Rotación Rombo

ACTIVIDADES
[justify][size=85]1. Al abrir el recurso, nos encontramos con dos rombos, uno rosa y uno violeta (en caso de no ser así, utiliza el deslizador para mover uno de ellos). En primer lugar, deberás utilizar la herramienta de "ángulo" para medir el ángulo que forman las semirrectas GA y GA´. Para ello, una vez marcada la herramienta, selecciona el punto A´-punto G-punto A (siguiendo este orden). [br]Una vez obtenido este ángulo, utiliza el deslizador para mover el rombo violeta hasta dar la vuelta completa, es decir, desde que el deslizador marca f=1 hasta f=0. [br]¿Qué les pasa a los rombos? ¿qué observas una vez dada la vuelta completa? [br][br]2. Por tanto, si muevo el deslizador, ¿qué le pasa a este ángulo, aumenta o disminuye? ¿cómo se denomina este ángulo? [br][br]3. ¿Cuál crees que es el centro de giro sobre el que se está moviendo el rombo violeta? [br][br]4. ¿Qué les ocurren a los puntos del rombo violeta (A´, F´, B´, E´)?, ¿se mueven todos a la vez por el plano o solo algunos? Comprueba con la ayuda del deslizador si estos puntos giran el mismo ángulo que el A. [br][br]5. ¿Alrededor de que punto está girando este rombo? ¿Este punto es fijo o variable? [/size][/justify][br]
RESOLUCIÓN
[size=85][b]FICHA: TRABAJAMOS LA TRANSFORMACIÓN DE ROTACIÓN [/b][br][i]1. Al abrir el recurso, nos encontramos con dos rombos, uno rosa y uno violeta (en caso de no ser así, utiliza el deslizador para mover uno de ellos). En primer lugar, deberás utilizar la herramienta de "ángulo" para medir el ángulo que forman las semirrectas GA y GA´. Para ello, una vez marcada la herramienta, selecciona el punto A´-punto G-punto A (siguiendo este orden). [br]Una vez obtenido este ángulo, utiliza el deslizador para mover el rombo violeta hasta dar la vuelta completa, es decir, desde que el deslizador marca f=1 hasta f=0. [br]¿Qué les pasa a los rombos? ¿qué observas una vez dada la vuelta completa? [/i][br]En base a las indicaciones abriríamos el recurso y visualizaríamos los dos rombos: [br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABRMAAAJSCAYAAABQnFJuAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAIdUAACHVAQSctJ0AAMFHSURBVHhe7N0HYFPl3gbwp81qundLGWWUjYCIiICKeyDuK+7tde+r3uv2uq6fe++NG1FAkL333pS2lLZ075E2O/nO//QES2kh0BYKPL97jzQn4yQnJ8mbJ//3fQO8ChARERERERERERHtR6D2LxEREREREREREdE+MUwkIiIiIiIiIiIivzBMJCIiIiIiIiIiIr8wTCQiIiIiIiIiIiK/MEwkIiIiIiIiIiIiv3A2ZyIiIiKiFqirdSN1iwXp22qRl2NDZaULbieb2O2B0RSAmFgjOncNQt/jQtGtZzAMhvZRT1GYb8eWDTXITK9DSZEdtRYPwMPmiBUcGoi4eCO6pgRjwKAwJHUO0s4hIjr6MEwkIjpKOZ0uWCy1qKmugdVqg81uh0tZ5/EoX1YCArRL0RFL+fgODAyAXq9XviwbYQ4yIzw8FCEhwTAFmbQLEVFbqa1xIX17LbIyrCgrdaBTFzOSu5uR0MGE0HAdDPpA5b1WuzAdHsq3HLvDjapKFwpy7WpoV1HmQIeOQejROxhdewTDaDx0waLb7UVxoR1pWy3IzrKp969nnxB06hqE6GgDgoN1CFDe1+kIpDyXdXUulJe51B8U0rdb4HZ50aWrGb36harvC3o9n1siOnowTCQiOsq43W4UFhQjNzcfsXExiI6KhCnICIPBAJ1O+aISEKAudGSTj29ZJByW4Nhhd6CqqgolJWWIUp7zTp2TlC/JRu3SRNSaNqytxvwZZRgyLFwNCqJjDDAcwlCKDp7V6kZxoQNbN9Rg22YLxt3YAR07m7Vz2468X/86vgAelxcDTwhHp+QghEcYtHPpaFRTXR8sblLeLxxOL/5xfYdDGl4TEbUlholEREcJeTuXCsQdGTvVarXefVIQGMhG67FGwsWc7FyUlVegV68eaqUijwOi1iHdmedOL0VNjQsXXhqPMIZBR7TCfBum/l6M/gPDcPywCJhMrf9e6fF4kZlWi2l/lGD4KZE4YXgkdDr+oHcskfbZhtXVWDS3HGePiUPPviE8BojoiMcwkYjoKCGViJWV1ejcKQlh4aEMkI5h8tFeV2dFdnauGiz36JGsVqUS0cGT7qm//1SIAYPDMGxkZLsZd49apqbaibnTy9XQ74JL41s9UFy9rFIdT/OsC2KRmMQx9I5l8h4y+69SdOtuxsmnRWtriYiOTAwTiYiOcPI2npdXgMLCIgwaNEDtzkzks317BgIDAtEjpSsDZqKDZLO68cNX+Tjnwlh1bEQ6+iyYVYbyUicu+kcCdK0wtp3X48XqFVVYtrACt93XRR0PkUjeS777LBf9BoXh5FOi1LGPiYiORPxWQUR0hCvIL0J5eQUGDmSQSHvr0aMb3B43MjJ2quNpEtGBqat14csPd+H4E8PRkbOzHrVGjI6CKSgAUyYWwen0aGsPXlpqLbZvseC2exkk0t+CzDpcd1snZO+wYtO6Gm0tEdGRh2EiEdERrrikFH369ILRyCCR9qbX69C7d4o6lmJNjUVbS0T+WjinHH2PC8HgoeGcvOooJt3Wz7s4Hh6XB/m7bNragzf3r1KcPSYWwSEMEmlP5mCdcqzFYeWSCm0NEdGRh2EiUTslX/yLioqQnZ2NgoICVFZWquvaK+lqW1tbi507d2Ljxo3YsmULMjMz1dllW3s0BavVipycHPXfY5nL5cKqlevQuXNHBom0TxKAdOncCVlZu+B0OrW1RLQ/BXk21FS5cPo5cQcUJHrdVng9du0UHSmky+moM2IwZ3oZHPaDa3O5XV789E2+OtFKQgdWslLTomOMOHFEJL76eJfSnmu/7XsiouZwzESidkYCuRkzZqhhXE1NjdotUcY5k0kUEhIScPrpp2PQoEHapdsHu92OiRMnYvPmzWrAJ2GFfOmS+xwUFISUlBRcccUVCA8P167RMqmpqfj6669x8803o3fv3traY09hYTHKyyrQt18vVsvQfsnHvczy7HS6kNKzm7aWiPZFJlzpOyAUfZRlf7xeDyz5k1FduBB6RxFCAhyoDuqOiITTENLhAu1S1N7JRCyz/ixFkDkAp50dq631X262FfNnleHqmztyxl7aJ7fbix++zMOI06LQo1eItpaI6MjAMJGonZAqs02bNmHChAmoqKhAXFwc4uPjERkZqZ5XVlamVieWlpaq4dxFF12k/ns4SdApoed3332nhoiJiYno0aOHGnrKzLFSWSkVhMXFxairq8Oll16KU089tcXj+sk2P/74Y9x1113o16+ftvbYIvt+27Z09OnTU+3G6q+MjEwsX7YCqanbYbHUIiIiHMcdNwDDTx6GTp06apeio5VUN0s168BB/WE2s2KGaF9Kiuz46qNcPPRENxiMzXfm8XpccFRuwLx1r+KX8gBscwaj0GNUz+sYaEM/gxXXJoRgxMBHoI/ozx9/jgAySca7r2bhnn8lIyRUr631z6xpJepsvSl99h9A+8h788aNm7F2bRq6dUvEqFEncQzkY0RBrg2rlldi7OUJfG8goiOK7jmF9jcRHUbLly/H999/rwaHUsU3duxYnHLKKWoV4uDBg3HiiSeqf3ft2hXr16/HypUrERsbiw4dOmi3cOht27YN33zzjVqZeNVVV6kB5wknnIDu3bur97N///7q/R4wYIAafs2aNUu9XkurCUtKSrB69Wr1tiV0PRZJdZlUrsbFxfjd+FywYBEmTPhd7cZ16qmjMGLkcMQr+2/jxk1YsXwloqKjkJiYoF2ajkZyrMhviC6XG6GhrIIg2pc5f5Xi+JMi0LHzvmdvLsyZhI/Wfo0PyoKw1RUCi/fvH3hqvHpkus1YXuOGvWwpegaHwBzeQzuX2iu9IRA2mwcetxdxCSZtrX9WLK5UuzgbTf6PJiW9Uj76aBY8npFYs2Yrtm6do35Wh4aGqj086OhlNAZg6wYL+g0MY5hIREcUholE7YA0Ij/88EO1mu/+++9Xw8Pg4OA9GhXS1VnWdezYEccddxzKy8tx1llnqddpTII7i8WC6upq9V+Hw6Gul27H+2uoFBWVYvLkOZCa5YiIUPX2m7qO3KbcZwk/H330UTUwNJlMe11Wri/dmyVYlAbxqFGj1Ms1Jr/Ky36Q+yyLzWZTQw/5Zb7xbTYOE+U+yHVlkS7Wcr3m7reP7CPZhuxXWUR9yOJS95kEdfKv3J7cliwSmspiNNZXnBxOZWXl0AXq1MpCf2zblopffp6I448fiGuvuwbde3RTK1+7deuqHG+DkLVzJ1avWYu+ffscYMjkhb22BmUVVcr+r4PXEASTvnWG4/W6naisscEcdPj399FEjuWKikpER0dqa4ioMZvNjQWzy3HRFYnamqbZq7bih1Vv4L3KKFgbhIiNScC4rE6PbtVz0LvDcOiMUdo5zVA+jxw2J8rLnKiuUj7j6twI0AfA2Ervr8LjdKOk2InAYD0Mft6s26Hcp1IXquQ+Wd0wBOvgrHagxh0Is3Hf7YsjTVBQIHZmWNG9Z7C2Zv+KCuzqLL1DTorQ1uybtDukrTF79hxs2FCGTp1GKqdLUFq6Fjt37sCyZcvUNpR8Xst79/54vUr7r9KJinIXaiwuWO0emJTn6GCOGq/SLrNUOlBZodxWtXJbDg8MpkCl7dHU86xctswB5bBAyAGEqM2R/WKvdSptHafSHnOhzuZRno8AVJY64DToYfK/Q0a7p1de0zsz6pTnWY8wZWlzyvNap7xmy+QYUZ5Xp/J0BinNcouybx1Ku9movBkc9CtZOf4qlfcUl/JeZVAe19H1jkBEjbGbM9FhJi9BGf9Pujjfeuutaui2P3IdCd+aalhKEDd9+nRs375dvZx0P5bLShfk0047Ta1ubK5BKpd/993pMJvPUK6zEw7HXKUBG62Gl9KduGE4J1WGkyZNwnXXXYfhw4draw+OBHaLFi3CihUr1KBQ7rMEpxIUDhkyRO0a3fCXeenm/Mknn+COO+5Qg8kFCxagsLBQDQDNZrPaNVzGlpSA0xcU+rYhYaCEtXL/ZVtDhw5V94uQbuR//PEHduzYoe5HCRalEd+pUyecffbZ2LVrl7ptCXwPt61btqNDUiKiovz7wvLVl9+qk+Hccedt6j5qTILY9979EL379Mall16krd0/h3UHZv21HRHxUQhwVqM2YQTO6RemndsyjvJd+Gz6dtxzzVnaGmoNdptd+ZKagz59e2priKix4kI7Fs8vx2VXNV/977aXYf7Kp3BntguuRnHNDb1Hw+py4NcdS7U19fTw4Lue0Rh2wrMI1DcfUpXuLMUfv5RgRzUQFhQAr/LxO+isDrhwuH/v+f6ozS7Hf18oxD/e6Ieh+71ZL2rzKjDhxxKklboREhIApy0QY/+TAsfkdCyNTcbD5+y7gvNIU1nhxIJZZbj4yn0Hyg3N/LMEkVEGDBvp3481MsmetDuSkpKUUwalLViN5GQzxo07X/3RU9pFX3zxpdJ2OxHnnjta7f3RLI8NayYV4K+1VuVAC0Cg0tRz1hpwwyspOPBRcj3YuiAPv/9ZA2dYICQn1pmV5/v6ZPRrslLTjmmv7sTS7tF48R/x2rqD5UHx5kL89GsV8j1AuBGwVRtw69Md8NvLWeh0S39c2Uu76FFiw5oq7Mqy4cLL27h3iNLOz9uk7Nsfy+GMMyIq0A1350jccnkw/ng8B4aLu+CyEeEHHwLay/He/fnodmcyxhwfxjCR6CjHykSiw0wqDH/55Rd1rMFzzjnHr1+eJdTzhWQNSfj10UcfqeMUStB24YUX4swzz1S7HS9dulRdpFu0LA2DQQkRJUiTSsPycql26wejsQZRUTblcm5MnTpV/eW8T58+6uWlKvG3335TqwYvueSSJisN/SXbltuXYFKCvVtuuUXtLt25c2fk5uZi4cKF6vYahpkSAq5Zs0YNDWWMSRmPUaoUpVu4hJASzEoDXH7Jlwa6XE/2jYSsGRkZajdxGYMyOTkZxx9/vBoYSpXi66+/rs5ALeHouHHjcOWVV6Jbt25YtWqVensScubn56vB4uGWsSNLncVZqk39MeHXibjggnPRuUtnbc2epNqyxlKL1avW4PTT68NVf9Rlr8J2ayecc9oJSO6Wgh5x2rHgccPhdClfhpRvAso3GilkkEpDp0tpuCpfkBAg67xwO51wezzKIhcLgEc57VLOd3u88DosWJtRhhP6dFLXeZQv601XRNCBkNdDUVEJEhKOzSECiPwhFWYuJ5DcvfmAzFu9BS9umqN2YxY65bUlv9APjE7GJ6PvxtmdB2N6zjqU2WqUd6/68zzKv2ZbDk7vNhoBhmYSPG8tfnkzF5UnJuLpO7rglNNiceqpsejVSX5UU94blRtyO73K+6kXHuVEgNIckNe1+kOjW1mvnCeTiEi+Gah+birvtcplXcp6t3YZj7LaXW3DgoUW9D83DklBf19X3n8lBZDb9L3jepXP2e/eycWOyHA8/mgPnHV6HEafGYsOxkDkbirFruBInNxdr25XbsOl3Nbu7SvbVG9X7q9yW9J88Wrbksup91+uJ+crp2X7chn5W73PDe6P3NYe633bUD5HHMo62QdynoSvu7er/CtdhtVdcYA2r6/BgMH+Tx43Y3IJThwZifCIfX82y4+TO3cW4n//exGjR5+Giy++GP3791E+fwdhyJD+6mey/IgqbZOlS4uVdttNmD37F/TunYSYmBjtVhrwurFjYT7e/aEOlz/WA9dc1AGnnKo8R2dFo74GVtlvso8dDfa5tj/leVH3vXJ+/Xrl2MjNxmsf1eHSR3vimrEJ6jE4akQM4mT8SHkOZN8qt+V7bgKVtmL6kkrkRAbhtF7B6u35njOpcHQq2/Qql1X+UZ6y+ufIpVxG/icf6+p98d1PpY33wlNl6HF5Rzx4c2ecelocTj8nGpF2J5YtqkT48fHoH11/v+U2fI9HjgN1W/Kcy22rt6scGtrl6o+D+uNK7rd6GWWLAUpbpKn7I8eSvM581/XtM4/LA5dyfTmGfce5+rdyWfX4Vi4j2z0gyhXmTS9TJ2JpU8rdXTo5FwWDO+Lf1ydh6PBYnNgvFHoY0UfZz306m9TXiroftedXnjd5nBJOu5V18tzLvpPJY3YfRz76IAw5Jw49k0zK+yHU25DjRX29yv5XVh7oriGi9othItFhlpWVpQZVEmC1ZCxBCWh+/vlntULvnnvuUSsRhXzIR0dHq92LpTLtr7/+UisNG86sLAHZF198oQZ4Q4d2Uz73dyIyshbnnnuqWsnYq1cvfPLJ17BaQ2AwONUJPxYvXqxefsSIEdqtHDhpqMnYj7///juuvvpqnH/++WrjWQJVCQIlIJS/Z8+erTaepUJQ+Lo5S9goXb2lolP2nVxH7usZZ5yhhp9TpkxRu4XLvpD9IwHkzp071cvIPvIFiRJWyniVEsLeeeedaiWkrPftu5NPPlmt3JNtSgO/PYSJOzIy0a17stLoU1pyfpgyeRrOOfcs5XGFaWv2JgHrmtXrcN7552hr9i8gSI/tqzYgt9CF+JREqFGirRqrpk/DvEylwbpuORaVROG47sFInTQBS7MKkDrvD2yw90C/ZBemvvYaVhc7UVihQ0RgHiZPWoq8glysWpmNTr3jsHX1GpSXlyJj3WKMX1iBwYO6I/gQ9AI62hVLmJjY0uoRoqNXUYFDeYPzIkkN8JpWWLoeP+VsQ4nHgChjEK7vfhzqXE6kVhWhc2gsNpZl4dcdS3B8dCLOTuqOzJoKODxu5b3OjTNiohAU0Ve7pT3Zt+3Cb9tMuPOqBIQ0mvhFPjfTlubik0/zsWlLJWb+WYoasxHdOgfBml2CLz7JxbJ1lVg8pwSpxV706hcCXXklvn0vC9MXV2Lr1nJMGV+AjM7xGBT0d5iYqLxvT/g2B4vW1GDdwiKk1gRgQA+zGoyI0qxyTF/mxE3/6oYOjX4/3B0mdvVg0ZQczFxRjdXTizBnqwP9B5uRN38Xvvq5BJlplVi13oae3b349eOdWLzego2LC2HrEIbgzdl4+u0SlNY4UGEDTLVV+PGjHCxYW43lym1ts3jRV/kcseSW4ZuPcpX7WYkls0qwuQhI6RMCc9pOPPxSMUorqzH3t0Is3m5H5fZizPyrBN9NqkDy4HAkhO3/x9o9KA99w+oaDDrB/zDxz9+KceYFMUpbofnPZulF8b//fYdt26KUtkkohgxJQnJyF+3cPW3duk1pm4Qp7a2TlOvJBHxBSrtGqhj35HG4MHNiEQwXJuPKQXtXvHqqavD7d9lYsKoGGxYVYlM50C8lGEWbCvDZZ7lYu6kSc6eXIs+hV7YRgHlvFcI9JA7nnxwuRY57cLusmPNjDv5YWo1tS0uwMsuN3gOCsGtpJbZXulCeVo55fxRgcbYLQ44LRc6KbLz8XjEs1TZUBJgQXZGHb36vQOaGUkydVY3Ox4cjanfXaDfWT1PaeFYTbrqhA0IaPmUNw8SQSvz48S6s31aDWT8XIFenR69uAVj6UxYmzqtC5voyFAYa0NVbjU8/z8WW7RaskqrPnmHY8ksqPptZhYoiJwLNLmybkY+f/ijBFuU6c+dXIaR7GJJCvUhdnK/sm3ysV/bNzCnFqA0NQveOJmydlIZ3J1ajJKccv31XjO01HmQsL8S8SYWYm+7A4IFhCGq80/ZD6ggm/1qMc8a28Y98XqWtl628DjfaEZVgQFyUQfuRtg4Tn0vHdqUN3reLDot+2olPJ5QhI60CCycWYvoCB4acpcfMZ9MwZUsNMjdW4M8/ilEYHoTjOjV8Q6jCxzfuQFG3YPRJqsD/7tqFHOV4X6G8H/0xswIx/SPQIdS/disRtX98NRMdZhJSSTfklk4kkpeXh7Vr16qhYVO3JSGYVCnKvzNnzlTXrV+/GQ8++BpefvltdcIUmfhlxIiTcemlp+P8809Vu8NKoFZQUIBTT30KVusofPXVIjV8k27DLb3PUlEoXZQl8JPArjEJyqTaUM6fPHmy2kW5IbnPEuw1rs6T01KVKYGgdGeWikIfeTwSNsp+8JHZpqX7soSIvurLhuSyUjUq4Wl74XJ5/A4SRUhIMEqKS7RTTausrNpn2NgUozkZF10xFiOj1uPl175DWY0d1SW5WONIwrUXno8Lx12IDuumItdiQK/zr8ClyrrLLxsJy+YtStNVaUAHmXHCaWfjglHJ2LQqDSdcMkZ57s7HtdecDrVmJywJZ5yj3M6Vl2F4xUxkKl+AqGXkNeCVcgwiapZU4pj2EQiJXWVbUO6uTzuqnXZUacvopAHoFBKDGFMYRiT0QbnDigq7FbVS6qjIdelRUbxY/bspFXkOhEQZEWTSoTrfgtce24qHb9+KN36qgMdpwczJtTjt/hTcfV8PPHCZCQsmlyC/0oL53xcjeGAC7r23O+69IQ7bZxRh2Y46rJlSjB3OUNz+SA/cfG1HdN6rINKJDX8VY7M3BDfe0RU33RGLglUVqHT9/UZhq7PDFmdCj33NBaIz4qTzu+LWm5Jxx3VRyF5UjvQyO5ZPrEXwgGhcc3s3Zftx8OTUYMXWAJx+TRfc/mAvDO9S/3msDzNh9JgknDU4CIsnl6F6ZEeljdIdDz4Rh+rF5dhabsfKSUUwndQB9z/QHQ/dGYPsPwuxKqNWvb7brMMp53TCTbclwr65ErYTuuLuRxLRv9CBDZstcKuX8p+ELGrl2QGQ8f2ClfuxL9Imqajwolu3kejQYYhynfr735SRI0cgMnI7vvvuSiQkZGHIkMHaOXuS6ju5mX796meQ3jJhu3rMyDJtpwtb55Vgea1ZfX5veyAelWsrUVJXg7m/VaL3JV1w9709cP+4UCyZUIDUAitydgBRyvMiL4GMxZl4XG7r7lTM2mCBI7UA66qDcdftXXDrtfEoXlaK1QXqZqF3G3Dedd1xzxPdEJ5eiRWVUqunnoNRV3TEqccFITSlM265rSuuuq0HeuptWFfQcB97UFbohq6vGbH7mszaFIHLbk/B9Td3xcNXGbF5dR0sDuW4mu/EyAsTcd0d3XHWoBAUbypBmTkcV9/YBbdd0xFxwfWv6aAuMbj8HwmIqbbix8kOXPhAT9yhLOf392DCjDLUVdrw1+RqnHh/b9zzQA/859YgLPmrBJW19UeRI9qEy69WHsM5wdg0tQw9leP+3ieiELCxFrkycOQBCgpSXuvVB369AxYADL2wI8Z2sOGbl7Lwvy9yUdX4hVFRgNkbgPsf7IY7buuEAYkN2tjK0xmeGIlrbu2OS04zYenMcjR/9CqUt7xuI5Nw292d0VfvxPSVVdoZRHQ08P+bKBG1Cd8EIxIqNkd+xX7ttdfw7LPP7rXILNBCAjFpoEoX3o8//ljt7tx4kQpACeSkelGCvE8//QPHHfcIBg58RK36k/vSFAkVy8p2weOpg9GoNPJ09ROSSCXbvrz77rtqd+vGi4x3KN2OZVzCiooKdbt//vmnOm5Q40WqEiW4lPtbVFSk3XI9qSxs7j7LDIhSNVlaWqp2JfeRy3fp0kXd5z6yP2T/S5Vjw/UNye21pzBRpwtUuyT5q3uP7li4cLHaZaopsn83rN+IQYMHaWv8pOwvY5AZocNuxEPndcKn09PgsFtg27URP373A777YQaqOsZDZ6nApvmT8bWy7vsp61CnpVmyv+VYkmqbOqVBG2uqb7TqlOdJ/YBSvpyqq3R65UuNlyFYK5B9zX5GRPu3v/cbvT5EfZ+KMJpwQVIKIo1BuK//WfjotDtwYkJPnNV5ED4dfRdu7TUSnYPDcVHnnsr7WKBa6aUzND+mXlBIoPJ57obL7UFIrBFX39sB553ghtUuXVEtKA00YEiUXvk80yG6pwlhDg/sjlpkZgQguasRRmV9aIIBHXQBqLTUIX+HB6HHmZFg1sEcbEJMbOOwy41d6W5U7ajD+Pez8O3XNYjsGFTfVVij0yuf+5UulO0jkXPZHFg7PRuffJaBL36pDw28XjPOuCECjnXF+N9bWViT6URoSjhOH2jAhNfTMX5qCUrq6nd0SLAeoeZAtWtkmXL1IYMjYVIeiyk0HolhXlQ5a1FYGoieXQzq+qAkE5KVq9bW1gdWoeFBCAszISjIBKNej5Reyr4wm9C9p/wAp16kzandaPdz3EgvihEjYjF37kMID1+NYcOO187Zm7RZ/vnPm3DGGX3x2GOPNDu0iTRdDAYv8orqf3TtPjoBt90egaBANxweD/J2uFC3y4rvP8jCFx9XI0R5fgN1tcir0qFfh/pjJiLZhDi3F7U2D8KUw9Na4VK7JXccGIc7nghHrMWtdlcu2GlDUXoNxn+Yjc9/qkCHFDN8vbpNPc2IDVKeM3MwYqMDUGWpX49ORiSpE3K4kL0uH99/no5PP8vGxixPo/0VAHNIALz5DmhPaxOU9kJpNWb9sEM51jLx7VSHFNwponDWhUGY9XkW3v4mHzvLPOhwcjw6KW3oF55Lx/RVNbCpx28AEuMMajfc8kI7PD2D0TVKp76eIjsaYat0wmGrg8VsxOAOOnXfmHubEWJV7qt2ZxM7RyLIaEBYqF65HSMSEw0whoQiNs4L536e/6bIe80B/D588KTNZQrGabf0xfP/TUSnohq89WEeahq+rnMd8MQGK8emAQZTELr1aHDMKTstRh6rUYeoGBMM8t6jndWkSD2Sw5X3qhA94s16ddImIjp6MEwkOsxk3D8JU2T8HKlQbIqMSSgVehJ2+Za+ffuqAaIaDCgkJJTrR0REKI3psCYXOW/YsGEYOHCgGuKYlAZFWJhss2KPSr3GpFv0mWeGoqDgC9x88zlqxV9ISIjazViCzuZcddVVePLJJ3cvEiRKQ1iCOXnM0vXYN1uydEtuapGQT8Z8lG7gjcdm3F9lpIxDKQFrwwBN9kHjxriEmjLWouyj5sj+kueqvTApX5Zk3/lr+PATlecrH39Omabsjz2bfjU1Fnw//ifU1VmVLzgnaWv9Yy1ajfS8+spPl9ulhpxR0fEw6WJwyvXX4HplufbqKxBXm4ofd3XBjcrpCwfHquMKNRSgtKI7hNgxYXl9YJy9YROq1b+otcl7xoFUtRIdiwz6AOVztdk0Q9U5ph9idB50NochKThMDQSC9SaU1JZjY1m2ulTaqmEI1MOrfIYkBYcjMSgUHfVuRCWcot3K3iKHRCE8vwYLM+3QKZ/NnbpEISFSe80GGBFqdyJTxiJT2AqdsChf8PXKdmNjvCgpqU/NnDVulLq9CDYbERIBOPJdqFMejvyQV1He+Au98r4dF4DQODPG3ZOM2+9Tlps7IrZBV82YhHDEumz4YXopmtst5Xll+HOxE2df3RXXXezrGhyAjkOTcNe/uuPawQGY8F0h8pyhuOyerrj/vgQ455Ri9srqPaoG5SNa5lxL26n9yOquQEUdEKYPQliwB/nl2h2ockI+MWTW5b0FwrivyjY/yJhwchwcCAlg6rTqtX0ZOXIYunQxKO2ia/fbltmwYYPaDtsXXZAOvbsbseGrXci0uGGOjUS3TiEwqs0dpf0SG4igsCD8w/f83tpJOR6DEGlwY5eWJDnKnKhQHq7JFIbzLjNi64pKFFS7YA4PQ/duZvhGD42JNcDYJRg33t2l/raUZYg2aoanwinFaPB461BaBkQ1blYpr4ffPq9CzOB43HRLZ/Taa34jPQYMNaNuaw2WbbOor6m9ubFFOW5mZulxyfXJuPJMX5suAIPPT8YDj3XHSGMt/phXA114NK57sBseuD0C2yYXI710z3ZTiMyenGNDidZMtCn33xSmU47BIBhrndjpa+IWOmAzyXjl2umGAgLVY7Yl5MeDyMgWHrAHKKZrDC4cbUJtnh1VDZuFoYFwVNuVNqbyOvM6kL/zECXxRHTE4ZiJRIeZVP3JWH5SQSeNRQnpGpOwTSoHZcIQWaSyTsJHmXVYgkUZ10/GEZQG5/XXX69215XAsPEity+LjC9YX6EXge++ewEdO9owduxYNTBrigQP2dk7UVSUizPOOF29z1JRuHnzZrVar34Wwr3JY5HwThYJIKUr9rp169T7J49BquFkHEIJCmUil6busywyK7PcbwkhhW8CFpn5WiaTaU5aWhpSU1PV25egUK4jQYoEsw3J7cnYjdINvLlKR7me3Hfp8t0exkysqqxGSGiwWoHhj/j4OATqArFk8XKkp6Wrj6eutg5bt6Xitwl/qPtAnn8ZtykhIb7ZY6ExNyox4/s/sGDFKmTaY3DL2KHKF5Zo9A4vwM8/TMcKZf26bD0GndID+hVz8dfSlcgOjEWnsDj06BOP6txCRPc8DpHKl8GOPTuhYtZkTF28Ats9HTEqJQoFlXb07S7Hlwvl2TkI63Mi4pqfAJX84HS61OMnLq6JQfyJSGWxuFCY70C3lObfcILcVVi1ayEW1bixprxAXabnbsGX2+fhp4xF6vJF6lzMzt+OVWX56iLdoM8NrsPp/a5DgKGZH7D0IYgPsWLW14VYsLECa1eWYuU6DxIHROCkvpHwVlfjp5/LUFlVjWlTreh+RhxGDYxGx3gr/vy9HIWWWiyfXwln90hcdXYckiLtWDyrEplFtcjcUIZN2zyIHxGP40y+MRMTMbiDC8vmVSC9wIrqgipsynejV3LI7vBEH6xHcoRymcmlmLW4DBs3lGPh7HKYT4iEZ3u5OmbiiUlubF1ag0KPHZlra5Gd68Hx54Zi1Uc5yPG6kZtRC3twMPpF1OLrOVXQ1dmxLc2FPqdFo4PVglU5egwfGYFg5WMt3GvHwl+KkVlRi7V/laEuOQrnnhSF+HA7psv4i5UWrJxVDbvSjrn4glgEl1dg9jYdRoyIgN7mwMpFNeitrI+HE+nK46rtHI5BPc0HVEVhs7mxI60O/Qf5P/xHemotOnQyqTM674uEutL+qf9hJ1A57VR/1PR99m7ZshVvvPEtJkyYpbRjVuPqq69S21LNCghE5256FK+vxqzZpVi3sRxLl1WjyqHDwFMTMLSLG6sXVWLbrjrUlVRjQ7YDXZNjEaG3YOKEMpTW1GDOzFpEnBSDMcOVNlv3UHh2VOB7ZV9v2VaBpXNqkO/WYdDJkejW24jM6WWYk22FtbgG81dVI2VQKHYtqcTmHAeqqyzYOKsYuVHhuFJ5PmrylddJXiDOO1m5/wEuZC2rQqby+nIWVmLlWheSRsSi3+5q2QAEJQQh2VuLKb+WYuHmCqxfVYa5kyrR5ZQwbFPHTFTaD8r5a1dY4TZYsXqBHVXGIIw42YXf3yuCVe/EtlQbYntFIiYrB5O3ueAqqUVOlQEnj4hEtXK8FoeFY0iPIETGBKBsYxWWrKtEWUEFFi/34OwrOiClgwHuMgv+UI5BGYdz2i916D46HkP6hqAstQwZgeEYqeyHquxqLFnvxqmXRCMMdqyeV4NOw5TjOXTfXd0bk9nj83Ptfs8CftA8Xiycko4pS6qRs7UMU+fZkaw858MHGpTXSSUCUiLQd2AoiheUYUZaLUoyq7BmswNucxBGnmFGlnIZd/dw9O8ahKq8aqxIUx77GVG7g2blVYNVE6sRrhwnfZKcWDTDjkGnRiEi2IsM5fjIiTTjzP57f88hoiNTgPKFssnffIjo0JHx+t5//32cdNJJuPHGG/cb5MjMy++99556uUcffVSt2JOg7s0331SDOpkNuanbkMBoxowZOP3009VxCKVqT7pEn3baaRgyZIh2qT1JxaMElzLT8wUXXKAGbnLbUjX4yiuvqFV+jzzyiBoW7ouMsyj3WaoZn3/+efXysn153OLBBx9sMsiTqkKZ7TklJUWdDEbI/pKu0ieccAKuu+46NWxtTKoepZu1dHG+//771e19+umnaiXlE088oV2qXnZ2Nt555x11LEUZa7EpUiEp+0qqQV999VVt7eFTUFAEj9uDjp2aD1Obsj01DcuXr0RaWrrymOrU/dK/f18MP3kY0tN3YMH8hRhz4fnKsXjifo9DOjLVWmpRUFisvKa6aWuIqLGyEgfmTC/Fldc3/WOZ8LhqsXPt47gk3QqL17/SpLAAF6YO6IROxz2JgMDmewQob/Aoy7civ1i6OwPGcB06djEj0hwIl82JrB1W1FiBoEgDuvUIRpDydu1VPvcKd9WhsMQDfYgOXXuGIMwgZ7hQnFWH/HKvcjsuzP2yEL0e7YczgpzYvt2GpAHhiDJ4UVVgQU6+B1KHFNPZjM5xRuVzoP7u1PPCUqI85l3afQqr34Y934JyUzBSYoFCZTsFFV7EJgSitMCN5ONC4cxT3nOUbcMUiI49zIhStrB9ux0OD2COMaB712B4yyzILAtEj57B6jh9cDtRmG1FoXK9AOV6XVKCEWXWKQ9FeYy5tcpj9EIfrENyrxCEy2OsrsWWggDlfS0YgU4XMtOs6DAwDOHKtgq31cIebUaXBOXx1D8Qv5SXObBkfgXGXp6grdm/hXPK1QB21OnR2pqmSRtFhnf56qtf0bfvOAQFFeOaa05Fz5491XbXQw89jd69H4fXG4ht2/5Pad891eSPzY15HTZkZTpQVaPsb30AwhINSE40K396UV1kUQNeeX6jkoLQJdGk7E8ncndaUV4lx4Ye3ZX9adZ2ktvuQHaWDdXVXniVZlZ4rAGdkswwKX9Xl9YhK8cFmZ08JNGIHh0NKE6rQ6lyZnCtC1U2IEl5ruPDDagtV46ZigAcpwXztgoL0jPdCFCO3TCPC/rEUHQM2zPm9SrHf5FyLBcUK1tQzpLjvHsXI3KUbZiTw9HR5MCOVOU14AlEcscA5djWoWcPPQpS69QqVn2YHt26m2FQ2jnblW3JY45VXj9JsUZU7apGdZAZXePr25wu5TIZO5ywOoCIDiZ0URZ9YIDy+O3K60x5/MrtqftGeZ2ZdQGoyq9BcYAZPTvoUVdqRXqOB72GKPsNTuzcZkNUtxD1B9IDsXp5JaoqXDjzfOVF1JaUr/3lhbXIzXerXdiDIvXoqtxfs86FvG11CIg3o4PymrSUKs9Ztgu6YDfSphRhY1wk/nNzHEqVy3jizOioHAvWCit2FHrQu28I/n4ncyJztRXmFOV2It3YvsmFzr2DEWz0oii9DmXBRvTr6N+P4ETU/jFMJGonZDbhRYsWqWGdhHZNNRrl5Sqh1tdff600xLfjX//6l1qp6DtPAjbfjMRSMdgwDJKG62+//YaFCxfiscceUysD5ToTJ07E1q1bcfvt0gVZh5iY6N3Xk228+upPCA9PgMGQiZdeenGP7tBS9SdjMUrF4D//+U+1erJxsCfbkEBQtrNs2TL1clJt6CMTsEyYMAHXXnut2gW7YfdLua5MKvPll1/iyiuvVENPIWGiBHsSPt5+++3qpCkNH6t09161ahXGjx+vBrTXXHON2iW4uTBRGu6fffYZMjIy1H3XeBIWqSCQGbflOZIKx/YQJtrVRn4Oevbq0Wqhn+y3P6f8pTzWlbjq6n/guOMGaOfQ0SQ/r1CtUk3kbM5EzXI4PPj83Rzc/kAX5bOm+WCgriYLK5ffhzuKEuHYT92bOcCDXzvko