[size=200][color=#980000]Vamos al grano: ¡una aplicación, pero que sea interesante por favor![/color][/size]
[size=150]Hemos llegado a un punto crucial, un punto donde todos -incluso nuestros y nuestras estudiantes- se preguntan: [color=#0000ff]¿para qué hemos realizado todo este esfuerzo?[/color][br][/size][size=150]El cálculo integral y el cálculo diferencial son dos potentes herramientas de trabajo, sus aplicaciones sobrepasan el alcance y aspiraciones de este sencillo escrito; sin embargo, en el ámbito de nuestro pequeño escenario del aula de clases, pareciera, a veces, una promesa que no llega a cumplirse. [color=#980000]Nuestros y nuestras estudiantes muchas veces no sienten, con suficiente satisfacción, la plena convicción sobre de la magnitud del poderío humano sobre la comprensión de nuestra realidad, que la herramienta estudiada nos pone al alcance.[/color][br][br]Ante esta situación, a veces, la mejor manera de abordarla es, poniéndonos en el lugar de nuestros y nuestras estudiantes, e iniciar un viaje emocionante de re-aprendizaje, de exploración en territorios que quizá nunca nos atrevimos, para poder transmitirles la verdadera emoción de descubrimiento del amplio campo de aplicaciones. [br][br]No es fácil, es verdad, pero es de donde viene la verdadera maravilla de la inspiración científica en un momento cumbre de la educación de nuestro y nuestras muchachas.[br][/size][size=150][br]En esta ocasión vamos a realizar una pequeña experiencia; [color=#980000][b]vamos a simular un problema de la forma en que lo haría un equipo científico que, desde la tierra, aborda el estudio de un objeto real de espacio estelar: el cometa Hartley-2[/b][/color]. Les pongo a continuación un link donde pueden conseguir información:[br]https://es.wikipedia.org/wiki/103P/Hartley[br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZsAAAF+CAYAAABUEbfJAAAgAElEQVR4nOy9a7vkOI4eCCgiL119qb6NZ72/1n92n7W9a++M3TNVmXlC2A/E5QUISopzTlZ1e5fddVIhkSBIgngBkKL4T3/8gzAxEQmJCBExEVMkGf8wE9kDISESvcec8lFk83tCQpzyScreJsuAtJiIjQeRxNNowsjEzM6jkIwcUL+IEG+abxfnhrF9HQ8L1qLZ2nerxtUCv2J6isVuLMqAM7OLjshifH18aqWLDqYNisZ4DzmlkKl3SNKQegt9LMsm85LnUeQdXZPk9BX1YBuYo5+2qb6YQ563a7/zPvga84pcxq9w6mNm03QleFtPjfVv6hate8f2PtF/zovSCl6Py65kxPrxEh2RVqcuE6/n6jNp2e/Ae5KlRfbdnwhlxcBEtEPODYsRE9HdFLLW1nDZ3RrKfEwQKbqo7zzZd6pAdqiXmWelL5X8+UCxaC2lIhMQUZBlYhIYESYe/YV1Yl81Sax5f0eg8i5pRlUKrWNJiIQPJwbzEEBRzcpoGDT0DWDElfWQvPcEmb+nNJpphg89DTw1dYqwPj96xiD7npPhX1nP4ZUiXdUp5bnzbQD9Hhq3Se/dz6eyqQJ9CWh+gZQABmSl7e43sns/ZSZ5MxXBLYc4YKNgZLAo1lWCpk6Fo8mRf6YJdNABTAMA3GoEuuw8yFTGc1emKh/Hjxu6fz/pKj/V27PfNtCC905ouIJSATdvqNdWaNUOoHmK8V85zcrHrPNjrfkeSih5Vcyj/8XG6loyAwx5uqrzX2MMDMPiVxjc9/JeC50joH+Pdp4ZElcTemsC0tFx6Pp95mZRKhGn+1XpC0ErMRXV6BGlqi7E+GNWbcuLZDFm0gExT0KyNZxJNJYxUioD4r9ACUx0mUq5fxAN90RaudUpFJPjZiFS2ne7iCux4rQ2FRLJLgEwpGO7x/OcnUlUQUuSj3+wsYDQ4Vo3zKHF3POrUtfu+YMDYmceyvcEmhWdCJ2+lRZRb9Z2nhd1gZAD2k+G0d4xvQfg7Ajy+E9DVlXyiptSqOppIv7TH/9wym1yNQEA8PaCv0KH0yySBDDzM1yfSYDABWTMZIM1J6bVQCzsO148esYc/AdPx8ANXp9PyMX41WRhMM0Xk1E9Yhtfs8Ip7ll582y+W/hhsWbwbOrWQzpgzwrpXMiuKLBVHpy/aZ2m8SbO+rez4KcUi1Nxi9d9Yc9b+hd0acdDMk9WbQLlydLnG5GRdYjstQq/hq+YQGexeRH9ONRxOwK714KR8XQN7YU67S/YwQRhNIa/cyFwsEApz17GETvPNZrLjyoHHT1fEyDb7NCtJ8FAoMXuazt/X2hjfD/bf79k/WdhNPN+TSjNJgivd54cGMYhohPP4O8jXVLE7f1fVr64/Itp4ETMmleBe+OmvQUsn6lKqyPiCO9fp3N1vFY0ZkCv6T1CX69Jz/Tt60KandGRf8KazcIyPeyb2YI5yvpc4nJVgjqAIlxXED2D77OLEKBE/g5WOka/hypAcD8Gkl8T6MKLWT4fF1eIzVaqgpCNR8xDs+5gkN8wR58W66t0v3Nc/jIf/udqgXnc0jBjty+m+HWr1zzm1TOl8+ru6phDOF2PdPEHmido7Lx+s0XN13oi6HHSc8r+aIPCazyv58usQDr/vr/FcBeqCiTCWNfYWaSEKuRcT6ziD+sgAxoIMLZlOpdY5jq+hx1SQ4YrZYhKhOV13s2q358Keb6mgiab1ImgdWBYdjxQI2HvBvC5tA4tXbd6r9C8ZLm/rroTXp6jzM1kwI0+Gr9JZXDb+RWQOVbxyMsre8R4KcUlPV/fa/k4YbhTvmmjS3P/sL757uI6l1l5He9t3LxHKK6mO66NPKvLuF4ILxu9fJflgDZE+V0heZQrCVRRVtNg4aRqLDjPMgeEvrt9qtb9fHu2Aq5O4rmCLp2tzbxPQg+OyjgJ51AZyqKPuWHer7FT6UJ6NsTy/ubLhfoNvJf5Y1LZrlMEsZVSbalY3gVwPZPQ4u8q656sFP+zngLRXPVV7+Z1azgUxvE59v2i6b2Ax8No7RoILRSz4CBaTqpuTkMtE2qHv5r09aG+zILTx9vPMOCTKyo5/OZQpgVnz9l/tq1qPMKVOmnvgxPYvSw23dSMFpCoOLmq80qabKp20ZfiPaKnKqnUjX8Z3hp38jAriCRni5dGn1VrYCNdL/Ok8mTqvYkr5c55uVAejTPoNFPkvWwr7MN8SmNh2c4YWsTf+ASEkgw+MzbXs/aFixvEPPfPYb99p/S/yntly/dsLMQxQkuhIPDfpPq090X3suZ4f4S1dtvlQPBGck0yrN5wuGYkQB62zaqBsItEvgAUCWR2wAKykjVqtKFw6ag1qUfM0PcDtkeckTkt73Gi1fHovPC5JYJ51xUDv9pvwkJp8KArs10S9jTTpqMhNI28o+4W3g0/vLS92MmqvblM+OcXsjnxvEIvl7xVOK4pt9rp9VRabi6gq7Gh9HMSA12MGaIzmfDEnMNU6cQODxFI6qPOEsnv6+QXRTHVUw5c5Bb9MOXXKltwcP7X/WVT0X7ZJb6wge+YSekb/HdZh/JQPSSu4yDAysJTq+UrL12ZLj27PnMm06v6RYTuKYR2Mjfm7cZZOadwVrKoqjVgHWaE9B6f8IAAYfWRvvDHcxNgW4DraXdVMyvr5Pk5aLpifCIx6WkG8/3vliT3V36EZu4ZofFipQOYjnPezTeuhIucBCulmgZkbXwkxi3zp6cILADnf4U05PRsElyYrM/UiQvMTf0zkL+fcnp9aiydg3qf2Q13Zbv1a9LRWst7rR8eAupii/R7vSB6lu6uwDkrIAtzBGeUFa8KoBs5Ogfqe8omvNOuFsn1Bc6AUi+pLqyn0M6FvjIlWF9icnpFaJMy1QtfqH/NHHqveefA1TcaVXX/HsQ0Qqf1nfbNDCXLUNfU1eAxWQY1IxKQTYh1FNN/5/S9FNBc0YEV2lz1RZ8XtDlkiXTK2JcAwvfa1nyUMHQ+PJFQnFfStB70C4eqJj6LIY3323n0Cn7fe9faWR013aPieXdOer+GKJStLuwyh/I3Y2u5nocvzSWruFH8tewqQyIp06PDQeoMtSUPAHIIOL96gv4/AOmu2LwAc5x90K73ZxqMHdWUGLdPwg1AKzzp/m3yNeT+fys9H0a8RuPYyeLTxexeqT7DU5/b9Yev0Tr5y/TSLjSMeDzZjc8q/vZl2ueq/LtOq40S91BSfZrup9ktKZxkBuisx2VS0CNOme8NvJpBo6BK+snlmbB5ZBfVUAd8Nf09SkLlSZt7Wfk+0aYcsKjuaQbvtLvxaoKycfSRjqFg/c1ux1/Qu/neqXubP5+adOTRvF5IuaH9PuCVvY36ou570K7XR/cO6Y1Cb+TqufS23WvvH/r63uG0+/BGThR8ZQoASn2iuM80AQJRqcP0E1gWuL5ynIJ4+9LhWTi7UdIWLqwW/FE/rFzeo3WSt6az42Qi1zsnqNK3K6t3FKGuxmRV6yPmsFmjeRSzEULxxGO045YtWndbUp9JtsguXl/mGW2pZ0hfzZsX3s8V+xHdSUa7vGfRotn5oFaOsO+PeDpZiH9PnV5B52llyXBRFQBmOfHgLlV1tnGE515fakUZmySkaARurkb2g7B64fF77LZjYrr3g3Pi66KCZ4JvXtC0nTWVKZcyddWcame3bCkPZmQvadpgVm+GtQ4HP2xQT2eZvpNxZAJfN4H9EnUTQX+VNStXdkWBxo1QXUL7PDUQoBXAgg6/yfpzzgWsbK9XVG6rps0dbKe1rWrPOLGa6m0p5w9VzBR4TOCreRbezvKbPB6nX3HWeAbtDducYWtq5DupjlI1NE/NpZPdU0bTdnZdLXv0vFfYXkjzHHN+tlNsdS+Va23Y+eY2LXnkC66bSJ6aPif630g27VztzGO+8ImBI34G1YmF6zTKpB63DsqjNVrASw5Uwunb8EXJ/f+pT8mTNFBuJ298uyisQnlVuOt7RsiEiBh3rqhFV5Xywhxr2x7O2BPyJJK2+C4VorJ6BH6Zlwp+x6Bi7ZYGEMqUezq9dRPBa3aXvUc6C9cR0dJbeTa890ybUmhZ7xj4/1LpyJPs+Hg92Gg6i9GbkNe1mZW3UidSmiTwD7bRlmjarcW1gqaehDVO59ddB2iVw6/IEptVqwjiX3VtkwzPgefR7Hr2yvQ42yLqijJNfNgqbfUUOqMVxyHcqkyOwl6vAseJlHIl7j8EaOt3ddvF/OSQcxbwVS8npXBmkT2fXutp5OddnufPD3s2XQ+LHgPh273zrlJqPfBl9gOgfBMbKWKQGauUXw020/rB1HhgAYBg+e6364dGHXG9ZLIgHJHSfsb0UnThDDfT8zeZcm9OpX5Z9d0vw4pf+JAu1o+EiLh95Y7mMOVJtQZqTwf6Ra2uhmCinZU2nna85Kk8T6EEqAPXhZ5N/gJr4vn6CczH/kt/90xR8WAp3Tvk4Q0WfH7efAeLCjNP0L6UDKzfIXVrSld4vAQCYVP9qgllA/Uz3Cait3o2zdyc/BXwGCzUfxgfnVLOUe3pGiLzxvpkPxqJg9p/IaC5fODl30uyAVADIvWvK8nbyDCtf8U3ynO7AcQWC5SXlLcI2VEr9nOdwONR4pI84/lVgKz88Z7/iXvapmcP/OzqMB5jw8Raqq8AUpsH51AFlXdQZm8Oo40M+uvIq347P6t3qq6G0c6+f/NW/qa8o1IraEw8HWqdic7puic0Ow33CcE5Z6uWHBEocFDoLGgpErlAyFQqUUxlnGzhSYyvUG5s3gc8Tw1YpKkLAJbrupG1/apHgW1KN6jvx2fTVWvrCr+vsdz8I2f1SB+vV+9A2MAW55nIlbn/tbGvyo/R6yTPZCdGLPsx3YYxnMJ5TbsaYjyZ83N17XEqo7HQOJDZmrXyNuWJ9q4/dlYrBzbwLjd5OsAHCmlq8lSoTa9ZtF/liF2qm4KALNFgXU82Ik7Tk1PjV1tPKj98bwubX5wNQcAh5fMgLN3cO7Hd+ptQ2T0EDJS0oIrldqw6wCGqb8mEEu8UcDhaVcmjAiuhMmjI+Db9SXv9fmwTrCcmrDvxWaEpqFmfvUUGnyh79tLpBeN3yu9OCur6Oh74IEmxeRumNDUXU9px1tf6DCyidWm3WmZzAiuwxqBlognhrcVsjXy1zqrkZ35F5x5xDZtJbldDEzggl7epH6Ak0M+vS1UDgsw2aBfMp3O+XrOWUr1I442FSDbI0Bscqzpjzcd43efKSqrt/F6p1vHUGWWNHAhTWnvOyhb7LJRx1aGRv+N3/Kl8HsaOoI3h2QAf9diaAT5M/qQCB9tzyBPNGc/VHZ8U/JnVQ7PitE0Jbm05AFYRDK3mW55he2FSogD9r4MYmNwdgP+Sick3OVwX33Xy4d5iDI8gQCQLs5eB/kXfcZ3sTLY38O4nD2RFX7cPV06yjuYESEh7nThdVTCreTEiECJarLzSj0cp2tyfvFB5fEt6Zi2ilsu/O55sDqGifAZozu+9Js9b0nutK71lcqNHax789343Or5nUz0WygAznZtWJpMxbbtlEqwICkqeSHiwZ9QnKU+ULiCYGWhSLGwevtTEROkFxWTZrRVry4Mr+l85aZtey8k0RqJKpcBE68NVq53KEB2ETVaczBZOX9cZL0QZaFIYiczyzV7F6Mr6KvMBtw5m5mHMwUas0+qyHX4R7kCg5NC7p8kMvw60aHHHHhz1Ze3HmFP1tICnE3eNW0kZH7HZ8lF182v5/B5AdLTGs8q7zt8jRrGtqAP1avCsEm55fuZF2ruS7oVPFRaGBEz5ugsNLru5n1h5DVSNdrI/NM/F7ydFEB9NWzZc/4biT66Fey1+l3srNYUUXKHysXeCMYaZqV8/vYmPaDe+52hrZahLU6lpAmTl+UxCa7kregY0WH+O6oUXm9cZrQSlemV6elQdmEZKG+vvge6I1BOw/MTEr5XjvFxROO3pi4p4ZfB1c5JzfI9GSG3msirAplLv/L8H78bSaz7ZTETrTQwLddmMttLr5lYP5vW4sWcB5x5Vq2YuBuQUgrCDOBcTYdoKChZZYmcRjhlKDENattYisW6TeJzL+8uzoCE3JWv3Ej9iQDk151y3nIJRXif6pdKll2SfoEYsPl68EclexoRgIpgAl5ckO8E+7BKPJ2Wr+bkJWneZmRGTq3Gvmze4l/lsa02y2tdPtHlsvLO4I1/w9z3TRL/O8e9Y/zMvRo57Bi67EaA6Gle9Knz/6tkXEr9X+sXq4nn+4by8EkarSxpXXnjFBFuf62I75wjYyNJdrllj17f59ZnEV/g+gdZFUV4Iu6y3aHaeTlEOTLTLnoEPwXBR+TUAea8d+8+m43BPl1KvXCjK5V+vGcfZAH5hbEamVYasSHiaNFi2WrvGz8o4MgXHUxk3QIwqlx1yQQEqRINlnji9tTixTRZJgJlxyHM8atoJBkBrmDWD+Jqtu3Xr76psv6Pu+PdIBjpd3rWw9nPUNiyFUkqy37m7r0xXt0SfpfkDd9TqOzEAGYXybyKaVsB5lsGVKu1k9RVhNCBi/W2DUHaB5QX+uRJOeYGm5PBUKgMlmCiOyxBYQ+G2QPaOoJ7WY8KyJV9dgxLMu0pvff4d02p8jtMxeKYhYAaPACc8vlBZ3fE6Q1zYFljTK9SoCj2nQSd0agMgcHelpOq8Eb9/3JehrGbgq69ALMsbikJ/+M62hAo9IfOgsZftvaW+gxf234rHi+DzWpBa55v1hRCO4YL2IHhAK4Bmtar2numpMOeTZdEoIiL/9LadYzh2BOfyR9TeIyKChgUz0z0G7kIlTM99y0Vl3ABk+swAUSMMFPvpNVcLYKWiySvLtZRmBB+xBoVZR6+8Z+hrYYj8Q6VWZWlIiv2pTl3uFXQ7aVaKiJLKTmPcvxqTDQbj2X8DCEVIbm/A4Pqgr4q0FNDgQm8drut7OwEW6/mCz9yDcS/noMwvEMI5ApOrC+LeNv3X5+aiPrmC7pWHZAPNPB7ttnsmHPeWPl+FkT0cRqbP+vqGx5JPTsna+HxH4TPbtatXdydnkSiQ/sQEO8SjblEfO+JCZys6rUIfNTW28voGTPhNLfDY3h3o+Nrgl1m4E6j+I8PNwsiY3e0IPOE6SCJE13ti2kTPetd2bRkTtRYElcQX0PYFvG7b8RNhlAbg6v1ScQEoTvnxxIGN2XBjGU8/AqAly1pmNQbvAULPbEc+u4+g3Oaxvxxl6rM2BMogiWnOm8d8DRivKuijMNpT79i0ywp1bnaekLW3M8CpBdnX8tgl3yAwudOHeLMW1PSyJ9x72ktwRXbewKnrufwbjIx/BOPeAYzm4TEtPpNwNTHlXSGqlbvm/1rw87Q6KQjhVpLEe/2mow1ozh2YY8Hfd7ToG86XCh2zxa6wlEXBxtaAxk0duFrToaKhp2JR5wvkqAABMNdnqJxXOmX/fmCyevY9thpfDaO1n5KgMAkHhfz8GX6vbnp466aEvPnK9Kn4xqdo5gV5tXxM8e7hiTJ6Df+Y/24aIslyAHxwxs3zI8YqiY2eCsGtqmhLszbWlNwBXYth+m+3NsoYvPennxdCwHLG8funZ63hXg7ZHNBiduP0xTfzZ7oDBBrA8Thv5CMYJwQIfwb9K0RUkS7CMco709ilJmoKMfk8SEbCaXrOiEK+8y644D/xbHz5zTNs4+mXLJ53yvDZdIXGm4CmXaxfv2fza4TRTmmf3HuG3qTsYYJd01hPGv1XeLiY/24T096dEfDZQ6iLQkhWGBDWP74tltm9BNm7N5lDw6MLq1yCAGB4SwECyjEya0pQFZBvAUYXVqzqLEDbO4QPhMit/enBK0DFbNszMXo67NcverSC6FuHfeu5WUQ71M0zSExcxdgy5qusoAWnwLLvJk+unvUvbDu5OH69Yh/A1/UKrhsYT/6s4iStGmWyGzzEdVOGhxyRaHezfWdGaHGmtvIihsjhcVYmCq/PeCnXFvTrc1DeKGMHqOlkeVEW7uIVyw7ADHN+leoYUNF3r7QDD/t0wguX4Ja91XZjC8V4d4ru2fMsTJPubnjJG6zWJ2Uwmb5FIeKJx6kOxZW7cRlZQwLMTqzsijJZe204MAzbnGHAuIxbaX+s57A/TnRAQJnYd0Ku3iexd0ByOEyXx7Du1fUbUnYSub1/PUF/nGe7lqSndaI2krEguZFOML5z079XMtcyt6wD6lA+TYYnjYSVYdbfN5V9rphH7hliGf4wxDu4vIGXvUAwMC5sxXXb7DuGt95m2XP5lw4EbjFAvPzRZk61P8F66JRIGzPtffa5/FP9JL5zbPX8aoqQLqL5k0qtBf4CcF29dO7x3E35JvtAmT7fqjyn5EF449eNRt2BazuCGZw4stgAUMpY61NvbcHKW3Amtj809xtL8kqKUxXsxqjjvd7aeYZOtk5xLYZnM40IhK6arlzyYZ6eywBG9jKd7B/P7wP5KwCKHkfiebk+JLmVaREnJqL9Fe0z3x7Ouc7kdalF6L230sEGZAsWn12UP3t2Jf9rwkXRf0SpD9N9u9cApz9hvKFFrynt1P8Quj3q32dDbCEhK4PstanqG3d+lgZWRyPpHU1XQmdnazp3IA+U9Y/PhpmhVQIbsM0/eyKzql5FHxFB47yujp9i/h7008zrcym3rCqeNUvX6F4E+WfZn+fzCZ2VspZJ+2NISIgToFSlccUi6lnMyuAojTq6D3CFh5FrU0gok7awDs/cMks40+7mgXp9W4UQySQo9Sevnl4MY72tzOr3sy8pdlP1bOPQVHeUWuTpeD32Sdr2CQ6oLjEsJvC22akT1ya4bLZcQf6V4XXmBc9qtHRVpjC27dw8AMpTfs/ySDYnLXsNMd89d5QDvcjhoWA6Eg77WybetP+bcj+iNZIGNem5sjBMMIFLml/21Bo74DyZKysvAM+FQzaWE+gZUJgXA+jdvx56kdapB1IejZDOmLBJMbX1nQl7TBZYqksle4OjT4vlkSyLjbwf1WHjHVmq8oLWHAB8H3HMQHPIZy3+Cm/jmTLPAFk3J56mPR6MH5J/R26hfKN+8XRRXyZCYy3EpI1P+b3y3DkCN/a0xCqPGkr9JwJghlzhuVtj7vJeyIM8VXm94ySydwyuAHQd4ukhhM/CjUPFPDJh6Kwy14XgRP1CnjKvWLF64tdM9ZRInzqr4ij/M+mtYPWuKWSCYXK7+YBjIWFWuJ2ifyZDoRlfTNn9BxMo3fcKVqwTwY63fjt2JdgJ15rHqCfa3YbFgJSH0ZDG0qgJxbolh+yasr6