgi9aYxejPmqgi/bXRw30eVeCgpBrjm6fizlNaEHwBQAAnfB2yANEZPqhV4Tgiw6wi1EfNdBF++ujBvrcGlASP8xhXK+N4IvW2MWojxroov31UQN9aQ28meKs4Axtczld8ajr0xOCLwAA6JRPmTGxLmL9O3VzGtdrI/iiNXYx6qMGumh/fdRAn1uD0Y/3TWdysK7a5r8ZJcEZvVQRIfiiA+xi1EcNdNH++qiBvqIajDX8GutfIzKbqczmNq7XRvAFAAC9GO143xlPZTbn0CsiclJ7A3xQtgtt7j0NxpjZt4E2aqCL9tdHDfTl1SA9GRr0UQeCbyV8mRajffRRA120vz5qoK+oBvaZgCmVjrkezOZiqAMAAOjdqA52m9lUZoTeYwRftMbR1PqogS7aXx810FenBmMp1xymMiP07iL4ojV2MeqjBrpof33UQF+VGozmYLeZTGVG6N1H8AUAAINxw69WAJ76VGaE3mwEX7TGLkZ91EAX7a+PGuirU4MkUez9ncFUZoTefARftMYuRn3UQBftr48a6GtSg9EMfZgQQm8xgi8AAFAzlqEPvjtst+PGJPRm8zL4xnEsYRiKMUaMMRKGoURRVOmxURTtPTaO4163d+rYxaiPGuii/fVRA31tajDo0Iejqczs2Ry2N6Ub4xm3l9fDlzAY74KvMUYWi4VsNpvtdZvNRlarlRhjckNsFEVijJHVarX32MViUTk4Yx+7GPVRA120vz5qoK+LGvQefp0uZSP7U5r5Zred+AFYxqvgW+XX5GKx2Au/cRzLarUqfNxqtaLnFwAAZX2HX3sWh8S53qeuUndYiEebrsqb4Ov2yAZBIOv1WpIkkeVyWXjfxWKx8//lcpn5OPd+qIZdjPqogS7aXx810NdlDezd9Z2N+804X3JeCB6zrMBL6K3Om+Br98YGQbAd5ytyGHTtEGsPZXAtl8ttMHYf5z4PqmEXoz5qoIv210cN9PVRg657f33/geRuPm/7+rwJvnaYTQOvLW+Mrnu9+1j3/wRfAADGo8tZH3z9gUQvb3e8Cb5BEGyXs8JpXmB1ryf4ds/3X9BTQA100f76qIG+PmvghrxGAThJch+UyDgPCyPwds+b4Gv33G42m53/x3G8Mz53vV43fp6iYRLI5usv6CmhBrpof33UQF/fNUhDX1YPcJ0QnDmFmYzrPZT1mka0eV7zJviGYbgTaNPpy9LpzVLL5XKnF5cgCwDAtGT1fFYKwEcP3JnCbETdqHmBdySbNwneBN8+2cMosqQBu83FXtfUlufwGllmmeVxL9vfR2PYnjku23UY6nmLAvDhxXlsehHZJkr9dtvdLGvTRKTeOlHOm+AbRVHmtGTL5XInuK5Wq8yD34qU9QonSdL6Yq9rastzeI0ss8zyuJft76MxbM8cl+06DL8Nx5ddyTZUJkd3NOkDjm4YepuPQ24ibmZ1X0Pd9aPcSe0NqMo9AYVb6DAMtwF2s9lspzsLgoDhDgAAzIQdD+xgaSQ56kA9DpxDRMYqHbJk1+F40ePrzrSQdfBa1tnaMAx2s+ijBrpof33UQN8Ya5AkIknufA2JGKtHuK9L7nbl9lKjT14G3zqPqTvsoWy8L/axm0UfNdBF++ujBvrGXQPjXIZF0B0PL4Kvq04QLpunt2yeXwAAMDXHITgRsxdMu75gPIyIJOfPn5cLFy6M+teauwulaIyvyOFwiDTE2o9NT3ec9zh3vcYZ+I59tJE+aqCL9tdHDfSNugb2LAjW1ekBb1Mx6hoo2mw2EgSBGGP86fF1hyAYYyQMQwnDUIwxewew2T239mM3m40YYySKor3QyzCHZviQ6aMGumh/fdRA3yhr4Ay0NSK7c/hidryZ1SGO471e37zZGtyD37Ie684SIbJ7djgAADAByfFcvXbYNTLSsI5eedPjK3L4Bi3rlbWHOLjXN3kcyo3xSN65oQa6aH991EDf6GpgzE7oFdk9vI3IO0/e9Pim4jjeuYjIdshDUXANw1CSJNl5bJXHoRy/mPVRA120vz5qoI8awAfeBV8RaRVWCboAAMzD6Hqhoc6roQ4YJ75Y9FEDXbS/Pmqgb3Q1SJKdA9ns/uhENGbzxRh42eOLcWH3lj5qoIv210cN9I2uBhlTmI1sC6GA4AsAACYpL/Ayo8N8MdQBrY1u99YMUQNdtL8+aqBvVDUwZmcog3vCYiLvfBF80Rq/mvVRA120vz5qoI8awAcMdaig7FcsH3YAAIDxI/hWQLAtxrnB9VEDXbS/Pmqgb1Q1SBJJMg5uEzka5jCW7cTgCL5obTRfdDNGDXTR/vqogb7R1MDZS8uYXtgIvgAAYFL2eni3/yECzx0Ht6G1UR3JO1PUQBftr48a6BtFDZzZHER2Z3Nwe4MxPwRftDaa3VszRg10/f/t3e2RgkqzAOCh6uYlG9MJQA3gxCQm8abD/bGLZxxBUNAWeZ4qa/1AxO5F25lhEP94chBPDlgDhS8AAJug8GW2j+je2jg5iCX+8eQg3kfkoG0HD2QzmwMpKXxZgO6teHIQS/zjyUG8T8pBuSWfs2VEM6sDAPAdslZnsznQR4svs31E99bGyUEs8Y8nB/FCc1BVlxkdLjM4dBS9ZBS+zPZJ3VtbJQexxD+eHMSLzkHfNGZQUvgCAOvVM3fv5aG/x6Gj8GU2XYzx5CCW+MeTg3hywBo4uI3Zoru3kINo4h9PDuJF5iB/ZeU39yh8AYD1KVqYq/RbALfFbQe3kTPUgdl0b8WTg1jiH08O4kXloHvVNl239ip36aPFd4KxnXnrXWxbf/+fQA5iiX88OYj31hz8fS9338558XvF/wUFhe8EPlAB4PMNFsDwx1AHZtPFGE8OYol/PDmIJwesgcKX2bSIx5ODWOIfTw7ivTUHf6+VH8x2eahYBnKGOgAA69HTsqzEZSotvsymeyueHMQS/3hyEO+dOaiyS99jWnsZovBlNl2M8eQglvjHk4N4b8lBVd0UtWUR7H+BexS+AMBqaN1nDoUvs/kQiicHscQ/nhzEe1cO2tR/UBtMofBlNt1K8eQglvjHk4N4L89BVlh3QxvyArg8cxv0UfgCAKtQnqCivO0HEGMUvsymizGeHMQS/3hyEO+lOaiqq9MTl629KSUzOTCJeXyZzS/seHIQS/zjyUG8d+cgL7Nln6m0+AIAsAkKX2bTxRhPDmKJfzw5iPfSHLTtYKtu+/c4TGGoA7PpYownB7HEP54cxHtZDrKCupy5QdZ5lMIXAPg8XcH7V1BXVeWANmYz1IHZdDHGk4NY4h9PDuK9JAdtm6qquqy7yu5X9PIMLb4TjO3MW+9i2/r7/wRyEEv848lBvEVzUFWXovfmoZRS+/c4PErhO4EPVACA9TPUgdl0McaTg1jiH08O4i2eg74xvTCTwpfZtIjHk4NY4h9PDuItloOsgO47S1s5swM8QuELAHyUrrBtB27DsxS+zKaLMZ4cxBL/eHIQb5EcVNWlyO1r7e3u18LPsxzcxmw+gOLJQSzxjycH8V6Vg/KEFXLNHFp8AYCP4YA2Xmm1he/hcEh1XV8mtq7rOjVN87LnMUwXYzw5iCX+8eQg3qwcVNXNMIeyAG5TMncvs62u8D0cDqmqqnQ8HtP5fL7cfz6f08/PTzocDos+j3G6neLJQSzxjycH8ebmoBzSUN6GJayq8G2aJh2Px7vLHI/HmxbcZ58HALxY1tKb0vVBbSllRbAfNyxgVYXvz8/P1e3T6ZTatk2n0+nucuXt/X6f2rZN+/3+7nJMo4sxnhzEEv94chBv6Rx0BXBKWvRZzmoK37I19nQ6pbquU0op1XWdTqdT2u12l8uQ/X5/GdZwOBxuil+tvo/zgRRPDmKJfzw5iDcnB21yUBvvsZrCtxyD2xW9Qw6kYAAAIABJREFU+e2maS6XR56XU/gCwJs4SxtvtprCNz8g7V6LbqksZBW+y9PFGE8OYol/PDmI92wOxs7SpjWfJa2m8M3VdX2ZpSG/lEXsM/ICm2l8KMWTg1jiH08O4j2cgwlnaXNAG0tb5ZnbhmZoOJ/Pqaqqq51PIQsA62AKM15tlS2+ub5hD4+2/I4NnShblp+55Ov6tutbeI+uu+76Z1/PP48+YXu2eD3Pw9TnThH9vtZ0nXGrLXy7KcmaprnpXnm0lXds+bZtZ1/ydX3b9S28R9ddd/2zr+efR5+wPVu8nudh0nPbdrBVt/17/BPe15quM26Vhe9ut7uZraGcy7d7/JED4QCAN6iq30tKN8WvMo5XWmXh2zeUYYkD23iObpZ4chBL/OPJQbxJOfgreKuUrk9QkV1S215ae2Fpqyx8H7H0eF9u6WaJJwexxD+eHMSbmoOyPL7cVvDyBqspfPOCtG+u3aH5esfm6R2b5xcAWEBVDZ6Movp7HF5tNYVvXpCez+ebgnXoDG1lIVsuN3abcboY48lBLPGPJwfxpuTgMpwBgqym8C0L0p+fn1TXdarrOlVVdffMbvntbq7fw+GQ6rp++oxw/EcXYzw5iCX+8eQg3mAOsgPZunG9CmCirKbwTel3CrPc+XzunYpsbDhDSr8nwSifq7UXAJaXF7zd7Vw+fRm80qoK38PhcFP85na73eAvznK6s77Hje99ji7GeHIQS/zjyUG83hz0jOvNi18tv7zb6k5ZfDgcLpeUfltzuyEP9wrXuq5T2/6e8KK7THke43QxxpODWOIfTw7iTclBPn1Z9sRXbA70Wl3h23l2WIJCFwDep294Q28BDG+wqqEOfCZdjPHkIJb4x5ODeFc5yE5UkVL/sAbjeomg8GU2XYzx5CCW+MeTg3hlDvKfIm3PbYig8AUAllMc0FbO6HApgv1YIYDCl9l0McaTg1jiH08O4uU56JutoSuAU9JCT5zVHtzG5/ABFk8OYol/PDmI16Z0daKKy30pDZ6qGN5Niy8AsAgnquDTafGdYKwLbestDVVVbT4G0eQglvjHk4NgAyeqKAthiKbwncCH6X3iE08OYol/PDn4LE5Uwacy1AEAeIn8gDb4BApfZnM0dTw5iCX+8eQgWNsODmcwrpdPYqgDs+lijCcHscQ/nhwEKX5wOFEFn07hCwA8ppi2LKXrE1T8d6fSl89iqAOz6WKMJwexxD+eHLxfGfEq/9u2il4+ksKX2XQxxpODWOIfTw7eqKoGi1pTl/HpFL4AwGOqSoHLKil8mU0XYzw5iCX+8eTgDarqamxv17qrAGZNFL7MposxnhzEEv94cvAeU05J7CcIn0zhCwDcN3BK4pRuW379COGTKXyZTRdjPDmIJf7x5OD18uK2b6jDZTYH+GDm8WU2v+7jyUEs8Y8nBy+S/aDorpXFb3efHLAGWnwBgEFTxvVq6WUtFL7MposxnhzEEv94cvACD4zr/V1cDvh8hjowm+6teHIQS/zjycFrDA1r+G+BNrsqB3w+he8EY79i7ewAfI0HxvXC2ih8J1DY3ldVlRgFk4NY4h9PDpaVF7flGN/u/nJcrxywBsb4MpsPunhyEEv848nBQh4c13u1nBywAlp8AYBeY+N6YW20+DKbI3njyUEs8Y8nBwv4i2FfWZuP7R1+uhzw+bT4MpvurXhyEEv848nBDH8F69XJKLqHssXG5uuVA9ZAiy8AbNxYW62Slm+h8GU23Vvx5CCW+MeTgyf1HMx2cyrilH5bekdadOWANVD4MpvurXhyEEv848nB84ZmariUsRNjKwesgTG+ALA1IyepgG+lxZfZdG/Fk4NY4h9PDh5Xnpiid/7eB1px5YA1UPgym+6teHIQS/zjycEDeqYtm3qSinvkgDUw1AEAtqCnRbYseP97QBHLd9Liy2y6t+LJQSzxjycHj+k7IcWUk1TcXaccsAIKX2bTvRVPDmKJfzw5GJGdpKJvXG+b/30ylnLAGih8AeCbDbTEDhW/8M0UvsymeyueHMQS/3hy0KOqrk5QkR+4VqWeA9kmnKTi/svJAZ/PwW0TjO3MW+/e2fr7/wRyEEv848lBv/zbqyt42+LxpSInB6yBwncCOzMAq1Kcirhs7b0pgn3PsRGGOjCb7q14chBL/OPJwXRt8XcpcsAaaPFlNi3i8eQglvjHk4NMdoKKstW3u/9iwbjJAWug8AWAb5BNWZbS9YFrN22xilQ2ylAHZtO9FU8OYol/PDn4NRaFV5a7csAaaPFlNt1b8eQglvjH23wOeoY39LX8vrKld/M5YBUUvgCwVlkrazmGt5y/1/AGMNSBBejeiicHscQ/3pZzUL7zqEhsOQesx+pbfJumSU3TXG7XdZ3quh5c/nA4pKZp0vl8TimltNvt0uFwuPsc7tO9FU8OYol/vE3moOesbH2339Xau8kcsDqrLnybpkk/Pz839+WFcOdwOKTj8Xhz//l8Tj8/P2m/36fD4fCiLQWABQ1MWdZ3G/jPqoc6lEXvkKZpeove3PF47C2YGad7K54cxBL/eJvJQVX1tvR2BW9+O6X029L7ppbYzeSAVVtt4ftI62xZIO/3+9S2bdrv93eXYxrdW/HkIJb4x9tSDoaGN5SPv/tgti3lgPVabeHbteDudruHnpcPaTgcDjfFr1ZfAD5S1tKbuxrLmwxvgHtWWfjmB6KNFaply3B5EFt5W+H7ON1b8eQglvjH20oOroYxpOvhDd3jVUohU5dtJQes2+oObstnZChba4eWzyl8l6d7K54cxBL/eF+dgwfn6o2KxFfngK+xuhbffBzuK2Zh6IpqAPgUZctu2bbqBBUwzaoK37zQPZ1Ok56jkH093