8fwzxAU3HxI2drKVmdj/FYP+nYMRM6KaqSZwvHKQ120WVypOdmZdWpoe9rZ/ldxV1U4MWVCEa65taPSntn3/t25cyf+85/vcPrpTyttkwJYrd9i9OiRqKqqwldffY/+/R9W2lRBqKubgBdffKrZnhN0ZJO27qSfC9XjLCpmHz8wHDKV+PmLEkR0McGSZ8PKlS6c+2RvnNnxwKotiejox27ORO2EzEwsY/ctXrxY7b4sAZd0J5bKP6nqk+61Eqz9/PPPyM/Px7hx49Suvz4SKEn3ZWmcLlmyRA3PpGJRqhglfJMQUa5/2WWX7Q7z5DoyVs/Eib8jLS0KmzblICzMisTERLVq8LvvfkSvXo8rlxmK9PTfleterF7PJyoqSr3+xo0b1fBO7qOElnJ/5f5Lg3jbtm1qkLhp0yZ1tuihQ4fuERhKhaRcfu7cuep9DQoKUsNHCTIlwJNKSrnOmDFjdl/P181ZqhUloJTHKoGmNLTT09Mxf/58dcZqGWtR9pPcptwvuY5sq3E3Z9nHEq7KfpduR3J7EqzJ/ZDbk/smXZxlv0iY2x66OYvi4lLExEbvsT9bQo6HlJ4pasN2yZLlGDFyuHYOHS3kuE5L24FOnTvwiynRPuh0AaiuciI/z47kbs13dTaYIpXPze7oZluHTbWOZisUe+jr8ESncAwe+C+EhPfU1h4ahhAdAmp1cDuMiEuJwIVjYhFmUtYxS9ynRXPL1UrJ6Fj/A54gsw6pWy3o3NWstD32Hb5I22Tz5rVK26kYu3bNQWSkTHAXqLatzj33LISHlyE2tgJXXnnRvrs40xHNZnVj+9Y6DBkW0Wo/DrdMIIwendLeNSA4Khijr4jHiUntIeQkovaGlYlE7YwEflJRJ6FVU2R8Qqnua26sQAnLJHCUQLHhy1vG4rn66qtx4ol7d1+9666ncPzxL6h/z5t3g9KArf/iJCHVwIE3Kv+GweVagHvuuVtd35hsU6r2JPxr6i1FglKZfEXGdmxKfXi1RH3cDa8vId8555yjVmo2DD583Zxvuukmtbv1Dz/8sNd2R44cqU4A46uklHCzucpEH7nMjz/+qAaUPrKvJLS99dZbMW3aNPUxtofKRJGXV6iOe5jSs1s7aYBSeyavEalKlAl3+vQ9tGEG0ZHIWufGS09m4OlXUmDaTzBUZ6/B9tUPYnJJJZbYgpHhqh9FrK+hDqPMVozt0BUpg19AkIGDvh4JLDUuvP7fTDz5cso+K1ObMn9WGeLiDOg/eN/Dvwhpd8iPrtKbJCaG49gei7J31GHThhqMudT/8aqJiNoDholE7ZAEZFlZWSgsLFT/lsaF/CotVXzSrXlfMy/7yPVkvEAJz+TXb7le41mMfb799jtkZ0fCbHZjwIAgddZi+WVcriNVh1LN1LgLclOkslLGV5RtSnWfjMeXkJCgVi82Na5hYxJKykQ0UtEo25Ju001195bbl7EXZX/INuS07C+ZFEb2ldxvuW7D+ytdlaU7t9wvGWuxOfKWKOMiyv2Qys7Y2Fh138vtyj6Vhn97afDLY1m1cj369++NiMj9f2mhY5vNasfWbdvV46XxzOhE1LQ500oREa3H0OH7nxjB6/XAUb4G9ppt8NqKYIQHTnMnmMP7wRB1vHYpau9cLi8mjC9A3wEhGDT0wCsCS4rs+O2HQtx0Zye1UpGoOXabG5++m4PLrumAjp2CtLVEREcGholEpHYB9gV4vuCMjgwSKG7blo5+/Xo1GxYTifT0TERHR6rjohKRfyrKnZj2RzGuvaWjtsY/Xq9b+W+A8nnaOsNQ0KGzK6sOSxZUqJPv7G/cw6bIV6vZf5XC7fLivIs4Ni01b/6sUlhq3KxKJKIjEls4RKRWDUoXZKlIZGPmyCLdvyPCw5GRsVOtviRqzO32YOfOHNhtDuU1znG3iA5EVLRBHTfvh69y4bB7tLX7FxAgYxKymX2kqa11q92UTzsr5qCCRCHtqLMviENpkQNp2yzaWqI9yQQ/u7JsuPCyBLa9ieiIxFYOEdERzjeZxtataQwUaS/Z2btgtdrQu0+KX8MNENGeThgeAbNZj8XzyuHxsEPP0Uq6nP74ZR569ApBQmLLh4I484JYzJtRps7wTNRQdZUL034vxilnsqcAER252M2ZiOgosTMzG3VWG7p3T0ZQkIm/dB/D5KPd4XAiJycXNpsdffv2ZDd4ohaQcfQm/lSIHilmDBwSDoORv8cfTWRG3dnTShEapsfoc1pvXOS0bbWYOaUEl1+biA4dOSYeAcWFdvzxcyFGnh6N/gPDtLVEREceholEREcJmSinqqoaebkFCA4JRteunfeYhIaODXIcFBYUo6S0DB06JCA6Ogp6PSsSiVpKZviVwEkq2C6+MpGTaxwligps+OGrAgw7OQInnRKpvF+27udm1o46zJpailGnR6HvcQyPjmXS7X3ujDKceV4MevYJ1dYSER2ZGCYSER1lZEKdnOw85OTsQtduyUhIiFPDJAkWfdWKrFo88vk+vuVfCRBlKS+vwM7MHHVsxO49kjlrM1EbWDKvDFs2WnDBJfFI7Ghq9fCJ2p68bzodXuxIq8W8mWW48LJ4dOkWrJ3b+irKHPjuszz07h+CkaOjERKiQ8BBjslIRxY51qxWN1YsrMTmDTW45paOiIkzaucSER25GCYSER2l7HaHGi7VVFvqAyd5u/e95fM7zJHP91RKMKwsgcoSHGJGVFSk8kW17b4UExGwK9uKlUsq1UlZ+g4IRa9+Icrrj0MJHAnKyxzYssGCvBwrQkL1GHVGFKKi2z7ckc/h5YsrsWunVa1qHXxiOLp0NWvn0tFIjrH1a2pQW+NCUucgDD9FegqwAUZERweGiURERznf2zzf7o9erDglOvTkPbXW4sa8GaVYsbgSyT2CcdzgMHRV/o2OMcAo4yryJXl4KR97VqsLxUVOtQpx/apq5Tlz4czzYjFkeARMpr8r9g8FOWbko1i6Pk/9vRhF+XYMPTkSvQeEIqmjCeHhelYsHqmU57Wm2on8PAfStlqwenklIqMMGHNZPFJ6h8hvfvyMJqKjCsNEIiIiIqIWsNs9yN9lQ0GuDWWlTtTVuuF2s4ndHhgMgQgN0yE23oiOXYKQ0MEIna59dE2vrHBiV5YVRQUOVFc6YVOOI1/VOR15TEGBCI/QIz7RhM7JQYiOZXdmIjp6MUwkIiIiIiIiIiIiv3DEaCIiIiIiIiIiIvILw0QiIiIiIiIiIiLyC8NEIiIiIiIiIiIi8gvDRCIiIiIiIiIiIvILw0QiIiIiIiIiIiLyC8NEIiIiIiIiIiIi8ktAQUGpV/ubiIiIiIiIiIiIqFkBXoX2NxEREREREREREVGz2M2ZiIiIiIiIiIiI/MIwkYjIH14XSrO3Yum6VNQ4PNrKJtjK8cOjZ+P0O15DudOtrTw2uap24d5xozD4sb9Qq60jIiIiIiKiIxu7ORNRG7Jg2uv34dct2klNWGQKRl04BheMHoxQnbaynXPX5OP5h27DjxudeOnrn3Flv2jtnIacSP3jZdzw1A7874/3cHqPCAQEaGe1qlrMeftejN+gndSEhHXDyDEX4MKzhiKsHexXCRMf/OfVWJz8JJb83/kI0dYTERERERHRkYuViUTUhlzYtWkBFqxch6ysLG3ZidVLJ+KZOy7H+Tc+h61FVu2yB8frdqCqvAzVdQ5tTdvQBUfgrFHD0HfouTi+Q7i2dk91Bdvxxg/rMO7D13BGSlsFicKN/M3Kfl2xZo/9um7lZPz33qtw5rjHsS6vTrssERERERERUethmEhEbW/4lZgxY4a2/IWJP32Dl+8cA9vyX/HqT3O1Cx2c2tTJuP3Gu/Dj/J3amjaiC8GpNz2HyR/+Cz2j9NrKPbndHoy793k8eGqCtqaNnTAWU/+avnu//v7zt3j1vkuAdZPw2rdTtQsRERERERERtR6GiUTU9nR6GI1GbTEjsdsAXPav53DVMCsWLVyPUu1iB8NVmYPVW3JQZ9dWHEZhnQbirFMH4ZD1MA7cc7/GJ/fDRfc/hZtGOrB82QaUaBcjIiIiIiIiai265xTa30RErcyGNX98giX6oXhg7EhtnY8ZGcvewfxtfXDVrWciSlurctVh+7plmDN1BhauWI20nFIEmsMRFRkC3e6uwyWY9eE3mL5yOVZtzYVO50FR9lasyq/F4J7J0AXWX7CyIA0rli7A3JnzsHprOmpsBkTFxyKoicTP7bBg+/plmDVjGhYtW4e0XYUIMMcgNiIYgQEO7JjxJ35buAIdew1GqFG7ksoDW/kurFwwC7PmzcfylWtQWONGWFwSwox79nW25K7Dz+MXIaRff4TairFikXKd6XOxcUc+vOY4xEcr29Iu2zw7Nk7+GPM9g3DfJaOV+9ZwG0HIWf0OZm1Kwbjbz8UeIzu6rcjYsBxzps3CguUrsT2rGF5TOKKjQhvsV+VidWWY+scvWFEWgX4djchasxjTZs5W9l8u9BFx9fsDbpTlbMHcWTMwe8Fq5FR7EJcQhxDj3zvWY6/G9Cm/ISfyVNx6djfU7lyPWX/NwNxFS5FdaleehziEBRm0SzfgcaE0ZysWzpqDuQsWYfW6DNR69YhLjEOj3UlERERERESHGCdgIaI2VIlPbhyCV013IvPTx7R1GkcanhhzHhYOfgILX7ttd4Bmz1+Lp+69D9O3l8NmtUPmQw7UGxAUEoUx972OV24eqYVnm/FQ94swSb1WAyOuxpavXoDZ4MLar+7DrW8vhc1uh8PhgjcgECZTCEbd9Bzee/gSBOn/TqacRcvx1C13Y1qWFVabHR7lnVG2O/ScJ/DRmzciymjB9HvvwGPLM/HN1GU4vkFP5swl3+Le/7yDrKJq2J1uyJuqwRiEoODu+O9XX2HsoLjdj69g2acYd+1k/GvOV1j34nX4eclO2JX7JtWbYR0H4IWPPsLYvvvrJl2N724bjGed1yPtq+eg14JTlWMHnh97Nmb0egCL33tg93YdRVvw4iP34Y91Bcrjc8CtvPUH6pT9GhyKM/75Kl6780yYtETRUZaGf95yA9IGPIGH4mbhhc9moU65jjdAj8jkIXjx4/cxxLEQ99z5DDYV2uB0e6FXHm+fM67HV6/9CzEh9d3Ad0/A0uXf+HDUdjzw3JeoqrHBpexcncGE4H7n4KuP38GQRg93/scP4YlPZ6Gsxq7cthwBOpjMQQjuNQ5ff/5vHBfTdDdzIiIiIiIianvs5kxEbc/jhsPhqF9sNdiVtgafP/8UJtcOwr2Xn7P7jchjzcPLD9+PuZYueODNn7B2WxoyM9KxavYvuOu8rpjz7r/x8pxCNWAEBuCtzEys/e5e5e943PfGX8hUTmeOfwlmg9yiGxarGRff/SKmLVqDHZkZSF09HQ+PisP8H77C7IK/J36x5K3FY3c+iJme/rj/9fHYlKrcjrLdTStm4fGbjoex2XdKN0pWfIzb73kdxkHj8NW0ZdiWnomMjK2Y8tlzGNqxBC/++2lszK/VLu9Ticn/exaG0/+D5etTkb59E6Z89DASa9fjtXcnoFq71H412q95Gevx9SvP4aeKPvjn5WP+foO3F+PNx+7BnwUxuPP/xmPVlu3K48vAmvkTcf9FfbHi86fx0l+ZcGkX96nYNgGb9cMxc2UqMrZvweyvnkAX61r836v/w6sv/YDR//4Rm9PTkbphId6+sS+y50zGT+uKtGv/zbpjGr5aVIGXv5+Lzak7kJm2FT+9fi+65s3FXQ8+j8xqbcsuC5a/fSMe/HgZhl3/HKavWI+MHZlI27wSHzx5LRJyvsST//0UZbb6I4CIiIiIiIgOPYaJRNT2Vk7EpZdeWr9cdgWuvfFefJ2WjNc+/hCXnthZuxCQP+8NTEiPxL/efBu3nDsIYSa98i6lQ1SXQbjjybdw0WAzvnn8XeywaFfYJxNOuPZFPPXPi9EtLkw5HQhjVAque+Z+9K7ehrlriusvplg//Rv8tbMznnn3fdx83gkwS89bZbvmqC44fuhAaIV2e7PswmfPfw1n13PxytMP4KQesZBevoGBQeh1yj/w3odPoXPuAnw2L127gk8+CrtehYeuHo3woEAEGkLQ76xbce8VJyF37nJsrtQutj/rp+GKyy/bvV+vueFufL4hBq9++hmuGtVDuxBQtPBtfL/RiLtffh13jDkBkUGyXwMR0bE/bnv6PYwbHoWfnvkQaTXaFTSmvBBceuWVSAxRTujN6HbKDbjlkpHKfZyIgpPuVZ6jATAgAMawjrjg4RcwPL4Qv65o/FgV2zfjslsfw1l9E2CUfakPwpALbsXjtw1H2dbpWLytUL2YJXs5nvh6BXqPfRDP3nMZukWHQIou9cFROOOqh/Hxvy9C5szJmJ/V6I4SERERERHRIeNXmCg9oWWWUrvDgdo6K6qqa1FeUYXScmUpq1SX8opqVFZZYKm1wmZzwOVyq9cjIoLeiNDQUGUJgQE2uE1xuOuhO3HmwA67u9YCpVj09R+IHDAA53WP3uvNSR8SjdED+sFT8TNSd/1dVdi8QIREhELndaPOUo3Swnxk7UhHWm4JAuBGtc1Xh1eKVX9NQey5F+DSnhFo0PN5vyrzt2FKUSU6nzIWXeNN2lqfAAR3PhfDh+vw15JN2DP+isEVl50K8x7jNhrQve9gRDnrUOfUVu2PzrdfQ2EMcMARGIpb7rsT5w3u2KALdzmWjP8DwSk9cV7vxL0mhwk0hGPk4OOhq/odm7P2rKA0DzkTyfENxzQMRFLHrghV/jr/9JEIbrizTD2Q1BXIqavTVvzN1PM2nNA3HA2HdgzQBeHEUWfDU2NFznapZvQgZ8MyFNc6cNr5pyOqcTlooBGdLrweQwLTsHDD3tWPREREREREdGjsN0yUULDGUqcstXA6XdDrdQgJNiEyIgwxUeGIjYlETHSEclq+0JphNOjh8XpQZ7WhqtoCu8Pfb8VEdNQaejF+/vln/PzTT/hx/Df456lReO3hu/H9iiKty7KwomQ10CEyAgZ9E6WAAXrEdJcKQyC9skr9d3/K0xfg/x6/A7fffhtuuflm3HD99bjx1pewRTu/XgkK1wKDu3TQTvvPYS2C1+1ASM8OCNLW7cmIyNiuwKp8VGhr6iUgLlL7swG93oDmiiCbNOhc/PDjT+p+/eH7b/DABcn44D/34sslvq7gwobSNUC88p5tNu4xa0y9gEBEJYfLkI3YVr5nSWRgfCQaR6Q+wabGE6cYJTNuUmCvOEhxY2MGo1n5rxsWLYCsK7BJz210T4hTTzcWYOqImGRgaf7fVaVERERERER0aDUbJnq8XtRZraistsBg0CNC+SIaGhIMk/JlVK980Q8MDESAVmYi/8ppvU4Ho9GAYHMQwsNCEKJc3lJbp4aKbnUQfSI6pgUEwhzdFVfd9SBODC/BF/99ExnlvgpB5X3EBNidrmaqmr1wOzzqX13C60PFfalInYMbrrkPkzZ7MOryW/Hi259jypyFWLnyO4zQLlNPuhkDTu8BlCRqAgLq6/w8Vgfq79ne3G4HcFwMIrTTbUJ5DzZHdsGltz+MUxIt+PKpl7C1uPF+dcPtbepeKvvV6VH2OdAtIlxb17q8Hq86KU1jbpeybwL0yueF1Doqf2pVqnX2pn+E8npdyn0FBsXFaGuIiIiIiIjoUGsyTJRqxGo1APQiKjIM5iCT8nX0wBn0OkRHhqsBY7WlTu3+TERk6jAAzz50ERw7ZuDLaUu1tbHod0UCsnbkYpdt7zDJ67Jjw5oceHECuiVIRdu+LZv5JzLK+uHlLz7BXVeci4G9OyPCbIS3zgKbdpl6ndB1dDRWLd2IA613i4juiQ7GEJQtX4kqu7ayIUcWtq/NwICBKWrX4LZmiuuJx+67DIH58/H5pDna2mj0vSwReTlFyKrZu3u41+PGtnWZcLgGIyUpWFvbutybN6Nsr97PyvO5dC50YWZ07yXTOQcgtm9n6IwBWLU+DU19Wjgz52LTjgSc0DNWW0NERERERESH2h5holQDeTweVNfUIjQ0GGHKogvcb0/ofZKqRQkjI8NDYbXZ1O7PHEuR6FhnQKfzn8C9Y6Lx62sfYEGxVK4F4bQ7HkPH9Fn49wcLYVHeJ9T3Cu3fmvzFmLRoKY5/5GkMjm3wvqST7rYuOB129XK+pdJaCwf0MJn0DdY7sPKbj7G2/pqaEJx6/uXQLf8Iz3y9EXb1csrq3dfRTjfB2Gkg7jk/AhvmfY8p63btvmz9v06s/fwJTK46DndfNHCvsQrbhh5JZz6IRy9PwJT3PsGcQuV+wISRtz2CbtmL8dxHs1Cj3re/96ujfAUmTp+D/vc+ihPj2+ZeWnd+i98Wp8It21ROy3brCtLxf7+sRHTEaJzYJ0lZG4DkE07HucHBmDn+dWwrrFUvp/y//l9bNj557DlYh56Mi/tHqbdLREREREREh57uOYX2tzomogSJYTJJQlNjlrWAhIomowE2u0Pt8iZdp4noaGfDmj8+wRL9UDwwdqS2zkeHpKQYLP3rB8za6sHZp5+I8OjeSAyvwOQPXsXUNTkoL8zG5g1rsWDaz3j5v+/AOPJBvPXoGEQ1mPgjKNiA7dN+wvwdu2C3lGF+agGG9euJME8Z5s3+BQvXZqKmJBeb1q3ExPHfY1nCcTAvW4XQM6/HRQOi1duI7NQbZmsWfvnwTSzPKEZpbiY2rFuNxXP/xPwVZRgwtB/MOgcypv2JWbkVuPTa29BBLTU0oPsJo+DcOhsffPoTUgvKkJO+Tbnucvz++et4dlIRbr73P7jqlN4waF14LblrMGHidoy67Rr0alSuWJa+DL9P24Uzbx+H