+ceK8zGtCb8+89hDAkCMdTRdmoPEyr5yULbjxLBptUTCofqnkXbQCnMhyGkY7yZB37F2DpW6zDf/lz3+E6WydNt6q3jY16TyHeH3ptjYsJlAKJjUxzRJE4/FvvAy6RuR6F/VVB4DphAADntXWSOjwbEH+alr+7cn7RsfC+7gJLbHQCDlY3DusOiKbTOISbN+akRIPYNDAyYNIIbae0Wlb81nzLsfLlb7ycUa6goTPRw2vdKEkxB3jC/vC/jnzyA4VOnn3ExFPDnBH41ngeM6C78adVAFKuj/0Q86LoDHX4zmIyCR2rivSkM+rnu7T83pbGAMH6xRneZ6iR3Sg65v1H1xPZDylGeuZNepVVkOPJohw7b7BjBAhuqeIlX3oSjW4hUI64zOWczjfQyABA6WuyRwbc2shaPuhyn6TGUHwyKv5BW2T40rfC9/cKElav6/TQOSMYMqQCYWsz0Kbv8VRGKRrHo/pkWnb8GniWt1JzppRhZmzbvQwhIcJa3zc2qGGDj5Z2FTrg0NpaVSlLN/ROFopeYbJfralum6d7fPE3+5313mc/5Qq1rJ0Na10w3v397Pvsmgpmj406KFAyxEjdNAainffJBlHM5+NQdiSHjTvNgGm91wArmwbsWfBeQvFYp2kNrpcdhPMyhz1wyLlTqzPQJm5Vb6m9L2mae1du7dcD3mn9Zm6/aLb1ul5uQ6UM9haO9UwWnk0K86AUvGAiOpnAd6a0IJ+irX2IVrw5EZZ3s2mden4xo4+IZxj9WVTSx0QPbvm8l6hsOP8doVezNzD6N34vSUAVBDhpBcOuFnwtijxC0Ysng21tX0uFOshBXe1VEdJ6RHVc9EOao9/mWi9tKJLJLQ4jy2NF+tLnal8scxk1YTceSNUxVBBY5X4XIN3d7pOvSADE82O0TpZp/dunq/39amHm5WT8Z41PofgTLHHVvt0Gat5kp/GxTcde3UNzr2H4iVcDZ2c89jTaZVEWp9qjLVSPq/vYKV9nZmv554/AzTfG5RmoFkYhZ0q8HDbekdV5Ft92qCv89m0at9RGG0+NPMaH/WLnC4/MvfDkqTkeFIVPNe/pxsEMLTdGBKdQV/rIBmnPhMOtMTgxFv4Ob6PR77EsS7iSmnpH0j6J5qOYRPuVEmXsnD227exxVokfVjn+6ccMoj+Qmut76++B17re03vSh0JvTAR43bREFIDBbijOVCYcUL0fY0yYAeiGotnGwdek657XdBO6pRFXA82a8irTmby/nJSyfuodWY+5vsNxxeB5qzc68swZY+Fnh+6qkBHZdkgRXsS13zSPYhxnDDyLAi9Joz22s0D3ZjmF+lBYa9CXTWMxuYxj36KDT6cTj1BgDgKo7VVJmM1z7l7UvC6ACx+IGEAgKeKFK7AzXpbwmxmqHnKi2dPJ1VWsH5F3o5fEGsu7cJZdtcBo890kZQxPHPsGMNAKg9WzkJBTL5/3wSLtSo26zLRcWbymPhERMZmpd0z6xU8mc4FoFFj09MIG+VQmW0U2DHWAScFINum7I6U3jEv54ARVvFz8+r6bjbcTILjmt9tQa/mbARyOLcDMU7X8fckYkK1J9/PmDlLCDpnY7EEJqYmysAx+ZaF4nq5NSYJ5lXaqxRjgkbWPQhLipUPRQkWBcPnmSf24yy0qX1k1usWYObWR+Tf1HsS0nPUFjs/gmYc8+ChKDG8Zr8/MWIKz/QkSn5T5cm3+jIAACAASURBVOQiQlbxfsp1xA44tSAwZESmkHq6VufKs5vWz87S5HPbxR430nfehdKr6kLq6VQ6ZvmEotF328Y471E8lOkqFLL2YuouRsvaHZ9uinX+Bkou2+4ks7nmFl7hKS/IRLsk6DFnmtWLSuCiQjh5NsZmDcrDbx8uzrviOiV29TssK3C5FmIzwzTmYbdGM36D55Ge43hKuj/RoOgPu/Z+FEp9OvE9Ko06hVLfHqaDbDjuZ186Pf0QH4513SEL9suqzIo3zXip3iUtnvlj6btGivzf4wFlZd0pAC84KzueLiArvlB5dOyKT96G87YxXXWcMyBtrb+j351pZfdX9FcyPXs08IIYl7469DT6IfyeKZyMAHHb0j4LY93uq3dNAdJVTCzhEis9NdW2x4PCYuzEeZKP9oRiN0NkBgUEXIbLcb0DgBlvspxkqgS7OW6GxzRhgIep2Zwun5WAs6Pur3sxfZ6raz6v+Z3XhCt9fZIAu9IY/wZe4/NZjx2l1XR9bRjzTelEd6SsLcCt38+Zy6+dG3NCulTL3OOJ/3Fm0lllItS1LkX6Vn2ME8TBh0p+9xOWfXi6s2oJIkS+u+sNcrAE1DZTvXddyHFN7FoF75Ny2Cv/u5o/7eQjHi9FyFVhXnTacjOHuyjwM5S1KZVYlN98sjkQaL02kfL3ZJyxdJkBQg5HYuXRVADut4NDG5uEIDi/z4P1Rp56rwuvXVGa7wU0V/OntpkxMx5Q/BPXvVE0y+8xCPXJDz2/ANRXv2D56jR5T8dzrfO0A6iN5IHmVQzoT8ZfHC9W9Nwdnthjz8RgaUXoa/xyn87m55lSwblz2NeZQZ7usa4XXEtzeafifBsg1e3fDmog7H4m23gw06Toq2uHQDyfvE3vXEMo6VyHe6IHkyl2DVEeKzQOWoE/5KjhcW0x5LuS7roiAkk2frzEQciJOZ9/ZUrQPrNw3AKsK4wq5LRp6cJwuaao3rKT7DW7047yHf1+RvHOmxBmj5hrt82oktLGz3uKR2HJK217r5MGMnmNnhzOsQjh4uy4Oj/TrjjTdYcIR6lz7+nhJPV6wy2KXEFqLGtzp0WmTC6HOHQPk8xYVAC4aUW571Gq+llqbggS4REmrsAcazLoXJFGRHELG1YPbNWeK1idi1qbnin5ZLK2WD1PKC9c8O/snfluFrxnD3gk9VAs3JcmgCJntxMs8pmFh7GxeWKtuJ/YsXpSnK1IA9vEx2ZkpdnHEs5Tu5OptPvZNZq31P3WZ/67eDYrwEnl9E/1QyfgIiohzoYer40s/H22CWC1tvZM6pchQoMehsg4l2Yqc4HKnJmqyHK6FNKjMFpdfE4hhwW962kVFkCLz35z+d0UuZIQfJQHc7M18nLIUnAm6VEtNMnmagBWda1Gtk3ZdKt4u6pu7SBDHiHCjQNDX/Kyv7tJ6RAjXd6o0x+LmxwNJTQG6uRBoMC4veTybHnENwCE9TfybJvJHOkGAworEYBziCZM1GbMUpfATDTcybwG7W49rHZieI/PfUX2SLldBZrXhNSeATGOGFi6h4q7ylAATbkfBOC+tPcLE3FKMtyWlKXfANBtiHjtFy3r/T4J6K/FmszS4Gvqd6pB89qaDgcvLZeRkmdTJ4PNte4djfZ0K7UE0+DoX//YYykX6xONMKuymCaXAeNgBiuC+/rMdyehdSdE9oJnVYqmoNh/JaViw8f+tChjUE4OVhjjrfn9fmEFlRz0w1QIrQyJ/q31sFjvQFFinbCaV2QaH9MBsfifdWydeCL7uLbJp9bi0CMVtAdBoaKEy1pPP2k72B90NqXp8iiZZyaiXWeVeUPY+yH/GRj8K7Zsz5hk31MZl0MRPXq+ePsArsavUk+t8bUYbJyxuDWyQNcAAe9d/UbJ6+jHDMkAIiWfXpuWEwpd4X2oeeiMF6XRN6S/77QhXwVNmr3BVTryfLoda6u8K3qrvHVe+k0K/u26tW0971j7lCLPwQ8FHdcJqw3VWb/ecfuxEa+Tr33rvnM8aiOQ4TTZDwZt0rp9Hl7s3EkqSAIs0TrKLNpUP1rw5eYKFGi39x2uUv8tKym9YnyCDlrtmLuUBiNu7fgaBFk9GSAjoYehfLrF09nYjtQzC6bkGtZIhdy3xl5o5qxcxoCn11FhQlhbJnDTjAIVx2TuAF7mOVLBtFFYdfImO8lBD9rS1b9IzwLN0fWV55c8HTeSyl1uyrhTMys4z4eK7qTuLh2CUeIFwmmmQ0BvVO/mOiDM/fnMNuiUOk/Gs/YeCbZ/7bVESPm6X7ZKwJMIvmfTJVA0aHW5iuoKz2sVaS2HiFL8CgUP7p1aXal4nHaAjqPXD3qDzXoyxa0CxSnjur5UZw3ZNHmJ1sC4oh+3AgjfJZ1MtshUPblEIOfR0MPRi2jo7o+/0HMitG241rJQ8ifJql/tFKo0p2fmRbgnFl6RPlYKnGZFBRzLy8DLWrYAfKfum0HbunA2Sq8BzTOpCwutaB/lmfMuPO8SoehoJLCA8Vi2IV1wvkfF6MwImMrGC8zHIbSaqjf0Vm8mlXPdtdgHps+IDCx7HrMEJ8aSDLccAGAhUFudld693kO9OUCCQjl7Z9tLiivA6YhCp8DCdsShvQ3nnk1phHdIYacCSm4b0jCeetZxLcu5NSVaLTF3FaCSsy6avMHcDccbws9T70nEKKZQEWH8FRV3ocH5hx3WVwWUOfpnFlyZ6F5Jp4ZBx6/e9C3QBQisD9JuQ+gb3CzA1i6qbY3a3JMSoC9oHZ/xXpX0fI+Ajyvprd7Lc+Wli0j5sfNV9XdAgjR9PPSHgJecRDFzF3+7PkUPADaGBD/eksTPFRBB3le/V2UveT2mEnTulYiVEdKsJVYBUQmcu6s2dKFBJqJ2g1KpE4vOYENC8U4Kk695cJyB5hboqRIV4Ac3FsNEJxSaRactUvKc+CDEJHXgGn+8K6omZ/LqzAzFLigM46F5hWFK3or4VdDTvvKiqMBoDlqdpdZgJs7KFkZmKut/6vdvXNqTB2Bt6LnMqiFi+9fbdAg0B3F1IUpb5m1B2u4LYQiP878Nh4dviRuPqsBSeAg7apVaG+4MXI/fXO/yH/1+Jv8KhJbeTQKBhm4DNp5/kp+S5LgtCdSafl4B/Wtegn3Gs3lucwBlLW7Gb6k7PU90u/dtnnkl4UoqoC2i37NJugaGFJ+xYyE0rOsMs8O1sGGXWyKSw0ow9/I0nDuwUsfyXXy4dl7eVXY+ISFzpuOK2kAO65hrXPdVKeSZAfCRXyY4+PQSq81zTv9OgkhqyZlu1D/VMk/s2xigrEgezyT6MKGZcLE+5498F2eBlTddIvl6UvMIOGRrRhz5UxhCeezaInOeJYtNc5J+M1q2ESExXPhv6fdPryrIK/mfXctZP2/onHbewWOgk+RVr5eh0wuJeZbC1wC0G+6Nt/D09meQ7flh+S31oZQ8IJhTN1Xj9CIPhXxZs4mtwfYbrQ9bF7m6wI+oLWnxdGQMi1honCwNlpnTkbhfKpl2XgnRXgGFyS3MbWzjiZ5BZWR/6lwQzu1hEDwfr5goY7+AeCYLNVqZBBSmyJuPZtYuDSYP1G+jmaaRUq80v20PDTe3PIE3+2+IO8S/qmndmGejCJZdsvKCqxGerYaanjOe8h9YXiUEUq22zK+NXW+pZuBEZRi/WcbZfcxM+25zwsYZZx/2vj3fhuSiF1JkLsvUPNfmXYnIf9C9Eo7BPFimPu9+12v0ZJZeFvKaGxV0VvXj9WptDvUXyCsc4ZerbLqmx5C11jtas1nl7cOwmQ56RtN1kU3Bdiq/hViiM8aIqLP7jZf25Ak5n1+lYjL9cR/Zx2TeoeyE4vonJuqi632cTSWa0soKxpTUCM/Vye62JpDtAM8De25JV+WfSoMesK/Rtf22bE9Hb4Be2tUHZ1yS4ATuJLupsySzr5OuL3xdDa/V3Ye2tjC6dQiF9XENA1bX3EGPcRLlPLm83UWr3c5dg1LeuShn14OIKysx6jtXvjkJYRjRRXSm7sBXwz+THbMIMSmLVPvuUhx/0YajulZljugcXV8pe0bziheGW6I970G9FVgueVJTetbzuH7oZrsuclTeJ1/787Q+5w91bOGlrd/mbdmY0HtrRCShY2HNpuzAKModm2TKr23M9FJoVXAVeGieifijwzVRLgroAPNZCVeLhsu216LEJmgQIt9ShbSktiYUmmdNSuc5YKgp+r02iE4lLY0BeGrjZyjy5ctZIlN79AFwx/mW/fD+btqDlqg3Ym3IJMD1+9Eo1yGMhgvmK+J8om2sxFG4oMoSucXYGDSEXciFz+i/dLLxBMTIX9B/Teirs5xfS+s19dbfVwGxXwvB/srj0couZruQ1mvC/aQRmpXwEbi8KfGsCSv97G0ebwroys316X2JttoN24Qw/j9+3z03JtU6R/rrLNqZ7FDTBaavfeaOTvcdQDwWqmICTkRp3kZN1O+KoJ6IKbcEGrV8Vn6i2oNxy7beZ/cOPCdYDEU7uiuKJ3TF3+rJ9SPwBqG0osyT1zLnywv/nbWNyRRk5TjUbVe2ggsKeTd80c+z8q80dExl5YT0bclHMXEAZUeH+n6xNqMHHfdLfln1LU9/qVx3LbjiZXRppezPwOIKmLwFcFbt6UCSaTYOUi+lyxiTq2k9Ixf9ezTFClh2IPTsGs5ZynNqCHUP2ovyXgrv2M2sP7mxWu9hhWmFbucaARwUU5BQSU1NiI2JadfY0hzzo6Sw0cjD9yXz9uM8WYl6oVxt/MEFfuvB6QualO8dhjYof6cymFLQaLAQW1/rq/SNZOel5a3KyxpALoJDmVxhf+KtiXaXlw7dYylbQQXLhnQzE8kumZl5YPz5+TwztQLvdRVyyZo7I9dQRrbqc2abvAX1GJXmCmQj2c7OrGCV0FknNO1d10GTgl4p7TN6V7yZq7Tqs2fKTXVJGK05U29b8RImFlY/9/lXHM6ncRSjpFnXmj2QxdiognwOj3KE4SyM1vHkfXAaRpvnzz2UldsEc4FVg84aqh5SqrgU7JBV2Has1cBTnZii3xlh1PT5t+o+rk2RANZo7ZFgIyCGAvO9Bly4BaBzwUjUkJdoTwB5QSgFxNwK5LcISKqFm3PgsgU1hMWq5ZqDmDdK2yOL0OK10RmkTICDHXtny5sZhYM0E+17PMfemD1JWiQ4ushbxLUjEv0U4y+0CMdGcv9Et2DILbdxpcDGMzj0U5Bi5iWLBU9/Z/LnYPdaz6eCylVwOqJ3tVz3e16HidDSpKoPmhxfKr6YgFYNuihj11yoi4YROz3wICRJ6CGPuc6efhvmS42rv0dvJy2nnoOJ7D3qK7V2ndY8RkHPoaGh5fEIksS8WfSqhXy3Gs/19dMu6LTHuKhyjl1ws3ITkjKpm8qdg/FMRLwTBQW9U08aItx4owIvkAe4S9vSOikgtygqr/O7LZyrnNjbnQ7DJ8BF+q1xs4u9nhLopeZWx5hXgEtWFYAJTVdxp4bQ7IXjjhfLn8YfLUjmsd1YvauQqAxQCTgQDQkvc6vXsfHIazHuvlfNyNL8PI2055rbfR1wzpR7BYgrYPNMqOzs3lFbZqAZyWW8KSNlDtVSUx1tzXluoD7ZjBSSpbxjNtPOqIUGzFwA1kXsH2n0IK3rJJr7s/OqIPOEC8aC/1uykwG3tC91zmkFyuwU7XdcO+zwerIBlWCOitCo/rAtsgTgYg3ETQmcSR5WWz8FgKG6YF8VEUVHDz42t9BxwQ3XqUyApkivMhkCdoVhK7sQJ+Z0EKe1Bd+0pnIVgDUPUhbCM3e9bpnHJ6tm5OllGxBahaPty677vIZ2xUKf+cAfjjXO+yHFJPvx93q9IWhsIGyyATKVgKbUk+/bvdcBwFG+DmiO0mvXb55d37lUP9HCgu/l84ocXTo1IGzUdpNAJliY5DB2robKeJojz6fq1XReTuKxCacR1f4Z8nsKNutJdDIV4fHhS4jQ8baR2ep05Gxqmt5XOeQV8snB72UxVD96x91I8U8GSy0zF2uIrxh4ncgYH2fTZY5rh/2Xd0dNLhMWAYtc/B4RCmhY5RH2LSCScua2JDSYxmvdyuzBLPI0VNgmuSu/3B4Do+zF1BR9F7Sqf96UYwzB2XEvmUuGIbkKNCVHBtMTD+ItnshrweQq4KzudanX7+tw2jNbljvvAGWkGmLrHWOeoRhVlB5Iui9HUxSpHOrhVycelNVWSvXVll7wbLhK60i+6j2LsoWPXKwPtZ/AX5iIQuXIFl4SSbb+qZbtblwbhM75xbPiln31KsorQsciY2EDY6dLYyJkK4i9f1UsHXAMLNb8DAIr7c7zrfxo5tysqdnCeCJVpO+y6NgXhe4MM9F6d0cAaFL6FmbluD/yZfDq2cH7aF0id0zEYZD5Xz6QPQD5BD9Mh8p8BThHAHUVbJ4BoiOerqTDjQCrMif0Vy+t5s0yRssfrqXRZY10iLu8HCpGss7xObvyiLjXKd1OuM67Mf7XzFs7c3gb710Ko3U95E2VfG8apGQln5B2hBbtcBC+haewXme5mLSeuhMNeZcyULgBYLS3bGWevIauWtAgAnRPyhHx9G2aURh+Y7/su93I9Ur6BQ1mENglE5A/N6PbuXVqdTGRKJtRHW4dLlaTKvm0qE5hURpYHej1wuHzzxxIqmy3DQYr9IKw1vdGYvAaUEz38VYFgnXeLn+9/0wY7QhwnvF8rvBXn7VvvRMt7IXjLUE1rUJhyxDZNBk4iziUnfhYgYY/p8nLH7ZT2r60bsxrkvJ07PVVPuLeAJtVmEcCQCZFuJg3u1vDSBNCNA4nopgCSrepO37Oi1+uTGZDeqgB39UGPGNWJWD5HOE7goSqObdvCHNfz+i7/CC1Q+IiKfiuKlbemGl8myb4G/2jnKfPOG+p13DZ+yxZ/4aXE/WFxxOWPAmMSWpjeEhdCmcAN5QMgq1cJ6BH/TlDJyKwG/+8po20prg/ifOKxDPgMBFsuAij0KxGimfAXq94a5vmPkTdxqu/jlVcyjFyjVSTNX4EBEvwQBp+DfU9QevKc7PGnwGrWR0L/G1odErKaEtDCzwCdTpGfjz1vhoqWnblHSRudO49750VpUJnAJKqJaoyuQLy4p2FZ8PR+S0wNJWmes06P1poxmcGJq5XeWpDTX5UjYMCUez8k1D6BXBSfal9UFE3LgkTSrtAmATzIj+8kSl7kT3X0VgmRNhf/QuSOTtnkDNkUG8r4UPyEBYTstaDaG6AMBUtinsSRsjJIQKoDLGwnyjunMy0ZlPA+g7yX1wonRxx6dqY6U0qZyrD6VnmGDw2ZloxmfonijbdkRV8d03UKR7NIaEsLZ+vRzpA9LSOAIFLG3j6t7Tvguf0GoDyWg77uf7Cd7cW+svy+3bKqnTHvQhtxeDZ9VrBzzC4vLc+Yr1tGdKSRp66Psy77XIZl/0WcPL9u/O84k7qbY7nAhabMlrrFeUolpD7Kqb3QFagXBLuoc9qyhRkAMx6F0gUXERKLykupFOnaOsdVq6rXLPNwfjOSh6sYD7ph5mda2y3Y66Lf2qpjLaQr0HYDU4dmTs1lFm42ARKSZbhjBX3ZsECWFWQM34dlG37CbnSmD2Hdcp6BHiPn4lrG2/cFOFj1FZpcqBy2/VJ9bQmz2txvSh3uJmAwRtRl1AwX+NZ4LMEKpVWKVfbd5Tnajgt3V+WwARewkF4jXMJ6NtV+EiWBl4yLKueZaZqMLFp9YQvWAc5/iQeFy1xj0lpr3ahrUKGwSc1bXd2/J6H0exGWnswhUf5+Xi2GtiimmHBNOVhyQqrpiPQP8wqS94yj9ZxwdzBciEhVJxGesX+EYp3jI7gSnkQck8sL9qJAo8KAPane27a7z6xkXIdgwoGcY27yPIkkSDRNuWkT1qlouUEd20dkPDsA2hg7qX1nQp4piyvWwyaCnpnRa20V0X9T9zxTQL+BxRIKTsZDYz/LsBjcd0R4vRzloMuVUDB++2/1j8ANhtno9NB+ABQntk40KauQ5sMMIXy08VmgNhIkxiBqiwsvK7Xd3NyritozeGzsDexPMzXKrMdn4XfGoK8srU7hYaFUts9QgHs3GNWeGvDAiSbTnkjG1pnReyVBtzqeGYif9knFQohlfQl+SjIOeuUJDFwJGMSfBhAdXOTZo8kvKkjCVYBTjOry9d7XGYFIy33KGzMuD6vYaiszAbIMxwb0ygvBzl4LlnvztaW3j+J+yZrCf+egEzls24acHh0nqWRu5iQndVo1KtElsbmh4fDL1nxiBDxBY+MYG2p8k81b+FpdU3zOBNnuUv9m3gBsF6Ail1nz6aAjREuXsPVjQdXNiYs02kRBOhxZ23laybRVWSYg7P4F6+jqbeCjM3Xec2mm18ZZHLXzDSufmriaqre0Ewvt/1uPRzdvWXlCtZ2EAKF6z3RM7oOHwX9jMRJC2ZaBpOSG+H3V/k7/oyU/uk3IFimTP50OBxMzWo4KzCnpOzNPgHlyirwg0Ux+a9UiHlz62rbtpFnI9r31SeZs7oV4TTOebKVZjdgV5PneUJpzEo2j0aihIrNciTFASSyOIyyC/6rkhMi/8BZqZ5cinECV+sc14CMF89zaornttC6d+L3bFBUnu0a56B5HqQeydKLueDV1PpSaw+8mWfvvSat1poRBGY5u6LQ0cgZv4/nTtCqyrpX7itAm83kI3CYSld5PwIV94oaLww4uHeBAIu5Cmg3J+a1gzMwmYDAZPIyApj891S9q9KJrAFCrclCS95BlSbWh/zXDA33/vG0pAjWySc2fqeN87qS5XOLHD0PyInrUSkfKEzzVmy85rkHB69I/MegBObY8ez6T3LCNhLXFGMp2lwndCAh+2YJrnuQjptgVgCXmUe7K7KrAmSXKwSEcWnTMzzFo2Qtr3RyjsoO44+ZV82TlFOqr3hHhW4yDKb2lXzxJOdl8joQOhhzQx3+1OURSiY5g/oNyLxdee6uApQuy0mGoI3N9BSguzpkcmXZn20QqIpedW8uW6dIBS6td44SzJ5T0Jy3FmOLRayeALqufOXD+7fKbnc/zUWp4g59ICQisUHAFTIqIENq46oc72J12L2Vh4F1JMXa5BX962II5bqQltFBJTET1PuuU6/tVHJeyoCjYmugGgTb2jKzUpysJDi59qgJdc960JWKKSQTKpAFVM6zjgxlEPKz6q0KUqDbDjs4Vzo5CA5kmQ5akZB1Sp2lTC4nQKIoiXF7NmZSjV2FzT00lIDbJV0RoQ1AZOW1ZMOnoYU6G0EHrtpnjoEJUlpeGfrRDFP0VpJnZLRQwbrHNO7EN3pzrfMaSVzwtrVrKY2GSkONoILe2OqFxkTHdVGmPu6jZpO54IUQc/V2j7wEYvYNOzNl1JTGz6J8jxHL+Vs3H7ieLnSqTmMW+Cy0Pw2gWaGc5cenTFkIm+xpAlr5Vf4VsnorjSg3z4EGTqzXJ2tpgF6yyHnObUCTrDbTn+qBuFLUgR9FMgpxvnDa1nchUnYqc9H2priTJKx6Pu7Xs40wZm2P7GuJ+74XS7w3JI7TZP6Rn84wgcIx8WrlEcHC9FkIz5RiVQ5tCOcqLz3cJKXPAtcTlQP6WGa+rgQnEG48XBVJoFfycEMH5wTn+dF5N1zzoFk1tSVyOaIu2tTb6zZvpC2Dv1fv6uQFb5sjiUDUAUCOqgqBZCrvNPKiP07dCQi9nsVGBdMpAKppPh2UR6MxNXOLdWjXimKbKwqYlbr8PZvJ08AQWhm8OnX6ba85yXQV4Yy5TOGF8+V0gshUJdTBlLdVX/RqKjvJKKg3i3ybvZHbzKHIgM5Ye6lNmEqmqpB2hCtIgSaH0qqF1MdW6/MKNiHoGCLA3XwDd84Ub193H66CFj4BXJOiBUvoqdOhwPKu/PidBW4hiPQPsQ67memOx2WmNcCCv2u9KwBK1/rXPQ/0bEBJ2TMvCwqVC6BszBOvFRTzGo8QfnY7t7Vvj5RnzudCfpHWynM5AhrzPIDDyaiJMBWGsWjoHLxO5ed1jrqzDIFyvW7jzIL3ztOLlb2OZtUT1TdxFsLC9bqQx6HAzsLOcFxN1pjHXh8w7NqfaG4EJMlWh5BMHwsL6gMto73IlypTNw/sn/rNCqwaTxJYA+IR71YyQNJuzi+TVvDIyqNyKU0fcCIiJDj2UwpByQIBdhzqh8OxbUWR4alqWKsT13/GetDZ91Gu9H8Ny819tqa9ZF5z9GGyROEArGcPrCtf6yw0gVJM3gxs5hnX5wgs4AsslfL4vQAgvYEeieUPgMF8AAAT2AQfvAFgpTp4ouX5LoEk6AGU7grK0BZMqy3M9my1KF7XdYyDPM8zSOTmMSWBLko98nZbmaGNFhIvbkfGKvCw/LdKSirfezNZV1UvaD3vps0IRFR36znYDKK7diwodS8KV16vrqNkvd8mZ4XzvdVCICngJP0ckE2+mCtA2y2BKCBw5YI+eRLHKQRNURyZURfSATLVCi1tPIKxUwyycSkTNhBoloA893IkhNN3pimLaEXZ2K6ST+zGcvI2g+U7yigXXuHC3C/UvBdNjpKCLNZdS+FaikmzkyvDI+/WJqv9BpnTx+u6mgzzveifDHsIYhpCodrX9gzLZ8XWez3zs8xX0GCG0nAzAw3FNVj74VlUMKuAWfrSDJYo5NcmTozWUmph8MJKKz+H1VwEq4XnTot8ua1ag857XEtcbXVGmVqr7ZNc0y3loZHnzC43NzsuInTX5RljsYiK1P5hnvrmjhnAmMoggDKfj2LO7EoeqPQIA33QYGH8TJXbesbEYGdaCBOnl9stqvx7L8doWfg16pJoe8VnZcUUP0wjqpdeBEEnWehCA9BHP+2yZ3qpMRtNNrigtZCf77t+dpuZWEMSCWptxhmbbMuyWQGMDSFV+dO4Fw2ByYodMKzatWfTWGJYFrSP+PtPqD2sn84BrdIerMeaQ+XDgNrwDTdYWNmWcu2nvmpCJWLGi4cm9wBFy+mOckwFYipAP9hwdgAAIABJREFUaPNGlQDDx/eyp1DBpyr9/K8Brt3D8FR4KAzzPUJnBiwJdGo9VofXR1MZz2+3CojcePGRv+k2B4mD8JnVd7SuM311WKToPDP8EnGVKTSBCxhmy6ut/3DLcsUoojDUmzYSma4gItqCR2Wu7vSrIDxPhbxTznRIaQ3dpyZw+Xf1vMtzcf5jv6S1IjdBsjKpYL7u9nMGemO5IPiCUrrPi2fVJEaAdtCy93qgfEjcyFomnldrrBYlF2sqBthKQ8K7wX+GIZLBxBrQtp/tJGWzprkRqJO0ABob6hqqsLZ2hgC+4yIFCPHaKwaacdx/19Jyj48Db+FNmvLMXiwQ8nsVqN1Z4Fgmd1BgU5YjExz1F30EtKamIwcJaGj6N0Bg5MuL+NTcz+BiazeuWB2Ygi56KNmboQKW1v7cOs4ZmkaOf5bv/BXFWbc9H4WAs/JXWSqVT5b/ZOHPDHuZrIaWeTHVsFuSi+xo1CUnJaA8JlCcN+XAkk3TFqyscwJGuvaJgVVq5upS/fCiL1f3n0iuYlB3XioXlbvQ43d6GrlbAdF41n1EjWBilN7x2/P7MajEBglO5fLWzeArx1iJfPEuVaith4kRuvyCcvWZf7YCUlLfpYThvWmRMrn1MFsA2bMSwxFy1e2TFE9PmBU08tEr8i5lmagTbwYBv2MeDuZGsCUmfDk4LCW0TDNvCVDgcXgkwUgCDL2BHsYaXLrfTbhM/9jYMBHxtgHART249oe9VEHRe2YxN1frMh3I1HwIRi2dpIBnLwbXa6oc41xLip+wDFE9HSPqC/r5flnnoVXq+GormPh1ncDds3WqfXMP9o8nVJ+OVO8BE2Cu4JbCwSCsxzxB8Vk20jxNsxL4I+vm67wUEct8NR/isjwYciMCvXlSW/aAUFnI0lJ7esQkvB2zXPsw2ll6jYzl9RtXivpvyumKBMuOfxFUrcewew3cU8inmncdd52VoLWE8rDxAIWgaDYP8wxd6TBrxhwzaGR2ebo2QIlneN/kJ4fjVuCC3eKeEeVnDjQFdOoYjjAg8IXEa2pA1u5sWwYTbMfqCBrM328GwHpDZ4VshdGz3jUWwISGTLezzGhFasJzSsjD6nB9dizN6mmOVlh9sbOutqWvpzcEmInuPqg4r7yJ753SCkn79MiN/aUTYtGkEFJgs16u2+DhEBVSKeoPrZ88atVKZrhtGzXWGy6yvd99xjUaWkdHyr9nI5Rj2CeZKx8tD0wbVCqecaJU6rcJ0Uxo365ZedfnUOpIJE02ON1A5RwPNJQ9yzjjP7HGMM0Hnrfyz/V0Mpg9F1SUcZ+ncp3HYsZM5w1FGC3yBEAt6tW6hJAHYyN7fcTHMmieoYHFlSNoVtdOs67haDwJw0qAQiAsYWTYoy75Wt2k0LNngV686wrrH4Gt1SbUzspcPxrQNfQ7xqSve+Y96G7stUf+Mo/vRdIp/3h/uOkUM2Jdf+TKFbLW2Ks8X6mEXXlgX6jdqv+uLaCURP/opEyc+yTAmCwnuRUtnydrPLP1/tjpNjJYuUFfKTPNws+rMRfILz7JelCYO+KKXxgL5tqosl0whQvFGpLhM/cjwf1oWmoDz0qffZiLglm2LrfflTX3IGBMzPWmVxrHkiUNGQtmlS+hInfZU0kNxksAk5TfwQJpADcINhLl0QPEPOYVrTwiexa8xeBgHnuS+jjpjqljg/Pa6egZnqzLWB6vp/Dj0zhZKt3EstxXdKnpmeoJwXg76U7fQL0AOoOkjbqkfkwflWwk+TjsB/kooW601rEW+vKvf/nTTMaASTULW41tdVCFEl916xxWmvPgFuWOJw+zqcIx4cLQXJuSIt4WgAAAwsCvEO2yDyHb2FVovJUenTG6oAIGw3+lTybvRa90bQFDGrVvk2rY4InkMlQmtxtoYOlh6G3ViWEIsFt5UuoAjqBtQrLDBnVXQrMQV7H3dhZrc6qtKCp86pMm/+kaCMo3xmu2eEMxxoGmXPIk7nJrZNgvvG0hL0rPRo738YdZiLchByxMsvM4jt/ayzFfNhLamW0G0cZ6FAzH11pZT54WDnNpGxWoEaEeypb7gcl2nG2DFzZvc9jXt+2m5WhUisACY7N5P42+QEt9PXlL4qAfQyfp3/JwqWvQyO3y++sVbchtMBMbc448eXh3SsnXTUHY/tSeA506N3Xm8yhPz2OTV0SDObq5qSOx5FN0zWZRr+9O9/dIpgzjH44f4yXNo2SzTH9y33Ahmj+mdkq2+c4OaGMpCLxKRYSdXgIgewrIb7/FbriwqhV0qOAay2EC2wI0kzWRCThPhd/J05D0sOVzstJx8jlAUwKgTGUoxVyxKZ02t5LupWnyDGjuLnyKz+ZQCtTo5vtsALhzQdGngbGoQOf6gRPDmhQWZFXigMaqsIliZ6YCBDPRhqE2Ms2lp7OrnCbj4UXDLFFqI/aPyzFJeiab0TA2mLZRghwOmYjZ3l2iACZmBSNj20BMGTUw865pPLPUb515laf5FW9lUGrMmC6MpvI6ukeVKz5nKA9XIxSIyr62J8aHBCMG/Zyr8mWtsH+62cGEYmQyUGmnXKBbSiSixLeZTH1zy8Ba949+uVs2R10XBpOWJ1D1HGoOVX1WnfrWvzXuAvAI/J2AJ9VxlKKuRA+8A9ez1J9CXSs6AhwhItqxJigOdXHqApigbgEFeexHQJMkH2PyVB4XScHa61QF1RqMIZHTg9V5EaephDIOkOUgSfpnkOGZnludlPh1Twf6ewZ84BM9P6yCASQoNni4ureMrsHFNwUQMdG20caBQU6HqP0C1Cj2GHXwjUhBg2gAXoKtTb0iAxpmuokCEzMx35wnYiHZRIttwTt4PoqLSm8Yr6aseAkyuV9XIS3h3hipxsToHcpa2B/M254tmkP4ojTjpgF7BwzqJBpGwBQVQECh5trAqQMFhzlUSdEvYfKU6BtUYnTavuJ8Kd01l9bAWChTq00XVfsQMd1rYKZa8BjzT6xm7adZZmquuG2S+rTCJke+qBeYnjm/lLwua4/gIDXpinXkwhKIlCwi5xOsTFAvR/VeU6FlHcCE4xTcYFFQFSrD2FTwMSrozVSSndW1DiM8n452BL2CWrrcTKNC8rUjvZZUUhVCopRfpJxqKpNVNTKqd2Ih2jXTpgpamGlXT8Wm2TYeDP5EkkQlQyiNKbnSF2YS2Yj4phmY9pvJ6EaybUQaXt6sXibaFGyEN9o17Mcbk2w77bc40YxRVrYRchthtWiDYLiu/M8/lrgAIGwnNVnOTgSo79NM9AjGX8bASAM4ef7FTi08EmY8KePiZctW5XKMVgo9J03Zv/sS/IQxWUPzGDKvRifWbdc52oBh6NlcrJuBat0Y0PDPQiPAmFL2H6t05kYd6VfHZcJ2eTgsgIqB8LFvVFW2qQduPJynElSL6xYBKmtuZkLrfINsr7zDkpYiZEy2G02fev5JpArtxFJadxH4GYI4SO5+LxkNbDxlFY1196N3PKZvTZ31HLfWdScMdyWViB5USkvPJk1WHaMBWNavg4Cw0K5zYSMikhHK2mzCAGINT8yAkrGBxCzENDwa4TsR3YhZ9BOJtwE0PLwe0fAXbS9OQzYeCpGHl3JT8CK+DWDjjTa6KVBuztvGrEs3SlOb9tjEAWazv8IOuLlrdQY302acPhzb++uaTQqtmSybsWmGVZrTGYgQDNIXXmHw8OBbP/ECDMfe6kdPI4Br3hilzy6v17CLRe6z6tlAviKfWGbigyr8VcRCwOp5ipc6fQHoWmq7oM7dDJBQMfBXCYiqsTqwiyKubyfigxyXTuC50gtJQDhHl29ujWXrwwe3MkImkIV/sCKGQRUzQ4YWIbQGkW4W5mifQwO6LyWfCKVJbFyofNfmZ8E0C8wzgzY5MgawXUpYhPTE6Lns4REdF9MUDiOCkAfyReEFmKw2/ZfKnPGneZJVOYQSrMVxf9Dbw/q6mdSLGkxj1eRGouBAvsi/0/CC7ja5fUOA9i9vJHIj5httvNHGQpvKrtAAmp1uRDyAiPgxeFQDYWei22CJBlxtbm7svJHwjbYN1mF4AORNvyDIOp+FiGQbIb1NQWaj4e1spZurkTBtAGB2BY6A0215VivW9SFuMDHpTfrFb8yAAxySAY1fA81EJovDdN3lzQ8mV+SoBPB9klu9ZLEyqNWT8RnjgRGn52Ynx5oNqVVkBxa6AgfEcHbcao58w3oZ532RlyDPy1WanAUQKFCYKEhYl5AK15hVia9Ey/MkbqKjlC8xHlBxLvQl1injQKsphzd5uh8AOsBoj0YboJgAipDFxb09ZJNJOYGqB3AYfe0vbApYbS6AJksFfXynU2I/8uRdXyvPoJoGB7tcyD5RXduEBgI1fZ3rX+l+xvblJyCjOCs372Nq+OH628cO+RPa9z08DQ82CbEMcCAm3c3IQykLk/A+oIN32iTWPm7yGBR4pwfRCGnx8AZ2JhLeiWmnD/sHnwuGWRG60t1iCjM7bcTbC9mOthsT2U41cr5ts8BNwW2njTa6M9FGNyK5kew3ko1pJ6F924l4p413r28zT4KYiDc900xGvlGD9vU9gFafE85pw2nOuhflUST6PY0bl/APeB8eUnZodyVEQ24RcLI8+HqbhPHlxo1QniduRIfIoVdDTNm5Tcn0LKY893Zt303bMWRsizbCBMHNPbyx6+jit+TaNM/GEuX97CTVb7UcwziJH1fDOQcvFHjG6QAkjgHLay4hvHMa1kZedIq/vhuOR2PAIwYQQW44tTSt1TTJ+t6mJgfSdbnjvvfoApEWxUkiNCVifQJmDs2WDtEIp5CY1ZiF1YpmKzvagVXUtqfYhqYVdES5J/zCRGzByLKQpN/x12g1JR2kI7x49ib1M6la2vYLJ6uxnMSDkfdxA49QFeKhY1gVgnoDw3u2sNlGtNlise4Hs+HzMggSIBdERJvo3BT1XHSumndKQswPsk3TmxsuEewau+A2Et5I1G9hvtN4jWAbazPbQ40V8/1V2bkwbhRGVITL2fZLM7v+GmWEHmYQqoznd9FoGuNuXFOYjGw6gt7ROZmGWGL7D4KEefjopeeNA6qhijqJ6QBlkJYQxcAi78ZfYyxxphcgoPq7FHGdZ3ltjBl5P0qhoetMtQqwjTXFZ6FJFTwAyHJ+oxKH3twBbHDMu4Ulxdj0LOmngmv2rA2XWZ5kDSNo1azAu+uIvH0ylW/a/5qEcVrbaUc8CwXW4/kK2qV+qsCLHlRLfFaa9gbySuQCN640vozRSbgpLFNKtY/5oFDj4HoGiTNdvy6hgefS3Gf+p7wAN5RzVjC5JPvWfmGmnTjRCzUc54iJvR+jFM0r2MR2mRmB2OTgioQHpG2moAyDQMY3epBxchMLfw1QGQA+wmWy6RoP3cbOOLqNvt1Gvfu2k2xEm2y6XRpUlAEgR+22IL8pGIVPpSHCbXdwCH2o4Z8SNlst+Nfk98FAG8cIcZwwz8XctnCT3k+eiti2o6ArFMo9FDpBywotMBRmIIS2wTPxfoX2lzmUU8zuLgzM6SLX5zkFtURoycrTYCXTf9tBnM28jR1gnO6tzGbroACcHP5iKUwf6IqsKIWWi1AcHSVuTRWgAmJ2iZ7eFTtgqpYxXITT8GARcDAZrbJQGrjo+Ab+kV4f1YZAIy8R6KH+ey8AYEP5X2y90sKdXjNTDa9PYoLzRRmk0jjV8EpL57ji6uFM4T6faKZOxTkQorEIL7ZIvpFtbRXafY5vDq46Vs7T5vOF1b+wkdrFXs7UXmD2PhDaQ8HDBhxTdLbBxD5TMPgemwpIV4qYt0F/Y9r1MxLbxqb7R0jQQGmTEQY0z8xkk3b4QonJHIccenhHe4eJdp0dY4cegRKbgcXGry74n12bVxL9pdPO5MjBIEDG+lmsfVZKQ9EGUCshWtIiBCntH5AflOGoQ2Wo8/Kae7juVfmCHk33gt9Me81T3Lf68meh9YHhdErVODNlznEv7fqa5KHkr8SdPxAGG4hLLl60wmPWqzLFCiUYk8QetMnoRrueh5u6LgEPklAkOEtAaNYGUcRLu5q09RVsC2DMfBjtI9RCRbvIgvwqrbzWU9kCwW3quZZs0pKvTcUpuDMtBN5L1Fd91tGSoar9fRQymRxexvBKhkrfaCPxl6EH4OChlDvdCCVis11pRMQy1khEFbMtyI96tOtZT75QEBy7xDgDv760s/FGvG1EfNexuhFvd7ptd91YoNuiNybZiHbdfLZxvL0zvJwBZ5tuamDgiYj05VNbyRqAtm87kWweZTNZuIkFAM2zs3CijXMGGR+CM69m/PARZJtupqJsrSd0ebkWL2fXZCCfQCiqimqDUIDMQjeANg5aaHyHHmo3rSgP8/tKecfauS7DTsi0My2KhiJfJOMgzq4atwsrYDj58bduK45BHyOHFmeXTDGk9SEmXSzD0bUO9+bNxGy8042jBDnZu6almW9x+wi7uNa8VLQ+kYBYHquGjg0ubHfF/I6J0RlllHRcYHI29U2GT/rVGCT2pBhOl9ZHoP2Wuy93DvAR3698kPdbN7OPuTwY81JQZHzcS2QAgcCLmcI72YfvWNQ7YbH3eofXo57GWCIPqWQxha5ABZa46HE2NgFslxoC/cYbbduWgMGUIG/jGd82km0AHNM2XuzcbnTbeOxiU8+F9LUcdV2ItFUDsGz1NkJpwjtlW5S16Ngc8dh0J56gYtQwoXkAqiUMvFOfo/44STnshnOghLViwQQGm2KC2zxjABPlNe0yLV6UyYgRza8LwGYEWzcCw1KQb6Dh/VEEctJD2FbGvgj2OnvTeqrqKQTKZbRA/71bCeHG+hS8NFc7L0TVyR/xRYYBgc62ex4blUR70Mi717D/cKNeCzlsja8aIEpHbLNMZs/YKzn3gkzRcg3BFWnErhR8rvS4bMqdlDsnpRjbP7Gx1jES4RY2ZUIgIVi1zQwEWxP0InzYH0xDgRqGHXkqTyR8AfEkJ4VgE9X+DHBhSqENfb7be4NNNUeei/G42evw+w5ypCO4yVi/sBDQzvRgpod6NgYibh7T5vPNTqYh2UgPRaONb+qZmhcy5smDiW5uQ9g7LEykICAkJLID0BDd6CNt20b37Ubbpl9mFCF7iZOYiTem2+1G2+1GfNu0fmv3C218o7uBlYHMZiGjscuMaaMbKSApTyN4Iuq/CD38+J2Phr4kbGvjYqhquDNkTf+7CdMuN9pFiPUInjg1Qb05CR2Fazp1XSe8gAYE2NS3rg25BQ86Z57iyfMh6rdgjzwGnaP9ATKztTfXO+sL1uEglQn7G5AtIPPOHegR7WB9wqRGiOtLu+8locxo9G5tLwCFgKhb85n8X2uWgUQ5MsaV82JyRhgumGPoeL/bmc3WeRC6mutYWNST0q+WT1y4gk+40oETkst9lPNwU2idjhT1qxPg0jPuceblCk+qxN+R/7RlO/Gh4II8miWFMJ3Cg5nXXE+9V+s7TjYBA8iUqCrHXWXTcFz85Ulska6tyEa7htDGys3LCC+xvtuiA+qHacL20n0zGN39OBgDPyY3i8iAebvf6Ha7g+IlpzU8F6Ztu6UXMbdtrL+Q/eaNtu1Gt9tG243Hwa9MNLaK3wfAsoXqFJCYlW9d+Bcm3l6gQzcP9e58g7kZhqiFHJxvGXRIbkSy67oOEWtPr0O75O3v38UBuZZY8MdQmKFJPWImGTmaL6kPr2+UNTvJdOsURptCyuT19bxDHYuwWYN7RE0thShlgw05WdR/kPwgzhqemiYm1scuDtMjTJ5nHtfsWVRdjUq96AYP7Qneho4tpCpDUviJ3V6FDlgVKRYMUxn315s1cFA7VHr8+HUJ0Poi6HW8rEJX4UnIq/k/xic2be58hAflbMT1AkcnuZVZOuoaUQqDLNkzaUYGAvJGyGUf77UQ03gjRhW66zB263vkYWK+EctL7lLzDGgne8M+DDc73kbcet0c4VBxqVwyE2034tudNmZ6vDz0fZlB66Yeze12o9tAH+KNabsNL4hp0xOgN8230c2/tqneNN98HxlvY+PAxntWcqIvcW4QHBQDoxFS81CjQ7eM94hUyZK98zqgTenuMX6kwA9hq+66X8+xma1AI+ANuNyp0InVU8PR7NnJ6xCzBHx8km5L69h1rQf0joTc5lgWPh9E7aXVQy1gURmoO9foGduyOBLR+lprhABFiO5eCVQcng5lT8C48f7JYJQnTOQ3YalrQHnBHYBOB3PWhHO78+MGoFZ5Ljwzl9fDZmaJJEDOvF9T9AVBXQmasmja/t3SlXpAuFRpvgLWlnVFRCP3C5ff1jUBKEKTzuhkRuI+T/dRIa373TadsDGsFtdGBJ0gGhZ+DBAgIn1Hnmzf7ng50rOTPdodIKL+EQ7bydc+tN6HrYmy0MY0wjybgZ82b9vIjm3bN6Z907PXbkwb3em2bXQXodvtRvebrckoD9sAlO12H2G1bWwc4NtG922s49hW5cGjhvp41MmbbX8IpbfJ2IW3byOsRrvup+PRIfYm0C7W1w8iGu/+jHCZ6hBbt1LqAzZxdYsOACUDTlaGEZ4NDyeJjoZB2bdgO+D6BqZZL9iYZPDAX7BOVJQzymLeFRdtiedal7OuwCko6rlPXNUA06xybbbfKnlsgU1vcujzktP4v2ODpiTRIFz4j+HOlY8Lyfd0gCa6xhVH2bQupIPHpdP90qwCGLKOFlaKJxRYnqO2278rgHLLLY3acVpvFLC/z6nvM7rvXQYKE7XC9XzqhHpMmuzK1G0mS2VS+BxKJCy3dmu317nkUv8ORWs7yHgfazEbj83Lu+y087C81dZ3/oWZdn1z3sCC+DEUrdz13f6xQ42E6MH7yC/juJmxLjcW1L37GU4k2CnC2LIT7xo22x5EDyLZbvThdqPPHz/R548f6dN20x1meuaZgwYrwNyIbvbCKBHdNNxG2r4tvpMzwn+sm8uYWB7QlwMkNtGXQtWI23Zx5SbCJDIoD4i1Na5dwZiCN2LtAz1tYd/8DXriCiizrCTjwkL2Xk41nK2BJuFUHeMa3Rbwdx1Rsx7CKEPaA9xAp7pkaf+CxR/sQlTBs6luBFk1Rc8K2vO5bp0xvDCuFGgPX8lYpQMVds+L1KBYq0fjhGZr09dkoCJz4/Htf6NbSdoFJ5cSswOglDIIOFNBxESwxo1PjPxP4OSsQNuAB6IhG+71RIG0iQ4KFsZKD3Cmy0xTXxhETqGiTKklnzMe+XevSxCubu9fKx/TL4ckcx+lSZbqC0CIfGBtgqUaJ0ZU61ApqZG02UfLaCdx+UQQkelvgEEoR1NHtic5y/JgTswfMHFT3nbevReEaBwEI0TkPNn7RTvt+2MoTQXDxy708u0b3e43+vzpE3367Wf68Y8/0o+/+z192m4k+4NI9rHez7E1+kFjh9xOtttNSDScNpT+jTDUTCThXzDbQQhuADKNbdu7zScRYt4HWNPwcsQ2POgEEAM/LTvGaPy769v2mwyvjWUjP1uu6CFJIVOdRbiGEjgVitqNmyCGa/PjkeXZspFTZV4oBDApJfJ6JkPH7ThY59H7CGRQgQJtPI+Igem2TAf7A/khMrwBs7wWJJpppt6qCT8x4PMkFLvHQIlcaMgsAM8VGwJSw1MD1JIQ+5WZCFQmgle9WpabNlAevAWsprEB4evqCby1qUY1hObZhOJLWHk7Sr7WtsdoRL2Oy/hb21VfGrTYbV6MDE6ZDfy7hoNS71cMp/y5HE4Knw0ZVLF/FqA40Z7qxYl+lhfAxDsRJ3U+ut7l1vqPc34mpp0fI3zF44XGO91p33eX9NF0jVHpVjLxmjSExOa/SO4T8sCaTmxVcbw7D/6in4xVmQeTfzBtIyLaX3SdRkj4Tg9meiEh2b/R4+VleBG3G708hL6+vNDL/qDtw53o/oF+/PiR/vSXv9L/9pc/0wdh+vLzz/R4+UYfNqaPH+50v2207UJfHzt9+faNvr486LGPwOBDUXBsALi7Ah3gMb5m617Fpp8r8F4lDXJsJDIAzg3SnYnkg5Z/EG87se2o4+GxbfvIt9NYx3ls+3AMd+sxGz9dtEc5gTWGnEQNAtHLMD9XchZrYriOWZV2eBOhEoTC09kC4ACDqhNFvvaStzaPNhc/H+mpFI3lsNC7yTBnBeLdKqt9FE6ChRZjFxrWa1vTF3oX0t26NymGQmyFVXkCw82LOEE046ID1xIDIDZoipXEIf3Kug12ZOLFDoTUwgKKPMg61vtkQQ/poMrBM5hHZnngellkBiGWUFn1hbQ0qYhmDKlt1ElQzaijENK4v3mYwfjCfo+8nNp4KXXZFkWHoWZ1GtDotQwrkzXMZaDALOA1C82h3bi+yQhjPdzjeaEX3fXlUCVCO+1DUW163ldwR0Rjt9lQIKK7qiS/A808LHE7LBHVsgMVkWg9RBRbffUUAuNc9p1Edvr5p5/o8e0bEW304cMH+rYLffn6Qi/0oE12+vjY6ePnz/Snv/6F/vmf/5n45y/0r//yLySPD/S73/6GfvvDD/Tp00fineinL1/op59/pp9+/kI//fyVvr58owds+eZtHGMzeBTadyHZd9pFD9+5bS7ztrVbZBz4KUIk+/CSROfQLjI+Ha5zTrQ33D5jJtk0VEluvlOs4+RPYpsx1E2HmENEOL9Vvx/MZgyDmQ7p6om5bZ6avdfi11jHFK5DGQkZX73AmsEPaOL8SC+nRxflzTK9JjMvxx8IEppyz7xoupviFu248c+M6HPSQjVrCxLHSse74Rnd5J0pLowpxEWyrnepVEFQXfoYWGPvZBPMcftcuRqW72YcGFDj69Kpr6Ezq5IiAsE7rnfJT6FDNOHGRTrHNzn/gVTNuInIss4h42V6M/lCbYyLhZsYyuhUdw8e1yDhDXbeRuhI4hRmr0dpDRmwtQ5bb7Q3SpQXfXdEdCeB5/X1AfOgiAhCYv6umh5omd5tExnvmojQJkK0P+jx7Ru9fPtG375+gzYoeggFAAAgAElEQVSzK4qdaYTG7hvdf/hMn3/8PX38/Im223g35off/IY+f/5EHz98pNu20e+/vdBPP32h//m3v9Hf/u3f6MuXr/R4POghtkY0QH0noofs9Hg8hvdnMsSb2lbir88IEd3oMTYBKNbaeO70oN3WF3R9x9poXSMKNGNbuAGN+KBsRAo4pptE52qo0lEf9uVCw+ncjyNscC0QVLa9JARzuHot6agbQCEDYNLxzkAgIQdwjUfNWGvG/43Xvk3shxuBT2RYhhUnJgoNn2OYR+kZCGO/FT7gezZaOVKawkJUsoNCVCshWZDL42mmZpR8PWql+KM2yoRgtlYO0goUOZxFUwyjT0o/WN2mMLr4aVMlFM15AeMyzfA4l5GA07QoZALP8QLXaqyksWACpDhhyQxYKwGY7xen7SB1fRzKZcjEyMNb8DSwxnY+CY14BJOt53kXs04hIQUclTIDDjVy8ODIYC3nG32DW1GHaiXyQLWeFsN+0sAAKVZAYwUbCysF0BALiYaWHl9HCO3l27ehYLcb3e4f6MPtPpbbt/EpgC+y0xcWks8f6Pc//p5+/POf6APFETa3240+3u8kQvSbL1/o46dP9OnTR/r5py/09es3+rY/6OWx00NGvzxYaNt32jamXd+aZWbaNbyyy+7v/vncEqFdFdKDA0iImXhn4l0/Xy0SJw+o58OgLEe4mUEc9L5gMEzlgCKPUfAXEZWnBPIgyHZ0Vl4LBPVounNaBzI9FRWxiJM3Wsk4IlPaJZO3WeXCH5c6fCpk/nNlnb66gDYIaIR8G3nONxkzwanPuOYSoHWOFNr9XsrfRFda3aJ/So3eUEw5KJIh0/OrnISwHdDwMERUniwewkFqCFifhTwfg0GyBEwIiGLHlQl7VGh/k9wZFQz26u/5ID6sHp+Fpc9B8KKXhANmMeko84xnZPVJktoriBprLvlUBQNoA4PdldgIV42FaKaNhF9AjkZ+JhrWtfNifSv0QmObccThdVx2K2uTexxHM74xM3p6E83BTHZCAKsyJVdudnrAPkCERohtkxv5OoSehaab1Qa/IvR47PR4iHsXJESPx4P4dqf7ttGn7U6P+0a03eh/fvmJ/q+//Sv9h5//jf76xx/pT7/9kX734RPxQ+jb1+G93MZbpPTh40f68OEDffrNZ/r5p5/py89f6cu3r7qW80JfX17oJg/aRWjfbxQvjArtO9O+K0+6lkMa7tpkWABjXYzIDEgbG5YxLhvt9GANm5Hod3KINhnrH+4xOT6w6xs9KEHDqQOgQ8ZQ/uIHfkjM/0v6CWUOQmrgYaVz0pw0F4WfNGaE4ygbRkdhtGBHIq8SEG9cBqiYIcepDdMR9o2lmVINxCGtezwMbY1w0TFngAUYB1dmfUDmlEUVgl7XBXfx7Ng0EBAr48aCcZu3STsHs4zpOFhtWXlGyQi1eLvsKIxUP2CN/ol2CK3WBoBwQdZQpLUEEyi7RADbRRNo2RVaUF66GFGtAHlIJxY5Vy0KmW86fsrHcG1jcUQ932XlrS6WCpGOXRgU7CcYs094PG7DZDG2x9tfcVHxb1s5v+M0ZTvteNxlYtr13LM4ZJ+Ba5Z4UTPwZoc+EEpcC9FDDRMWGd+OIYp2Kyu7WBgKupKZ7h8+EOtiyZeffqb//t//H/ov/+2/0T/9/kf64x/+SJ9+9zv6RDf68uVn+vbt2wgdPh50+/Cg+8c7ffj4gX7zm8/09cs3+vL1K/37ly/005cv9POXL/TyeNBjf4x1I+0BEaH9QfTyeNDLC4+1nn0f/D122jlOnx5fBZXwrknoJhb+3HQ89rHTbeOxpZtGx9kY7azvKfnZ5XaWQ/RljnRZp8NUsKmqABWBEhwnnO0E1xieyso4MIb99xhvBkOHCKNAboQCTyiPWSmv10ishF1YmAt1gbPh7SHw1DqKs75GxBgRgwQOzt8dSUQXVkXfws1U0hb0zCjwXFLzaW5mwrHp+6vmEb+dfnt5i4sbIErmy2magHO+X+jYyGQ4iG/3mCUXLjZupwY6/h8qZLtl92XqBOs69wJQKcMwDAHVI+ZRShx5cMyyEs9GjKT2opKE2VomEabROw6g9R2rlA/rdMp9HruTjAamfBCsjCNgjArbVLgR6fdVbNJtut4wNuPeNKsMB8MsZNXiA4Q27UoNqLgeY13fcdVHYyuxeJDNvJowlPRdGVMUNqreZ+PFSfV/iPcYk3GIsyp23X48jnCBMSH97DLDR9WYiR4Pevnylf7Hv/wr/df/8n/Tf/7tj/Tjb/9Av//0O7p//oG2DyPsJrLTy8s3kpdvtN2Z7h9u9PnzR/r65YW+fP1K9y8/04efPtL9w52+fn1xwFFNTURELy9C27cXYt7o9tjpsT/A8xKy7+QIDRAZX/gd797cWE9OYKYXg2t+gDToRgNX7xx7PkR7jSVLu3suqhHAq8TXNoZXrOsbmgU9hylMLLH4X59FeZhNoMRr1Mna5u/voQJNgGPPsPCsPbM6MSuE0px0mVS9xV5xB2I9DXtErDKMERMykOM4QSAx6ayn5qUM2frm9Azrtz9Zr5pSP6q7AsFzyXXsigAiL3HLC+bYOPOcXdms8ExSEpgm8sWqwvthRi34jlWl1D9H7GMNF+NcySLSeoGFRCsmjQCAzrR6qCNi2hrwR+VJqT9GiIp9DQPNv7D59RDIMps3ERovCtqLfQHgzBQH+nM8YSL65vaCTXwFg32jfTOL7kHCD0UEk2SjqG/Bi72weFOPiGGij36wr1/eZOyOG+GgEQra+YW2x/iUNOv2YtkV4DbWD5qxnsw4NjiwCN23je4fPtCn+0favu3007/8D/o//4//TL+9fab740b/9Kc/04f7ne73+whBMRPdNrrxB9o+fiD6+KDb/RttHza6fbzTx4+f6OPHT/TvP/9MX799oxffIDC+rcnbPmJZ2zgih16I9n2n7bYNF1F0N5/c6CZCTN9ISPtuk3H0Gfn52ESyEYZy5HYj2gfobwLvGamc+A44k2FBezM8keqxxNRrFDigj+tHFlfqdTG/ux5ytmdyZDIcUZEMXlge5k0JrdV3HTOyIfhUIOnBKldGNB1/4YtxEfE5onT77Q+/+U/RTErKMxRTVvo5KBB/WwYdmAaqd+Etq5/T1Qw0ic90PwXuLoMUE3n4I2rOdK0NW/HCOqUdHoy1C8vEM3Td7QYjzY52MwFwmzZzTC+3wIvbvzy9gLFu5NXAD9oFV8ZT6nmuQa1QqF5Py0euw2k1+WNNZoCLvY8R+w+1Pl8DwBbFeyBj7qhK4402DcaEPMUCv9DNyBITQYhMv5npL32ML16OBXfzLvTTyTZ+zKQLQDFuTPq1S5PDjW40QIWE6TH2axHpyQCD+XEy874PANs2ok2PmiHe/CXL222jz58/048//oH+6a9/oT/9+CP98PHzONl53+nx7UGPx05fX17ose9EMrwU3kgP5OShyGWEDW/bONhzHMq50f0+zlbbNgNOUuUfwyqkGy1EvTJtw/AiB5BsMaxECiDENwVyUgOBtA6Ti6yJyPJob8eWdaaYQ3EdogXymfLiFI75meYSm6yW8qmOyOP8JrF2ZVmMZJXpVDaXyuzlfKHC0QrMczlCx2DETtqWvW2RwEXz0uimZE5vP/zwm/+ESjU9ZqZK3xrekZvJg6JB5eVMQQNAv3W8GD1X4s391e9DDpN7XJWq1mcjtrC0U36izGPSzKWMLS4uwQV/2w0YzOSrZiFAAJlp1WvLZ4Id/3ERXm8WK/tAkJ3PBmyw8Cql8F3DuN7aJAs5GSCxKJjokfYSZ3QNqyveo9pZwzgsRPpZ5Y1g9xfwMdoVnzhmPVlgs5UAq3+jsabi+cd/pGeARf8qr5sT12aM9YvxM0JpuxC9iNBD14KGRT/eJZJ9bCbYtp3utztttwFw+y5jrUSI7veNfvjtD/Tnv/yF/uN//N/pP/z1r/TjH/5A99udZN/py5cv9OXLF/r29Rvtj8d4l98/lka0P17o28s3ejwGfN1uN7rf73S/b3TbbnS/3emm38AZpxjs9NB3bgA9xjE0FkUzl8P6eef87pDL3wB5X0/zaWTgDdI2BsdPn/Zt7Q4AUF+6tuIG/qabkHAuF+92mZ4MQ4dhPvjcqHPOdISpPjc8or4ApwpA0GqzpHJJqnfqunDSoiaD1u5Urs7Bxm+JwaIjsLkvnhTGzmM0wTjrGGi4x0IOrtQlBG0JKnONVwBEHWN3khGUJid0ogUeAE3qclhktuNkNGTNiLYfBXCIvtLzceVpMLOAzgt/vtUT2aYRawkvQBVsihVfdJuHHoTesHpB/cY6bMpllk3qu5MxK41z0kGv9ImMrbZjnWTsHlMtT7apeayp7BqWGrF/PROAxuGP96HE6IV2XahmCxGo1Wzvcmy6IH3XPtl13EKJ7QoUG7HcBsCYkuUIoY32MI2w2jioc9cVpnC99gA8BfMXEnrov7tYUE5Dfmzv5OgHz7aNeB9v6Au/aHiN9V9xGf74m8/0xz/8SPftRvvjQY9vL/Tv//43enz5Qi9ffiZ6+QPdmOnT/QdiYnp5edCXn7/Sy77Th9uNPtxZD+8c/32873Tfvgyp2nd6eXkQ88s4HFR4nBrtR91stPna2O7v2gz9sGl/jHGWfbyoOXzO0WNjZ/lGdrrC2Oqnu/doHPgZX6IbnegGU1hHSezSlzOVj5gB+5QXASfv/2Hf0cY2NvZXbD6HohedtyjtNu7N5CDb8RjHZ2kZ+X9Ze9M1x3FkS/AYAJKSfIkls/J2z/u/2Pyanjt9KyszI9wlEjDrH2aGhaI8IusO4wuXxAUbATu2wyV065uMK9zb4j1vZOC+sjtecew9QB4cRXcaj9pOH+vdkbp+7hDSF4gM18U7NyjU7+obDLeV/Ej9M9Sxo+z311tBDXCPrjknc/fA8egNJezY935OttxK1F9F5xaA+w8vj2oTRtG7++je+Ujk+7Z3YDiUYxOYfEE3Pa7sJnIrrk1sP7kTnFof6vmxj60/dZDguue9GmB/POTS7u4naJS9JYdxwzrN9lUa9kkDmtZA/XSphiEaiQ5LdSKCaC5miuGaa0uHU0FAAwyhu1MClooG8KxhI0kJddyqobVKLW6IhQGgj7lJRiAE0TT/RBEsAUUYzAoyJEB0II0BFBM4zBABAgpSiKAQsZYMKqUSpJgC5jkhxYi8bvj9938iJE2X8tuvv+LL6wsCC96/vWG7rfp/XSEimKYZyzKBCyCyqqcaiwaCkqqWlzliSYQpTQgUwSzYSkEWc6xgMWca3WCNg2WiEPXWoyDqGu3MERtTVOebMgUEdT1XcmTAJQrO7kzO0M3qYKlsdODdB9rjdYzQD+ugn/xNDYcdUfdrda12XmtHNhWfw80t3ouzNtucc0/Xh0fH/fUq6sEztGMkPbfbQPA9C8XQyIZK2rzQ5qh099T/rZyhyl1x3g6vz+ll0nt2RPqODnQV0Z53HSvu412G652I7Mz5OMjthfiLluoeSY/p0b6N3XXB7vxhm53z8ZdD920fKXD9/jCG6G+w8970HkBG7slvevR+Rl10v4hcdB5GwO7ttZd6z47D2Y/Dj7pkC7miZxfNvMOxg8L6m/p++kQyIgCB7vUSNB7G/pNzrxiNyE1PpcTMibunjCQIojNTdeKabOWuyETog4dBTaM99kg6sInKtQ/d1PJVkqr6M6vXNxdzt16giOUkY6ncfyACAiFSAsUJHJMZ23XL5pgSigDAVr0T05Tw9PSE5+cnTFPC97dv2P7XhvfrFVOK+PT8jF++foK8vOL6fgVYcLmcsCwLltMJ59MJIoRt3bCuWbNaG2ENUSWcRBPmWccms9p+spg0xSa9kEAogqPbbkSvixrYC7GqBonUJmVvCKK/PSt16fKKeZ6GpgR1GqIQFIKqGskkcJcnmuW9IxRV6tD3RE7nBpLQGcFr0LVLGtTKvVdH3NEWMi+2QY0g7dGe3uvS6rlRAT4CJ+zaVs/tjp6z7cCqQ2NvLHwoDsChq7VztHJ60N2b6O6Rg3YfNXSgfT45+gE5eqQfbOc5xy4MUkNPzH80tj+khgeo+3HPf1zeDgPxwXv96fIGjmKHCIcP3VfpqcXpg8Hb24nqQhxX14f11jlZbU/e7o4Id+/Go6fvD6lARe0huCpSF6G5UxMjh1iN350lBcM8FyU6aod2yUO9neoOiehModLVTbuZQcadGsFyrlmb5nYJ71jbWCx0nLGIZieui1DMllOfUhBiKWDZwEKWB4zAQTTTc9AEmCEkVZnZHjZBzL5SNz3T/5QCTqczXj9/xucvXxFSxO9//oH/+uuf+PPPb6AAfH59xv/126/4x29fEM1mEELAPM9YlhPmeYawoKwZJQvWfKt9V+eAhDnNCA6AIM0yAAUb9VDL9g5NurQ+18SdAh0PSzDJaPJiYCfgEQIgiiYFZeI6tzo2dlDDEmlyG33d3ZWgkic/IsD1g9r8M2KvgNhpNHo7oxH3ijutuOG7dCf2LbgDrzq3uxnZjF7dc/cYd3QM9P4DnVm7YnOVeB8+8+Pyd0dq5P3fO0YA6TjAn0xVc1+7tPNOqD6Saj46OhpwJLm1NPPdhd39d1LfUHY3tIN09XONbMZ0/T/YvX++mH2jdg8/KqSD3q7/Yh5H7cxHwNzGry78YRy6Oz9cDG3cnch43Q4AukA1qp7BululpUSpkeNwHXolVR18WoJIU7eJjT15vAt2C8XwT+A7Y/Z3NeLlahDlJAt8B3gBVftKGynNWOwlKHDZ1s9kWxy72ikQIkVQgEoJgHqHOSCQEkIOALG2gC2dS0oJ8zwjzgmn0xnzvCBGdbUWtuwCW8Z6u4FLwWmZ8euvX/F8fkIMEbdtQynaFxFBCIRlWVAyQ25KwHNhhEiIwpgJSFPCmQhFLrhuN7xvN2zbhhhVtVaj/Y05kai2lRaIGhBEc5up6VFsXjnhVcAhEZAUTXMTqNJdn3bBgby+vwKQOnQM0f1k+/+QMSZeUAUKafOZGm3zN6eqvJ46NDfqihX+3kXgm54N+cP29MLd/70NNkd/BkScAXDw87l8R/z/BirV9wUYc4TB9ntc1FhjD1rp5wDhGK2o/uka2BFwQn/DAQHqG2yVVMmLeoDwAXzc2KM2PtJmVXHvjq1o1+/Ykv4wqeyOtn8o2v7o2CGqEc39GDwGj7008dG9GFR17V65f28HAzu+V38v1NXdT3VbivsyBj35rp2+wOsJV22Z/cU9vvy/2DulbjEQqiZv74rdXi/BQy+1WrfpuKrEQKmKsF2tpoZRhly3WvZAwgCVppqdxbze4Hx7U/r5HjJEquwrZIQpRD0vPgsEkRTAAunumUpKNeOzCgAJoIAYE6ZJQFGDPtdN1WYwe8mUJszLCef5jCmqPWeeJszzjBB0J1Bm9SqTrPafGAOmOSGVhNt2w20zu5AEpDAhpgwEwjQp0Gm8jkp5gYKm2ImCyAHCAcUkz5qos+ic0Hg2k22ITVVKAGk6nOrQTWoJ0qgeqW/Tg2WBYM4czgx2krcv3aDgu3ee6TceU/SBqWvbEtf50coUaUqku3QvHVV2Y32FKWnzs8b+NAoFp1ag+zX04VGX4P2Dj+j5eJPUOT8WMbZNmSw0wN+X3z3cEnE+bDPVhftTaqc9wW5N0h8DAacOOdERAW9887CiD6p+3MZmwFMOuL3wQb/44+48PnaA88MXWfXFrYA68epLM4670Wp4kOCderEWa95vhKZ7PqDjtV/UPwvU3Vhod3H/XI8C1pXKo4ly5EP/fzyr4Z5EWn/LrgzA9sMiICS4yip1TxCASNp+DymrY1CHVFA9mSrAoJOGLMKm5jOjZhvuBqxNVYcKjahRVV1BzTYAgGiyMelLYZAUI4WoRnb3aipcUEQ97QiEREBwR4Wgm6YlAE1mYrBkQNjmy6SO1iGCQkHJBe9v7xACtlywnM9q9D9dcLlc8PXTF5yXM8DA7baC8B0A4Xq94Xq9ajBoVPdmgsbxxBiADcibOi+IEAJdbf4FlGKgal6A6NYkgcxJICJIgUA3bdOdFoLmPIPtZEqqfssh2nxXYC8mhQQh2xHV343GIEWxuCeYCozQvVO3w9nEfDg3HXD2p6mjMb7WpN3fIcKexn9EFx4RZ59t5pHVgNNBdQ9q+z48onA/K914XR8cTQvTlfmg/AQ5UN9YY+GDuSNart9XxkGG+0cwQfdO79jV4zr9bx+E9FMY52gzNHR4vLlfm/8KtZsO5QYCqi6lHj+aQVX50z3iN3YqKp/wte3tvOdgqwx1Q9+2iPcVU5t8dQMrB7Gu71XHXLm+oeKhXUPZ0um8dxJcHd/gy7p2sHvBXWvu7EUOMPZ8BRp2VzMrN9RmRmncrKd88dfpVxDICHEzyqv0or89xYxzxnpEODBV6cUqFbIkmRIQJIEkKREWAmBqKmIUKvocaTtitSypVx1RsvoNpIiQAWzmeQYwohRtCwGJ1JMrRS2HmQC2ekkzGBARYreJXxFBLgVbyRAKSNMJp8szzucnXC5nvDw94/XyjBQi3q9X/PX9O7aygUC43jZc395AApxOM07LSTdVSxpfM8UE3f9M3ZwVqPQ95iIoZXVy36au2WdEQ/6B4vNeJTih3MI1bNPNmhQ1FAjp2BQxz2YGBEXXBKtjiHE+JlraevEYp049LACIfW+g/TTdM4PBO1BVxL5eH9NrX6tGJ32ZiZfoauFRFlBANGZpqMBXlDNBUuu/o+vku71yA2Gni3XtS7eEGy0fzEL1svfFr5P94B3965g8QUfzGkCmVqj+GYjuwWA2Drw1sg3H/Zjvvjy+5fC+8fdHarSqC+1Abiihf9TdAGEvDr2kswNEfXO7E16Vq0f2VeyJqQ+7T9ROPXbUpUYzamfk6PxQd/A1sWv6Tl1GfQ/21T4Y3y42wDtzNyIdcB91rEoK1Grfv926zgUNPNE5kZC3os1RLa2Xc9q4imUV1tgXqnp3Blcjr6u3mvql1TW+OWeZdMaogTojcjCJyByhXU1iap7+vSuddWrYZlwRsdT9xWJilOAyiwZNzglTnFSqgKn6TK0TQSih7UZKpHEpKXkwJBBiQkwJ87Lg5eUZv3z5iq+fv+Dzyyvm6YRtLfjzr29Y1xnTlMBcXwFAhDQlzNOk3nKV6NxQcobabwq2vIGEkFlsAzV1NAhBN5l2KaOOh5Wtwx80mwEVgIKZXAIEEb6dtrABVSWaNo/svQZEZSwgqA4e5ARa6rToOKP6bi14x2iy33i/hitzVud/x+C4d1ortXtyhzZ7qmku9vtn6t+KVk6haVfGY/o61tMBznBZz995r/l4Gw0cgM0BwrBgxOjW517ySk4ABDKqmcgb0UPKj7rUiG8vOlcWndp9Pyr1I2DZH8N2AfWxbqDuC0d3V50wD1V1u/ZjeB+9sEoY3wgqoe8x617FOPa3fxd9Wx+BxNjU/gFqkmedDVS75KeHo5dg7gvvGt0W2n2bxknmZo+x7tGwOrQJUGmEApSFdmKh6ftdkqnoWsvToErNEay2DLKkL1RVZwCJ5jCTUGoriGI3K+0/deo9AUz55RABUIYGiDa/MhHddK1UcujtthZytD4a8aUARkE2KUHYJLEgSAzQFJCQMIUZKSZYJk7d20UEHDWNf+Zi3lWCGAKWecEcCCEGzJcnvH76hNfPn/Dly1f8xz9+wz9++RWvz5+QUkBh4K+/dIO0p8sF59OC5+dnxBixTAmn0wnzpP1MaYIGZgas64ZSVogl2VRaoXaoFCOmGDHHBJkEOetWBGCnL+pB5wpRMgmnBOufKQyBYqNrICxGZ4KBu+346ZLu3pOwwb30CKpvwH67alrJhdGvHeMjNgcq0zeojIC2yRrq73YLVaavbcPQPf6QoFNtCPk66b/vbmurp4egPdH62UPHSZt1T/x+1gzRl5caCaPhRd3prL26A1pHoI4O7aSjHaNAw4m/OwAfHf2A7H8d3zoAWufFsT/2Y3N0DDXvQLV9OMi0mn48AqNaih69hAdluSFZVb49VR9B58iI+KHt5oNr++utrKMRpvHeoVyyxdXbS6SuLl34ukDdkK57wJAZzLkOSl0iBM03RmK7PlYrC/SKj1HPhep4CYKtCy0nQGrETAM8zdWm18gCEcW1OloX+zdCIQaTgIug5C4rcgQmN7CHiBgSKGj9MaohPoYAZsZtXSHrDTkzSmFwUFBIy4L5csLLly/45esv+PrLL/jl02f88ssv+PzpE86nJzAXiDC2LAhB2zTPM56fXzBNCZr6RznXECKmOeBkm6SlGLBuwLreUEoGxLzLQAgBmKaE5bQAMYDWFQxGlGgOB/auhcw9mjUoWQjutk5kCQJ0sNXrzsbTrWs+R4K9F9+pU2eR2oTY53+DEp9slaPfkYJGwMnWjQNOzxyhX3MdeXcA6a9WwNkvNaOd0lPNkVFz9dWwKVs/R00y67u2x5jDpJ19K2jPIH58/88e/bPNQYAAVcX465C6zh6pfO6kj57jBd3dP973MToenX8o7Xgb6SfufXDsVbV92/ZSxnGMCnb1778cE+jDZ80g2oZgR4CPTneTyttMFdgU8EZSv393d7MT9zP3MYuwB8G9N04TDo+ePpamarwBNSmoERhLC0NdMJ8AnkaDgOoZKb7vjM0RgeVNkwDN1EzGFFNlLJrOWetr+dIESsQIJMnyoxE8Qt1lGM+cVlld6H4zWTKIdVM0ECFL1lQ6zOBim3wZEGYSlACwJUr2skJImE8LTvOCnDOYgJULZFvr1sxxUvXX6XTCy8srnl9ecDmfdW8bc+IoJcOTYyrBDQhRvcmmSfOsMRfc8gYpjEiWKSAEzPNkBFJQSgaXDcy2kZpJGSkEVcuJoHBBKAGhaKJQsWc9gNPzi4VOvSC274+lILWMEYJAYmGbArGUOD476zwkl1w0VsftgSIuXRR7tdStlbYGRsHFYcodmtpFP99L2G5X2c/03i16X8/dvfXcyL7X7zI7iVkAACAASURBVD1odd+pzl0twevc1zCkD7tro9iz9UUcgORjWvDoSLUbjo4dEBwR8aGmh0d76Xeg1eZFq/e/eSin6YRlBIbD+8lfWcfn1Ek6llv1y8P06cj2w3rux21QLXaf7cPq6Mbq5xkKbdMeM9D1s5dA+wXW2yd6z7BWGKGq1w5mHXV/h8pHXQS6ibBruoyP1oVg5XeG775G9drq7DVkzhEImjOZCDDn2N5oDwKoKLBQffmat4vcwNlJfzpyEQQGkaqLIkerQyVHJnfDtRxdTbFW214gWFE0CJOVKSsotrmYeSAGTeGCGCAJ2CLjJgXgjDloXrLltODp+Rnn00kTaErBtWwIW7G8cZaZ2Wwmwoxt2/D29gZ1fU5IIYEuGggKQF2VkwaKiqjai0pBLhve39+x3lZEIlxOZyzThEABMWodTqDY7E4sgHDzKnTBoSas9P89E0O6IwFZxL+r34UJpY4kVyCrOeUAzQsn6o0Gz1bQjXsgWEZRd8ro3ab7+duzY53B29cWGn1sb9YJJlVmwAHqaPGOmUKslIP7RuFnQJP6/aH0MThK3RGEHx7aRmeb0AJavbk/XdLY5NQT6lqgr+0HxXba9va7IyAVYOwlVEOvtJY2OmZqEud00O7/YSd8mtD9uY970LVZWlsHaZTGu/fPEcgSDQo8d1q7ZvNhzwk8Uj1VaRLd2PMIDrWwY/CvO0VKx604rTfJgKoa6HjSK1GIrZ4BsCwRKYyAyciVjU3qbH4DR2gbkHWAoguzAVxvEK25z3Z2JJIGMOKebJX/FIvWA6haMXT8NGZD092U4IzObOPUzRyCGeEj2q6axQz8mvofEJBsKIhA0GBE3cxsUiIZTHpigUgGQ1O9gHWbZCYGAoHBKMFAkgVTCAgxIk4RHCJuHFG2TcsPM87TBS+vL/jl6y84LQt+/9efuG4F6ZaxPEWcLoQpRMzLGRwUJL9//wslb7hdL/j88orzPOPpfMJ5nSBBJaAJ6s5QeFPvMiNet9sNb29vWG83kAjyZcPL8xOWaUIpGaVoOhouomlpGAAzwOYaXQwHRCca2YTz7NBSDJxNRcSkjgWA7Y9DZFkVDJANNBT8MwIVULCN2wrpLqAQS+mpRJeMmUCAps8hg6tq5/H11ZwJyOd/3UHV6ZroVhDVS1UqAW5OEDqHXf14qILqQEKlK9/ptK0pv49sfjZVm09qt5t2kkinXm5rgOq6d71TTyO6ad/WdN151oHL2hsIAnXzZ4F5AqIxzN2nS82w9qQ9YR+A50Op40MyPtym0oERj0qZdvxwxzH8raPSxAMuAs6PjJxzlR7cy6oS9CPCuetZvWiLi3witD50U7N1S9CBx1iD3JV9Py4/Gp67fGr17XcMgV/7cJy792J0v3WPKpey05KNJQzjcM8Q9B0VX0j1ijMyGMa6LgTyLYD7++2Cqx8h8NgE8Y5YcGAdDd/wjBWE4Wok5qaFgIDMKUHM44tdRQe9n+oOnjrW0eIthAWRvXXqWUWkhn/WaEP11iJVCGXPVAyNRZlCRKGALIItZxAR5nnCdDnjyz/+gV9++QUBEW+3Den9hvl8xim+4DwvOM8nTPOCW95wzStWZEwxYokJc5qQTNpZ16sKrDKBghrZqQDblgGo6/R605ibddW8aYGAeYoI0EwEwsXOqydeCB69r+9geO/iBMi8yzxdDRmzRKzSZWBVoVHPVMBUZjrWVanpxnWiWl+/rQSCM7kd7TF/A59iLaGltLUMaerVeqrRjT4AU88dK/7r3O3P+jw0sGtCS5v72q56oS+uK2dch/UmfwyCcRv3+8U/lnFAHGT3WR3AHtHJ3nlhJFzproq+lIdY8wG12j/jL677PogQ1Y+9JzT/Duo8aEydHDK05T7vGnUTZiR+vcTlJfhkqdKMg3adt1QJtuuOa4n95MUdPDdy37dPDibCR/1Gt0jurt1PuP65/uQA1T2TcPRMX0dFhxFMPm5z6zNBLFDSIvy7MeRglpKaZsSIOvWqK4EEi6dxYgXAk3MKcSUeekVzlWk2ZoH/c66Rg6rhSAJY2n42Dic1S7Rn3OIaTWH1x5aqhorNp6AuzqTUj0tBME52svmTmbFlrTuDMF0ueP36BZ9/+RXbumH6409MpwUXIrw+veDrly/49PKKGBO+v7/hz+/fcCsrpmnC5XLG8/Mzns9nBbOygXNBkoI4L5iEEBjYStYA07xhXVdsedUtnXPBNRKWm2YacAklBM0wQBQhrN54aymIDJSg6W78v6oJVV1H3KvVULM1KGgpQQd7TueO8yGVhJx3rcoJcrUhTPplqGSiG0zANSwM+A4FNbOA45rNiWM7jb/tSs07IozD5XmkUrujt2h05v75fhH7XPOmmtPA+MTu+4gWlTWrTeodDx4BWHccoIy+g6OHnPHTtZoqIe17PjT7fhD+LhQcoWB/bqeK/9vHQ7vSw7a4mqedPFIJNtvKfX0NWIx7oOPJRHCJruNOdqWhv/QDwrz3nBlaZWBwZ/SrxL8WUiWhZrexGXBnBdwb5x+/rH37DyUtPzpO0LkvcjbSiLxIdeatc7SPaxqKAzRljABUuS91VfY2VAnN++R/qkSELneZGOBppmbuuq75yVQdF8ygL5YYMkDPud6bK3OlQBUqoClBLfCpI6aSKgjCmCDIgZCLYM0ZDAWeOC94en3F+fkZ27/+RBYBQsT58oRPX7/it9/+A68vL2BmnG4XPL28AMRI02R2mYgpJSX8opJYCowp6E6ZJfu21QIxT7UIdTVGUGnmtl4RLeMzETClhBih0goLShHQtkGQIRIsGFNT4PgcquuNSn2BGjRLKEEdlTRQVXOrCUSlSzF+wR4SUZDSXGn6AlXIMTWQTgj1GBd7OBg6sccNGbPgc9S+9nTJbdouXVfvx93f+8MBoivQycW+Dp953Rp0YOjbBRlP7HRTtU+wuf4odc7/L8ejbtfLps6E7NLV9PokoIapPELdw6MipFNQgetNK9HtBnZ8sEPxvws8HzSv50SaanCsgB6Nmr9cQpVw2v27oqT/MK6onwadmFxr7Qnxvwm2+4b8jCRB/bumsVUPHoDrfpX5kzpfDsGkPYa2APbl+dGPkQzPanyMpyyxnSLRsL1GaRtAkRMCcupTnZNBIjXfmAf1ecyHX3dy6ABtGfwV8HybZ0S4rYgtfxeoZVkLIHBQd94iDBZCcbuF2TPg6jZRLzXJBXm9KYEPBJIMjhM2Jmy5INOGt9sN121DYWu/5UFLaVIvsuUEJsLbumJdb2AutsXAGafzCYECbttWiU9KAVOa8LTMWE5qa9pyQS4Mqhu5qRNBRDRPOcKWM663K+aUMIWAFAhTTAoYAnBW+0NBMHuVyhbiYGPr3//5bqPiOdSYIUGVYbEAQpbVwZ8VqO1NNB9dBUfoe1evNt/bTxvl3oQCVEueupKbTYNoDA3oJRxBMwGgo/eCnUpsP/eNqfMZ3kQS1JJoTyXuj16wcbCr7bh70BvZtdeZr+HeXqLZscc/CPNAHcnezmllyFCS3mXAnAY10dDtBgx/5zhK8Fj3jO+K7tVKx535uOL+qmlOD0s5fFCsnf6y70Bg90hn16qA00025yTY3qbvo6HVdTNjz6E4kf7JMb4H6KPeNgAgkO1vsi8HbXJ4rxitPT/VGOrK+UGra7ncvdpemnLuz/phbQ8UAUQEjnBRlLyM2hMD9epJqdwxiZPKnqzpMwEEtvfvm6EpTXLjcbtfyN+4SVcUVbJxt+qQbbdQx2zrVwTYAjUzM7gQhIEgGWzpXECW9FLIdsxcUSQrRlI28FMQ4MJ4v97wx59/4fd//Qsvzy+gEPB0eUbJmsolF8Yf3/5CzgXr7R0pJry+POP19Rmn0xkxBBQI8qZpaeYp4HKe8HI+4byckDlg2wqu5YYARiRYbjQd/pg0DkmEsa4azIkUEZJuC01BnSlKJERmJAY4iUpkMSFNRSVEZzZtDjEzSlE40biY5gxP7Duamp3Enmd7ezXiphrJCaBQnXeKS7uoCs6OtJb6q9cY9Cn+RxZUJ4rvtjkySccCw5Ea7QCWUFmmvyV1jG3QU+JLCMMeOEf3Hp57VC52647a9z7a1cCzHtKeTT3xrN4W/T3NjaGV3ZWjGNIR7uCE2xdga1i3vXfrg79kA4BGh/ubWoVN/eOEikeuYRifsbEVlHaqqJ0QahyEfHjd26UTxH6G+zZXjxcnX917Glq8H8eu4TLcTKO9qT3eV2pcoPe3LW7njKrqYLCdUSd2t9gEK7JCeh3q3ZiPmZy5cyRoevm+H/UIFrcCk5xM/SQIpvHQRJPqlRZrjjKNpdDxCAjIcMKkXLnep31r81DrZRLAVF9UY2aSMRaa34ypbiRd4SeYQVs89iWom3GAwNxzAAKikHlQZWx5w7YymAtIMiZTlYkEcNA9YLhojMomgpVVwjpB3YtnAjILhBm///En/u//539hmU/4n1++4rdPr3hdTvj+fsW1CP781594u37Hbb3hvMwIgfFpfcGzPGNKC87TgkwadHm5LPh0fsUlnREo4l3ecc3f8bbdMJUNExMKRWAmxEkTciJ6ElDBtmWUQsiccMaEKaj3HheoiooLRDIKNhTJ+m5IY3X0XZu3Ui7wPVNKKd0U8c3mPG+DqOceYPCTQBwRUMCSQWTMQuC6NTRxgO+aKsQtDkp0fwEGofPN0FrIvWOVaaxOwMEndKNu1YvNlxA3WoHQ1pvTrm6x3h1u5RPY7qxWvt7ehSSgCQYKclSXYvX88/aJPy2NPMBpUmsMESqzLFaOd7uGBzhdZNcGtHXe6ETfuX73Ig/qHGiGc3pSgWZwIhtQTdCe36FIHVfvzBGFheVRalyOI9hgqv/QK+6Y3+/P3nEnwPEL/6iag3saPzLWOQihymLUiUx7NeIBpgIdyGN3rzhTMD41uDID1dlBv6MD0C6wbPfe6ity1ZS05aSA0RqxVwPfD16zTfhNA3zW5xt7offpBFaVWYKQme5rfjYDTRLUkJgK5gqgUZryrC6fWrkSjGh1VImnxmaYR5MFixI0RIO8HYFAleCJLrp+grEgC4OFsZWM27ZqLMymbr7BXKiTOCNQIBSN67Z8ZsQoRuSmqMkvIwQIEdfbDf/84w/8868/8eunz/jt118wpxnv1xX/+c9/If9//4m/clNZkW+LDN3sbF4S5iViigHP5xnnaUFExJqLZnu+vSNvbyBeIUXAJSC/E0KKOC0LTuczUtRMmVyKbglQJgRmcEyYQoLbyQRAEUbJBTln5JwtQwAqw+iuvwji2xWp5EmkGQMimft5NMO/6Lu3+SCmCqqaByNWvsVDc+C1eeZalrujuoTc2Tj6qdPP+TqP+/f/kzYR6f62o3opVBUX7Z6pQaT9sSPHPz76G+nwzD0N2/08aMaPjvstBgbOcz8kvjC7k3f9HonoD8XCvtFV7zcSzp5vb77sDZGdJDYw7D/am7hr+wdHb5sZpbSueAeSBwXW9tTH5PEL2hPsI6CxMsaJ4cjhC8AnpD1ttpYGRvvpi4Pz9tttGNRGo5XrTT7uEIEsVY7VVFHvHvzHrcGNmNhvAiwVSV99sHvsfuszWch+ECV3Gq1hXB1MmjMAJTHiFr1mUe83AYiC5n5WjRwi6TPqUSXmNs0qnYAgRWAZ7pGLGsIzMnLZcNtWrHlDycZtCywYVaWtKASOZCooBUIRoBRAkhLiaFH7EtVOc902fLteceOC58+v+MeXXyEMXF7+C4UZ19sV11vAaT7htJwxTRMAAUsBBVWNnecJpykhAsjbirfrFd+u33G7vQF4AyGDM+N2Y7xngVDAej4BIpjnScerFA0cBZBACFNAnAkpJqSg0RiUMwQENscBWKqbkS44oTdiG6g6TajxhUzyae9bJY5mnBdEo/Gl48MMyMDwDNG1Po+fqZqH42Nv/9yndLnvy/29j68Pvyqz47+dvlT7ZPfM7tFawrCOf0Yl98BU0jsZ/Bu4cniMYFOlCiUWoRKLdq7SThuIka8/avXuc3+54xCcd+3B5K6wu3K8TTsg2N3vxiqt83iAK/OD7h0QDtVWR138qP79laoye/Am6bCvY5FjadIa3Y2HHDSws+W1cvZgZzfWUXNAqzUe3N5d6+SlsY3Wt7scaHAOte9nW2hKZNjcY0NXrAejNvkGcMdVl2+U4OgMVT2DSkFAJN0aoDDArARJo/sDouhzYNaNx5hRAqGPHxHWdyisqf9LsTT4KYApAiEgBP0E1K8uBLX/RMtaEFICAqFkwpZ1ewDdUZPBRVPJpGkCpQkpTWARrCVj5QykiMvzE07zCUIBb+/fsW5XfPv+Had5xuvTC1IIuF2v2MqGGARPp0ljWUvAWq64vWd8e/uG2/oGlhuWxJijppm5yYb19q6JPktGDITNNlmjQJjTBI4TYMGhy2lBmk4KA7cV18IIXZCobwXNzLZ/j/XX3r/mMXPwaf+UKGiKIjImA8KVkdApGmzXUrXrsc+6qs81D0PL+t1A4O/aSv7+MarQHtRV5//PtOUerP+tdh2t4Yp5jb47sP93joPN044goyNdngr7Qc19HjHCcWk/rq+/2lV2x/jT7twx9es56YdEvBbXk8z7etFfrXSYdnPowXMVzDo4ovupRbv7j5tKu98YpLzhYQFqKv1arut9uzIITcV2N5bjZKP93x48xLm+vp/j776cytEakIidixzVLC+qLuFgeRVMf9ZpYAC4l5GPAal3EwV4TDlIbQbk+9oHdV9m6RJySgGbH61mClB7gO/g6Vpod8ulqA4D9X1EcyKISbM0x4hIGRxVjaY8uLpAB7JsAUEN3RsHrETIznRnhmRNJjnHCWGaEWJSI/ya8f5+xdv7O97XK2LUdDqX84wvn1+wLJNmXp4i1tuK7+9vYGKcloSAE+bEiAEoK+P6vuJ2/Q5CxmkiPJ0vmOOC9Sp4D+8gXCEGNtu6AtC4mpAiYlSgTPOM5XLG6fKEaT4BCKBpxcqM25Y1o7UA27Yh51wBR3O5GaSYu3s9DwHYgIBR33sQAUFtak6hAxGEzYlACEzmCejq0h2AsTTngI+Iuweh+vf+/P7czxyjCtnO9MRDCB0GDrR2gBcZPx/U9FMt8oN2T9Dujv+uhJMGwmY1dL4RHcyMvfsRiOwN3YMNBrvx7usU3Hu0HVbVQOMRII3XOjXaj44enT442viM1pu7PG3w8kYAo91ojNUOcsf9e3Bqe9dwu2poqFKEV3hE8K39g3E/dIBD8HiX8dEDlPQrnZ6b9s94L3pGrwdCNKklSDBvMWk5rYhguWYcQhCtHHbbGCnwFKszUNtcK4hmN+YQzBBMlds2uQciKp4E28WrcNZYEYjFi9g+MxEIE2GKwVSGFmsTdTfKSJopmamAg+1VwwUaChBU6klJ7R7CsKQ2cCk1koJtkIBEEVOaEecJS5zAueD7t2/4/fff8Xw64/38htv7O0rZcD7NOC2LSlQieHv7hrfrd2y8oZQZSxIsMSDOCWUr2PIKQcE8E5aTBn8mnMGFEaKAYgKxbpDmHlr+jokIlCLiNGFaTphtN1DhgCyo8T0pTZhSU6E54PTSRSWqom7jkAY0dZpUDYi+YYZKfmQ7dAZjhhXACgpls9209DT+r0XYH5PRR+AiP6b0Pz5qeX6CxuKkfTk8/eCcfHDfYTMsOLY+tWeYD4bmruxKuD6uNVWu/O7oyGfL33FwlxHDzm4wNkw7ICIaNUytE3XnPnHCbSUG9b1veNJxyANB7eQVL5ZHb7VG20eO4XBgurb19T3mEaQriuDZEPb3E8hoqN1TL3u+Me0z+bg4iA3CQqPORFQTJvrvmluOaHy2YoK09dwBCaQZc11DNTqfdl5p/bhUVWTHGfXv3gamX0Atu/BYXLC9SxiqS/ecyaotCzX9iGZ5FuRUkCAKHAKA1AdNVQIRRRRoRASBCkCaZsVVZ55ShWE5vYouuBgicihqUwlk+68IRBQAiX1UyIhpwCwBEgmcxPKcAWKRJUITWKKqIAKbDYnAGQDZJs8UEdKEmQhIC8K0YtoyuKg32mlacI5nLHHBlGZM04IlJMQiuL3d8F//+59ICHg+n7GuVzArY/B0PmOZTuoZljes2025+cyQjREygVNASQQ+q/0qJCBMEUwB20bYMrCyoHACRF2wQyLEpJ+wtSEiKKI7jW6ZAVEQyDmj5Ax2/3vSeRNCwN4WQhT1/foW16wqVBaN1fEAU3sl0Kgm9TqEsOVP0+29o7DOJmEkZvPQMqqpXAuipJrU0zNB94dLXPtztb3SDPiu+hv7QzXvW1smTut2hzgz1What3yNVjbaRNRUhA0T9Av71teAL2afsRUoHWDF3PQrHUGtoqknaQ+wQL/Pk3MCQj4fuvO7jqb6Eu6OrtMfRG37PQMfTrsbIDW7bGuzjPc4KBx5rfXVO+59xFUPL426svXMENG/75BHHHscxd4lZKzt4NJB46gbl12anF6V5ZhFzm15rE4/qF1Glmrf6jkw3KfWoWEAWpm9y6R7oN1zMg87DweTitH2vXoY7e71gXBpsGeeALHNtMwLjADxrXv7sQEsvb9PBX06kJIe90NzPb0AJhF5HjMxyUczCBcUFAhCjKB5xhIXDTIs6tElJSNI1joYNUJeXUMVILeyARkAMSSS2l+SESEmgBmRGcHypbExF9MUsFwWnJeT5jNLCQXABsZNBCXr+4gpYFlmnM8LLucTTssJ07JgQsDt/Yo///wLZdsAFMRAmFLClAKeLieEOEEioyRCvL0hRSBNCxATSgjIYBRoBH4IgiKM/HZDWQve3zZcr9+xbTcIZzAHTVsjvr21zq9cMt6u72ABbrcN8zQBQli3jPe3N6zripwzti0jZ1Wj+ZxrTCoZEEXltoONMRUdV1g8kmKLV67vQJTYsiWaVdARdYLXbT/H9SxozO4D6eQu8n4/m518dfThxyo3+92tFxnWQFf+ca3tcyhfz8lwz6PyejrcMYOECkIPeetaWEsu97Elp6fxti10vb12/J5YHpXTP0e7a/c/GgI1kD/m4B+q6D7q13C9J/hSf/s3p/l3hwg8JqNFDH/QnkrEvZ5KyusY3j97D+695xuMGLaS7C+1e6saoNpddm2kRvQrM2ZDokX3IDa2Z1/WoF6rr7Kh5d4r7cje064fMBJ2qapISCxIkqprc1OHaX+DmKHdSAwoAparDBLGN0EtDsu5ryylZRI2/1hKEWmZEeOs9oTCkLKhlA1FfNcabVDM6vYrBShFzNOMm2pJAhIWwLJGRwmYAAQwJBQgBYRlRrosuLw84enyhE/nJ7ycL5iWGXSa8V0K/vj2hve3d5S8YkmE16cFX56fsCxPCDFBSGNfRFSqigTEEDDFgHmKmOaENE1Y+IILryq5kKaXYSHc1oyNN2TZwLyBomZYiDlgvd5wfbvh/foN23YFgcGcdLM1LgCiMSysarg34Pp+xRS/YZ5m3RqgMNZtw20r2LYNpeTqAp1zbvaa+h9wrZkCCMOzZbOomtTV7M6M2QyAeBCvTdPCqkplRE0pxD7XxX0LUJ0Hdsdem/EIlB7ZbY5i9PZQ4MxTv6wGleLB7/rRVSfjj7s2Du28lwLGo7bnR2ijNw/bkRy0ay8vJKcNPXkeeXNpLOt9N+zDqUXr0J7AVDsMkcXtmO43UO2gdC3uifWhwfrR0dFOrV4JAFvZ9SUfHo0YulG6Uu7DuvYvT2rF+wQJtW/S3+/j1Dfh/tlHLe1Bam8nEp80PQYdjmPjLMc+7cGIdmWNs6Td3/eP2q8P+kRATZdZFwYJNICzTq0uNLPKRnBVgXQODz5nBJo52ON9dOtn0dQpaPE0CQEpTkiU4NHnMRBKIBQS8KYbbamdJgKTbsVcSoFsJs0UQTSngRgTTtOClGakuGCiCbMRZ04