Vvx5CCW+Mf72hz0jOvNi99y6EOkr80BX2VVhW9+QNuSJ5wYO0CuqqrZl3xd33a9bdvwbdj69dwnbM/Wruc+YXu2eL3rZv+U7Zl9vap+L4Xq79I3ZVn0NvsuiL/OuNWM8X3kgLZHjbUKLzluKV+X66677rrrrl9dTymlqroay9s9mpc3+ePh2+z6x1xn3CpafB89oC336HRnPM6vzXhyEEv8431TDvoK3D5tSil9UNHzTTnge62m8O0cj8dUVf3DCFL6bb2tqmrRoRDc59dmPDmIJf7xviIH3ZCBgYfbgeuf4itywNdbReE7x6MFsBZiAN4qG8/bN4a3uy/l97ftR7X2wlqsovB9pvW2e87YPL1j8/wyTvdWPDmIJf7x1p6DcusH380HF7xrzwHbsIqD2+q6vtuFku9su93uqpgtC9nD4XD1eDkX8CvmBv52urfiyUEs8Y+3yhwUhWLX0lv13M7/fqpV5oDNWUWL71z58IVuDPDhcEh1XV/N6GCYAwAv1zNVWT60oSwfL/crLGG2VbT4ztU0zU0XTDcncE5r73PyOTSJIQexxD/eGnPQ15LbN03Zpw5tKK0xB2zPJlp8Uxo/09vpdDK+90k+6OLJQSzxj7eaHGQHsXV/8+ENN3P2ruV9pRXlgE37ihbfKTtbN064aZrLpa7rywUAXurOwV9ly68SEl7jKwrfRyh0l6d7K54cxBL/eB+dg6yVt29oQ9na+2knppjqo3MAfzYz1IHX8UEXTw5iiX+8T89B3tbbFrdvfPh7GfLpOYCUFL4A8DpV1XsK4sGhDYpHeCmFL7OZtDyeHMQS/3gfmYOJpyD+llL3I3MAhc2N8WV5urfiyUEs8Y/3UTl4cEzv740P2v4nfVQOYIDCFwAWNnT2tRuKRXgrhe8EY903W/+V60jeeHIQS/zjfUQOJk5X9umnHn7WR+QARih8J7Aj3yc+8eQglvjHC83BRqYrG2M/YA0c3AYAM5VtvX1tv2s8Gxt8G4UvszmSN54cxBL/eCE5qKqb4Q1la29e4n5rS2/HfsAaKHyZTfdWPDmIJf7x3pqDv4K3PIDtpsi9c/sb2Q9YA2N8AeBBfUMb2uKxbx/TC2ukxZfZdG/Fk4NY4h/vLTl4cGhDSum34N1I0Ws/YA0UvsymeyueHMQS/3gvzYGhDZPYD1gDQx0AYIShDfAdtPgym+6teHIQS/zjvSwHWUtvSoY23GM/YA0UvsymeyueHMQS/3gvycFfIde3ZkMbbtkPWANDHQAg50xs8LW0+DKb7q14chBL/OMtnYPyQLbBtW94aEPJfsAaaPFlNt1b8eQglvjHWyQHdwq3vOW3d2wv9gNWQeELwLYZ2gCbYagDs+neiicHscQ/3twc9E1XNriMoreX/YA1UPgym+6teHIQS/zjPZWDB8/EpqX3PvsBa6DwBWBbnIkNNssY3wnGum+2/iu3qqrNxyCaHMQS/3iP5sCZ2JZnP2ANFL4T2JHvE594chBL/ONNykFPI0Z+QFvv1GVyO5n9gDUw1AGA72ZoA/BH4ctsjuSNJwexxD/eWA7uzdqQt/amlA1t0IL5EPsBa2CoA7Pp3oonB7HEP95NDrIirCxyDW14DfsBa6DwBeB7ZCejSOl6SENe4JYFr5INtsFQB2bTvRVPDmKJf7xqoIV36LahDcuzH7AGWnyZTfdWPDmIJf7x2pRGZ224GdaQkmJ3QfYD1kDhC8B6ZUMb8gK3u69j1gYgJUMdWIDurXhyEEv8Y00d2pBSNubX0IbF2Q9YAy2+zKZ7K54cxBL/N3tixgZnX3s9+wFroPAFYB3M2ADMZKgDs+neiicHscT/fczY8LnsB6yBFl9m070VTw5iif+LDRRUZmz4LPYD1kDhC8BnMmMDsDBDHZhN91Y8OYgl/q9jxob1sB+wBlp8mU33Vjw5iCX+CzJjw2rZD1gDhe8EY79i7ewAM5mxAXgDhe8ECtv7qqoSo2ByEEv8Zxho4e1ut8XtlN2Xt/TKQTw5YA0Uvszmgy6eHMQS/yd0BW/bplRVNweuPTpjgxzEkwPWwMFtAISo0vVQsr5BZWZsAJak8GU2R/LGk4NY4v+Aqhqclzel2ynLps7YIAfx5IA1MNSB2XRvxZODWOI/wcicvL3DGVKaPGODHMSTA9ZAiy8AbzE2J69hDcCrKXyZTfdWPDmIJf4DumENfwevXe5O/a29+f2PnohCDuLJAWuwysL3cDikuq5TVVWpqqpU13U6HA5PP7dpmpdu77fTvRVPDmKJfyErdvvm5U3Zfb23nzjzmhzEkwPWYFWFb9M0qaqqdDwe0/l8vtx/Pp/T8XhMVVUNFsCHw2HwuT8/P5MLZwDGTT3VcN7CW6XkDGzAS62q8P35+Rld5ng83rTgNk2Tjsfjw89jGt1b8eQglvhnimENKfUf0Hblr4V3TouhHMSTA9ZgNYVv2SK72+3S6XRKp9Mp7ff7q8fKArm8vd/vU9u2o89jGt1b8eQglvhP88qD1+QgnhywBquZzqxssc1bZ7txuvkQhqZpUl3XN+vZ7/eXIrr7m6976HkAPK93rK9CCXiz1bT45na73c1998b25sqitrxtuMPjdG/Fk4NYm4p/NlNDr7YdbMm9mqlh4aJ3Uzn4UHLAGqymxTf3SItsWcgqfJeneyueHMTaRPyzE1B02q7Q6Xn/5QkpXh2hTeTgw8kBa7Cawndsh1qqYM2HSwDwn6GD1m78fV63eQugogj4AKsc6tCnHAPcteQqZF9P91Y8OYj19fHvmanh8tDf471eNKyhdzu+PQcrIAeswVcUvuXOdjqdHnp+35jhcv1zL33b+i3X27YN34atX899wvZs7XruE7bn1e9xSOR2dr2CnxCrrV73XRB/nXGrLny7E1rk9vv9w7MyjLUKt3/zS8655Oty3XXXXV/b9Sk+YTtdd33L1xm32sL3cDjczLt7Op165/vltfzajCcHsb4+/u2EmRqCfX0OVkAOWIPVHNyWq+v6ppXWL544Yh9PDmJtJf5tSm+dqeERW8nBJ5MD1mB1Lb5VVV0Vvd1Z2IY8OuxBCzFAj7a9tPx2l+4+gLVYVeHbN5536MQVnbF5esfm+WWc7q14chBrU/Hvit0PK3g3lYMPJQeswWqGOvQVuN2pivt0BWxZyB4Oh6vnlOsdK6S5pXsrnhzEEv94chBPDliD1RS+5Ty9KaWbg9typ9PpUvTudrvL8Ijz+Zyqqkr7/T41TXM1bMIwBwCA77WawneOvmnP+gpprb3PyefQJIYcxBL/eHIQTw5Yg1WM8V3idMRjJ7XIW4h5jA+6eHIQS/zjyUE8OWANVtHiW9f17B2qW0fTNJdLXdeXCwAA320Vhe+SFLrL070VTw5iiX88OYgnB6zBKoY68Nl80MWTg1jiH08O4skBa7C5Fl+AVSrnSFVkADxMiy+zmbQ8nhzEemn8q+pS9FYpO2Vwdj/2gU8gB6yBFl9m070VTw5iLR7/ngKiKq7L+DX7QDw5YA20+AJ8iqJ19+6i+XMAmEThy2y6t+LJQazZ8e8ZzqDt7DH2gXhywBoY6jDB2M689e6drb//TyAHsZaK/9Bwhu66smKYfSCeHLAGCt8J7MzAIvIf0d3nSlUNtvB29/c9drnP5xPAZIY6MJvurXhyEGs0/n0zMMyYlUGpe8s+EE8OWAMtvsymRTyeHMSaGv+8LCifMWU4w9Vz5PyKfSCeHLAGCl+AVxqYpSEf3pAXvOX1C0UFwGyGOjCb7q14chBrLP5Dj5YtwPmMDldjeBW9o+wD8eSANdDiy2y6t+LJQazZ8f97ftt38BuT2AfiyQFroPAFeLGhsbs3ZYLCAeClDHVgNt1b8eQg1t34d6255d3F48xjH4gnB6yBFl9m070VTw5iTY2/LL2OfSCeHLAGCl+AV8tOVnFzHwBvY6gDs+neiicHsSbHv5uhQdG7OPtAPDlgDRS+zKZ7K54cxBL/eHIQTw5YA4UvAACboPBlNt1b8eRgoqr677LoasU/mhzEkwPWwMFtzKZ7K54cjOg5bfDlZBELxE7848lBPDlgDbT4AptQtkVpmwLYHoXvBFVV3b1snRjEk4M7qmqwyK3+Hp//EuIfTQ7iyQFrYKjDBLpv7hOfeHIQS/zjyUE8OWANtPgCALAJCl9m070VTw7uaNvBUwW3f4/PJf7x5CCeHLAGCl9m070VTw7GlRFaMmLiH08O4skBa2CML/D9/r6Q27xFypc0wOZo8WU23Vvx5GCitv3vsiDxjycH8eSANVD4MpvurXhyEEv848lBPDlgDQx1AJZnSAEAH0iLL7Pp3ooXnoOqurpUKV0ul/u/WHj8kYMPIAesgcKX2XRvxQvLQVHoXrYnX+TNmxTBPhBPDuLJAWug8AVm6QrbNqWbAvhqGa1BAART+DKb7q14L8tBPoSh57GhV63SsvPkfjr7QDw5iCcHrIGD24Bbf19gV8MXui813ZkArJTCF7amr1Wmp5gtlxprxe0e72vzWerUwAAwh6EOsAX3hizkj/9dvzeEIWUtv32lbJuuC2DlLgCfQosvfJs3j7PLi9y8VfhS8GrpBeBDKHzhW2QF773W1rtDFh4tmv+K2jZ/nkIXgA+l8J1g7EhVcxcSqqpu5s0d+4+8u0zbpnZguMPgWF37AAAroPCdQGFLmAdbUvuGHDyrPFDNXgDA2il84RNNnU7sr2X2kaJ0aOaFq3UbwgDAF1L4wrtNLCYfnU6s7/lDy09ej2IXgC+i8IVXuDMufGor7tBz26q6KUi7Ivdua+49ClwANkDhC896ctqwrsSs0gJjcXsOROuK30nrVfACsCFOYBHsHec2X/v501+9/Q+v/96JIPoWn/L4zPfYFbu905i17fBloo/LwYet/x3WHqO15+AbPqvlIHb973oN7tPiC7l7H0pt+3CBem/pwWEJj04n1rapKqY005ILALc21eLbNE2q6zpVVZWqqkp1XafD4RC9WUTqCsa/Vty+YrPKlu1dxZ3Vzyk/y+eOruuJllwA2JLNtPjWdZ3O5/PVfefzOZ3P53Q8Hs3V+22GWma7PBfThd2cZjddj5MdGzM75/GhVtyUTCcGAEvaROHbV/SWqqpS/H6DrKAts3mZESG7ndL1kIO2eKxKd4YkPODhUwdfnuh/EgCW8vVDHZqmuSl6T6dTOp1OabfbXd1v2MN3qIrr5e1ymbnGStPRll7FLQC8xde3+JbFbN6q2zTN1RGWx+NR8fsK5bCDvoPElij+sjG6ZStt2XL7TCvuIieESEmhCwBBvr7FN2/tLVt4h+7jAfnBYT2P5UMPyoPEbu4LmualHMubstt9wyAmyQ40q4rbAECMry98x9R1fXW7aZqQ7VidbBaESwE7ULxOmsf2jYZerzvzWX6773pv8frk/LgAwPtsqvAti9yh+5imLCCvbhezJqQ03Kp6tdycVt+2HZyFoa/ltvf1+1abrf9S1Cp0AWB1vrrwfab1VovvBAPz3aa0zFnI5ioL3t6W27+Ctc2XuXeGM8UtAKze1x/ctgSnSbz26hKwb1sf3f6+bbw6oG1oTPKLrC3H1v9563/Ha1h/7Prf8RrWH7v+d70GwxS+I8zt22PKTvs3c0NebHbDD8ohDyldt8S+MuKyCQDb9dVDHXiRO8Vp31nInp3nFgBgSV/d4vvMgWsOdpuunAv3poDNTg98MytC330AAC/01YVvqe/ANQezPemvUM1PATxYvA5N/wUA8EabKnzLUxendFv4avF9kAIWAFiJrx/ju9/vr26Xhe7Ymd0AAPgOX1/4Hg6Hq9s/Pz+prutU1/XNlCLlsgAAfI+vL3xTum31PZ/PN8MedrudYQ4AAF9sE4Xv4XC4KX5zu93OQW4AAF9uE4VvSr/Fb9u2ab/fp91ul3a7Xdrv9+l0Oil6AQA2YFOzOqRkHC8AwFZtpsUXAIBtU/gCALAJCl8AADZB4ctTmqa5zIVcVVWq69r46Rc4HA5Px7nvuQ7kfF7TNOlwOFwuY7EU/+U8G0s5WMacz3s5eFz+WTPFkvvHVr7H23/++adNKbUwxW63a1NKgxfmO51Od2OcUmr3+33vc/f7/VPPY1hfPna7Xe+y4r+cZ2MpB8sZ+xw6nU69z5OD5039Pp0T47G8fpumadq2vbxvhS/TjRW937rTvNuUGPd96UwpmO99WdGvL4Z9ha/4L+fZWMrBcnwOvV/5HTtkToyn5vWb5IWvoQ5M1jTNzRnvTqdTOp1OabfbXd2/le6SVyhjt9vtLnEuT8Ty8/Nz9/Z+v7/MX31vOYY98r8s/sspY3Q6nVLbtul0Ot1dTg6WMfQ51BfLclk5mK5pmsvQhqqqbr5jhzwb43IIRP790rdt30qLL5OM/RJNX/xr8Z3G4ljmIf9Fn99fdnOV3WJaW6bp4lXGva/FV/yXUbZm9bUo7na7yyUnB8vI/9/7/tfLWObkYJoprbZDno3xI9/jQ8O51kiLL0/Jf4mWLbxD9zFPX0yHWiDL++u6vnv7m3/NLyWP2ZSD2Yae23db/IdNiWXXUpbHUQ6Wk3/el3FLyedQpDkxfuR7fGrr89oofFmMD7Tl9X3hDCnj7QtnnnxoT9l9OLR8TvyfN/blPEQOlpPHvS9OQ7GTg+nqur4MMxgabtBnqRj3fb888p2zVgpfnrLVHeYd2ra9XPpaVZb6ovjWX/NLycfGvWLMuvhP002x1E25lE+9NJccDMv/58/n89Xtpmmu9o+pBVufreegruuryyt0MX7mu+Mbf5gofJnEDvM5jsfj1e3uw3LrXyBLyr/kp36pi/9rHI/Hm//5lH7jXVXVzX0so2uN7ByPx8uPjrzo3e/3VwWbHLzeUjHeagOWwhdWpPyif7SlxTjsabpCa7fbLfpFIP7z9MXv0fzIQTw5eD0xHqbwhRVomuam6C1bWqbQGjPukQPaHiX+z+mmamqaJv0emP2fR2MqB9McDofeKbP2+/1VUXU8Hn0OfSAxHqbwhQ/X9wV0Op1659lknkcPaMuJ/2vsdrub//Wyp6N7XA6WUw4v6Y456E7XXR793/1IlIPXE+N5FL5M8kx37xbGCr1aXde9X0Bi+xp5C28+prG75LoxpnLxWlsdhxip7OmYcnIDx3SszyOzdXwThS9P2eoO807lWXy67t4hxjrGEv94crCMOQczy8HrPRtjDVi/FL48pW/80NjcgkzXN553bEqtsbkb5WfcnC8G8V/Oo3PIysFrPVIIy8HrLRXjvrz2zaDyjZyymEnGTjWZvvRUh+9WxrmL9dAldy8HY6eqZNzY/7j4L2Pss+ZeLOVgGeVnUGnqqdPl4DFjce9b7pEY38tbeQrlb/oez09ZrPDlIeVOudvtbnakvi8qpitjOXa5dx729Hce9/L+b/pAe6exGIr/cqZ+1ox96cvBc4Zi3Xf/WHElB9NNLXyfjXFZ3G7le1zhy9P6WiPHvoh4zJzCd+rzv+kD7Z2m/J+L/zKmfNYMfW/JwTKe/Qya+lw5uDW18O1bdmqMh368fPP3eF74GuPLQw6Hw91pnna7nYPcZlgidmMntTidTsbVvZD4L2PKZ007cLCnHCyjbdvRg8+GYikHr/dsjMvp6Erf/j1epd8W3/Tvv//ePWIcSt18jildn2+cz9A0zeUiP+8n/svpDux8NJZysIw8jik99nkvB683J8bl9/jYQdRrdT6f0263+52aMil8AQD4Unnha6gDAACboPAFAGATFL4AAGyCwhcAgE1Q+AIAsAkKXwAANkHhCwDAJih8AQDYBIUvAACboPAFAGATFL4AAGyCwhcAgE1Q+AIAsAkKXwAANkHhCwDAJih8AQDYBIUvAACboPAFAGATFL4AAGyCwhcAgE1Q+AIAsAkKXwAANkHhCwDAJvxf9AYAAIw5HA6X63Vdp7quw7aF9VL4AgAfrWmadDwer+5T+PIMQx0AANgELb4AQIimaVJKr2m9XWLdz6yje87c1+Y1tPgCAG9zOBxSVVWpqqr08/OTfn5+Lrf7CsW6rtPPz8/VfcfjMdV1fVVk5sv3rTsfI5zrHu8uQ+sYen5Kv8Vu+Zz8tfu2855ym8rnd691L270q1JK7T///JP+/fff1LbdVWkKAAAHbElEQVRt9PYAAF+qrut0Pp9Hl8vrka4Y7bPf7y8FadM0NwXy2LrH1l/a7XY3RejU1823dUzfOrvtvvcY/c7nc9rtdqmqKi2+AMDrNU1zU/Tudru02+1uls1bMIeW2e12V8uVxeBut0v7/f7uuh91Pp9vCt++1+3b5vLgvHvqur55flc0l8Xz6XSavF5+tf/880+bUmoBAF5ht9u1KaXL5ZHHT6fT1WP7/f7q8f1+f/X46XS6u+788fz+vsfLdefbNrZdY4+P6duu/PZut3tofVvVNE3btr/xdHAbAPB23bjYzuFweHgsbCdvTS1bgrvXyoc0lK+dO51OvduVt1YPPb9vLG7e6vxoa/PpdLpqUS5bl5+N15YpfAGAt+uKuN1ulw6Hw6InpRgrCO893rcNh8PhqujsCt9y2fP5fCmw9/t9qut68rjeoW3Z7Xa946INcXiOMb4AwMsNFZvn83nS7AtTdesrL+Uyj7hXkPeNP07ptxW6e19LTKlWvqaZHJ4zqfDNf4kNXbp/1HedRjCfOqT7p3pHk3/TNJd4DO2cU5YZe40hz643f97Q+qcs8851PxLrKettmmbyMrqPAJbXtu1godjppiqbKvrzumma3oPocl1L8FLb+mjhzrXRg9tSz8Dv8tINsE7pdlD60spB6n3b8YhusPjYc4deN9c3CP6ReHSvUQ7MLwe0d5dyuaH3Vl7yAfZTlhkyJQfP5GlKrPuWGVrvlBznuXPAAMBrnU6nwe/M8vtt7CCxR7+7hp479H39yEFq+/3+bp3yqKH1PPo+tyw/uG1S4Xs6nS6X/J90v99fPZat9GUbXxYn3Wvn/2SPFi35Oofk//Td++57vaFl7v2D9u38ZUFbvuf8/d4z5XnlMvm23Cusu3Xde96UZZ6J9b1lyqNxp/5vPFKYA7Cc8vtprIHmXuH76Of3vYK7M/YdPeTejBDPPn9OEb1VDxe+ufyfr0/+T9ElrCt68nXsdrubf9zdbnez7ND6+/6x7xWwXQFUvm65sw0VqPl7GXq9vtefUlT3/TIcKnzz7e67L/8R0ve8/L57P1aGPnj61n3vvr51d+93KNZ5sTz0fvuWKe/ra8ke+kDMn6vwBVjW1BbTZwvfsanS7q17yvfEUME55XWHlimL2r6Y9NUGit/HvaXwvffLZKgYHPslNaWInPJPPVSsjq273K6ySJpSsN1b91Cr5dA6ymX74lMWq33r6n4Q9K27i+OUdfdtU1+ROyXPfT+W8tfvy/O9bbxX0HbrHlsOgOeV37V5r3Hfd/HQd0D3GX3v8e75Q+u+t1359vU9d+h7p+99lUXvUONZX+FbPrf8Xr1XMHPtLYVvPgxhShGVP3eJwrcsRvPnTN2eezHoW+9Q0fTIuvtiMBavqe8j3+Z7rep9Bfgj677XBfXsjlrGtm899/437xW0ff8vCl+AZY112w8ViJ2x75K+3tO+y1CDzdTLlO2a8tr3Ct9Hi3Xuywvfl01ntvScfCk9d+Rmd+TjKZvv7nQ6jR5VOrYd5UTWuagpRg6HQ2rbtvec3eU235sloZv2Zf83B+HYulNKg/EYytmjp27s1r/00bv5Od4BeJ3D4TA6+0FKv1N1DU3hdc+U2RVOxckphpYZ0vcd2LbjM1VMfe1O+R1ZblP5Pk1t9piXtPj23ffOFt/utcaWn7rePmWr75yhDuX2P9Lie6/1ttTXAt/3Os92nQzFv28c8Firatl1de91yuVLY63xXZfW1FZxAJ7XDUHIj72Z8r2TP+/e8vlnejf0YEj+PZN/f0x9/tDrPvpcXme1pyyu6/ryK6jvdIH5L8S+x5aaQLpbT34KxG79r5hbL3/fj+q2u9vm/Cww5XvKW8enxKpcd0q/v0KPx+PNXLh9y9yLVdnyXLZQ73rOZDOn1bYvvj8/P4Mt3AA879ke4anPm3sSjGfXscTr8lqrOnNb/s9enoWlvG+sKH70TCpdIVaesjBfZ7e+e8MgnpFvZ7e+oUK8LDi7bc7v67YvL4a7+9q2HYzLlHUPvd++Ze51Dd0revNtf3S9pf1+f3UpHwMAvsvbhzrk6+i6A1LWzTD1wKspzy+77/u6svNlhl57bJvL99otV773MUPbka+rvN73Xseel79Gfl95uTc8pVx3X2zv5WrKkJa+SxmrKeudetCag9sAtmXoO4bv8ZZZHfruu3f05SNjK/umLZlS9PQVdH3rGzJUkI1t2yNF1L33MfbaY2OB+97/vViOFb5tOx7bsdfvM3Zkbt/7HVuvwheAPgrf75cXvtVf4Zv+/ffft49n7LrOnx3r88hsCvfG/5bLjG3LlO2e8nrPeHa9r9qeqet+x+s7qhWAR+XfHXVdG6f7hc7nc9rtdqmqqhRa+AIAwCvlhe+qDm4DAIBnKXwBANgEhS8AAJug8AUAYBMUvgAAbILCFwCATVD4AgCwCQpfAAA24f+6K03TpPP5HLktAADwMlX6PS919HYAAMDLVFX12+L7v//9L3pbAADgpYzxBQBgExS+AABsgsIXAIBNqFJKjmwDAODr/T+a7XBIoyYTNAAAAABJRU5ErkJggg==)
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)
Single pion thrown with exactly the same kinematics: pT = 0.15 GeV, eta = 0.1. Energy loss constant, MCS, decay, etc... switched off.
Standard geometry with:
1) IBMO flagged as ONLY (in DEV from xx/xx/xx) -- sold black circles
2) IBMO flagged as MANY (used for QA) -- open red circles
No other changes between run.
Plot each tracking step through the geometry from vertex to outer radius of the TPC. We see approximately 1 mm shift in the trajectory of the track by the time the
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