7k0NMribHRsnf4z5nkG475LRCNSGnKinQ4cunbBmxveYuLoW55x5MiJjeqNzrAVTP3kTE5dloqwoG1s3rsPC6b/ihSdfhnvY3Xj90UsRZ6oPE93WMkyZ9DvKE8/ADad3Vx7l3wo2LcDkeRtw6nUPoF+jAsFFk9/BusgL8MBpPdXTHns1pk/5Dbt6jUXUlt+xYEsestI2Y82SWfjotdeR7knBI289j1O6aA/WGIOTTuuM9X9Nwke/LEBxWRHSt27CmmXz8fFrr+DP6gF46N//xkndY9RZnomIiIiIiOjQ213eIxWJUjUYER7aZkGfjKso1Y42ux02W1N9AonoWBLbbzTuvWwAchZ8jZ/mb0WA8h5x5vVPYOofn2B0Yjl+/eBNvPT6O5i9Q4dbX/8dX7/8T3Q2NaqWjh6MZz99D8NMO/DG//4Pq7aVqtVv3UZdg+++eh2DAjbjgzdfxjd/rkSfC/6J1687ea/xCw2hcbju8bcw6duX0dW2Ba++8hJe/+ArrMgxYeiZoxDWeK6RhsJ74f43v8bn/70J7rS5yrZewv9e+xk1SWdiwpRf8egNpyLY0LIK7wMV2eNk3DVuGEqWf4Nvpq+DW9khI8f9C5MmfoYLutZi8qfv4KVX38RfqS5c/39/YPz/3YeUfT7IljFEnoinX3gc3atW49O3XsKr389B4hn3Yfy3H+Ifg/acbCWiz4V475tv8ey4vtg883u8/vJLeOv35eh2wb8xa8InuHpkN+gP7e4kIiIiIiKiBgK89VBVXQuTyYAgk1GtImxLElxW1dQhLNSsTtpCRERERERERERE7Z9a32G12SH54aEIEoVsI8hkQG3t3pMBEBERERERERERUfsU6Ha7YbM7ER4WckiCRFEfJhrhUrZtt3OGZyIiIiIiIiIioiNBoNPlhsmoP2RBoo9sLzwsFHW2+hlYiYiIiIiIiIiIqH0LlMpAo6HtBt7fF4NeB11gIKQ6koiIiIiIiIiIiNq3QOlqrDuMk6Do9Tq43B7tFBEREREREREREbVXgVIdGBh4aLs4N6TTBcLlYmUiERERERERERFRexdoNPrXxfnGG29Uxznc3yJeeuml3X/vjy5QB6fTpZ0iIiIiIiIiIiKi9irA4XR6DXq9drJ5RUVFqKmp0U41LyUlBeXl5eoif++P2+NBVZUF0VHh2hoiIiIiIiIiIiJqjwI8Ho/XnyrCdevWITc3VzvVvLFjxyI9PR2pqanq3/sjMzmXllchLiZSW0NERERERERERETtUYBX0jw/SDfnb7/9VjvVPLk56eb81FNPqX/7o6SskmEiERERERERERFROxfgdru9gYGB2slDz+P1ory8GrExEdoaIiIiIiIiIiIiao8C7A6n12jY/5iJn3/+OZYsWaKdat5XX32FKVOmYOLEierf+8MxE4mOXv5WJxMREREdav5OGElERER7Cqitq/MGm83ayebddddd+PHHH7VTzausrMTrr7+OF198Uf17f2Qm5zqrHRHhIdoaIjrSSYjYcPGtIyIiIjrcJET0LQ1PExERkX8CKiqrvJERh68q0GZ3wO32ICQ4SFtDREcyX4Do8XjURRrnMpQCw0QiIiJqL6Rd4gsRfW0VIiIi8k9AaXmlNzI8DDrd4fkAtdRaId2sjUaDtoaIjmQNg0RpmMvCX/uJiIiovfD9wOl0One3VRgmEhER+S/QaDDA5XJpJw8t+RiXbR+uIJOIWl/jqkQGiURERNSeNKxGdLvdatvFFzASERHR/gUGmQywO5zayUPLZrPzl0Cio5CvUc7XNhEREbVX0k6RHz8ZJBIRER2YQJ1OB7fHe8irE+VXwNpaK4LNQaxcIjqK+IJENsyJiIiovWObhYiI6MAFyi9yocEmVFRZ1IDvUJAPbJnBOTjYDL1ep60lIiIiIiIiIiKi9kztg2gwGNQKQavNcUh+mXO53XB7PAgKMmpriIiIiIiIiIiIqL3bPaBZsNkEr8cDq82urWkbMmtaTU0dQoPNCGT3ZiIiIiIiIiIioiPG7jBRxi0MDQ1GXZ0NdVZbq1coyu1JN+oaixVRkWHs3kxERERERERERHSE2WOqVQkUY6Ij4HZ7YKmzqv+2BgkSbXYHaix1CAsN5oQrRERERERERERER6A9wkShViiGmGVmFpRXVsPZwlmeJUisrrHAbnciPCwUBoNeO4eIiIiIiIiIiIiOJAHeffRndjidqKuzq8Gi0WiAQa+DTrdX/rgXj8ejVjXales7HS6YTAaYg0ysSCQ6BshwBi6XS30fMJvN2loiIiKi9kXaKjabTZ2MUq/X87sKERGRn/YZJgqPp36sQ7vdAZvDAb1OVx8sGvTQBQaqQaPcRH2A4FYDSKfTrZ5v0i4nlyGiYwPDRCIiIjoSMEwkIiI6OPsNExuSizqcLjiVRcICl4ypqF1dp6uvWqyvYNT7VcFIREcfholERER0JGCYSEREdHAOKEwkItofholERER0JGCYSEREdHBYPkhERw2P3QKL1QH+QnI4uFBd6YLb08Te93pRV+1EnYvPjPC4XKixuH2F/QdNfgu0WJzqPne7PKisVP7WzjtYbqcbldUtm3iNiKitSPBXVVUFp9OprSEiIqLDgWEiEbUfXg92blqKWZtKtRUHpm7Db/htYWrbh4n2Wkz/Nh8/f1O/TJpWjiq7dt4hUYeFynaXb67b67HWZpdj4sQSFNdpKw6RqtRs/PxXGZzuJva+24NZ3+7A7MLWe2aqCqow5Ye/n4P6pRA5TW2/nbHn7cKPE8vRGtnqrz9noarOg+pdNXjj/RxUaOsPVkV2Cd74Jk87RUTUvvzwww948803MWfOHG0NERERHQ4ME4mo3ZDuRmvnT8e0SStR4U/QUpWDd1/+BmnayUPBbnHgg2d2wn1uB4y7MUldesVaUF57KKu57Ng0sxyLtlqUfdZgR3kd2DirFAsWVKJiX+Hmznw89nA2Di6ybYKlHG//14vzrk5AkKH+Y6VsZRae+SAfaqap1+Hie/vgok6t95ET0SECY69JwoXnRyLL5dCei0R00R2bXdSiukXghad6IFY7fbBiUxLxwn3J2ikiovalsLAQVqsV+fn52hoiIiI6HHTPKbS/iYhaTLpeSigo/8oYRAfCUzwHm2pSMNSzBmmmgeiTYFLWOpGzeTuqQ+MQod3cts2bEBoZi5z1C7Fq6y64ArwwBoUjrHo7tlWb4SjIRnpmFqoM8UgMr7+SrTYXqxavQ8bOHFQ69IiPCUdggBP5m9Yio0rZxpYNqDElIH97KsKSEmBUr9WYDfPfz0Ts5d1xbjcDfLFVXMcIRJkDYbfUYVNGHWq31yC1IgCRtmrsqA1EXLhe+o9i64oq2GPNCLfVYc48i7KP7Fi7vAbZxU7EJRhh1NffYmlaKZYsr0Vmeh3cYXrEKMuebFg9uRrVAW5EDolGB1P99Wwldfg9w4YUoxedjo9BrNmLgu2VWLHCgh3pNug7mGB2uLB6YRnWpTqhCwxAdC8zQuDA5pkV2JCqbLPQiaTkIBiU/Z6+vAIFpXZsWGNBYY0XHRKcWPNXFbYq98sTF4IYs3TZdWPreisiU0yoLHMhMdEIR1Utls+rRGq2GwG6AHRMNinPVSXscUEIU7aJimrMmlutPr4CiwcdlPtVm1mKhUvrH7MnyoiYEB0cFgdWLy7Htq11KHYEonP83seTs9aJlWm1GDUkUltjwbKpVUhVbqfCDcTHGeG2OpXHa1G+hdZgTY4bnToYUVtkwfJF1UhPq0N5gAEdY3Swl1owb16Veh+qw8zoECb3tQZLV9UhP0+5b0VuJCWZULfz7/taG6RDQkTj52dPJenlWLrcgswdVgQqx0KoqwYbs404fqCy5yusWLaoEmmpcj/0yv1QbqtGOT7WWtGxswlyyxW5VUgr1yExUqecsmHt1ApsVra9w+5BTZ4FfQZEIUB5jCuUdV3kNWOvw5IZldiunM4scaFTlyD1dtI3laOy2Io1qy3Iq/WgU6yE95XYsq0OXmWfRyv73FpRi41ZDiQp+01C6/XKtjbJ7Vg9cCnHlyHMCG+dFWkFXsRH1T9uy84ypFUGIDbKAFetXXmdVajPWalHp2xDuYzDhmUzqlCnHGcbleN9Z4EDUcrxLsFzdW4NFirPg+zLmnAzEkN9ryoior0lJiYiISEBo0aNQkhIiLb24ElbRcZ5lokkAwMDOWYiERGRn1iZSETtRA0WfT8fMT0H45SxQ1Gwcimq1CGRHMhYuRqZteqFVOtWrUCd3Y0OXVMQEhSBHoP7o2O0fKlwYdPq7Yjs1x+9E/T484s/kC1XqNyET9/5BZ6Enhg8sC/yVkzATxus6uWzV8zFn9NWIq7XQCQaarFs4UpY5DpNyavE9DQT+vUx7w4SG7JVWzD1w1zsSIpAv+4mWNKKsWanrf5MtwurZxQjUzZbZcHPX+dh7lonBp4UAUNxCT6aWq5eLHvRLrz7WTWSlfXHDwVmfpWDHTV7Vz0GGnQYOTwU304u0tYAOdvK0HtICMK10x6HB3kWFwYOi0C3WA++/HQXLGY9+vYywhhkwICTwhAJDzb+lYfFuhAMUbYZnl+CT38qgk3Z7+snFWB+qhNDhoUje14Onrw/B85+ym0ZqvHDx/moVLZhtZeiFnr1ut6dRfhxjRNBYWb06q5HUKwRgweHIsjjxZYlZchxeWHNr8T/vZQHXd8I5ToGVKVVK1uqxuTFNvU2hvSsxaRvi1Gm7LaNs7NRHmrEEOUx1dq0/bhPNfj+/mxYkuW2I5A5ZxfWZdvgrHNhwXe7MNsVgUG9g6ELKMHn7xciobfymPsbkVvjUEOwX34vRCe5D8cFYNb/0rBYCl9KK/Htj4Vwh5twXC8zitcU4fmXKpAklzspEMu/zca6vObvW+mKnfj8t2p0GxKBXj09qKpwaOfUyymqQJc+Yer9WPJDNpbLTlWOo99mVsBXXFqysxzL0uQYsGOB8hzO9wSqj69z1i6s2VF/GWu5DdNXypWV21xVjUD1/plQPXMX/lROi83K8zwpQ7nuIDNSp+fi6UezYOusXC6qEr9NKIVyqKC2rAYL19Uol3ZhxY+5mGoPULfVpbAA739bgopaN6wVFqxO/fsxV6cWYeU2q9rlfvm0HNjigpTnzIzMadmYkK6sdFgx64d8zFxkQ1/ltoKUY2z6BuV5sdjw259F6Cz3tYcXq4vbfxd1Ijq8evbsidNPPx3x8fHaGiIiIjocGCYSUbvgLEzHvOo+6N89ErqOJyLBuwulVZK8NS84NAwGnRFh0ZEINknVWiBSjh+ElLgYJPXvg766DKTudCN10RLgxKswsn8SomLjMGrY8diwfB18w7fHHXcyuidGISomFnc+dCsStPV7cQOeBB2CpUBMkbY0H5+8mY2nn9qO7QX10Y++XwjO7W5EZJgO+ypw0Bn1OOPiOMTHGnHiiDhYNlQh32bFvGVWXPRMd/RS1sfGx+LkfoFYvaupkCUAMb1C0WdVFTarE2bYkJXvxcCuQfVnKwKNOgzqFYb8nVZUW1ywpjpRrg9ERLgOgcq/kbEG6JSdsGGXE8eZ7MjeYYUhXg/LZisqlYejC9Fh6MkRiIkzol9vE6Iv6ICR3YxIOScCCSV1krMhJCQePZL06nUdbh1y82qgM+gQHhYIXZAOUVHKNrT7IzI2laPjld1whrKPYmIjMeaqjpD485prY1Ck3EZ2hQkGtw12uwt1DjdsxU64o4Nx1tAo7RaaV7a5FosSgxFTq9yOclvmoACk5WpTknQIwtgTjIiKUO7rlDJEnRaLlO7KZbtG4NIhoagqLkSN1Qyr3IcCA1I6u7E9rX4EwuiYYKT0DkNUsBer11Tj0jd6or/y/MTExmD0qUZszWpm2hO3BVO+t2HULV2R0sGI5JR4DO4Tqp1Zr3evOLgrHMguciLU6sLOv7PhvVhLXVjv1ePWsTHKto3oc2FfnNBDO7OBLqMS0VN57WTv8CIyKQDlhU6ocXSMAeefZEZMJzOG9zbCNTIGo3opj0M5/hJcVtRa/34cjho3NtYCd18Wq26r97m9MKqPdmZz7AVYvzoQATUeZOe4Eans62Ur/35AJ45JRAfltlKGhCEvqwYej8SjyuPKssOk7JvbBjY8UoiI9jZhwgS8+OKLWLp0qbaGiIiIDgeGiUTUDjiwdc0WVDoK8Msn7+Ptt7/DxqwcLNpepp3vr0CYzUGNQjwXai3S1TNJOw1ERkVAV22pH89PERrmZ1ep0ACEFTpQqRVl9RqRhDseTsbgbvWnRUiof127AwIMUO6qymQKhL7SW18ZFqZHl7D69VL+GBVrkEK1pgWF4do7ddi+ogau7GLsMIUiMezvQMZeV4Iv382FJTgQYRLuNfOOH6DXISJSh7AIPcKS4nHt7YmIbuJhREbtvZ9yFuzE+Jk1CAnXI0TZzv46iDmUfdcpac87YsksxWsvZCPbrWw/IhDasIsYdl4yBobW4e3nd2DC3Kr6lftgq/MiOslc/ziUpc+oTjjrOG0nh+vgiyMrKz2I6lDfhdjHU+uGObr+erIcd2FXjDm+/okwKPvHKPvDA1iDdOgeoa5WhUWbYN+z2PBvDg+qPQYou7RZM7/OwtIit7pNU8M71ASXcnyY4k1osPm9uRyY+0MWPl1Srd5miFlb34SoKBlGoGkS9OkjTbv3mV+UA9gdbECUth9TRibinrN9t6BDaLD2p8YUZsQ/xibBmFeAN57LxCJlPxAR7UtaWhqqq6uRmpqqrSEiIqLDgWEiER12HqsVW3O9uOeVx/Dgg/eqyz03no+cdZtgU96mTEYLduyokcJAOKu2oLi+R7AkctAFuNWQpXkmJHaOROrK5ai1K7cgM0bvyIG5e9JeoYzH7URxYcnuisW9RCfgonPcWLOkHA7v/rtk6s0yJpwDNqnAqrKjoFr5Q+P1uFFd5VK7huZl2eAYGoJepkB0sruwZKNdvQ9ejwsZO+zo3mypJBDaJwUhdeX45Rc7TjsnbncQJ5zbqhDYKwrD+4ehUwf932/4OuX/yn5wK3dHglezsp3aGCN69glRFiMiIvQw+vXpYMWGpVYcPzoSvfuGIKbBDtXpA+CxeyV/20NEjB7rl9WpwamUelaX25C1tQZ1Q+Nx/ogQdE36u6LT7dEheXQXPPVoBIqz6rvq7ktErA41Wy0wJwepj6VLNwOigvaONzv1NirHVjXqXMq9c7tRWeeGIcYMa40XSeo+qL8f4aGN0j1dABI8HsxdLZ3AhQvZ6bWIi1Qeq8uOrBLfgakxG9Aj1oG1q5XnUzalHKh1toaBWRF2lppw/qhIdO9uQpAvwDUEICjdgWI5cJRtlCjHkFTwBSrPW22qBVvVSlTAUVWMokaVjM5aN7YUuHDDDZ3Rs6dpdxXtgQpQnn9bVi02KseocFaXIk+b70DGFSvPVfafnHA4sWGr9phighHqdSE43qzuw25djIiJanr0UaG8BBAUY0L/i3vimjN0mLdq/4ExER3bzjnnHAwcOBBnnnmmtoaIiIgOB4aJRHTYWYq3oCwkEb200yK2awp61G7HnHQ3Bp09FJWTP8c333yP35ZWI9DXkzckDid0teGvL3/Byozm+4d2HHYBTo/ajm++HK/cxg9YXmDCTeft3WfTWVuFiT9ORqNIaA+DLuyCjrW1+OT9Xfj8vRx1ybeYERm5d1lZ7NBOCM+vwJfv5uDXSeVomD96PR4snVJ/GxMX1GLsqXGAwYQzxiWhdkomPpHbfj8blR2jcUrHfSdCncICUdQ/Af327EELU484GPKU7Su39cdfldidYyVG4fhYK356Jx85ugCMGhWOWR/6Hk821pc0DLz2xYzBF5ix7ocC9bordjjVcFRE9gpDUmGNsr8L1bEVfboen4gh1iJ88E79tn5fXYvOw8IQNKdUvY0fF1pg18Lh5b9k4lNl3fjvq9C1v28kyOaFdo7AP8/w4oc36p+XH38tQqVt79A39qROyrFWi2/fUR6zsixItyEsJh4DI234QN0HOfhkcjHsjZNQnR7DxiRBNz0TH6uXy0aGMRKj+5hQW7QRv85eoF3Qx4yz7u4E99IsfKocA59/tgtpRQ3LGKOQ0sWOXz7Owbfji5Hnq0CNj8Dt57vx0xvZ6n3ZWRegdhUPiQ7CFWeZ8ev/1a//ZZkLgY0qDw0hRgztpMOPcv++zMXOqv2H3k0xhRgw9uxQ/PZq/bZ+XGiHTqssDEsIRx+HDR/KNn4qUF6PvsA2BiNPM2PqN/XX+fTnAjToOb0Xe7UDE7/MUi67C7MygAsHtnwyBSI6ug0dOhTXXXcdkpM56zwREdHhFOCVacyIiFqJ2y2Vgi51RmezeR99LI9lucW4+8kaPPVND/zd+ZqOZIUb5mNTbkecPaantuZo48aPn+7AyZd2RVd1pmciokNvxowZWL9+PcaMGYMBAwZoaw+etFVsNhsMBgP0ej04mzMREZF/WJlIRETUQuaOnTHg5E7aqaOA241t6b5ux06kz89GuScU0ZEMEono8FmzZg3KysqwcuVKbQ0REREdDgwTiYiIWigitgc6RB9FlbiBHhQvKMbd121Wlu14Y4YX427vgDD/5hciImoTJ510EuLi4jBixAhtDRERER0O7OZMRK2K3ZyJiIjoSMBuzkRERAeHlYlERERERERERETkF4aJRERERERERERE5BeGiUREREREREREROQXholERERERERERETkF4aJRERERERERERE5BeGiUREREREREREROQXholERERERERERETkF4aJRERERERERERE5BeGiUREREREREREROQXholERERERERERETkF4aJRNSqAgIC1MXr9cLj8WhriYiIiNoXaaf42i1ERETkP4aJRNRmGCYSERFReyQ/ejocDgaJREREByFA+SD1an8TEbWYBIiyOJ1OuFwuGAwG6PV6NtaJiIioXXC73WqQKIxGI3Q6HQIDA9lWISIi8hPDRCJqVfKW4gsUJUyUxVehyLcbIiIiOlx8YaH8KwGi/OApIaJvISIiIv8wTCSiVucLFH3/+tYRERERHW4SJsriq0b0LUREROQfholE1CbkrcW3EBEREbUnDQNEBolEREQHhmEiEbUZvr0QERFRe8UQkYiI6OAwTCQiIiIiIiIiIiK/cKRhIiIiIiIiIiIi8gvDRCIiIiIiIiIiIvILw0QiIiIiIiIiIiLyC8NEIiIiIiIiIiIi8gvDRCIiIiIiIiIiIvILw0QiIiIiIiIiIiLyC8NEIiIiIiIiIiIi8gvDRCIiIiIiIiIiIvILw0QiIiIiIiIiIiLyC8NEIiIiIiIiIiIi8gvDRCIiIiIiIiIiIvILw0QiIiIiIiIiIiLyC8NEIiIiIiIiIiIi8kuAV6H9TUQHobCwUPuLiIiIiIiI2pvExETtLyJqDQwTiVooJycHcXFx2ikiIiIiIiJqL+T7Wu/evbVTRNQaGCYStdCuXbsQHx+vnSIiIiIiIqL2Ijs7G7169dJOEVFr4JiJRERERERERERE5BeGiUREREREREREROQXdnMmaqGmujkXFACLFulQWBiI1n6FBQYC3bq5ccopHkREaCsbcLvdqK2thd1u19a0Lr1ej5CQEBiNRm3NniwWC2w2m/K4W/+tRafTwWw2q0tTrFYr6urq4PF4tDWtJyAgAEFBQQgNDdXW7En2t2zb5XJpa1qXyWRS97vsg8Zkm/KcOxwObU3rMhgMCA4ObvI5l33tO97a4jmX402eb9n3TZFty/HWFs95oPJik23LY2+KbFeOubZ4zuV4k+dcjjf5uzF5ruWxt9XxJs+1HG+y/xs7FO8xss/l8RMRERG1FLs5E7U+holELdQ4TJQg8aOPDHA6A5UvxBIKaGe0EslMamqAhAQP7rnHiYa5mgQqVVVV6hfxsLCwJkOIlpC3CwlQKisr1ZCjYbjk27YET5GRkU2GXi0h23Y6nSgvL1e3K4/R9/jkPF+wEh0drYYRrf3Y5bblcUuQEhERscft+4JEWS+hV1vs9+rqajW4km1IyOXj2+/yfEj40xbblsdWoxx0ckw1DJd825bHHB4evsf9ag2ybQnN5DlvHCLLeXKfhBxvcty1Njne5DkXDV9Psm15HcgSFRWlHo+tvd99+1aOrcbPuRyL8thln8s+aYvnXF5P8sNAc8ebbFe23xbblv0q22CgSERERK2BYSJR62OYSNRCjcPETz7Robpaj1tvlcCvvpKwNbndwPbtwNdfAwMHOvGPf/xdkeULdtoiSGxIAg4JWSTE8fFVBEqY15bblres0tLSPar0JPSRoC02NrbNty3Blq9C0kf2hTzutgi0fGTbEihKuCYhjo/cHzndMFxtbbJtX4gsj9NHwiYJmuQ4aMv9LuGZPE4JtnxkP8hxGBMT0+bPeVlZmRpq+cJz33Mh227t0Lwh2Y7sc3ldNayIraioUPdFw2Owtcm25TUtj7Phcy6nZT+0RZDYkDy/8jgbvscQERERHQyGiUStr5VjDiLauFGPk08GOnRo/SBRSHbRp490dQbWrNmzC6IEam0dJAoJExp3r5RAr61DJSG3L6GdhB0+8rffFYHKPsJ770lCpa3wn9y+hCiNH7uEPU11B21Nvm1LqNeQBD5tGSQKuW3Zv427tcrpQ/GcS2DXuOpRnoO2qMRsTG5ftiMVqQ3J/Wl4n1555RXl9bhGO9U6ZNuyfyVYa0j2uzwfbUm2LceVHF8NyXtMWweJQl7j8roiIiIiIqL2h2EiUSuT779tWKCmkgxDQsVG+Yaqrb/ki+a2cSi23WKy4+R+Op3aigNzoI9dwpg5c5aqVVYtdTj3+7G67X1puP1//vOfmDFjBtLT07U1reNY3e+HYhtERERERHRwGCYS0bFFKggljW1U4ddWrrvuUYwZ8xVGjboc27ZlaGuPXbm5uXj++eeRkpKiLtdeey0++OADbNmyRbvEoZGfn4///vc7/PLLIm1Ny0hX4KuuugoPPvggCmTgVCIiIiIioqMUw0Siw0C6LUqY0R5t2AAc4lxnv6Rr74IFC7Bq1SptTQtIkNizJzBvnraibf3+uxN2+2dIS/un8pwXamsPLZmsY+bMmfjwww/V7rjPPfecurz88st4//33MXXq1FapnGyOdEmePn26uu0JEybg3nvvRUZGhrp8/PHHOPHEE/HGG2/gl19+UbvLHwpvvTUVzz5rxLXXpin3aba29uBJJV337t2V23wWP/30017doo91OTk52l9ERETUnkm7zTfJ3eEk35caD7dCRO0Hw0Siw6CoqAi33347Nm7cqK1pP559Fnj0Ue1EOyATUEgl244dO9BHBotsDb17A3PnaifaVnJylvLfD5AQugjOjJX1Kw8hCexuvvlmtUF2+eWXq5VzzzzzjLo8/PDDuPLKK9UxMKWb7ubNm7VrtR55/s455xx11uP7779f3b5MXOIjY3wOGzYMn332mVrd9+KLL2rntK3Nm6Ub7dlKg/l41Na2XoA5dOhQteLyPRmX0w/VZWX47o031EmFDjUZa1R+1Gjr4FOC7DPPPFN9DRMREVH7JT/qymQljccHP1zkx8ji4mKOo0zUDjFMJDoM5APxjDPOUKuxZs+e3W6qmJTv/Gov4MrKQ5a17UUaMbJ/JPxat24d3n33XZx77rm45ZZb1OCppSRA+fDPDdB/tBWxsRdgzZrWD9AaWjjjLTx73QrM/H0MEox2rP7kWVTtOjTdnaUBNn78ePzvf//DhRdeiISEBHUGYN/kITKJh8xEfvbZZ+PNN9/ExRc/hICAM3DRRZ+ivLxKu5UDt25dOi677D1cfvnHyu1+qBxLc3HSSSepE5k0VFtrxbPPfoobbvhCuc52nHXWWejQoQN+++037RJtQwLOXj2zMGTIpxg79k/lvvXXzmk52a9jx45VJ42Rx7G/xvh/hg1D93/9C9cNGoRth/jHhddeew133HEHOnbsiMLCtqmalYDaV4l61113qbPfExERUfsibe/y8nJs3boVFotFW3v4yXckGT5GAk7pqdRwAkYiOrwYJhIdBvKB3blzZ7zzzjtIS0vDr7/+qp1z+MiEsY8/Dlx2GXDzzcDrrx/0HCUHbfHixbjhhv/g6qsfxFNPPYNFixbh1ltvxejRo7VLtJzD4cKkSeVweyahrOxlfPFF23Z3DtV5MPaUHohPSEDn4ecgqvsAbPnlA2Qv/LP+Am1Eui0/+eSTauVhjx49tLXNk+Nx164U5a9ZmD37OKxdm1p/xkF48cUF+P33YZg4cQBcrua3LdWRL700DN99dxouvPAidZbim266CStWrGizbi1lZWX477MvYNxVYzB9+j+V197j6NOni3Zu65HgLCsrCytX7rsa1ZKZiZOUf69TGvBSpdhSDzzwAG688Ua/xqA89dRT8fPPP+Piiy9Wg/vWlpqaqryfXLZ7UhoJle++++42Cy6JiIjowEn7a+fOncjLy9PW1A8xJG1J3yI/xFZVValBY21trfqjf2uQ9p7cZnV1tXr7DbcpXa19FYlyfqbSZpJ2HBG1DwwTiQ4D+ZVNKpgiIyPVyiD5cv3111+rH+aHy9KlQHk5cMEFwBVXQGlUAIe6F/bjj3+Pn366Hr/88i6ys8vU4EGqplqTXq9D375Zyr8TYTb+iuHD9x+0tYTdUg1DaIR2Cojo1B09zr4SeavnYuP3b8FW3fpjFUrDa9KkSeqEIP369fN7Ztz4+F0wmZYiKWkaunQ5+IAtIECv/NcMnc4Iwz6mNk9JOR1eb4nyVxiMxiFqw1SqJY8//nj11/HWZq2z4puvvsGVV1+JESNORlxctPJ4Tdq5rUuv16uTy3zyySdqVV5zv6R3ufRS/BYdje9GjECyjOXZAvPnz1ffS6SSV7qtCwkzr7vuuj0W3/AKUi0q58sPGkOGDFHXtSYZlkBuW7onXXPNNWqV5pQpU5CYmKhdgoiIiA4nX5AogZ4vuBPy2S09XHyLVAbKj6QyZIm0a7Zt26b+LeHegQSL8h1IwkiZkG/Tpk3qD45yO3If5PYbblMu0/A+Se8lCTw50R1R+8Awkegw8IWJQrpD+saRk1ltD8cvbvI5PWkSYDYDN91UX5koVYkzZmgXOATkl0n5FRKoVZaVCA9PUte3Np0uEA8/fCe++CIEP93oxOXnS11Y23HWViMoPFo7VU9nMKLnuVcjUG/Ahq9fQfHmFfA2aCy1lPx6K+NyjhkzRlvjn5Urv8G33zpw8cVAaOjBdyMZMyYYl1wyF48+ugu33TZKW7u3668/Fe+/b8HTT8/H558/vLsbu3SHll/EW5McX599+jn6H9cfw4adqK1tWxKayUQ3UnlcUiKh6d6e+P579P7rL0z44w8kduqkrT04EmBKgCddlKTRL2SsShnHseESHh6unifvNTIhzkcffaR2gW8t/oyNuHz5cu0vIiIiOlxk3OxOSvuj8VA00n6IjY1VF/mOIuNaSxFERESE2l6T7zESQErgJ5/7/vwILN9/5PISRkobRIJC+VFX2iVy27IN2ZZvu7L4vi8J+XFc2isyRA8RHX4ME4kOA/nwbPjhKGScNanIkmBRgqBDSYJD6Y25ZAnwxx/1y8SJwOTJ9UFjW5KKLenW8Nhjj+Hii7vjnHN+wBlnfIt//vNCNRxpC126JOCGG67ARcN6IcTRuqFVY47aapjCo7RTfwtQnv/EgSejx9njsO33z7Fj1s/welpn7EzpitJcRaf8ejx58lL897/v7TWeX1JSDK688kyccsoJLfrVt7q6AF9+eSNeeeVydO7cfIMvNDQUd911qXJfxinP+3BtLdTqxIa/RLeUy2rF+KefRbdd2Tj37LP/fu1JtaBUA8t+aKMDvVu3bmo34s8//7zJxyRjWA4eNqxVxgNdvXq1Wokqs0pLg1307NlTfU9puHTt2lU9T6oX5QuEdCtvrcl3pMJAKiP3Z/v27erEPG1RgUpERET+kYBO2mPSdpBAz0faJdKWlEXaCjIcTnJystqGkMv27dtXaTcmqWGktC1lQjer0t5qjrT3papQ2qhCQkkZhkd+BJW2kty2bEO25dtuXFzcHt+X5HLyQ60UYhDR4ccwkegwkC/6TXU9HTFiBMaNG4dXX31V/YJ/qHz6KTB8OKAVLKlSUqB8yANff62taANSfTZ9+nR8/PHH6lh5r7zyMmbMeB9z5ryPE088BNVj0t2yjbtKuO1WBOr2HYr2GnM9qndlYMN3b2Den1Px9tufKPthoXbugZMuK9IwbMqbb/6Iiy/OwLPPdsMzz3yjrd2T/Op7sINvSxAu4bD8on2wpFHamg3Fae++jwSbFWPNQfUpuS/U++gjKC844MYbJQWrX9cGpKEsje7XX39d7drTViQolP0uXdTlPWR/JPSTy8vr0N+u8PuyYMECXHHFFbu7PfkWqTiWY7LhOjm+Zs2apY6p2B5ntSciIjqWSGgnYZ4sEhDuj/zgL2FfivKFQSoL5buNfL43R4JGaQ/I9SSMlLZKc23VxiTklLZUa/zwSkSth2Ei0WHQVJj44Ycf4vLLL1fHupPzD+UkBddfD7zwAtBweLvgYOCTT+rHT2wrMoOwjI9y3333qd0vD7nkZGDDBu1E23DZ6hCwnzDRYA5B5xHnIaRTCp596hk8/HAfXHXV4oOe+VYq4JoL40pL5Vfn05VlBFataroqTBqRvsq2A/XNN9+oE4C0hBz70rWlNfzyzLOoWLcOY66/rn5A0FWr6qsRhYSJ48dLKSXQu3f9ujYgDfSLLrpI/TV9spT7tiGp9pNZsW+44QZtTfNkvFbf0r9/y2a0lrGO5AcBXzD4+OOP717++9//Yv369Xusk4lfhASQMmnMvr6AEBERUduT9op0NZbqQ397B8nY2L42275+iJYheIQEj75u0v6Q6kcJONtqjGsiOngME4kOA183Z6ngkhBRupTKL3QPP/wwPvvsM3WWZ+ka2drkQ37Fig2YMWMBtm7N0NbKL3714WFj8oNhw2rFlqipsWDu3HXYsCEbCxcuVGfyHT58uNrVMripjR8KMkadzGK7ny6ulpoaFDSY4e5AOOtqEehHgywgIBAFhRXYmX8cvN7TUFmZhHnz1mrnHhgJA5vrajJuXBKGDv0cp5zyGx577Hht7Z7kl2PpfnswZMIR6apysGRsQQmmpPvLwSosLENGxi7M//wLuHLzcOOjj0AvSbk0RKXkdsKE+gvedRfw/PNSotfmobKEu/JjgXQDWiWB5lFGuh5NmzZNfU3Le5t06/Ytb731ljrZS8N1Mku7fFGRSuypU6eqYyQRERHR4SdtwMZjKO6Lr2JQJkhpjm+SlgNpX0o7QaoS/Q0eiejQ4iuT6DCQqq+amho88cQTave/77//HsOGDcMfMlhhG3rppQ9w0UW347LLvsW5516EmTMPLqw6GDfc8DIuvbQY55//G379dZZaDXXGGWcc3nFPJEWVxLSJCSNqLRYsmz8fb7/wAv7vqaewctEi7ZwD47TW7Lcy0VpRgtRJX8JYkYlrr5bZpU/G8ccvwuWXn1V/gQMkDcDS0lLt1J6k+/iff96HSZOuxplnnqGt3ZN0Uz3YcGfAgAF7jMWYlpaBp59+C8XFTd+fxiRcl66yB0u6WZ933vs4++zv8NPPc3HZzY2qJKVruwwQKu6+u76L83XXAYMG1a9rQ/K83HbbbeqkJ4eya6+8x2zatBmpqdv3GiezNUlX7q+++gqnnHKKtmbfbr75ZjV8Pmw/JhAREVGTDibA29d41wfT40XuQ2sMw0JEbYNhItFhIDPLSqAg44XJOGcyq5mEPxL0/PTTT9qlWpdUm7399p8oLv5e2f4nyM19EI88ck+rz5rbFGlcTJ78DaqrR6Og4BylceBpdoKQQ0oaKKedBteiRSgtLkba1q2Y/eef+Oi119QAMT01FedeeimeeeMNXHzVVdqVDozbVtfkmIlulxM1BdnIXvQncpfPRK+xN2L4vS/hf+88Da93Gdau/eKAfhVuSMbBkwGum5tBOCEhVrlMaJMNRZkQQ47Hg31+JFCS6juRlZWL8857Hi++GInhw2/Z78DcS5YsUX+BlomIDtbFF9+NDRtuU7b9BFJLc1BSVARrTY12rkIasw3H6BkwoD5UbiWpqTsxffpsrFuXprzO6n+Fb0gqLp988kl1OIPmnp+DIftcusU3tfz++x+45657cP99D2D27NlNXkaWlky64yNjGn333XfaqebJOEuffvppiypQiYiI6PDzhYj7KhDwnSftPSI6OjBMJDoMpEuzjBN25plnqr+4SYWihAsXXHCBWrHUXFVZS8g4dDabdENIUhYJt05BVVVem04IISSsHD9+PI47bgCCgh5DZOT/cP75Z2vnHl4SHk7IzMTGL77AJOU+bt+8GdFxcbho3Dg8+eqruOHOO9F3wAC/x41pzO10wONyIlD/92CUHrcLZekbseWXD1BbWoCuoy/Bife8hPj+w+ov0ApkXJkLL7xQnSFbKmD9JcfCiy++iH/84x8HHWSefvrpuycPqqqqRHb2hcpfN2Hnzr77/FVaKua2bNmiVqy2xK23jlP++5GyfIOo6N6YM/UvfPjGW/jqg4+wfs5cWCXo1LratIWzzrpKeR1X4IwzJmPGjKa7M0t3IBnX8Omnn1ZD/tYgIaFMaNLUMnP6DGTtzEJGejqm/jm1ycvIIrfRGmRsI7F8+XL88ssvasV1dna2+rcsixYtUt/riIiI6Mjna2vK+InNCQoKUv+VggoiOjoEePnzAFGLSEVPfHy8dkqGYTPhppuAU0/VVvjpo48+UmdX3bp1qzq72ejRo7VzmiYzMG/e7MVrr/0djEhg2Nx4dRLqxcefqXzgP6+cGqAsn+PEE2dj6dLZBxWW5eXl7TFJhoz/KKd91W7yK6UMtvzee++pgyfLGGmyr2QSin01NvwhVXdyG7777RuHpblZ3uS+OOx22KxW5OXkYOXixerSuWtXnHLWWTh5+XLolfuHDh20azRPQi/ZfsNtSTVfh0bXlW3mp21F5ozv0e+cK+B22FFTmI38NQsQHB2PAdc8hKDwA5/xuPHxlpubix4y7XYTJk6cqE5scf311+9uxDVHxrn5/fff1S6xcvmmyGQ5DR+n3LY8t41Jxe23336rPP91uPrqf2Hjxjicf34Ivv76aRiNez/30giVcfVuv/32vfajjwTsDfe5NEZl3J2mHtfKlRuV8+3Ka6h+RnCX8pi2Tp2K+b/+hoz0DPQbORLDb7wByV2TYQ42K68Nl/JaSlduKxiDB/fY6/UgFZWyX3zj/MjHpow/2niSGNkfsbEvKH/9T1m2KI8pEw8++A/1vKbMmDFDfb3fc889+5w5USoGZUB0n329zpuSlpaOd956W31feeChB5XnbP/HuY90ee8kY4tqpBu5/BjiLxkrcaXWrVz261133YV3331XPb0/jR83ERERtR/SHpL2kbQP5V/pddBUu1BIWyo9PV29jrQrpBeNFFQcqm7M8qNmr169tFNE1Bp0zym0v4noIEhg1rCKa+pUPQYPrp8o+EDIF22p2JGx6mSChv2NO7ZmDVBcLLO3/l3tJQGHdBNtitx+p06hyhf0L5QP7tk4//w6vPTSC8q6RO0SB0YCoIZjnUkjQk77GgV//vmnOrGCVCCdd955asgoXRpbY4xECUbldnzBpa/irfFMb0UFBVi3YgXmKPdj4+rVyExLU0PF/soTdMUNN+CsMWOQ3L07AmVHSpjjR5goIaFsv+G2pIHUOMiUWXvvvPtrLN9mRa/IUtRlb1bDwx5nj0O30y+DIejgxolrfLzJ6eYCl549e6qTmUg1WHflcUrDrSkSDL/9dn3YJFWJzYW9jUPUph63kOdj8+bNyjE8EldccRbGjEnBbbeNRVDQ3jPxSfXar7/+qlbqSRfZ5kh42HCfS/jZMFBuqGPHBHTt+nc3bZkAJ6FvX5x0xeU4TVmi+vbGrtxcbFi/AatXr8Fzz/+EZ5+NwzffrFNef7kYNqyfds16EiDLY2q4XyTAbjzWn5yurFyqvMY2YsSIyXj44buVfd78QOMpKSlqGJyZmbnPxy6v64YDlu/rdd4UOT5GjByB00afpr6/HEjDXSonZeZFH6lePZCuyeeffz7mz5+vBqA333wzXn/99X0Gpw01ftxERER0+EgQKO0haYPJ9wD5EbVYaUPLd4D67xmdmmyXCWlDSRta2hHSdpW2tNyOrPO155safqe1SNEDJ3sjal2sTCRqodaqTJQPU5nNWT6kpftjw9tsyoFWJorGL/eW/Bq4r8rEF154QQ0BpOKqLcKAfVUmlpeWYoF025w8WX28Z1xwAc4eOxYRWvjS5GOWmXyzsmTAPW1F8/ypTKypqcWIEU8oz8+ryqlleOKuBXjxg2fV81r6C+yBVCYK2QcSVr300kvqjLtjlX3Ru3dv9XmSX4j/+usv5eFvwL///W/0799/n/fP38pE2ebXX3+tHo/S1bqpAFmOlzfeeEOtLPzPf/6z3/1yIJWJ/vC9FuT5vOiiNzB9+r9lLQYPPh/r1k1Xz/PxtzJR+G5X+PNcy+v+qaeeUruHn312093/W1qZ2BItrUyU/SHd3uW9YPHixQf0fsDKRCIiokNDPu+bI5/lEvz52ttNkR9IGxYVNEXaPPL9QdrNTZH2ovzguK/CA2kDN/VD9v6wMpGo9TFMJGqh1goTD9TBhImtaV9hooRTg9pwdtx9hYkbVq9GZVkZeg0YgIQOHfz7lVN5LPjtN+D++7UVzfMnTLTbHbjuuqcwYcJFSoNoFd59NwF3332Ndm7LHGiY6COBmFQLpqamqiGgNOjkF1qpXhw4cKBalbg//oaJPjNnzlQrD+Uysj0JACUcSkhIULu+SsWqTDrkj9YOExv69dc5ePPNdYiI8Civq2vQpcvf4Zk4kDDxYMgv9BKsXnzxxRgyZIi29m9HcpjoI5PNSPenA8EwkYiI6NCQH5ilbdUcCQmlTS1Bn/wtbXAJ/iRAlDakv+0xKZqQNpRUKErbSkJKWSdtK/lX2ovNke137dqVYSJRO8EwkaiFGCbWazxmYlvaV5h4UJTGDJ58Enj9dW1F8/wJE+VtVS7z+OMf4PzzRyvLiU128T0YBxsmtoYDDROlQSjdWCSMk39l30nDU7rJNu4ivD9tGSaKykqL0kAOULax98QzbR0mCmnkvvPOO3j++ef3Oo6PhjDxYDBMJCIiOjQk1NtfLCAhoq/y0Bcu+k4fKNmWLL7w0Lft/d0HafsfzHcNholEra/tv/UTHYP28aNaq5DPWVma+vze34dwa2huG4di221CxuJLSQGWLtVWNM+fxy4NKxmf8NNPn8Kll45qtSDxcO73g9m2NPYkNJQKyI4dO6oBmISRBxokHorHHRkZ2mSQuC+tuX3ZN9dcc406pmDDGZ4PxWNvTnvcNhEREbU++ZFefvDd1+L7IV8WX4XiwfKFkb7bk9v25z4ciqIFIvIPX41ErSw+3oOcHO1EG6mtlWo4IDFxz9RSPoz3NZ5Ja5FuCI0/zKVRIdVbh4JsvzGpemuRf/yjPlDcD3mMjR+7NIj21S2jtci2G48jIw0v+TW5rcn+leOrITl9KJ5zCZYah0vyHByKxy3kNdW4wdzUfWqpoUOHqpOUNNzPvsmGGpLTLT7e/SD7V46vhg7Vc34oXk9ERERERHRwOJszUQs1nl3XYPBi+nQJOgKUv+V86ULZeotMPDx1KrB9uxdXXeVEw2HIJPCQ7p8y66383TgAaSlfgCLjnIiGs+vKtqRrr3Q7laCnrbYtwY48RtlOw23IOgk+fEHfAW9fquUaPI+NybYlXJGqMamsaxjw+EItXwjUFo9dwiPfthuGTXI/JHCSX2tlu22xbd/4Nr5fjH1kW9K9va2fc3l88rw37tIs90mOwbbYtvA95/Ialy7OvmNL+IJd33HQWtuXWZrlMfmec+lK3vg5F3KePB+y3bbY7/Kc+x53w0BR9oG8/ttqv/uec3k9y78N32OIiIiIDoa0VzmbM1Hr4piJRC3UeAw7KQxctCgQCxboUFoaqHwh1s5oJfLdvXNnD84+24WhQ/e+cd/4bm1JAhQJUBuGK8IX9LU1Gei5qXBFQo62fkuTYKdhoCakikq23VTFZGuSYMU3bl9Dss9l37cl2d/ynDcOjyTok6UtyXEm224Y4AoJ+nzBdluRxyvPeeMKPXmuZdttXUEnz3fjQE2Ocdl2W1cnynEuj72xw/keQ0RERHSgOGYiUetjmEjUQo3DRCIiIiIiImofGCYStT7+5E9ERERERERERER+YZhIREREREREREREfmGYSERERERERERERH7hmIlELZSamtrkpBhERERERER0eFksFvTv3187RUStgWEiUQvJBCwJCQltPoswERERERER+S8gIECdgKVnz57aGiJqDQwTiVooLy8PHTp00E4RERERERFRe5GZmYmUlBTtFBG1BoaJRC2Un5+PpKQk7RQRERERERG1FxkZGQwTiVoZJ2AhIiIiIiIiIiIivzBMJCIiIiIiIiIiIr8wTCQiIiIiIiIiIiK/MEwkIiIiIiIiIiIivzBMJCIiIiIiIiIiIr8wTCQiIiIiIiIiIiK/MEwkIiIiIiIiIiIivzBMJCIiIiIiIiIiIr8wTCQiIiIiIiIiIiK/MEwkIiIiIiIiIiIivzBMJCIiIiIiIiIiIr8wTCQiIiIiIiIiIiK/MEwkIiIiIiIiIiIivzBMJCIiakcyMzPxzDPPwOl0amsOTElJCZ599ln84x//wLhx47BixQp4PB7t3Ho1NTV4+umncdFFF2HMmDH47rvv4HA4tHOJiIiIiIiaxzCRiIioHdm2bRsqKiq0UwfG5XJh/Pjx6NixI37++We8+eabmDlzJurq6rRLQA0Wp0+fjpCQEPz666/47bffsHPnThQUFGiXICIiIiIiah7DRCIionaisLAQ77//vhrwff3112o46FNWVqZWGS5dunT3snXrVrjdbu0SUKsL5TbOOeccBAYGqqGiwWBQqxV97HY7NmzYgEsuuQRbtmzB2rVr8dBDDyE5OVm7BBERERERUfMYJhIREbUTiYmJuPfee3H55Zfjpptugl6v184BbDabWj2Yl5e3e5GA0ev1apeAGixKABkeHq6tgVqV2LAyUcJECRGla3NOTg5Wr16NN954A7W1tdoliIiIiIiImscwkYiI6AggVYZSTShjIfqWU045ZY/A0R8SPoaGhuKWW25Rb+/+++9XqxhTU1O1SxARERERETWPYSIREdERYNOmTXjyySfxyCOP7F4+++wztdLQR0JBnU63RyWiyWRSFx85PzY2FlFRUdoawGw2o7y8XDtFRERERETUPIaJRERER4ABAwbghRdewGuvvbZ7ufXWW2E0GrVLQB0fMTg4WB1bUVitVrXbc1xcnHpaSHAoYWJaWpq2pr4rtKwjIiIiIiLaH4aJRERE7Uh8fDxyc3Mxa9asPSZXCQgIUCsPGy+y3keCxRtuuAF//fUXXn75ZbWS8YQTTkBYWJg6PqJ0ZZbA8ZprrsG0adPUQFImX5Hb6d27t3YrREREREREzQvwNhy5nYgOWH5+PpKSkrRTREQtIwGizMgswaBUCzYMC/1VXV2tdluW4FAmdZGuzVKlKLct4yUKOV1UVKT+7Zv1mYiIiOhok5GRgZSUFO0UEbUGholELcQwkYiIiIiIqH1imEjU+tjNmYiIiIiIiIiIiPzCMJGIiIiIiIiIiIj8wjCRiIionZOxDouLi5GVlYVdu3ahtrZWO4eIiIiIiOjQ4piJRC3EMROJqK1IiJidnY2ZM2eqAaIsMlGKyWRSZ2keOnQogoODD2qSFiIiIqJjAcdMJGp9rEwkIiJqh2w2G6ZNm4bJkyerpx0OB2pqamCxWNRAcfPmzfjxxx93z8hMRERERER0KLAykaiFWJlIRK1NPppXrFiBBQsWICQkBJMmTcLKlSvVgNFoNCI+Ph533nmnWqEYGBiI22+/Xf2biIiIiPbEykSi1sfKRCIionbG6XQiNTUVUVFRapA4b948VFdXq9WJUpm4c+dOPP/88ygpKYHH48H69evVAJKIiIiIiKitsTKRqIVYmUjUNJfLhS1btiAtLU1bQ/4qLy9XKxOlEvH3339X/23KwIEDMWzYMISFheHEE0+EXq/XzjkyBQUFqY8jMTFRW0NERETUMqxMJGp9DBOJWohhIlHTKioq1PH+pMqODkxOTg62b9+uTr6yatUqtfqwKRK6jR49Wu36LKHi0dDVWYLRcePGaaeIiIiIWoZhIlHrYzdnIiIiIiIiIiIi8gsrE4laiJWJRE2Tbs5bt25lN+eD4OvmbLVa/ermHB4eftR0cx46dCi7ORMREVGrYWUiUetjmEjUQgwTiai1SdfwH374AXa7HRMmTMDcuXPhdru1c5UP74AABAcH4+GHH0ZsbCxOOukkNVSU9URERET0N4aJRK2P3ZyJiIjaGakw7NOnjzru5EUXXYTTTz9drT6UsRFDQ0PRo0cPPPvss2qQqNPpMHjwYAaJRERERER0SLAykaiFWJlIRG1BujbPnj1b/TVduv9WVlairKxMnWQlISEBgYGB6t9jx45VTxMRERHR3liZSNT6WJlIRETUDkmAeMEFF+Diiy9WTxsMBrUqMSQkRO0Gfdxxx+Gaa65BfHy8ej4REREREdGhwMpEohZiZSIRtTUZL1GqEmVCFunWHBUVpYaKRERERLRvrEwkan2sTCQiImrnJECUCsTk5GR06tSJQSIRERERER02DBOJiIiIiIiIiIjILwwTiYiIiIiIiIiIyC8ME4mIiIiIiIiIiMgvDBOJiIiIiIiIiIjILwwTiYiIiIiIiIiIyC8ME4mIiIiIiIiIiMgvDBOJiIiIiIiIiIjILwwTiYiIiIiIiIiIyC8ME4mIiIiIiIiIiMgvDBOJiIiIiIiIiIjILwwTiYiIiIiIiIiIyC8ME4mIiIiIiIiIiMgvDBOJiIiIiIiIiIjILwwTiYiIiIiIiIiIyC8ME4mIiIiIiIiIiMgvDBOJiIiIiIiIiIjILwwTiYiIiIiIiIiIyC8ME4mIiIiIiIiIiMgvDBOJiIiIiIiIiIjILwwTiYiIiIiIiIiIyC8ME4mIiIiIiIiIiMgvDBOJiIiIiIiIiIjILwwTiYiIiIiIiIiIyC8ME4mIiIiIiIiIiMgvDBOJiIiIiIiIiIjILwwTiYiIiIiIiIiIyC8ME4mIiIiIiIiIiMgvDBOJiIiIiIiIiIjILwwTiYiIiIiIiIiIyC8ME4mIiIiIiIiIiMgvDBOJiIiIiIiIiIjILwwTiYiIiIiIiIiIyC8ME4mIiIiIiIiIiMgvDBOJiIiIiIiIiIjILwwTiYiIiIiIiIiIyC8ME4mIiIiIiIiIiMgvDBOJiIiIiIiIiIjILwwTiYiIiIiIiIiIyC8ME4mIiIiIiIiIiMgvDBOJiIiIiIiIiIjILwwTiYiIiIiIiIiIyC8ME4mIiIiIiIiIiMgvDBOJiIiIiIiIiIjILwFehfY3ER2E/Px8JCUlaaeIiI49tbW12LVrFxo3KRITE2EymVBQUICuXbtCp9Np5xAREREdGhkZGUhJSdFOEVFrYGUiERERtUhaWhref/995OXloaioaPditVqRmZmJV155BXa7Xbs0EREREREdyRgmEhERUYtFRUXh1FNPxejRo3cvUrUdGRl52CsSpWDSZgPKywGXS1upcDiAmpr684mIiIiIyD8ME4mIiKjNxMTE4JZbblG7Ox8uHg/w11/AU08Bq1bVnxZr1gBvvlkfKhIRERERkX8YJhIREVGLrV+/HmPHjsW5556rLpdccgmys7NhNptx0kknHdbqROlhnZEBjBsHrFwJuN3162Ni6v8lIiIiIiL/MUwkIiKiFhs8eDCmTJmCGTNmqMsff/yB5ORk7dzDKysLCA0FTjihvruzdG0WCQnAOecAen39aSIiIiIi2j+GiURERHRUW7IEkEkcg4OB8HBg48b69RERwMknA5xkmoiIiIjIfwwTiYiI6KiVnQ0sXFjftVnGS5RAcfHiPSdiISIiIiIi/zFMJCIiohbLyMjAv//9bzzyyCO7l/Hjx8PtG6DwMJCJVqQKceBAoGPH+iCxTx+gsBDIz9cuREREREREByTAq9D+JqKDkK98I01KStJOERFRe1FXB7z9NnDppUDfvvXrpCLxq6+AwEDghhsAg6F+PRERER2d5AfPFBnvhIhaDSsTiYiI6Kgk1YdOJ9Cjh7ZCIZOtjBhRP7uzxaKtJCIiIiIiv7EykaiFWJlIRMcKh8OBWbNm4dNPP4XJZMLDDz+MYcOGIVDK/IiIiIjaIVYmErU+tv6JiIhov+x2Ox599FHce++9KC4uRnZ2Nm6//XZ888032iWIiIiIiOhYwDCRiIiI9is9PR3Lli1Djx49EBoaivDwcCQkJOCee+5FaXGFdikiIiIiIjrasZszUQuxmzMRHQvmz5+vztAcHR2tram3ce1WvHThXCTH94YhFDCEAEZZlL9lMQQDpnBAZ1CWIEBvVBblX52p/l85LX8HtPDnzZycHIwfPxFLlxbA4ZAZnINxzTUXYciQ47VLEBER0bGI3ZyJWh/DRKIWYphIRMcCaYhfd911CAsL09YANpsNqVvSMePtHLhrjbBXQ12cFsDj1i4UUP9PoE75Uw/olCVA+Vv9V1lkuMVAA2BUblZCR1MEEKQs5khlnXI6SPlX1gdot9OUvLw8jBgxAp06fYHw8BOUNQFwuSrhcLyId965D4MHD6q/IBERER1zGCYStT6GiUQtxDCRiI4Vb731Fr75ajwMRp0a7rndXjz77xdx1hnnapeo5/UATpuy1ACOWsCuLPK33aL8K38ri9uhLC7lssrikcUpt/f3aTU81AJEqVqUqkeTL3DU/pUA0hDqwWe/vIHpC45DfPx59VfQ1NZux+DBP+ONN57R1hAREdGxhmEiUetjmEjUQgwTiehY4fF4MP6ZlVi9Yh36XmjEiSechH59BmjnHhi3hIfKIiHi7jBR+9flgFrdKKGjQ/lXXbQQUv512bQbUbjcdny69CkEdnlNW/M3h6MCNtvzmD//bW0NERERHWsYJhK1PoaJRC3EMJGIjhVScTjvGcAYAQy5WVvZBqQSUWcErJVAcBTgtGpnaCRslO7UEjJayv+/vfuAs6us88f/vdOSTJKZ9IaQBELvAtKRpYgFKwLLriDsKu7uX0WQVUERKSIqKrjCz0WRBUVFUREQRCl2QbpICYQE0knvyfT/fc49EyaBJIfMhITk/daHe85zzj13El/g5ZPv93ma4sJvfi4Wxpeiqqomv6OiuXlutLVdHL/97TfyGQBgSyNMhJ5nN2cAoJBF0yKaF0c0viGf2EBSkLhwcsRdn4pobaqsqdhV2rSl75CIgWMi3rB3XbzpsG1j5sxr8qsvWbDgoTjooJH5GQAA0BOEiQBAIXOfLv+lFNGwVeW8p9T2icpOz/WV3aBTgWG2JmJ5pM9bWw9FqVSKD//bf0Z9r1vixZnfi9bWpdHetjzmzPltNDWdF6eeenx+JwAA0BOEiQDAOqUW57kTKqFf2nG5J6Rdnev6RTx9c8R934h46H8rr4tnRNQPidjthErQWGRBltt/cWu8ZbfmqHvxknjDqC/Ge97zePziFzfG2LFj8zsAAICeYM1E6CZrJgJbghULI/52ZWWDlD0/GNGrX36hG2r6lJ+7IOLBb0ccek75vHfE07dEvPhYxCGfqbQ7ty57+ZqJa/LQdzpi2YLW+KcLO6K2rjarWgQAtmzWTISepzIRAFin5fMqG570HhBRV59Pdkep/CWkOmLu+EqgOPHuiGfviGhaWAku25oq80WDxLbmiKWzSjFqj9qo61UnSAQAgA1EmAgArFMKE1uWRQwYG9luyz2h8zkpoBy4bcSg7SLesH/EgZ+IqO5VvvAqeifmTyzf3hYxdLd8AgAA2CCEiQDAOqXdlVNYN2DbfKK7OiLay89r2Dqiuqb8+oaIwTtEzH8+4omflC+3V7LEtK5i2pAlvVb3iWhdUXl7FjZ28eLjlbkBo/MJAABggxAmAgDrtOD5iLq+Ef2G5RM9ILUmDxwbMWq/iLs+E3HnJyNmPhKxxwfKF0uVduq0ZuJ9V1Tur+0d8cxtETMezsPEvJO5rSVi3rMRfYeX5+sqcwAAwIYhTAQA1iqFfoumRDSOKX9xWMs3h85qwfSaKgk7pR2g03nambkqhX2l8n/Lz0mVjq3lZ2/31oh3XBVxzNcjDjyzsjZj1la9tFKduPdp5feV35+WQUy7PK8eGC6dXfkZU9ApTAQAgA1LmAgArNWspyotyYO2zydeSakSNP7lsogpf4moyYPFFBqmXZofuy5ixiOVQLGuX8TMv0c8fE1lJ+fF0yM6OiIm3RPx9M3l8xkRC1+IuO+bES/8PmLCnREPXFUJDN9wQMSw3SpBZOeaiktnVj6n34jya5cQEwAA6HnCRABgrWb9PbJ1DfuPyCdeSWo5ztuOk1SdWNcYUVtfni7P9xlUCfxS2PfkTZXQcP+PR+x2QsTD34noaI0Ye0T5/J8jhuwY8dxvI3Z+T+V8z1MimhZVRr+REb3Kz23Nd3lub49YNKPy7LTuok2cAQBgwxImAgBrlNqQ502IqGuoVBgWkdY1vO8bEX+8KGL8reWJUsRW+1cqG9MGKmnNw30/ElFdG9GwVcQ/XVBpY05rH6aNV5qXRuzy/kr14l3nRNx/RcSSmZVnpxCxaWHlviSFkCvmVcLE/uVnAQAAG5YwEQBYo6WzItqaIno3RtT0ySfXYeguEQecGXHQf1dam5fPrezUnKoTU5iYWpT7DY9oWV4ZKRhM89kaiR2VVuhHvxfRuHXEIZ+uPKv/yPzhq0mtz8vKz+87IqJXQz4JAABsMMJEAGCNUpiYqhPrh0bUFNzcZJuDKwFhWjcxtUYvm52HhUuyIsUsQEybplTVVNqhU1Vh2qQlnSepFTq1LzdsUwkgpz8YMefZ8lxr5XpXqfW5eXHEyL3K79PiDAAAG5wwEQB4RalKcMmM8mtLRMPW+WRBqfowvT+Ffek1C/qqI2r7RYzcO+KJn1buS9WIaROWFBSmUDFJoeJO74z47dkRN58W8fzvIvoOqwSbXddlTFILdtqIZeQ+lXMAAGDDEiYCAK8oVRdmOy2Xj9PmJkXNfKwSHqagsHlZZZflVN24cHLEovLY4djK5ip3fDzi15+IeMP+5TeV78/WTCx/2LJ5EVsfEnHiLyLefU2l1fnt36zs4pye09WcpyN6D4qoH5xPAAAAG5QwEQB4ZR2VMLHv0Ije/fO5Aha+EHHvBRG/vzBiu6Mj+gyMeObWSrvytPsruzcP3TXi2P8X8c6rIwbvWGmBTpuptCyLGLB1JchsTjs4L65UN2ajfBxtlc9I0kYtqXKy8VUEnQAAQPcIEwGAV7RiUWXzlWF7lE/SN4bUYtw5kq7n7Wki4ohLIg79bMSRX4w45hsRow+rhH6pgnDw9hEj9o6o7Vu5Pz1/xYJKgNi5O3N7cyU4TOsgpkrF9jRaKyO1Tne1aGrl1S7OAADw2hEmAgCvaNmciLEnRzywKOInt1bGTb+KmDk/oqZvxIIVEb/+fUSpd/nm8jeKFAqmEDAbSyptzqm6cfaTlRbnyX8qn5cidnhneTr1TqfRDemZVbWVNmoAAOC1IUwEAF5ZR8T8pRHPPx9xwgkRH/hAxD/9U8R3rolY3hwxb37EXXdFtJfv69w8JVUStpWvpYrGtINzqi7c6k0Rg3eorJU4dKeIIeWRrq1eafhqtLVGLJlZ/iLTq7LTNAAA8NoQJgIAL9O0pBL4pUrCtJlKTU1EdXXE0KGVsXBhxODBEQ0N5S8Tqc15DVKw2LUCMW3Isnxu/uxuSFWPaQ3Fuj6VNR0BAIDXhjARAHiZtB5h1oq8mgULIkaMiBg5MmLY0IjPfDqirrZ7VYbrozNMbBwdUdMrnwQAADY4YSIAsIoUIi6Zng4q55MmRVx6acQXvxhx1VURjz8esWxZ+UJ7RL8+ES3Ly8evEDxuSGlTlwGjI7baL58AAABeE6WOsvwYWA/Tp0+PUaNG5WcAr39pncMnb6qsbTi9PeL22yM+nSoQ6yKamiKuvTZi+PCId76tstHK2qQNUnr1j/jjlyJ2fl9E4zYRrSl87KYlL0aMn/XX+OWvfpbPVAwePDg+8IEPxG233RannHJK9O2bto4GALZUEyZMiHHjxuVnQE9QmQgArKK1KWLpnMpxWi8xSX/0mNY5rC6fNzZGrCgfl6or19amva2ybuKh50QMLn+PT0Fld3XuBL1w6dwYOnRoXHrppXHZZZdl45xzzonq6uqYOHFitLW9xr3XAACwBRAmAgCraFsesWx2RG2Xor4UKlb3iljeFDFzZsSb3hTR0Z5fXJvyPakluWlRZY3DjtZ8vhuWzVl7KNmvX78YOXJk1KRdYwAAgB4lTAQAVrFwamUdxN4NlR2cJ0yI+OAHI/7lXyI++tGIAw+MGDu2UsFYSEdEe2vB8LGA+c/lB2vQ0NAQZ511VtTX1+czAABAT7FmInSTNROBzc1jPyj/s+3BiMPOjejVGFGV2pm7tDunnZtTkNjeXJl7LaXPf/xHEWMOjXhw2m1xyy23xIEHHhhVVVVZe/MRRxzhn8kAwErWTISepzIRAFjFrMcj6odElMrfEpoXR6xYUB7zK6OpfJzmNkaQmLQsK/8c88oHebg5evToOO644+L444+P973vfTE87QwDAABsMMJEACDzwgsvxG9u/XM8PeXBqB2yOJ/dtKxYGNGyIq+WLEvrIqZ25s6RqhMBAIANR5gIAMTXv355vP/9n4jPXfDX+N6jv4zPf/8jMXnq5PzqpiNVSbY1RdQ15BMAAMBrSpgIAFu4G274Sfzwh8ti5MhfxIhRZ8fW4y6K5uqz493HfzCmTZ+W37VpWDKj/Jf2iN6NEUOGDIkxY8ZEKW01DQAAvCaEiQCwhfvhD++LIUNOz88qBgx4Ywwd9tn4+S0/zWc2DQunRNT0jqjrH3HAAQfEiSeeqLUZAABeQ8JEANjCTZy4ImpqXt433DjgkHj0NzPjkevb4ulbIp6/N2L6QxFzn41YNqc85lXajpsWRzQvjWhdEdHWHNHeVtl1uSe1tDTHnDlzYvrEuTFg+7aVayYCAACvrVJHWX4MrIfp06fHqFGj8jOA15+DD/54NDRcHLW1qwaKS5Y8E2NKN8a/HPC5aF1eikghYX4tHVTVRlT3Ko/ya016rXtpVJVHbd+Iuj7la/Xl1/LIXvPz2vJrUUuWLIkvfvUL8cQT/4hls6pjr733iC9+61MxcODA/A4AgFc2YcKEGDduXH4G9ARhInSTMBF4vTvvvAvij398a/Tvv1+USlVR+WrQFs89d2L87/9+Ig499NCs2rBpUcTyVI04v/yaRvm483xF+VpayzDpKL+mR3S+ZglkOu88LitVR/RqjOhTHr0GvnTcOz+urS/fky2F2B7vPuktsXDx/Bg0aFD23pkzZ8Zee+0V1113XVRVabIAANZMmAg9T5gI3SRMBF7vpk6dGhdc8PX4618HRGPjHtHauiRqax+K009/U5xyykn5XeuWtTovL78uq7y2lF/TyI7LI72mVuhsvvza9Z721vwhXcLGmrqIyYv/Hufe9LbYfc9dKhdyy5Yti+uvvz622267fIbXVGt7tNw0MTqeSylyRNVOA6L6naOjVKf/HIBNizARep4wEbpJmAhsDlasWBGTJj0ff/jDn2PAgMZ485sPiREjRuRXu6+zKrFr1WJntWI6TsHi8gUvVT2m16aFEX977E/xlVtOjXE7jc2e02nx4sVxzTXXxK677prP8FrpWNYaTR/6fVTtOzRqT9khm2v65F+jtHW/6HXxftk5AGwqhInQ84SJ0E3CRIANZ/78+XHwwQfH4MGDo1evXlEqlbKqxCFDhmSViY2NjfmdvFZabng2OqYsjbrP7JXPRLS/sDia//u+6PXtw6I0qFc+CwAbnzARep6FhgCATVbaZOXmm2+OpqammDJlSkyaNCnSn4N+9atfFSRuDE1t0Xbn1Kg6YtU/RCtt1TfqLj8ooqE2nwEAYHOlMhG6SWUiwIa3cOHCuO+++7LqxP333z/69HkV20HTYzrmN8WKt94edd85LKr3GBwdy1uj/ZE5Ea2Vr5NVOw+I0lD/2wCw6VCZCD1PZSIAsMlLVYjHHHNMHH744YLEjamu/NVxcO/8pKy9IzrmNUX7jKXR/Kn7ou3e6fkFAAA2V8JEAAAKKfWtjdK4xmh/fP7K85pjR0fNu8dEaVTfbA4AgM2bMBEAgMJqP7pLtP16crTeNDGfifL5lGifsiRKO1jHEgBgc2fNROgmayYCsMVpaovl7/1NtP96SnZa9eaR0fsXb4nSADs5A7BpsWYi9DxhInSTMBEAAGDTJEyEnqfNGQAAAAAoRJgIAMAatbe3h0YWAAA6CRMBAHiZyZMnx6fOPDsOP/TN8bajjolrr702li9fnl8FAGBLJUwEAGAVaT3gz/7LGbHv5Svilr+cFFff87aY8O+/iAvO/ly0trbmdwEAsCUSJgIAsIpzPn52nPjXsfH22D1qoyYGR984q+OYaP/O+Lj99tvzuwAA2BIJEwEAWGn+/Pnxu9vviX9q3ylK5f906h21cXzLPvGD7/xfPgMAwJZImAgAwEptbW1RF9X52apqyvMtLS35GQAAWyJhIgAAKw0ePDi22XnbeDKm5TMvuWfAc3H0u96WnwEAsCUSJgIAsFKpVIqvXH15XD3uoXgkXohl0RzzYmn8ouaRmLB/W3z4wx/O7wQAYEskTAQAYBVvfOMb4z9vvDCuP25aHNPv8jhpxLUx6/Nj46IfXB61tbX5XQAAbIlKHWX5MbAepk+fHqNGjcrPAAAA2FRMmDAhxo0bl58BPUFlIgAAAABQiDARAAAAAChEmAgAAAAAFCJMBAAAAAAKESYCAAAAAIUIEwEAAACAQoSJAAAAAEAhwkQAAAAAoBBhIgAAAABQiDARAAAAAChEmAgAAAAAFCJMBAAAAAAKESYCAAAAAIUIEwEAAACAQoSJAAAAAEAhwkQAAAAAoBBhIgAAAABQiDARAAAAAChEmAgAAAAAFCJMBAAAAAAKESYCAAAAAIUIEwEAAACAQoSJAAAAAEAhwkQAAAAAoBBhIgAAAABQiDARAAAAAChEmAgAAAAAFCJMBAAAAAAKESYCAAAAAIUIEwEAAACAQoSJAAAAAEAhwkQAAAAAoBBhIgAAAABQiDARAAAAAChEmAgAAAAAFCJMBAAAAAAKESYCAAAAAIUIEwEAAACAQoSJAAAAAEAhwkQAAAAAoBBhIgAAAABQiDARAAAAAChEmAgAAAAAFCJMBAAAAAAKESYCAAAAAIUIEwEAAACAQoSJAAAAAEAhwkQAAAAAoJBSR1l+DKyH6dOnx6hRo/IzAGBL8etf/zquueaa/Kxi+PDh8eUvfzn69u2bzwCwMU2YMCHGjRuXnwE9QZgI3SRMBIAt0y233BLjx4+PM888M2pqavJZADYlwkToedqcAQAAAIBChIkAAAAAQCHanKGbtDkDwJYptTnfeOONsf3220epVMpanU866aTYdttt8zsA2Ni0OUPPEyZCNwkTAWDLZM1EgE2fMBF6njZnAAAAAKAQYSIAAAAAUIgwEQAA1kNaG3GfffbJ1ksEANhSCBMBAGA97LbbbnHEEUdEdXV1PgMAsPkTJgIAQAFNTU3ZAADYkgkTAQBgLVpbW+PKK6+Mo446Ko499tj49re/nV8BANjyCBMBAGAtLrnkkvj6178edXV10dLSEldccUWcd955WcgIALClESYCAMAaTJ8+PatE3GabbaKqqipqa2tjq622invuuSemTJmS3wUAsOUodZTlx8B6SP+SMWrUqPwMANhULFkScd55EbNnl7/0liK+9rWIYcPyiwBsESZMmBDjxo3Lz4CeoDIRAIDNVvrzvquvjvj+9wWJAAA9QZgIAAAAABQiTAQAAAAAChEmAgAAAACFCBMBANgiLVmyJE4++eQ4/fTTo6mpKZ+NePjhh+OAAw6Id7zjHSvHGWecEQsXLszvWD8XX3xx7L333qs893/+539i6dKl8W//9m9x4IEHZnNvf/vbs/Nnnnkm1nevxBkzZmTPSM/60Ic+FOPHj8+vvGTBggVx1llnxTHHHBPHHnts/O53v8vmly1bFl/60pfiqKOOikMPPTR++MMfRktLS3YNAECYCADAFulvf/tb9O3bN/r06RMvvPBCPltx5JFHxq9+9auV44orrojGxsb86vo7++yz49Zbb1353I997GNRW1sbvXv3jq985SvZ3G233RYnnHBCXH/99esV4qVgNIWB73rXu7JnnXLKKfGb3/wmv1rR1tYW1157bey6667ZZ6ZQ86677sre+6c//SmmT5++8me87777snMAgESYCADAZitlcZMnRzz/fOW4U3Nzc9x7771Z5d6ee+4Zd999d7S3t+dX1y3dO3Xq1Hj88cdXGXPnzs3vWH+lUil69eoV9fX12XGnVKU4a9asl31mqkLsKt2XQsH0jM5nrV7hmKoSU5iaKg9TBWS6//Of/3zU1dVFa2tr9lpVVZUFnen9r+b3BgDYvAkTAQDYLPXqFXHEERFTpkQ8+2xEa2t+oSy1LM+fPz8OOuig2G+//eKqq66KF198Mb+6bilcmzRpUjzwwAOrjFfzjK5SmHfppZdmrclpnHnmmXH44YdnYV5XKTh88MEHV/nMySkt7SJVOZ5zzjlZWHjaaafFz3/+86xluasUJj755JNZlWR6xg033JCNFD4edthhsdNOO2Wt3Z/4xCdit912i1GjRuXvBAC2dKWO9V2IBcikth9fsAHg9SW1/z722GPx0Y9+NGslPvfcc7P1ClNr8COPPBLvf//7V1YZVldXx2WXXRannnpqVq23vtKaiZdccsnKgHDs2LHxy1/+MkaOHJmFdieddFJWKZh897vfjT/+8Y9x5ZVXRr9+/bK5olIwmcLEXXbZJQsTr7vuupgyZUpWedhZ6ZjWUPzIRz6SBYhbbbVVzJs3Lz772c/GRRddFI8++mh861vfih/84AcxZ86c+OQnPxmXX355bL311tl7AV5PJkyYEOPGjcvPgJ6gMhEAgM1C6va96aaIOXPyiTVIbbxpXcDUpvyNb3wjC85SK+/999+ftT8nKdhL1YtppKAtVQt2DRJTAJmCwC984QurjFQNuDbf+c53sorI9NwU2o0ePTq/sqoUZqYQc9GiRflMpX05BYwXXnjhKp9555135ndUpADwqaeeive85z3ZM1Ir9+zZs2Px4sX5HZG1MQ8bNiz69++/8jxVW6YANVU+fuYzn8lCzDFjxmQVkulnBQBIhIkAAGwWLrvsyrjootPj7LO/Hi++ODuffbnUKpxafM8///yVgVxqMU6h4cyZM/O71q6mpiaOPvrorB2560jrL/aU1K6cRlepJTu1H3f9zNSWvLrly5evDEbTz9rQ0JC9dho+fHgWIHZurJLuTWHpgAEDsuP0/k7pvWmTGgCApLr85ekL+TGwHtKf8nf+qT4A8NpK1Xq///0f4rjjPh/PP79D1NcfFTNmtMTNN18X48YNitGjV23NTbsYf+9738v+vztV7KXKvSQFaw899FBWcThw4MCssi/t6LwmqV24cxfmrqNrYLe6P/zhD9mzd99991U2Vkk/U2q7njZtWtaOnKoA77jjjuzz03qFnfem1/T81T9z9XUV08YtqaowPWPixInx05/+NAsh99prr+zXlT4v/Ryp6vCmm26K5557LntNn/XmN785CxrTTtJph+u0SU2q4Dz++OMFisDrUvqDokGDBuVnQE+wZiJ0kzUTAWDjSS3L73//p2LJkjOivv6lluGWlrmxYMFpccMNl8e2224bi2fOj94D+kV1XXVWfZjamgcPHpzfXZHag5O+fftmbcgjRozIzntK2pwlhZap+q9rmJjai1OQmNqfOzU2NmZrFHZnjcYUBqZfR/q1brfddllwmtqYUyiYfo1J2h06/X6knyutKdYZhqYNWjo3dkm/f6923UaATYU1E6HnCROhm4SJALDxpHDswAO/Ejvu+KUolVYN3l588Udx1lm1ccwbD4mnP31b7PmN46LP6IH5VQC2BMJE6HnWTAQA4HUrbSzSu3eq9Hv519ra2hEx8bePxd//+YZY8ZfK2oAAAHSPMBEAgNet1L7b0TEz2tqa8pmK9va2WLjwztiu38joeHF5DP7X3aN2aKW1FwCA9SdMBADgdauqqjp23nm7mDXrumhrq+xAnF6nTv1u1NbOiwM+8K4YfeGRsdPHjojqujVvjgIAQDHCRAAAXrcWLKiKXXf9eBx55My4//6d45nxJ8Q/Hj0w9n/ThNh//6ujZcCoGH3cG6Om16o7HgMAsH5swALdZAMWANg0THrg6fjjp38Ug+fXxf5fPyGGHLpddDS3RyxqjkjfeIf2jlKNP0sH2JLYgAV6nm9TAAC87i2dsyie/9ivYvQTNdHY0BC9BvaNjjkrIhbmQSIAAD1CZSJ0k8pEAHjttLe3x4IFC6K1tTUGDhwYNTU1MeOep+KZT9wWMa8p+h22Texy/juiT2N9/o7i2vpVxTOTn4ux224bfXr3Ln9Y+WtyqVTJIsvHHRMXRfOFD0ev/3dIlPrWZtdSUtnRVr6junzf+IXR0dQWVbsNjLbbJkfrTydGx6zlUXfu3lG179CIxS3pSa9oxsPPxaQL7onWFxZF44d2j13PeWvU9iv/DAB0i8pE6HkqEwEAeF1YuHBhnHHGGfGe95waJ5zw0TjllNPirst/Gs999FdRenFFNJ64c+x+0TvXK0iMUkRrtMe3rrwyHnnkkehY3hodc5vKY0VEGs1tseTZOdHav/z1OQWHqXW6ta0SJC5piejoiLY7p0Tb7ZOjVFWK6jePjF5XHxpV2zXkH7B2I/beNnb5xruidXhdLLz2H/HAh26I6S9Mi4svviTe/e4T4swzPxn/+Mc/8rsBADYeYSIAAJu8GTNmxnvec3o89NBR0dj4i2ho+ElMm3ZWnHT+xfHMsqkx8JP7xV7//fao67ue1XypyLCqFMcee2zsVj862h+eG+3PL46OvjUxafqUOPnfTo0xJ78pdr315DjvovNj3pKFEdVVUaouv7G2/JU67/XpaG6LtgdmR/vj86JjUUvENn0rz16HUqkUA7YdHof88vSo3WtITL7nyTj2wA/FL3+5TSxd+pW47763ln+2s+PHP/5JVp0JALCxaHOGbtLmDAAb3ne/e21cd92IGDjwbflMxdKlE2L7AZfHNy67MHqn1uT1lfLAQb2i9Y/To/3Kp6L63WOiY9KiWFRqiiN++p/Ru0/vaGhoyIK82bNnxyEHHRyXv/msqCpVRe1x20ZHdUTrt56IlqueiNqP7561Rbf9eWbU/veeEb2ro2p0/7W2OXc1bcLkOOmDH45eY66J+n475LPl57cuivnzPxe//vVF0djYmM8CsDbanKHnqUwEAGCT98QTM6K+ftf87CX19WNj+tKB0dTcnM+sQV55uMZRVxWllvZov+bZqDl956g9ZYeo/fhu8eQzT0VDY0P2L6LDhg2LESNGxO677x5zfzchZt7xVNT+83bR0dpWeX6/2qg6dkzU/n+7Ru3HdouqvYdEx9SlUTWyft2f32XMal4QjTu/N7YZs0MMGRIrx4gRDTF06MHx0EMPp18RAMBGoTIRukllIgBseJ/+9KXxyCMnRu/eY/OZio6Otqhu+3xcf8XHo3+//vnsK6iviVJjXX4CwJZCZSL0PJWJAABs8vbaa0zMn//X/Owly5dPi+EDZ0XvXnY+BgB4LQgTAQDY5B111JGxxx5/jokTvx6LFz8ZS5c+FzNn3BhLHvpAHHRv35h03X3Rsnwdrc4AAHSbMBEAgE3e0KFD44orvhznnz86Bgz4WpRKn4uTT5kfN9zx7di6fmjMvPJv8cQX74jmZSvydwAAsCFYMxG6yZqJALDxpK+yM383Pp45+7bomLos+r99u9j+Y4dH/5ED8ztyXdZMfOGFF+Khhx7Kjrs6/PDDY9CgQdlxS0tL3HfffbHVVlvFtttum82tryVLlsSf/vSnWLZsWey7776x9dZbR6lUyq9WpF2iH3744Zg8eXIWnB5wwAFRW1ubXXv00Udj4sSJMXDgwDjooIOiV69e2fy6zJgxIx588MGoqqrKnjd48OD8ykuampriz3/+cyxYsCDGjh0be++9d34l4q9//Wv2jG222Sb22muvqKmpya8AvH5YMxF6nspEAABet1IoN+LwHWOvH58cVXsPjiW3Pxf/OPvmWDDxxfyOl/vd734Xt99+exYcpuCuc3QNy55//vm4/PLL47vf/W4+s35SKJmek0K5hoaG+Na3vhWzZ8/Or74kBZff/va3s5/pnnvuiZ/97GfZfAo9r7zyymhsbMzCveuuuy7a2tqya2uTQsKrr746CylTmHnFFVdkc6v70Y9+lH1eev4111wT9957bzZ/9913x2233Zb9PD//+c9XzgMACBMBAHhdS4Fi4/bDY+9rTor6Q7eOlifmxsP/cWMsnPBidLS353etavTo0XHIIYfEoYceunKksC9JAeBPfvKTOOKII2Lx4sUxbdq0bH59PPfcc1kw9+53vzuOOuqorDrm2Wefza9WpIrF//u//4uzzz47q4487bTTss6HpUuXxo9//ON417veFUceeWT813/9VxZEtra25u9cs8ceeywLMN/ylrdk729ubo4pU6bkVysWLVoUTz/9dJxxxhnZ8z/84Q/HI488ks1/85vfjHe+853Zz3P88cdn9wEAJMJEAAA2C/23GhS7fvu4GHjanlE9tzke/fCNMfW3T2at0K9Gavl95pln4h3veEfW4nznnXfmV16SAsALLrgg/vVf/3WVsXr7dKp4TMuhpHAwBXqTJk16WbvxzJkzs5DwqaeeipNPPjm+//3vx3/8x39E7969Y88998xaldN7H3jggawqMbUtd+r83NQG3VVqpU5t0ikMTc9OwWRqk+4qVV+mYPKWW25Z+bOfddZZUV9fn7VTp58nfV4KGDuDVgAAYSIAAJuN+iENseuF78gCxdKilnju3F/H83f9PdpbV20N/vKXv5yFfMOGDctGqsCbNWtWdi0Fc2PGjMlGql5M7cIvvrhq23QK3M4///y44YYbVhn77LNPfkfFgAED4ktf+lJWdfiGN7whW7tw9bW7UpiYAsvUjnz99ddnP89VV12VVVy+733vy9YyTO9Nbcgf+chHVmnH7vzc1dd1TCHmKaecklVDHnvssVlIuXqYmILNVPm4yy67ZM9O4WEKMlNYmaogUwXlyJEjY/z48VllJQBAIkwEAGCzUl1XE7tf+M4Yef5hUdVQF1P++66Ydsvf86sVn/70p7NqwRQgppHWUUwhXpIq9f7+97/HueeeGzfeeGPMmzcvnnjiiVdd4Zj87W9/i8985jPZWofpc1Jg95vf/Ca/+pLDDjssa0dOAWJqTf7DH/6Qbcbyuc99LgsBU+B48cUXZ9WQKXRclzvuuCNb6/Avf/lL9qwf/OAH2QYvqzvuuOOyTVdSFWSqTkxhYtqgJoWPqTIzhagpaP3a176WtX8DAAgTAQDY7FRVV8X2px8W21z+tiiVv/E2T5ifX1m71OKcQsbLLrsszjvvvLjooouyzUvSjsdpM5NOCxcuzNZU7NOnzyrj1ltvze+oSOst7rfffiuDyrQr8v33358dd0ptz/369Vu5e3ParTltlpJalJcvX54FjalaMK3zmO6bO3dudl/S+bmrt1en3Uvf+MY3Rt++faN///6x8847ZztKd5UqM9P16urq7DxVW6Z26Pnz52ftz3vssUcWbqbX9OtI1wAAhIkAAGyWUhA29q17xrhbToq6HQfls2uWwsK0WUqqBNxqq61WBnVvetObsmq9FCB2Srsfp12QU9jXdaRNS7oaPnx4PProozFnzpzsPK1TuO+++2bHnVJImNqY032p+jGFjakVOrUYp4AxnaefLW2okqQdljt1fu7q7dXpmam6Mq3tmEaqbEwt1l2l9ub03LQxS6o6TK3WBx98cIwYMSK7nqoo08+TNpFJz0vBIwCAMBEAgM3aqP3GxVb/vHd+VpGqDXfdddfYcccdV47U4pvagdM6g6k6sFMKDlMwmTYiebUOPPDA+Pd///d473vfm31GqnxMz08bqlxyySVZYJdajFM7c1ovcaeddsp+jtRinSoWv/CFL2Qty6myMFVCnnjiiVml4bqkdRLTezp3rE6fnSokU7CYdm1OAWIKB9NxWh8x/V6kwDRVY6YQM62hmH6P0s9z4YUXxgc/+MGVlZMAwJat1LE+i78AK6VWqNQmBAAAwKYlLfuw+sZXQPeoTAQAAAAAChEmAgAAAACFCBMBAAAAgEKEiQAAAABAIcJEAAAAAKAQYSIAAAAAUIgwEQAAcounzYsZNz4aM3/0aLx47/hoX9ocHctaXz6Wt0bbipZomr0kmmctiaa5S6O9vT1/CgDA5kuYCAAAubqGPjF3/PR4+pO3xFMf/llM+fHDEQubXzaWvzA/Hv+vn8Vjx/5fPHjaDdFe/k+pVMqfAgCw+Sp1lOXHwHqYPn16jBo1Kj8DAF7vWptaYvxX747ZVz8YHW0dsc25b44VO9fHrPlzok+fPjGqz5CYevmfo+W+mVG908DY4WvHxrB9x+bvBmBTMmHChBg3blx+BvQEYSJ0kzARADY/7a1tMfUXj8Zzn/tN/HL2X+Ivo6ZFS03la3P13Jb41PJjYszb9owdL3prNI4Zls0DsOkRJkLP0+YMAACrqaqpjm2O3yeaztw+bmj9S/QfPjCGDB2SjfahdXHjjk/Hbt98ryARANjiCBMBAGANBu69dQwaOSSqql762jx48OBYVN8cNX175TMAAFsOYSIAAKxBao9LqwJ1XRkoHbe1tUVTU1M+AwCw5RAmAgDAGhx99NExfPjwWLhwYbS3t8eKFSvi2WefjZNOOin69++f3wUAsOUQJgIAwBoMGzYsbr755thjjz3iwQcfjEWLFsUVV1wRp512Wn4HAMCWxW7O0E12cwYAANg02c0Zep7KRAAAAACgEGEiAAAAAFCIMBEAAAAAKESYCAAAAAAUIkwEAAAAAAoRJgIAAAAAhQgTAQAAAIBChIkAAAAAQCHCRAAAAACgEGEiAAAAAFCIMBEAAAAAKESYCAAAAAAUIkwEAAAAAAoRJgIAAAAAhQgTAQAAAIBChIkAAAAAQCHCRAAAAACgEGEiAAAAAFCIMBEAAAAAKESYCAAAAAAUIkwEAAAAAAoRJgIAAAAAhQgTAQAAAIBChIkAAAAAQCHCRAAAAACgEGEiAAAAAFCIMBEAAAAAKESYCAAAAAAUIkwEAAAAAAoRJgIAAAAAhQgTAQAAAIBChIkAAAAAQCHCRAAAAACgEGEiAAAAAFCIMBEAAAAAKESYCAAAAAAUIkwEAAAAAAoRJgIAAAAAhQgTAQAAAIBChIkAAAAAQCHCRAAAAACgEGEiAAAAAFCIMBEAAAAAKESYCAAAAAAUIkwEAAAAAAoRJgIAAAAAhQgTAQAAAIBChIkAAAAAQCHCRAAAAACgEGEiAAAAAFCIMBEAAAAAKESYCAAAAAAUIkwEAAAAAAoRJgIAAAAAhQgTAQAAAIBChIkAAAAAQCHCRAAAAACgEGEiAAAAAFCIMBEAAAAAKESYCAAAAAAUIkwEAAAAAAoRJgIAAAAAhQgTAQAAAIBChIkAAAAAQCHCRAAAAACgEGEiAAAAAFCIMBEAAAAAKESYCAAAAAAUIkwEAAAAAAoRJgIAAAAAhQgTAQAAAIBChIkAAAAAQCHCRAAAAACgEGEiAAAAAFCIMBEAAAAAKESYCAAAAAAUIkwEAAAAAAoRJgIAAAAAhQgTAQAAAIBChIkAAAAAQCHCRAAAAACgEGEiAAAAAFCIMBEAAAAAKESYCAAAAAAUIkwEAAAAAAoRJgIAAAAAhQgTAQAAAIBChIkAAAAAQCHCRAAAAACgEGEiAAAAAFCIMBEAAAAAKESYCAAAAAAUIkwEAAAAAAoRJgIAAAAAhQgTAQAAAIBChIkAAAAAQCHCRAAAAACgEGEiAAAAAFCIMBEAAAAAKESYCAAAAAAUIkwEAAAAXlMdHR2vOIBNnzARAAAA2GA6g8K2trZobW3NRjp+pdF5rb29XbgImyhhIgAAALBBdAaJKSRMAWGpVIqqqqqorq7ORk1NzcrjNJ9GZ/AoUIRNkzARAAAA6HEpDEwjBYMpRKytrV0ZGqbzNJLO484wsTNg7HyvUBE2LcJEAAAAoEel8K8zTOysQHw1OkPFzipFYSJsOoSJAAAAQI/pWlGYAsEUDK6PzmrG9NrZJi1UhI1PmAgAAAD0iM6KxBQmpiCxs5W5O1JlY3pOZ4WiQBE2LmEiAAAA0GO6W5G4uhQkpuepTIRNgzARAAAA6LYU9HVWD/ZUkNgpBYqpQjG1OwsUYeMqlf8m9HchdMP06dNj1KhR+RkAAMCWJ0ULaTQ3N2ehX1rrcHUpaPzqV7+an0WccsopK/9d6tJLL81ek3322SeOPvro/OwlXZ/f2fq8LhMmTIhx48blZ0BPUJkIAAAAdFtqQ07jlYLETvPmzYvBgwfHiBEjVrkvnaeRri9btiyfXVUKD9PQ7gwblzARAAAA6LYU8BWpFjzxxBPj1FNPjaFDh+YzkZ2nUeT9KUwENh5hIgAAANAtKUhMbcyp/XhtRo4cudb1FNP1hoaG/Ozl0vPt6gwblzUToZusmQgAAGzpUrVgU1NT9OrVq8c3X+kqRRhLliyJ+vr67HPWVclozUToeSoTAQAAgG57rWqV0ueoi4KNR5gIAAAA9IiWlpb86OVS9eKdd94ZK1asyGdeLl1/6qmn8rOXSy3OwMYlTAQAAAC6LbUcry1MTNWEd999dzQ3N+czL3fPPffEM888k5+9XAoT0+cU2agF2DCEiQAAAEC3pTUM1xYUdnrkkUfi/vvvz9Y+7JTO01hX+3IKEzfkmozAuvk7EAAAAOiWVCnYGfKljVjW5le/+lX87Gc/i3nz5uUzkZ2nsTYpaEyVj2lHZ9WJsPHYzRm6yW7OAADAli5FC2lNxLQeYmtrazQ0NPR42JeCxKVLl0bfvn2jpqam0PPt5gw9T2UiAAAA0G0p3Kutrc1akVOg2NPmz5+fPV+bM2xc/g4EAAAAuqWz7Ti1IKfAL7Uwp0rFnpCqHlOQ2Pnszs8CNg5hIgAAANBtKeBLVYO9evXKQr85c+ZkVYrdlVqb08Yu9fX1K9dLBDYeYSIAAADQI1LQl9YzTOsapuNZs2atc4fmNUnvW7hwYRZK9u/fP+rq6rKwUpgIG5cwEQAAAOgxnYFiCgBT+Dd16tRYvHhxfrWYtCN0CiLT+4YOHSpIhE2IMBEAAADoMSnwS8FfanUeMGBAtrPz7NmzY/z48VnL8rqk8HHSpElZS/PgwYOztmlBImw6Sh3rW28MZKZPnx6jRo3KzwAAAEhS3JBG2oilpaUlli1bFgsWLMjOU6VhCglTYJjO0+7PK1asyO5rbGxc2dacrncnSJwwYUKMGzcuPwN6gjARukmYCAAA8Mo6A8UkbcbSGSymkQLEdN7ZFt11dG600jnWlzARep42ZwAAAGCDSEFgqixMI4WEqfU57cqcKg8HDhwYgwYNyl5TK3TatKV3797ZPZ3v6U6QCGwYwkQAAABgg+saLKbKwzS6ViJ2DRCFiLDpEiYCAAAAr6nOwHD1AWz6hIkAAAAAQCHCRAAAAACgEGEiAAAAAFCIMBEAAAAAKESYCAAAAAAUIkwEAAAAAAqI+P8B7pJtMzF6XpEAAAAASUVORK5CYII=[/img] [br]Ahora mediremos el ángulo del punto G. Para ello, nos situaremos en el octavo icono y seleccionaremos la opción de “ángulo”. Después presionaremos el punto A’, el punto G y el punto A, en este orden. El ángulo del punto G es de 144º. [br][img]data:image/png;base64,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[/img]Ahora, como dicen las indicaciones, nos situaremos en la barra deslizadora y la moveremos desde t=1 hasta que indique t=0, quedando así un rombo sobre el otro. [br][img]data:image/png;base64,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[/img]Podemos observar cómo da un giro de 360º y que los rombos son iguales, de igual medidas y forma. Esto se debe a que la distancia entre los vértices que componen a cada rombo es la misma. Además, se trata de un giro en sentido contrario a las agujas del reloj, por lo cual es positivo. [br][br][i]2. Por tanto, si muevo el deslizador, ¿qué le pasa a este ángulo, aumenta o disminuye? ¿cómo se denomina este ángulo? [/i][br]El ángulo va disminuyendo desde que el deslizador está situado en t=0, partiendo en 360º, hasta t=1, siendo aquí de 0º. Este ángulo se denomina “ángulo de giro”. 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¿Cuál crees que es el centro de giro sobre el que se está moviendo el rombo violeta? [/i][br]El punto G ya que se puede ver cómo rota alrededor de él al mover el desplazador. [br][br][i]4. ¿Qué les ocurren a los puntos del rombo violeta (A´, F´, B´ E´), se mueven todos a la vez por el plano o solo algunos? Comprueba con la ayuda del deslizador si estos puntos giran el mismo ángulo que el A. [/i][br]Se mueven todos simultáneamente, conservando así la forma del rombo inicial. [br][br][i]5. ¿Alrededor de qué punto está girando este rombo? ¿Este punto es fijo o variable? [/i][br]Sobre el punto G, el cual es fijo ya que no se mueve en ningún momento, también denominado “centro del giro”. [br]Ahora pasaremos a la segunda parte de la actividad volviendo al menú de la Fase II y seleccionando el recurso “Traslación rombo”. Para realizar este apartado seguiremos las instrucciones de la Ficha 2. [/size]

Information: Rotación Rombo