FcU5IlwXpsuD0dMHT5RWfLl/w9eUFr59eMD2d8c/bO/7f//xP/Otfv2Ndv+NpSfj19Qm/fXnFaXlGkYDbpsA1LxOmOSIRMMeIOUXN7CyMLW/IJSPA7DQEoDCu+Yqc37DlDQUFEYw0BdA8gW1bg628g/kKQq7eZ2IxRJo6XoFOk3TeIIVxFUIKSd+oaD63LEBh27465+ok4IBT1VOW1qcUgFk917JsCjxCEImNcRA39OucYRGLw4GpPg2EWEHKkguhecSZbYf8fqNHhkt7G83+N6H9Bt0Dj7fPJ3iv0Tm0/3SHYqnURTNKLr5oeouv9Dx1V04PmPtFp3SdTEUsfdvvWvTgsEDcH95mJaYqBRrxGIzWlWDJIQHsjf7tMuGOonQDvRuxBz3rVT8+jiMH/qBXWothowCemg3euw8JuDddZNefh0/s2tyfesTd+y8x+k3Wu4OBOOxyZ5fx8e9F/gpu/s5an33S3mMnDV+rM0LFzsdjv1ejeXuOjjt3ZxtrzTTW5lgh4259DGDKMVF1WejSY7AnmxcNhKuOKaaWIYrWfs254t5KPrddHQcWcM4ocQOCqtxYGCUzStaNzyQFhACEGBFSADiBQ0aYJwQELNOC00nzkD1fJpyeX7AsTxVwkqV0iSkgLRPSPCFOM07TCZflgtfLGc8vz4jLhPItYn1+RygZW5nw8rzg18/P+MeXT1imC7YMXLcCJkKcSIMhmZGIkEIEhLDebrjlgu9v35G3d0QpoBhQNsa6FVyv71i3DAqEZUq40AlxUimREiHOhBkRMQOR1LU5xthU4mAlVsW2dWZCoohEBFBEYYFIQcmMzYDGQdrBphTdt4bMm6wwkEuBSIGAUaSAWW1kYpvMaVqhAojexz5ZxGKVWABwtav4ehCLt7FsalVybnNZ55XbYHobzdG8rw4H0j3ffQ7loqOXO970jix2dXx09HaUH2UnGJ/Z3bRngD9UIdJAH1WTIGhZBXf979qV/NtD0w0ACFWGt9IdApxfqIT0qJDaEaqD0mcb7gHrjkB3REwBYyz/nre2mqhdVYKyc/F91NEOi+7aI/v7+tDJ8QuhCQjtHL42CwAAIABJREFU2lGdj9sxCEs0trlzRFfMqoD8oGdeBvkiedAcb1HHb/TS0BFI7dVoj7rm9zRWxOwxpKlDarJ+IgRoyhe2FDb+THSggZjaRHOU1Tlku3G6CjEE34hLDdjMpabOZ2QjVjbYDGTO2GIGxaiBlBSNJwjGQROKkHqRRUIiQpxPmGLCnGZcnp7x8vyKp5dnvHx+wfOnzzg/vSAmBZspBERZQcSIKWr6FwqIkjAhYp4DTqcIioSnKWG7nBElI/OCy9OC5+eLuhenM1IBsKmXnGY0yCBokCaBNGp/XfH9esX77Q3Iq+6EOSUQCzhvWNcrrtuGEBIiESCajy7EgIiEhIQJOg4BQIpxiL2DGOGHMgGTSXTTNIMRsJWCTdR9uzDrLp62qVrv9uxuzlJU7VuKprkRKsr9s0pGCjYMkQIE35VN084oUHCb4LbFgDHwgFlxVDXHqDFYJkU40FRJZkCAexDpNQi9ZLM/zGrYgGN3X8uX+XNg0QpuwsDeJtTXPlK0DlDEWHpve48PvY1exqcPm+c0Yo9hu9/pLkJ2h3At4YNHMfQktilyBumlu9IaYuTQqFM/wHu7TQMon9hsaLNDg330PrXtePt2DBNHdDD3dTY97f58/2iX2pF8TKj1cfjb5WHrD/Ko5xGqhrv2oL1r89Afuy14KPz+IPeIMY6/Euawu1G6/9Z+Ato7uGvl8OTACPTvSaQrlTTzssCkkAAmQhIxTpM0WNwXEEWIsTQRjGg50TJIMwFLtDo35axFc2iptGIJGqEqllwy1m1DXldI2SCcQQRETBDKGpDJoobyacIigtNyRpxOKEG5dESN36BEiClhmibEdMbL+YKnywnnl2ecz894ujzj5csrnl9fcH66IMUJS1hwSgmRLHdbUAKdS0HeCqgIImXEuCKGCeclgp/PmBNhLRkhEiItKCVhpaK9IyhgcgFJgYhmhSsMgDdsZcW2fQdvN0RhVRmq0IEpEWJkpdnm2xSCOiPElJADQKLXt5I1oDMLJKq9SiU9IAZSwAwRy3zC+fKMaV5QRIB1RWJGKAxsmwWq3quOQghgzjpPWOz92G6QgEk2VFVfAIBSTJVnth6jEcwCKiq9tIzPbU6JJk/TaWpA46o41Pu4glCjUQZE/SdGUDpSuQENkAfPgG7tGGrUOo6Y6GG9ebvE2XVnx4zmDNKLN466n5YyCLBMCrBn7bzHoUmzc3sxDD4kA22MH7WakHqu+U7KoH4A/DfBdVONiHiTPnIUpoOPPfvft3zMTnBI5/q3su+H24gwglnvlLCXA+rvTnepXFuoffbzkHvAqqXUdo2yxgDkPlI+xv29ND4ztNM5jf4eOVKN7Xu1Q9BH09nT7dcJ/LMHjd+k/WpXQgVpQDRhIhEyGt/A1L91QQzuGBDAtqVyJgJQ4JKSWMwNQWoWAIhoICCph9U1F6zbim3dIHlFMJUPEoOjei9tQSBESAFIy4Qvn7/g9eUFYZqQEbEK45o3MARpSjifTnh+esanyzOWeQJSAoRAhbG+/4XvWLHe/sQcI3B6wnx5wvl8xjxNmntNCIESItm+MYEwBbP7pIhlSli3J7zfbti2DSSCfC2QqVRbJ2wPmVw0CaUlNEAhRpENFBlThMbpTAlxShDRfWymMoOD7jmT5giJANu4MgqEdax4vUFKwRYJCBMYrFtJhwkxuLrSAlRtywNhBpGmjinMzcbVuRS3Ocwdc6BLTaUetmBNI4CVcHOdnyr5iKrSjOFQklhqZgI9p+NdBZ8KBB3hH2wofr3NcLm7B8OzR8eHxva96msHUke3PqLmD9VeH6FWvS53p3YuEj9XzA+ONBDMjkA0CuEQ2F2rhNTR3QCnuiMeHDspolXTA0R3Hx0/e1/sAyB68NCe+N+BXic0+IuohvY9QB1WYdzTwfl983RveyjRFOnKb2C3T9x55Io9bKtcv44DSLtxfQxO/fM0lOdtbdzSWI2r3B45dKiMopyRb5QFAnKkYdx13xiXUKi+YwkamOfR/MHKEDKDNRvHqa5LoKKuzVkK1lLUbsAFwsDEsUlHIUGiZSkggM4nnD6/4vNvX/Hb16+4PF3AmPGeM/683pCFsSwLPj+/4OvrK87zglwK3m433K5XcC5Yv6/ItytiAqYUEJ+vWJBxmQQxnUGYwBwQmDSTQSTEoDtQpkCISDifAkphLLeIt+9vWG83SNmwCSNEUuJOQfO/ZWBDQaQCDoIYWTMfQDMFxBgQpwSkqIGlDMRpwowAEmCeNIvBLd8A2bBuGdt2Q9mukO2qBB0JJZPOVxKkJMPWFAJCYcZaMrat4LaueL/eLBHphpLVC9C3g2ZTibG4LYXqPCKyOCeLXSNnIEXVZ0IwrZlKMw0ENM4nQ1ACK0i5IOBMiKnZFKsPDPZVpdboktO5j4z7e8mmrhGgAxJnxqoi7u6zu313/Jjo76ttTxFGicuv3JdYLSJHhT2q69AOMz6YKmf9EBg7KlA9tHpM+Dvcb98IGn87wvZxKHbb6LSwA5d6SQZ35mFTrYOj+t13bDgdgoQJqtJUgB8fDgrKVQ/AtX92R5SpG9X60K6vyhEb12XPHCfZ7Eo9Iv4HsVMNePt7PZU4cI9Y3bN01I9d+TW/jy1c+2TymhRYIvVtdmOu/fe4CdPHh0DmHlssBoMqcQELMhdssmET3VdF9dQTQBEIESFMiHEGzUrwt0gIlwvofAZOM5bnMz5//YQlPOGvLWO6XpFF8Pr0hP/45Rf8j0+fESjir+/f8b///ANBBBtuKFnT0xQuQAbWaUVebyjlCiBpoKoERMv0XIJvwqZzMoaAaUoqtaViG7AxttsGyRp0G4kRQtK1azaRjAKOrMZYzmDOmkhUDVgopB5ipaiqaAo63lMkiGx4Xzd1Wc4alMl5A8mms4I0pxuKSqAlaxZrTb2jkqMgAOuKdWO8X6/49v0N79d35HWDFFM8VW8290JT6UdMXaYTW0GYxV39LcuD2WkUJEzFJk0SciJuijQQLJErK+3wAE6Bqs94Bw6DOg0H4IERaD6OxZHdZ73SoGUAr3a9K+WONt97mf0Ygg6BpnJ3+7sH6eJh6Xeu2cP5+wic5C+n1XtEUDvdnS2S5sbT1SePSDsG5HMC78YxV3uNnHR3dBLHHuR6tdh9i/sifgwUXtaRNxXt+wq5Ew9qHfXSvRR02I5uIhymuqmVOudHaCOwq+Cw3d1zVXTf22z8tiMkHyffjw6qbdwfAtjOltLdrPYWJWTJ/geY23FjTJWAiIAzgzJb1gVSdY0wMpvO3uJiggTrp+70CPJtASIkBVBIoDghhAQKCYiEEnR7le9vV/zX73/gHHWnnPN0xRsLrqUgzTOeTwm/fXrC//z1F4tlEnxf31HKgikCJAuEdIdNMS8wDupoE2JAIg0IhWRNRpl1YzGKESRAFkHSdNPq7JACKAXkVX2DKRcIZYhotoFcMvJm3lmRdWtmaNwM2947WQ0gyFlss1DRDdIICMLImZG5YF2z2Vb0XcagbtsxBnMQIOQskOuKnBhbyEhxw+2WEdIKAWHdGLd1w/vtipwLCitQONiw5UArJaNwwcrQDKZF28XQeKtNqJNGiu2Ro4wlM8yW47cY8Ija3rJoTJZKRACqGk0q4OzB5LFa7Qg8fuLeQV7xM9yuHSytQ/xyOv2greM5X+NHdGRfh6CaBw5u/QhMj8r86P40gIx+6Q7qBqIn9XJ/aixluO2eiPUN7Fqwa8Ie6McSDkSF3anBg8sZpu7cnT1kfwwNuRdLDp/1Nnj0fweK+6e7wnflN2S9r6MH5fEZlaYO2tnfW9Vgu/bUe/q8dCO81797Ienuh3KQ+r3AXRiHLZ/V5wwAWYBm++8NIhF7xvT8UiClgLOpyERdmwGLyWBCLkrUEgISBVBMiDADdPFodGsjdP4VVo+pzEDmAlDG9/cN/7xuCLcb3v/6C9N8xhoIJUV8+fQJ+PSESTJi3nBbC67XK7ZtRSTBvCQs0wSaBJkKcsk1rxmCbSkdLDiVGJELghRzxSUUEDIKVs6gYJtaicb/6KZtRdWEGYiBkQtQOFveNU3dUortsplU1UYIGqgqApSCaHMliu8Jps/lnFG2jMwAUUAMOoaBCCFMIAQNZOUMKQFly9hCQKCIGFdQnCAgbJk1xsbsNA1oNLccF7Pj5IJSskb7F2i/IPAtJFiMOEuuUo0CioFLnckdiKHj+DvJSO9p1og7dq4yYkYbOhdgT5/1CHAeqtek8ab1R21DV37Xj/6v96OevSOO3b0+q4/ove2PA892Td5nL6ExygMIdvUNWq4qIACDL3cFT6qnvB+7rM9+pwmglhNNiXLHCe/VQ9hx7N0AVfN0R8BkfLRd7weA+vY6eaCxD31Jhyowv8cLE4wj2AHOA0bcrzcjfKdO2+Pd7sU1Sadrf9cPvTQirLQBvSPsHbmv/e+lqbpfzB1YjBKjpqlpfvG1/BrE2r8ZqfPAbqofOjauYqzrqE42nbQFEtTVNBL0XonaButBlEklEVLjbyECB0KUgCAFzBvEjcuFwcVsNxIt7kI59czFVGUAUwRR0iScFKGRMBkFGUWK5lUjG3FmlJyxloK8aSoVRMIf7zfk6xV//PEXME3AFDE/LZgDsL19Qnn7jmv8HX9eN/zxxx94f/+OiILzMuHpnDCdIzgAK2sAZIqzRu5vGRDCBEIMggRN8FlYIEXbB1EX7RDVliK21QAlKDAWhuSAGATCar+KgdWLiwUxEuaYsEyzbWimjhKlZJSihDtCED0otoIAzAbicyxYIlONKyrM2LJ5glEyMiHQANoIhBUQUm81m8/1HYmqytjUeJqlgXUXB4+nEbVb6VYCRdcOq5s6w7fthgVikdG3Zq9RLzSlXcG4fG6ZxCojKLamjw3+0uLziAwsW7z8RwBzX15j2Htg6dfxXgpyUHvkjFDXZX227Yj5SK3mAFLduodSuvL6h6jhSQWaQXXW1KDSP2SfzaVaz91vMeCo19U66uNRxYQjELjvxNj4wV1ZVOdexS8BPBjv501h2p6e6P6tZ39UtP2p/cYO4aXv/+N6P/Jce9zeY5XeeDSgrXXUR3TR3Sc9bH2pfx9Uo2XSPbAC8AzNYiChDwjUo81ehmFXdXSgBAoRQYKmgGdVq1UOlmCJGiMQoXaPApSNwdkC+IKAECESkLOC58aCwqVubVsAbKQ2rhCiufQuYJ5QcgZZ1oBAwcI1xDZB08VYELAVxttN0+TTlJDmCUgELitKuWHN7/j+zni7Flyv35BvN4R5AkVNGTMlvR/MSkghuG6rvrXCoGnRyBhSgso5g4sS60hBs16belFsR9spTLqZO2WTAnSkE/QZDoCEghgD5jliOUUsNGsbctYdOUWTZgpEN1MLuukyctGkmc4sENXkkJnVu0291IqCTyjmch8tGzZbUmuyFDMeQwOIcPUaE7GsAyWDi0ojxKL7B9lSYPJMBSqxEHtcDeCIozTDQxtE3epZ87z5cvS1Wm0iVS3XrSBnBl2SkcZgNluKLoBHANN/7ss9uucjm8/P2IGGJT7cvnu2/nTb6464WzKoVvY9Ifg7qjQ8KAMwbzQVb61l1D0gHq2OhwXcqXk+alcDbuwJXA8wlZhTu/cRQXZvpY8c4fr6BcBD+r0fJwPHj1Rt9YoMv3bPfAQYPU+wu+/u57H4JVDdvDf/R2M2Ft/ew+F7vpOwXHfsmBIaf0LOQZr3EHmr1XW5fVo6+MrdrSjGxfruMwDAiMhFsG2M7ZaBYvMxBISomaKzGbMLF6irtGUxE/M0AgAiTHHCPE+qVorRUs+ovLNtGbd1w3RbsRVLEhkD4hQRkgY5UiSkecJpnnCaJsRIGh4YCCES5hSRp1ntGwgQUWIKCpDiyTst0LAw4gxMIYGiGv5z1r1iuGg/JEREzW1d98tJFDBRAkVNMgkyCQ2lJqMsbH5dwTJNkyCmAMqCQk2aK6L3gbk6vwRo9gHNF0fgECzOhXXsBVqm7fY5xUmZAgqIoiaXzDDg0UwApWQDGd+nxj3AuHqRAWbE7zl8Zsu6DaBuOWBpZioIUNUMOCiQmKRd56E7FnQAhU6ikM6Qbb8hbd+iKglI973W9xg4Htlz/o4NqD/ufndr8e7YgY/05wag7ft+/Oz+/E+Q99rePbVKznk2itJR3P3dR8TvgP4d2Sd6PeGgDqugov/qi4VUbhimftkf92q1o7b0TfS7PkCbA283qS/l6LnHUkE9/+B6P049p1LVdg+KHS5Izwzs4YZ+ODl2Ms/IAIw/2kMusaAhvNg70r1F2j3KUBnBdIO9XQ9Q4ldCAVgzlsG2OBAp4JWxrStuN42PCdCAw0gKNhqJnsGe8iQQJtJskyKWtSREUIiaFubpCZfLGU+XC06nM+Z5QQTh/bri/e2Kt7d33Labbgo2z0pwRTfhgmTMy4zPry/49PoZ58sTaJpQKCLGgPNyRqANYl3OskE2gZSAXAQ5s8WemC0jBGxlgoCROSMXT8efDWzUHTiKSYIUkRDUg44YHIyYSrE0PoxCDDY3cBaxxJcRGRsgBUIFJYrlHxNsZgMTZKQQEYhwmmZMYcYaBKsISt7Uo44LIoDZskrP84SUFgDJiDIhM4GYIVvRwEpms8kU25mTUViaq3KdW+oUQoClmOHmKQajEaJ1wEDF8wB40LFvB0Fc2SEDLwcQzRUHdITbpK22IKQCkNic9vP9av1IbfZ3pZm/44TQH0P9ta+oa+vuKV+TBsh76NLLtHvgEIEeHzuppue/RcTVaIOI0Qrvgxi9oUcEaNfww4N299SypSa9rIDTcjj8oK5WntybIMbrckRcf/Kozwqqyg7tlSpOU3fv/RgcAfNeoB3uO2hvra8DxGrYJwzg3Jd35EzwkRrtrq39vHOQqc/qkidR7jvWd+h6e3UMEKFOZtFCCWK2o4gQLekmIsAELoJtveJ6e8f1dsW6bYhpwhJtdxvjNHXHxYIUA1KaMTlIsKp+KGgqmfP5gpfnF7y8vODl9Rmvr5/w9PSMeVqwrRm39xuu71eskhEt+PG2bfj+/obbekPZbjgtM768vuLz56+Ylgs2CbiWDBFgSkBKSYEPBVvO2FjT4bCGfqgdwuwbOa1YYwBPqoJSCUBjhZgFiKJBlaEgpBkhAjFYxy2Is3AGVeO5Zkculk9MCiFsEVEypFwhQYHIwUYKdPdM3wKbgNN8wrycIEj4llfk2zvKdgObA0NMwJxUNTcvMyjOECTkIihuU7LkpwLb+rkUFJdqSjGwsd/dJN5IszNHywrAEGS4IwDggTUufLA5egh0jOv0rETX7D6i2RaKx/Z0kgk6Qt80Iy69jBJTv65/Rm22//0zQPMzx9H9YxTDA2mHuAHRkI7mkf6jt+1IR6yOKejPSGUJu4ZqcZ5Jd9fefUU/DQhSCUQdjJ4z7hI9DvaQR/UAgypMujHpiaG3udnLP5Bo9lQajRALeg+t/XX71iFDdZ8epIHjZ48AR7HggSTX92doJYxY99HVDYz0s6/JMgVUjOyktz3QoCunr9MyxgZIVw6pqsb2JNGG6Y6X2VSytuMMYBtieeJLQkQpAt7UI2q9vWNdb5pmhgs4WI4ukHLllmcrhoh5WXC5PGE5LSgsuOUN67YhxAmn0xlPL8+4PD3jdL7gdH7G5fkVr58+4byclShm5fLjPCnQrDf88/d/YZoS1m3FHCMu5xNeny94fb4gpoBim4WRCBAYycC0MOPGBZzV3gSzR0QiVT8xQJnBZcMWLQd1UKknQECRVLIxYBHb1RIhWwBrViAqG2CpSNUOF0w9pS+ssGArjCKren9Hi9W3BRiELLGpSozTMmNZFoADrpx1HktAQEIkYAqCaVoQ0wLESTdZK4KNGdu2qQs2M7acseatA1AFl000A7Tab7IhiQWDBpPQBJqZ2lLNsMdWQXzHMJN2Sqf1ckCQahKWmojTpFy4NLUj+pXzbuUIGh1qz3SSxA+kj0e/e3vLUE67sfv1Y9Z4eF52xGYABmfuvcye5RsaUD+1JXqv7Muut9PBWTNpdGPgtrBUCakNrHKl+8qHslr7u+sf2TX2jRnur3gzImyTHvTvvUS1lxQat16/S/+A1EfusZyGj+E83RP+wTECHaHeqeAqWB0EUD7iZx4R/ebBdg+KgM3TuqOYwONoFHB0wjTX474MGxebnNWrrLvDE6dS55Wm7XHA4vacaH4zBLFI8LBrraYgIdY9R0SAggxIhAiQtw35tiJvK7b1hjWr0V8oKDElQhaxtCe6TfQ8n/Hy8oxPXz5jXma8327A+xsoBUzzCU/PL3h5ecXpdMF0OmNazjhfnnF5esEyzZUoTini6fkZFAj/+vMPfPv2F07zhPNpwddPn/Hp9QWn0wTigpJvCoxke90YkOous0o0uahTA7joFtExYsKCJPaKWNPrMKlUEIN6ken2BiqBEJurr7H4JWgqFpbNAjbVZkQUEYpovJJLFmBkKQgl6dRg6FYMHBCEMJFgSpoiJyVV14lo9mspGcRFc6kFVeFNESBakDlhXYEsGbecsa4Z26rqTJXSdC8gyUW9zUQ1D0Ust5aoaKWqNgU0joQadBl0ryKNyXJwUoJJEgwQgs03af9hNhqb+K42a5bEx+twyEDR8/QH4PLR8SOg8Uofl/QYbB47E+wSGjtTXwk51fuGmoevXb0CXW/ogBfQ8X/AmP/MkVqlXbHiRM0K/qlyDT1NZy8OEDtQHAl3B3SQ2pHeWaAvQzHmQWOOzndcex1LGof8odvzrhipbVQCun9mPzX2dR43bQeOD+v/uI31Tbknn+j0IwqOQneqNH/GMepOYupcnIOoeqRhtqmy6kZn/rbJXI0tx1kwqspqU/CMxEFQXWjVfpEBZEgRrLeMfLtprEfJSjpiQEj/h7Y3XXccR8513wBASlpDZtZot/c+5+zH939VtrurOqtyWKMkEkCcHwGQIEWtzPLjze7KJYkgCIJAfDGHqbac9xaj4j3iPWG35939Pe/ev+Pu/pZYkj7iHLv9nvcffuDHn37h3f07RBzOBe7fveP9+w+8f/ceL8Lr8ZXz+UiMyjCeUJTxfCLnkV0fePfuHf/v//p/+PXnn+m7jofHrzw/PhLHgb4XI3BphBQhZZwTeumQQlgTCXUj6i14VJ3NWaoecK5w9D4QatoacskAYOqPWm4hj4pqAiJSVGwSLGFpALKORV1khnxxQHJWilorM+LwooRQiqx5b7YzjRzHTBphGM+QRjosZ1sodXpSDpzPyimdOEVLSTMMluDU6tAZsyrmdobksn7VKpVWGJRJTDEi70rRu0yRRASETHbjlP9NkytPaba/msJmMvSXvozQmrrI/s6M55ZUUq+361iq2t74e+3ztyQefasN5T3N396858V3XfxZnde5603oZQGE3/aKuwTE622b4mmtimmWOmbI2TrW0syUIqZywRONnO0ws460oKNe9tWKuJOjQBnimk+u7a4dk9OB9fB24zd6eYsXmY8KuPPdaMY/g+ZKklqp99pRfhNopLaqbrBFTNEq3Mkkmayfqcpl1k/LFRQuvRr7pbG1lASQDimqn5qm3/5zyOT5XIvPiYC4gMslkjtDjplhjJxSJDvzRNOUicNIHAuXDFZBs+txRb3lfECcRdPv+z33t3f8+MOP3NwcyGQejw+8nM9E4HZ/4Icff+L/+z//h19++YWczB5ye3vHD+9/5OZwIMeR82C5u84xEvOAdw7NiZvdnq7v+OWXX/jff/tXfv3lV5wTQnB03jMOAyEoaRwYzq9ELTVFvSOwp0vK6M4MY8kW7RSc/a1ZNDSreZQ5Z7Vi6vxhAa3OafGwAk0CJZeZIOYlFzwaAlkdEoXgHNJZoCvikJKpYAroVLUkno5S6M1q9Git3ZMhJbFYHBLeWZbuDMQoDDlxHCMvw8DLcGYcB1KMEK0ot2WBlolhNRteSbGk2Vy2tbzvmp4HNQmOAqoFaAwc05SaRnNJlzMRuiK9qJY+aTzaKKAlE93ZMsYvwKaq4+Q7AOMN4JkdEOb9RX2HbxB5CsO9xpr2irdAZ76k/tvQ0Tx3emmqWI93O4/axb3UmNo6X1P2kytjDBPBlxVhlhYANqZHNr4uRYb5g1jqfy0ch6lXjAjlvCR2M2IyEe7WML7MzbZBiDdwZQk47RC/T2pbiKhvtiuTP42ukvONTAVy5fPi5+8ZnzR/m5FWMJ82pVQRZjGWy4qbRZVWXd4b6VApgC/GiU9qjvLuXBGz7f3qJDHVWBHLAGBeWTEmhmQEPkm0ALySGTiVKHC8w3UdYb+j2+1wwYDGiRC6npu7W3786Wd+/eVf6LrAw/MD5xg5pdHGE7xJJf/7f/Pv//7vgGMck9l4uj0iwsvzIyKliuQ4mCF+17Pf7UpW51t+/fVXfvrpJw6HPSlGDn1HvjmQdj3ewfH4TM4DKTtqEKTPPXgjtDlFMiPiEhoUDYCTEn9kEl/QIolISS+j5uItWgKqc/Hky+AkIR4De+9RcaiaGOOCVbVxIpSCC4xyNHmibPUcFHUGXComZWbNxZAvxc6UzJFQpLg0q8XoDJZw9PV05DgeiXE0aU4tZi65qrP3WP624vJe4mu0lIkwp8Syv0VKok+rO2T7Jc1jqP9pNfCbVXkuMZAnAtp6rVba+S2g0QoEOp/7K3/Xv00M9USLGqKkNdsfi2tr21llxQR863tcG8P0zJufLwFmC/Q2gbB5hC1yu563a+MNCxQudKcSR5U33G9XIzNaZp20ZG99Y5mq/JXFIfNCYqKPSyJ78WKQZRNdvqT5ukJgiwfZJC3D0oD/rWN66Q14KGyIC819Z1Iva6nx2rO1ffyF8dnQaqaHqj5r3ae3JJtZKppAuT7nhY3KAi/TBGA1IXwN5LTnElEkl+A6KJx1IZRJTC0W7b9zHBhjNBVTqrr8oll3oE4QZ6oy5z1dv6Pb9aY+E+i7nn6/p9vt2R8O7HY9kcTu5kAYz6SUwJvjwLv7d/z6y6/h8OpCAAAgAElEQVT03Y6UivttgmEYOB9fC4fvUe/pQsfNzS03hwO73gDnZn/geDpyPL5YLMw4IKocugAijKUCp4SSONJZ9VEdzQDvpfD4TsylzLvpnZSQSEvNWWxQCUd2Dsm+vA4rmp2LPaxzHc558GpTW9zfc0gEUbPBiIfsyFlwbkd2FrUfNZPEEnbGlIlJS2aHIj2UNWNxW0JS5SUlzufI8Zg4vp45D2eG8UTO50LQZ9WXOuNGMqCiOE2QpRj/TVLD2R6qxQKMgTG1YtSiJswJlxNoX/awluDhAhC1dKs29EOBbP1ZyprLWLMtULA13nD+G8DU/n3rt0tpo/Zc5nf6ZWb5JqCpNFDnNtrStitj2DpmG00zNxfPuj3St56xbb3g6Dfvv/wc2vw/MyGsxraWO17dZ/PYkoR0Bg9dnSoSzjS5WhnyZXqYpZTFRd+t2m2pDlrJFBP1b4ew3W+7QNxEZJvrZH6UdR+bksxq2LPEsJSDLt2Ul/eY54vJKD27MRtRsy+zPayamKrBcJZmZmlneqjKcZcmhv2m8vDTaF0xIFoaFF8DNgtY5FoxE/N4ysAYR4Z4ZBwH8zYrBv5QCUmuAXolb5gIKgFFzK6TEzvnubu74/7+npvdnuA8+32HD479YYf49/xyHvD9nuF85vZmz67foVk5vR5hrzgX6EOHC55d15HimZfXe87DiTT23N4cePfuHXd394gI4zDy+fNXzvFkGZCBm13H7WFPH/bTHCoWKAlmt+owYBidWiEysTo1wVniz5rj2hWXcMmKE0vZIuImG01Qhy+goUnNxd9ZYk4fijm8mCq8y1YQzStIQnKHRI/TYHnTAEFLTrIz5zQSsrJzVsrZFxWlOmFUT4zKy2nk6fXMy/HMy+vI8WjOG2hEfCwZuq1qqohvEmMqqNlmXN3bQFe8JbMKSQzMspZ0MEopDwHV7qQlu7dtdXsuUHI2TcmsHbK5z6SZ0667cSXZbEo6zb91j1w3yF8j+jOBW48BdMrGUOkrE92d20+53LRl2WfV13pIC01Q09o+1HQyyqQKV0WrvKi2HqZrpzHrpEGaGdZ67cWMXFD9SVKsedhKizA/bWlZJYvriFKIqTVuieP2UMqANtyO68PX+84EtbZYiS8TC77su2ndSBRVZKLpY3mfmYMopxqOXpq/Nl/L+2gjWi3ApZn5LU/rLSDSq8+8OqZBrQC0adDqUaGotCbAXvd1+b6mOdTmO1IAt50DKf/WqP9i8DUSUB7IipKlFDmNA6fxRBpGck6Tk4Urm9pSmxRwdw51jiSOMSfGQVHn2N8cuLm54V//5V+4O9ySxpGUEt4LXd+z2x+IIuxuDhyPJ3adZ7ffM4wjn758Yr/bs+933N7cc3tzx+FwwLkfiHHAiRKHM4fDgbvbe25KHw+vj3z58oXHx09A5rDbkT+8My+uYA4YMQ5WGCxlnFOTVoQC+Gp6R3wpjtYZQce87+YM2EWiUJjSe9W51yKpiiBepih+781rqxKxlHWSAmw9mRdXiqBRpySXxISOI8PxmaTgfI+EDr/3xTnHM6bI83Hg4fnIw+MTL69njueB4WwZAbxXfCgZFMSXzEUmDWWAZKDinAGGE1v5VgrAwCkXYpRFoQCplowBVCmmpFOpgDOn3iyMTd3B9ZzO+3hLinlTSrnYDSzavCVJTOuemanTxX0KwNUzyqo/WQBUC4OWiLSSynkXL8EybzxABZCi81jfb+NOi0t19f3qDMmUS255zUyAVZXQItpfOUoXLEjYmrAv2hd/pUqglQlxy3CXY7xQ5di/EyAVSJnVYlDVZUtW4dpopk5naeoK8LSgdQ0HZrvS5djfEnL+ynHN7bmOYPtdtGLclsS0/CIFJeXivFBdnaubRoUbVxTegrlA52ZTJc0MMU5eSylaOpjQOUsyqYXTThb0R7HluRK9H+NIwipP3ud39LueH378kfe3dxxfXnl9eaXvzD15dzjQ3+y5e3fP6XhEgLu7OxKJr48PBPfE7f6AoNwe9twe7rm93dF3wt3NjuF0RsQRQoeIqdmenp74+vULL88POG+WxzgeOJ/OlhEgK6fhRBoHXM4EB54qmQveW3+oEEToxOw6SSCJkdLi6EtVTtrGtDT5IljqHG+FF8gOxQA2OFfWXUZdMtfiVKQcAR0S8TgyJnOf9mBmnzyS4winM1lh7MC7QHYBlcAwKg8vZz49PPH56xNPz8+cTgPjaN5xToQQBM3FRuPm9DiIK3vL7FWekmlbSmaFmn6mgmSFJ2XKUWdlIHJx4T6DegRvGSqyp3qh1TXdkPCiDlzu/W+pxb517vtUai1gKUuauyTqog2w6HrnvtXvus/mGr08L8sfrlx7cdsG1O0wp40C5Kv21aQwMfft/SZabyfCLJ3UC78vCeZk/FaQJRv8zfbtr9+6UK6eX4/y+yl6BZpWVbh2ImjH3A5zAYpv80JcpL75bx5vOwo04Nu4K69Oz22+cSiVK26ARaqb6iy2iWTjaBXLNKxm1/HOHAKSWu36mEoMRhwRtaJgOJltd6rElMjJotnt/havMUIJ5hRT4RXDckojMVmdmOCF/X5nYLPvCZ0neMfQd3gXeHf/jpvDDVkzx7PZcva7nvzhA33nuLm5KTYOeH5+4vV4JhV70un4QopnvIfDYU8fPLc3N/R9R86Z19dXUhxIJeeZcwZGLpsNSsRUXb10kAO+SB0ZLdH+Mz9s9nSbxzrz4oTgAr3vwXlShhxt1TrxxTYH5NECJwtgK8lsSKMFqia1lDMjCuKILqJBCf2OIJ6+P+B3e0b1nI4jT49HPn7+zOeHB56enzmfxvJ+shEhL+QkxOxKUTYQb88vWK40JOFEixSbcUVNlquUNq02mwFBpsqbUxZjV2WXskPV1pur2QRgFnk21vtfB4zpy+Q51n5+E6TKdfOfVpKY1WB2/pIWVua9gs90v6qB0HrdJc25VNnNnerlr6uL6/jmz5cX6EzKVmNmgx5eAF05wqL9tzFmc7RVpbQ9FXaYh0p7E2n0ojoR8rZ42AXQNPdYSDQXQ9Jm4ra4+Zl4T3fTtq+1VLUK2qzXLqJy2zHOxvr/LuCsnc4nIWVjgu3cxk2k7Wc5t5f3woh5lQrFOG7rvSaamQcgouWs1V/Jpf9cvI80joxjYhxH4tk8ljrnUGdpaXKRaGKMjKMFVVrNEIGIZXwu+Bmco+86nPfkGHl5eaFzHq9wf3fHh/t33B4OqMB5HAia2e0P3N+/58cff6Lf7/ny8MDxeCaOJ47DmZTHklcslfiMxHgeOB1fiePIGAeG4YhI5rDveHdr0fWH/Z5d3xvgnUdOwxGwoEiHR4r9xHkxVZcTghNIZtOKkkiUuivqSvxtYXRKTUIQAy7v6XzAB2+50FLJHJCNaKfcG3OYcnG8GIrLMuTO453D9QGSef9FtazayTsyPe6wI/iO0O3IeJ7PJ748PPHlz6/8+eUzT89PnM5ncsyWPlUE54u6q0hjuaSJkqyWCcJlHB34RJaISE3xX6V+oxeqJYEACmL9a0mWmSkxM1rAuexlmRJx2hqtucYXRH8VQP0tYNn0oGrphzLRqBokWunF/LloWTZA4cIJoSYE3TjPos8JmVbtGuJ+0fe6q+25WH5f9VEPoVH7zZi+XfK+ueMbKskwEcsJ0C7gdrtrnV2YK4prvWDjmmoomvWpcx/1mSfvN5GVjacOTibUaqWSOu5JOmle5vbw57FckPSWM1q8iEpqdZWDrIXEGcFqerdZKLouMV4XWr4TpWSeSyagYwK6aRwbYNU8goG4VM65PohQ69XMrUxdZm65ZhBXJ5M3kg4wjGpqs2GAGAmaEdlZNUyUOEYj6sNowY0lpQlSHRTMPtF3gdD3JlF4zzgOPL08c+h3/Hj/nl9//oVff/4Z8Y6vD194eXyg8x137w/8r1//lV//5W/ErDw9HxliQtPIECMxjpxOR4bTkafHJx4eH3l4fOT59dkAMkWG8xkflLv+wO1+z2G/t9xrqhyPRRU0iyGIzBU7LPZUrHQzpVYMEJ0VOlM18PHqLa+cFG8+cQg92Xc47/BFUMicSXqy/5Li6OhEcRpK6hfLj+bIOF+CX71lrWbwZPWMebT3hCMB2Zur8emcGcaBL4+PfPr0mcfPX3l4fLSccDmiKZcs2cG0GKJoKp5khjQ4zWSf8epBfJHsdLJJGZAI6s2An1RItWIASmh8nEWLgTrnSdVmcXqpgJQtYpMQmQiyzB+nowWb1pbztqeVrfNJ1d+AS5V26k4oOv8LunMh2TSf17S2iUpY3mva0/PO2zIP6LrPa4/UXnMxUcuvufks9b4qF11fBZcKVM345zibdedrwlsq1Un532TYnNCxYfkbsWMZazLLK/MTuuWElhfcFihbYHrl1nUGmGs1X6oEM7n+VYxoYlDmoS6fd7YvCao16Z/OSUPrTDaEuv47A03DhazGOoOhNBIIzRiUWSoq421zFElNY1gKkV2oMpcgbHO2fN6pNy1ZhIu04jWYB5PIHHhX1Bs2lEJhS7YAT8KLkMUzRscwDAynM+l0QuNoOdBcqX1Ts/+O0SSfUkDLFHUCxc2XbAbwLvTc3t3z08+/sL+5QcVbVcw4EvqOH3/6kV//9Reen5/4848Tr8+P7Lod7v0H3t3fcLjd8/h64hwHhtFSvAwxcTyf+fz5M/E88PL8zOl04jScOb2+cD6fSxbmkS54dn1H1zmcB9FozgCacMHR04F3+FIbx2Urf+syuBDIong3kN2pBJW6aplBdURIIB3iOjPSux1O9oAnYxJf0pJHLGarN5NSeWeQsq2pbufQ2JFSQkIgekdMcI7KS8qMZ8ijSSNnRo5p4PR8ZjyfyWMknkaeH194eXnl9fTCOBzJaSzOCtX0b4snZVdsMGmiFapSAgcTcAQtaj5KmYKiZq0MozGbeWJCU66elHVD1dLzydZdIX/V+0w3yprPLr5r0/d8/lsgs1S5FbCc4nikmBlWDOr0RqG6gS/vbtqBiUo027iOeaKllfdfqOTqkaa5bg+5AIEK8A2zPElbLb2uZdPrKHUau7RwU8c3+2jXnwGd925z5OkZ599DKwEsdPoTbpTzDTHeVHHVrzpT9ZbuVUllMQa9vN9CHGivrf1pe6rKGqvrmmsu+q9DpHANLT1fP0t9ytbPuRkmrZSzOrd4drYPufqlvfaSm5DmOZegVMbUAFcL9ov5LnpDESyorjyLl6IumRZw0ZlL2SxCITvWl6vnxDZBGhPjMBKHRBpL7IzaOZet7sqYCtBEMzgL5oGGOBJFS68Zj6freu7u3vHhww90u52p6nK2sgPjiHOOvt/RhZM9S86Wbywl4jhyPL7y9PzM88szp9MRB4zDwPPzCxJTycM2ToZvVSXGkXEczA7iIKfIeD4Rh/OCODhg1/cQStbqAgimrbLfvCS8OhIBJSOpbGUx1ys3MVwWzR98h5fe5jKVktVV6ou2rgWPVcX0xZhuBFx6JUeLpTmdBl6OkZdXA/58SjDY3LykI8/DK0+PDwynI2mMaIR0TsSYLJN2NtuR+rqiq+fXkgMUyUwZAqpDoph0YgvVmKFcCPfEGErDkzasKJPqtrqmScv2l7VbznPpntzGrCyXu25+vvZ95tjrGm48apsNPrsyM631+vvafXppFlo5MjSM4LodUJjJBds9t1lw5K0Q0IBYQ0W+ET15idKsxlm/b+P1JpAXb7R6XHL204PQVNRsgeYNKupa6aH5fd1uVodttKkLtyH8S/XdcmKXqfeX418/uBQOvRUILjih+qyygLVNoG1/u1QnXk7UW3NYz9XHvsxdVidFV7+Xq+b9zBIna/tyrcwb0hUPM6f2aVrcxX6DzNyltBzRVEBNSWOydDOnsxFwNeKhgrkyp2zqqTFaQGc2I7p4jw+lDk02QzRidouu69nv9hz2B0LXm4t0HIkxcj4PJpGczEjvSwyNF0eKI48PXznHyJfnZ54LYfXOcXx94emxR1LEY/VZnHO4OOJeXEmNH83ZASXFgeP5NKnXfAgcdnv6vseVyqM4R9IRlYR6Vwq8GWfuklW0VHWEnIhSWYLq1WdpfwRzsPDiTArCUuRrKV7mcTjpkBBQ58FZ1dGx1H+JKfN6iryeBh6eTzw8Hnl8PqHHERkUiZkYB57Pzzyfn3g5P1oZ7KyIehxWsM2LI5Sqn9mlUjXTUr9IyQZRY7G0csHZ1lIuz2Yuz6ViZ1k5WpifVqqm/YwAiSk3om7vnXlFLwn2xHvZmU2ivf5+jTDOf6stpu6Hy/5ytfPMo5jabIHcRWJfXZP/t8Z0+ZtUbnsa3hpo2vG241RjgKb+agtd9tEMawk0l8aKt9zDL8tCXz0K1bve12X76e/8omqKipkzuiS4axo9MxL15c8O0A17VO6xDZrLe+rihU8L+0KfJ4WJ0oaAb6jt1gC5NRW6+n4FqZfqtIUIM/+d4igqktgNlkAjUx8zUJaNXjZ95VUVQcRPXlA2jXPczCxdVdG6WsssA2+Mo0krQ2Q4j6W0sYKzpJlSKFNM5oYbY7LSAD4QglXPdKEU4UrRUuY7x2F/Q7/bWdxNuXXwHt8Fbm/v2PU7xnHk5eWFnEb6fsd9Sa4ZusDL6wvPpyMPry+cTy/kFHHiSTGSkklVu27Hzc0Nzjny64uBZjb1VQgB5xTNieF45HQ+M6ZIv9sRhGJnELMteKutU0JqcD5jYsyAw4IfM2r1Y0Tw4nES8A7EC1mEmBMuRZCzuYFzoguWmiZGU5nhOvB7RhWGBM8nUwmOw5nxJfH4/Mjj0wNfnr7y9PrK8XSGAVwSXIIcB17jK8fxlXMySc07R3A9Is60V65WUi22pib7sjEa1XVklkcmtTKQXC7SjLXLRbKhMInLPaQ0S9XW6gJkLtVl0zJdAwhMmRAor+ata9ZgUCWRS7dinfqGiTTM/W0Q2NrXImi+6f/Csw2bz0rsLkBKVt8XI1yD4BYRythcuukqpqwdy/nZtC3r5efvgYJ2rGEhVTSgN91QlhetTeqbd9SN6+ePm+0Xw1DmkI4V2k4v/ZJtX9xv0fHFjaU+JIuH3hpSeZZ1/MzsXcdyDMJSwrr+1BNgXvAHb0gqSx1aC5qyeU372wIk68OVLmvRZohkN8PJ/F+FpVwkH0CtCuVpiJzPR8Y4EofRdNwOtGQDQCi2mvKkTnASCCHQdcapIwZ+TjwheLq+47C7YbfbW8S9KruuZ39zU4qY3XN3e29pW4DQddzd3RGcWL4x36EpWZLN8xHn4HDYse97bg97u69IifGxSpLDMPDy8szx9QXNiX1/Y0ZxNcN+JhE14rMn5pGUPJKMQGev4BXpLB1NFgt4UTUHCidWKTOiuOzpXG/lqYNDgjKS0JhAz+AVR0Q4I07wrgPfQe4Zs3IalefjmYeXVx4enji+vDIcjwzPiafnR55eH3h6feA8nok549Tj1eNx5Gw56VJL/J1HgmWkRjyDWvLNUqm7SK+KBVpmJuuNKMUUN+8PYZKCwFLUTMymUxRflvCSyNvflqi6ghZxY+MUu/EWkW+I7jXHqe/1TFuMslGRvdn+O9R1m1JVg1lXJTJdUoq1ZKMz6l8ZQ0WyVnpZ0/LVMy3oL0va3nzfKni5np4wy1BzJ1vEsqK0EdkGQVY4OPHR1SYw2VtmimnEcDZiTYttbrAcU3ODlsgb3lTwW4PF/FrWRH09edNzLeem6eNSCtJpNmUx5L/m6tw+N7QdTYJNi+2boFmv08ufy4ipQDMxDky2GqkJ0apLpqv5zhyz63MZRCUcLuPJxf4C5yHxWqpZaoplGhxavbOKWqomXbUARcGHYGAhjlTKL4t39H3H/ubA3d07DvsbDocD+/2Bd+/e8/79B27vbrg7HNiHQBd6+q7ncNhxdzhwvrkhDmditKqQaCZ4x93NgW63Y7fbc7Pb4b0rJYuHyb7w8PDI4+MDT0/PdEHQuwO7viN4R04jp3hmzNHC/IuaMQ8j2QGd1ZVxxeaVragPThxBlCRHkJHslJADOxfowg46TwyJUc+kOOJ0JAh03iQacSVHGZ5zUh5fznx5fOHPr1/58/NXHr8+Mr4ciUfLXP16fOU0njiPp+JaLHQhoa6z9D8KSSyDQQVqFwLiQ0m4acGhIQve3AtLlgIlMYMNYmUkKCqgyqposR/Fsp+cainuNktBVGalrv9Gypn5oWqvSRe7Bq3OBM1PkyqqMkZvEG2+/fuizTeum2nB2/fcAqKW/r15x4nmbPS7kGyujbg9v3Wi+VPJ6QawXI5Jt88Ba4IVdHYbaKQQM4aJk4LoOvWnU7NKvFa8e0OA51vKhf97dXFtf7crZ/Q1HGkSglZuaUE4l+qjrcOGX9xqpXjN1AldiBMNt1X7XMz++lh6l00ebCKXL6q9fNGdEaV2MQEWlEf18JkfxKK063Xl2uWILsZo09l4pTlQtQJaBjomtWSnGIGc14SnuLJqmogMYAkd88gQM0NR8UTVYqex53dY/rOUUwl8LITFmVk8qamoVKy/WLx+OvHsD3e8++FHbvYH7m5u+fDhR37+6Wfef/jAza63p8/Wt4jj9uaWEBzHfmf2mfGJMVr2532/Z38TCLuOvgtIVtIwlOqc5hmXVXl6fOTl+MoQz3gX6Lxj1/V0ITDuzvTngTFFQhB858F3JJ/JhcP3YYf3AdQqjiav9CJ0CKqOiCe5aFJQb6o+vDMPq2SZm5WMI7PDXKyTwjk6nl4HPj++8M9Pn/nz0598/fqVhy8PHJ9fiOcT5GiJNXNmyKkmeaEmZTVHj1iSY0LAk2WH4skpkFNhWEopZTRgHl/eyloTQSIqyRgR9fjsrOKEYMk9BciFSRHbyZnZC81lh7qRWQkr1HoUlg1aGvtkpXa1QN+KUK7pCUYLMpe/t+q+9vKZqjV9lJHNfZYe1vu5vUJbQtK2mT26toGm9q0zcV3emNnrYt7bUsITFjaWkvqnDUVp7yeFxgjanJNFm5n4yLTXt21b9matTlCbl3ueq8UMlR+CyKS1X9y89lnnQeo9vsG1z27FzfMs6fiKIW/5+vXDy/x7pf0KUyKeSqHlrYFpZeOnr4vxvv04l2P/SxdvjWa2OF04R9RuZzFpeasrLt5vDkfa+Zv/TvXiKZUgy3NW4+0Uzin2mxNPVku7olnJMTHGxDiY1FIlWSuOYtHgKVtWgFRAqBZ3AystIS6DCikn42O9wwVPt9+xuznw/sMHPrx7x/vbez7cv+f9u/cc9ntCcMRhYBjOkBOvxxfuzgec2yFCMZabt5s4T9/3dIc9EhzkzDCcyee5kmSMo2VbziNdCMh+z74P+OCobrdOhM579qGnC0LvPEEc2lmOr1KaE6JDnIG6wxGct6JmrsOTrWJn1+E6D50VLIt5RPNIp4kuB7oSq2IxMIkvjy/8888v/PbHn3z89IkvX78Udd+RNIxoTgXYiz+XSJFM7a8qpETxgMMcDtS8g2oVyyRKJtqzKpZQsxARFfMRrHnXWkYvixSVqU4Ey5U1ZcxTbhx6Kidf13azYksJcSkAWQMo27i89rgmkWyFQVQGeQpYLrcvwvzcqH5s9t23HQi2jwvJZ/V5o9eLz1Mfa0b1jcPmfGP8umjRnJ9/n+hR2cvflvpakGnvNwNvC+gBmf3n1262Nb7krx2NlKEVFBZnL5pffG/H25zXafgtAlwj2XM/VRCo17eVQFvOf3np0q25iv26mKu3Zuevz5zdpwXcxYkr9yjqhjKqefpnoBYuJR4zpWjhdir4VYnE8p3NirT6zN4MxtUZYEwMYy5xJxkpthiyeZXFYg9RzC7gXElvghaDs/XqvKXflwI0t3d33N3f8+79PT/9+CM/3L3j/c09h/2h5FPLpHHkfDpxyom+CziBD+/fkZOBYCyOCCEYwIVSmmCI0WKAzgNakmeqJkIf2O063r+/R9MNIZgzQkwGBJoiQYRd6OicoxePF0F3forFIGU0x2JkD/jOAiGDClEiziV8dkjo8cGTJHFKA0M6I2mkF8+tC+xCjzrP6yny5fHEb79/4h+//84///iDL09feXm1UgcpmfzinGAFbqo9zVl+tvLmYhYD+7pkik3GZ8zbTlJxAohkkkkhmlENTGBTXLUpLvBVhlBpUs8UDUSNu8iIZWgQqK7zFmbTctYl62jVmnGpYrsWR/fdh5bxXgDWJXEuZ5o22/v40pFgeW7r2kkFv5IsFt5ouiTQ6yEtz86A8E3QrIz59ogX1HQtGV09tN5uKdks7zn3E2qDi9f51tjevH9zYXOjhdeZzpDREtGJwNf29RkmIeYvjkjaD7o69X054NB6fUvCv32NMksSXHwu/66GdTU4dfHzzDXMP62fo5nrsoFdmUcr5a4kTZTE8CAlCwB14RcmQQqYaZFzkpAiDEPmPIyMydRjKZnx2zTpzqSEqqfQ6sJsEfE4Z+6w0TycxDt2ux372xt2Nwe6/Y67+ztub2/Z9T23hwMf7t/xw/09fWdBi8MwcMqJOJwZhjNfg8M7IcWRvu+J2XKDeW82IRGxdCpZLZW/wpASabScX94LvQvsdztu7naWOidFch45DwM5jaQhoREC5l7ddzt86Bm9zb9mSKPFw0hOpCAELMOzTaegOFxwEIKpnuLIMLyS0kinQu97+tDjXMeX84nfPn3lt98+8tvff+fTn595eHzgOJzMtoXD+8JclK3iLHrS9leeCaz5lUnNQGbLTtP0vlUFlUT2BjYleL8wIqBiqkIpuiz7TSdWR/Pspm/MXKlPhDCneIEan1WF4JoJwFSrwrzscgGnct2mXWN7z2wSyZL6Zp2UZGl6bq+bGbjvIrob7a46ISxbtYLWkoVuGk6fJ1o0Xd08zDaw1euXJGLpsXf5iDO3v/1ctcPr1HBr3qYMAtOplkjpdxLk9TinfubNsJZQ6t+LeK1GcqD5PBHvqSspra/7e7XqqnrTKtIvfqtIvupoGktd0FUWX4AG01zVZ17P2TTC9ftZAM2Vh05QXZMAACAASURBVGh7kKYfaCZv1fGqL1k8QxldUZ/aDLpppqtX2PK8pYWPSQvQWKxM1lT0zZZfzAGkEmtRYmicgHPeCpR1AcQRc0byUIiI4+Zw4Keff+aHn38i7PpJEskl6FJzxHtHV7MuqyKqJp0Vu2JK0YI8Q0C8p9/t8S5YX+Km9PoO6zt4j6ZonLSZGHDezmnORIU8FjVhNE8xJwHve3zXI/0O6XoESwiai6ddLhKjkMhEUslSnMho8cYCG6+OAxITXqF3ga7ryd7zNA58fHjgPz/+nX/8/huf/vjE6+OJ4+lMVEsdI97sHLkY7JOCr/pzzfZOahhmMzZbMwkhkiRTk9AlzEFDyVaDqBAVwdIL6fS9Sst2TZVifM3KLDrtpVwCMwWToMxVwAz7lZufo9ZrVorqGl2/yuLvxc74DqlHCjFe0dsFP35BrL8TZNq2S1BpKH29z8U9ll9aldayv0uicd2GdA3oVoC34lnXHrH/HceJzWdsxh6m9AqTOm3yK7lA2/mQC4K2vOVMjZ0UHez8VEsEXz3kdGFZhNUGJNJObpUKGm+qa8filDbXrnkEq8tyCRRv9fcdvy8OY6eMo1pnYfhGB1fvu2SNSteN2q+ShxVDIcV8qe1mlIrG1DnJWmw6KRe1WeQ8VvVYzS6AeXQlRYdMFDMeCoKvqjNxU5aAOpa64roQuD3c8OHde8Kut7xpMTIcTzx8/cLOOTpx3Nzs8c6Z2ss7s990nv1+R+jC9HzOOVzXE8SsEuJMshMndM6jIUAp6ZziiK/lDMaRnEqiyzERx0iKSkpYeWMXkNChzpO9mxJn1gJgWUrKUpsQYk6MeUALMc+u5GNQRbKp3YKCl8Ah7PHdjtcx8ufTE//x2+/812//xR9/fuT4dCQNSk4Z50x+FKRkUbZ0IUkVssfl4qafU32DJpwWycrun0DNM66WnVaMwFhiS6rPWfmdqfaMAUdZRsVQDdUoLNP6niK4JmJbYm0mqUGZd7ROtnQRm7+6rJ1bOcCsbAlvST3zUe61Zmy3GN0LrvsSTBZ1r2TZZvm5ucEmmC2lB1k03SL2l4B00eKKRLUJTVqoUDPeLWq8faMVWk0Dl+XX5gigE8GuBa0oN6wOIUsLhxQif31Mi7bMUkRdmkitIV5bN665k1Fs5m7aaZpkFZ3vMbkt14fdGpdA9TLRKVVt7a1ZxNPlMn+u3mWVGys5waybOQan9WBrnRrmMTSLtGlLHfvExV1eUudqufea/qaa9s2YRVBC1a5jCTRz0Vi42W9CXeFKheQVV1VpKEqySplJidlcY2NKjJURUBAtqiIdUMn2HQMWnJg5QfI0X6iWPNJmfD+PZ56eHjncHLi7f1e8XCAPI0/pifF84vnpK/e3N/zw/j03t3fsDz27XUdSxYVA2O2g68B1E3OjUs30RUYr0k1fcp3F2DEUVdzpeOJ8guwTLoOP2eJeBELnEW+lmsegZK90KdFTMn9lB9ohqNm6HORgLsyaleQCOVg8jkZFRrV0QAn23jzkOh8YxsQfX574z98/8h//+AefPn3m/HwipYw6we29FR8jkTKzNFKND2ksyGBSTZVOswxkfPEUq3vKm32p5LtTgGxyh2lAM1Hj1Hqyb4gvthimxaaijJKnPWbF3kZqqiNb2mVvaZoWtkzbTIokPLNfFlSMpelhJvCy2hwtybh2bJNtlhutkXxqEbSF4qD50Kq+rOklwZk1JXoxANUK0FqyW1OYv0o8ig1QZnq7BZbN0KcxzBRtdRQAN1rspv5kem+reazPuFI/ziDZ0jIKJpgkawDmFiNR1dlmczFf04QuoaN5os1nWvw0TbYszk80tkgnb/V30V3zb42s1UaFtR7icmwtaOlFq3XQ40L9RTsDds85xmdxk3amZhCU5e+LSwrQ1GBV1aI4rJ+by7I2EmhF2bbbyeW0+hKlaa7t9VcXyGqwtf9csc9UM41Q4kU0k6IyxmwGf00WsChpym9nruSWnLIag0WcZRAQCngoKUbE22/Ou6JKV15fX3HuC4ownAdub+/YH/b4rkfJvJ6OnE4vPD33jOOZfwue+9ufCKEnFW83cRYyltNIyt7ulywvsU55pTLeCX3XEXxP6qyizDCcGcczOWeyG3GqdCp0YkGnruvIzhwTNKdS9TJDDjMjVdRMzjmCF7x0dBIILuBCZ+85JXIayWq525wmQggEH8gZvj4984/ff+c///EP/vzymfPxhGbwzgi8aklomUZjAxRSZeLUUg3lomJUst1H7J3ZZIdpDRqTpjPhY7LmzASlZVoBba5t17YBe/FWo7rI1zmfr7dszu3VhYmbYr2q2rYS2JlxmtZ8QxEnKai50xX+d/u4UPmsTy+ZXF2ebL7IRft1mxVeTQzCLFToBLCtK7WRhOtAc3no4s/mzduhLZDkSl9sPFvbqozxQlW5OgKLe80G+k2QmUDpeqdrO8mbMY4NobyUXt5oXhmAdcO/tNKW99/qYzkmacZaJrd1qd5oP22Xb4xLNr5VxtH24MbKKWzX4u1USU1qjiq1uAiqq7NMko/gzBW2clLFEUASZkQXC1LU7MmpSjaJRAIXEbIRYDPQGCemineeLnQlGr0Ea+aijstFrVoTV4oQNXEaB/LLM4glAt11Hbu7O27u3xN15PX1idPrM5wSr6cjMY10XaDve1KCMRVAyRbIqS4VycFSyCSp3H/Ge8EHb0Dgbay+iItZU+H2FcQRuo6+7/Bdz5AhxYGcRyzQkanq5mwqN7tPFzoOTnAu4LuA66zyp46D2aFiBE14B5038H99Gfj452f+/vEj//zjIy+nV7Pn5FJ2WSCmZCo+UplvZzu9JDpN5BKxn8hqxv7aVrTu7erUXkpQT2AzJ0HNzIGUVcqZwGda8mUTVm5Z8uTSbMzNHGtjP9f9opOazJwJZNrLOi38eS+5cs2k2pUVy1bOzZLEXyUC28elJ9nq89aevLj2kkouu23BSFkD2BbQtHR1Pc7Zq62hRGsA0PWztUDZMtMrTmPjaNV/8+VbRNWORW60dg3Nv21JPW/g14Z3mblErjppV9ZiDG8Q57pAa5s641vtW2+2dZsrILh2GmgGtXWDmbiv3oYs//nmUatWXms/L4HvP+prlElH7urMlczBltk5y7xQBOOOpWbbzc5cnbPYX7VYDfVaAEaJWa3evIIPFhW/293gXCArnOOIjpaWvxIfJ+C9qXU0C0OOjHHkeD5yPh9RMrt9z4cP71HJ7PcdL13AkdkfDuy6nuCDcfypVAnNlZuPeHGoFYExkENRTaQUcRFT6aRk9iSgCx37fkeMnigWexScw4UOFzzOB8sCkIUc1dRN3tH7Huc7yJbzLRUVkXeeXbfHdQEJHg0OyQkXA0E8Ljic8wRnNq3X14GPn77yH//4Bx8/f+J4PoNWF/Qy98lsNtPWq55hhXiYQT+XktwzbFg/JeamSF+mvBSCmppR1IA/F3m4JLI3EJg2kRb1aLXmMO/HohqlUbmYJ9wsnczhBlIkHNtj7fasUkxLxFrH/u0F3thw9HIv1qabXTRq9OmYbExTh9f33QpU1pJQgce2yfKjFmmvXKAXN5uV2Yvbbgzq0gV6arm48WyJZwHii97Xfbeg+KaI1czDBP7zNbNVtSWOwtITbXKDLR22KU6uHBuP8MYg/+IxLdSyEa6KT9rMpyyvq3PezP01NdeFOm2yLzU/tu2kAc0roDpfdI1DMs6wbkCmHpoknOun1ZolgCl/magr4zFiZCBZCUcxaKuN1yGm3hJBU2YYM2OMDIPVnYlaMwAXHX4CRitH7J2zXGe7G/p+Z1mQs+LV+rD1V0zEAr6z2BpX/ledEcZsPk6ucxwOVur5/u6W4f0PiCbe3Vo2gb7rASHnZEGZGIjUmaqeaoIzQ/0wMgwnlGyJNneRzptg70Touj3eJ4I/oBqRHEliflteHMGDFruMAMH3hO5Av+/J+cwwZDRmnCtG7dDh+x71jlGjgVG2cgN919M5kx6Prye+fP3KP/74Jx+/fOY4jIgLdHicDhYHlC0hZq2rMhUMK8RKKogUNZRJADP7q1lMqtGSR0BM2aV4QkmqqVnnTBJSHQfKeqNWOZvpgZY9YEA++xzVVXbB7delXpwK6vBqqqCpj8aWoxMwVZftKhkV+lSvX+yneV8smLQtJ4KWQG9w8m0Q6IIErp9uLQUVAHFTK12QipbkTi0q4kxXtCq1Zd+Xj7FNW3X1YQs0FnVrFk+1gMpvgEy59i1gZqrUCdT0NBfDasYx0XTD7RrE/03WW2dB41KOWRH/tw6pVzQvRSuRabkkWTz4ouvmDU9S0pV7XT7G3H4Gu43miklz00KZZ23Nadipy425FHbmJ5gNpRt9MW8IN70wU7GYqsMa2LoxHXtND2IBnMUHGCtwFsfIaYgMMRoIlOy/uSCGJMFlRVPxABNL1S/eVDUVkyv3lHIiZ3B4sliZZxErqSwCvuuQYkjPWPXGm/2e0FnZACfC7X7H/WGPd96qfMZIzgnnLFbIi5Qsxh5X6uPEMTGMVo5A1bJLBlEIyeKLVPDecoWJd8Q0EGNiTCNZHbjAznd471EJtle82WL6XU/MSicDWayUgDhBvXm9ZVHiqAwxQsz04th3nuANKF9PZz59feDPL594PR1BTNKSIaFapJpci4wpaC5g09ovzOJSHZF1sTIto0MFqCwGSlks7iZN+0aLMbgWW264X2bwqd5n1D1WbTN1v80Y1/Tc7JYVLZgJ4gwi1ftovqYAkqy2w8RJzkf7TZsfN7LbLPbPWippG+Tp4do52T7mU8u3YF2sQakd7ywL1Tlnce47gWYC0BnZLsaxsCW1n8u/dRhXnnFrDBe0jcqfzL+G9mXlmiJidWmrT83Nb/XHSui3QEOpXM+yIucsLOji+zcfjIrIsxqrskIytZjbVO6r3QWLWjgbfUNd9OX3sioW/a0Wujb/Lj7WIUqzmJjnRRAuNsy0K2eRtkZST3pumYmN2WLyBBnWRzLPH3GoePNGEot9MHBOJIy7Dupx0qEIMZ2Jw5E0DuYYMELMJU6kchc5m5ttCvikdDIWr5pE1DM+ekuhT7UVYWoajWSxomCjQO+ErgvsO3Nd3u133Nzc0oUeX3guEWHf7bg93HLY7ei7jr4ThtNA1gHFvMUMYAyQTEUV8M4RszKMw5TCJqdI31kwatZcAhgLMXOONJw4nk48H19JOXKzG8FBuCnvUB2jZryOZD0jBIJTggjJO6tt0wXUC6NaJoPz+Uw+jYSkHLrAvt+RVHk6PvPblwd+//KFp+MroiN9AYGoSi72spQiOaVCgwRVX/bqHKopWQmU7Aqai1rMcpu5SUtRpNKSAw1MnTYpz8TS1djyNlnCqeC1hINKibmRhBSJyPb7pbqGXGSRiWmqG2FK5dnwWrP7cgWXNfGy2yzVbzLtzcZ1Z/V9shPVvbLaa1sEdfksDTHWvN1W83IM5br1+LfUbjNPKbRSTOvJ+z1qrPp7vgCqeq5xY23p80JyagNwc9P4ilSo7XxWcCs5RzbG+R31bHQ2/hTOQ9FSl8MGU7t1TdTvxfGdYPLWIc2/84RWDr5+3ZZVqgSk0wS1rpf2YbE8VsA4uzKv739trPOY2muWnmplAzTc0PSvLvvYAsf2yMXNt25FWXRcfI3yvOdrxl4tKrFsGfGJydLAxOFcKkV6YoYkUmrTlPGVeA7LmxYQb+CYp9QomWoQ8s7Td4J3cI6JUY3YZVV8CNy9u+f2/p7b2xtudjtubm/xXQ9ZJ2Kraq6x3ntyTlM9Gu89fdfhvcMV9aD3zgIfRSBlui6w6zrSridFC9z0jVeUK8+T0sj5+Mrz8wtfnh9JKRJvD/TBs/OBLng0JYZoGa49GTwQrCcvzuJgTC9Fjlb1M51OyJjonOcQehyB59cX/vnxM7/98w8+f/1KjAPOlwJzcSRFLHN1KX+ghT2x1W5BtNpKMpIR8woxm5xKSVljdjYpIDOVOKYCCnM/hVB5lUI0XDHkC1Dzo80xNbq511bEXCu9L5kFKi1ccc9SE3GW0VVVdeNmM7GQdUQtP7cir804qoZBL1pe208LxrGRDBbOT+sOGnvVkufcaLtx74UWbwLGLdDYGO+bktb3yid1XGuRZsOG04CkveAVwF2RwMKi4ysAhlRbgEzqIVPLVJXWFSL9P3400gbz3y0ReXVVAUtZEfBlv3M/K0ljWvDf93DT/Vbd2SZqfi569KriajfW+t7fOjLmbixaJYmyAKQEXpaeSr7DQnhSvdi8nBRSTIzjyBAHsnkGF3Js6hiZ3rn15RDwDgkgwSSulEpseTZiFkolzjE7Rj1DMnVaVsX5wO39PT/9/DPv3t1b2pi+Z9ftLNLfeTP4p8xwPpNTRHMkDiMC7Pp9yToAmiIxWroVD0VF59n3HeNhD5LJ0dOHQAglV5vlW0FTghjJYyRGKzl9jme6znM6Dei+pF9JkeF8QnPG5UwXOna7HUEEhy+yZcZSKYDEiE8J75Sdt5k7nUb+/PzAf/32kY9/fuL55cW4Zlfq60SLZYrJ1Jla4KD4lpX3Zu9Xm7/zli9lvavTgBig1FZSbDtZzRkCpEg8tgdCNRdULlXmmKhZoHdMIZ4XYk27D1oudxmxdyG7NNqCaV//N+hJq+IWSsqcCfSaO36j76U0csnuLc4XD7up3QZN0qbtbP+60qbtuvS56H+Djr2VMudbv09q2vY39OokLaB7heMTbS6/Tw4Ca9R+s2fmp6/gY/NW1DvXe/i/c+g87i2+v5amnpd3w5lvHltAxEK6qP9ee9a6webvb8zK9IKKCC2zWDqvhzmX1IWVctFXua6q2qp8M3EdCo1q0KuQG28hhakc8pgTY84T56pTIauiWim2kc6bajQFIAjOrOjFRVchF1tOsYdEFJyQI9VXCkTouo6bmxvu7+7pnGfnO/b7A4f+wO3+hl3fA5mX12dSjGhOBO+5O9xyc3tLt+sZh5HX88DxeDLpp+/Y9Tt8cITOs9t1iOzQHAjO0ZUSDilGcsLS36jZifrg6HpPFF9oacmtlbJV+RwjMSfOLpDGjATofEfNoO4yZBeRLARVKwbnoAueMY98+vrCf/3jI3//xz/5+vWJmMdSX0cZx5pENBOzSRM1U0DSNHm8VXWX1MUy/WdSSdFyTIQvl01fIUmMD6EGfrYSD1Vq0oxW1+5pGeeJQVINtiJaBqr5VIlxZb5aj6nLyP8ZDWoOtmn8VKVSvbq1V817Qsv+ba9pifSlIX+bll7bs+viacb1l/svQKn9IKu2ttYubS1tn+1YWnrVnGtU7P8T+dv+ctt2/pkHObtQ67IZ36NGa+Z30X99qQ23+1dFtr9+rFbH5kJpT7QihX1YLhg7oU0WgO3b1nbNMN5o/sbwZrivkkwB67kue/lXmua1vzeA0hW9evXaUXFlu5e0JY37ucPKBFsqGaszMqoypsgQR6KquQ67APSQxVQ5oiV5J2YjUetMvaJerBJjzMQYS60YC3L0ISA+MxbCWb0fxJtBPhVbiqZMCDsOuwP3hzvub++42e0R5zifj1aRcjjjnHB/e0e/23FzuCULvAyvPDw+8/L8RAiew2HPzU1i34eJcHrnpvxnnbhK9cgpIcFcme97QXYeOXQ8n48E5wh9sABJNTfiPuzoBPb7A36/x3d7k94cRBktW4ImHJ4ueDrv6L05JH99eeW//vydv3/8nc9fvzKeB8Sb3BFTJo5Kirl4nxV5QotRHzPw1wVonmhM/82caFWfaQEdKYTVUeONLAi00sOioCuYkl22dDqS7VkkVzaDWW0i84JcSC7T8i5tCwhUYtQwSzOnz3TvSeO1/n29jdoG9XMlwC03qNt7ZgK6jZPXFdaVEdwmvJdqtA2aqE3/raRT77yJQTo/xwTYVxjjaUhv0+LrHmzrCbuuRrPXW9fDLLZM9ipZXhOuonj5OxHA1Q3rzSYVUAWcVcMl8Wf7zVPnWxaLpO2kwUpmsrxemav2C5m53KRc0kzNgpPZno3l+beXoiwX+3Ru3bNM/y29ttpjNQltt6u3aVmdlVmuMcCBUuSoNM9TP2pqn6K3H9PIGEfGNFgdGnE4HywVS7bU+bkG7olQU/ZMDmyYGi7nXGwqiZzMjpBUcVlJzq7zxT14t+vp+54Quslzz4mU0s033N7csNvtSEWfl3Mi54SIpwuBXd/jnWc4n3h9PfL0/MzLywvBeWIyCUgPu2ILKXYfV+wqYvYIcVLsLK4k6OwIKH08sD+dSONAV7l/rM2heK0dDgfC4YDvd3jnbf4TJB2BiEixVzmHl8T5fOLL0wO/f/7Inw+feD29FqCwYmsGNCbZVKBJulzhCya6AUwpks3svmwKstyovS09ikk+MjkY2HVuIhD2HvKUDaAutrpjXJFKPHPak0o0y55ahE2UU4W50vbHBTM4uz/b9qn7o8opre5EqRmsqXSjIYqtZDR7Mi13oF4Q+sXJy99sVq78Pg1r1cV1gr+k55V4t8SvAaDp7/J5Fx01U1ptassb6uqaNd3U5rptaN8gak3L+dyGAIgAYZ7r+cVuIvvFO5Fpcc0+2xcWHC4BZNn7vARm77KqP6xCgKNWg2u7rMDxBvlf4M82J9CWPrgKNLK4YHN9boHqIhOPLp+xbjBpRJjZMFg7nee1qjuWW8ZNfcvEXZgh3WITAjUVvJZ7Oyylibps6RxVzM05jgzjiWE8MeaE+M7ysOWEakRkQIiIOJzrCsH2Rf2EqX3U1G9W2rFkJ6hVGwuBD94ST4Zdz7sP7/nw4498ePeerrPKlNl0WkUCCXhvgOm9o+s8Ih1dCFZxU6yswHgaGM6jJQqNmbFE0ItGhES/26FqTr4ZJRWQNJuT4p2tA9c7/GHPToRuGEECJ54hnewtuEDne4KMuODZ7Xb0u4DfB8Q5y+81eGSIJsF5B+LJ4hnOI58fXvj94x/88eUjz8Mj2SV6DqBiaXbiYE4JOZlbss6cusfhVdFc0mqLAL6skTTtAFWTfoo5vyyzDBqxx+7Kr9nSDiFQHAqkUA91FuybMRCbaxopGW9EsaZUKrYggWnBL61H2Djrks5MoLFIaDnZgRuCqrM2YVYlz880ZR9Y7cWJVAvFI8F+rZ5sy8ZvSwCXPV8ei+DuBX+70X4tJUzDuJQorPMC9VINqLMTUNWVmlZp7meChgWhSgv4mj+vbGqF6DoTlRdta/slnWZaN7XvS+bIfgmTim1jYlp7yPolXUykzhPzPcdEnOsC0owRJmYQkSlb0za46uXYqo52MUUy/94id5XEqpvzPBfLB/teI/33HNUrp95wucGuSTjLY+tsLXM39V1eu2tUgIplBy5kyshEzoyjpedPYzQbhmarzJmS6fXr2y59ZCkY7z2qlo8sxmQquBRNRSOOvu8tdsYH1DmiCF3w7A57fvjxR3759Vfe//CBfdgZLFWONGdSGklpJKvF7lhqmh0xukn9l1MkjZbi3+IoPX0fSCmS1Eok15oprpQUSMnsEerMMTiniGWR9vjg6IsbdU4Rp9nmICWyT+AU3wneW2G0fhcIwUGO5p2ZMz5HyJa7TKJnyI5TSjw8PPDbH7/xn7/9nYenB3JOdCHgklodnKhoVAuu1BLLL7PHl4GOQ0pBsynmjyLBKsVeZy7Ps8sAoBHF6g3lElmjU4oic2ygMB6IOZvUnGnlh8rWlLVWPrt5X1buW1Zsbb2ius0viwM2RK/lwSbbUs0qPhO39fUL7rYa3isyNTRjAtIF0/o/s7M3U9tM6q4ViDSAt04bszWWCTzeGOjczZIqL2KHdKvFG4dO/yxuMsusrUdaXSuXY2+7CBeCR3u8ITRcvEiuPciSxW8ev+m/ofIVQETmhXulzdxVIajLQV3hIiYl0/xj21aXz7Ros/78l45ZMqnjMMlm5gJt6LOS8PqyuHy+eUEqxfJrLXVunpsFZFvZPHXGYmPJMaM1F1dJ9SK5qMbUgjHNvd1bvEwZRFJLepljMtWVGEHudju63d6ABkv2udvv+fDhA//2b3/jb3/7G+/fvUeTcDyZPQasnHSMkZQjTgQfHErHMISpKmhOkTgODM6CI72H/a7He2eqNs30ndmLLGDTiKRmCwJNJTttztk8yyoHlkYET8AKwZnlyzh9Sl61EBw+OKuAnQZiVEQTHeYQ4Evg5BhHjseBp9cjH//8yG9/fOTL1wfGMc48VUpmo4k15U6RWjTRhOaWl1yj6BtvKxVUXbHHWBxTVabO+2b2JHNVylCzwVnsVl3vc6mBumKllXpKzyI6eztuMaHr/XK5eieGquGpp/ZT+GhhnNoYmUuvqVbBVu8tDeCsN/h87ylVzPYAL3//izbpTbvImnY1fV9pXsSD+l0r57GgeNPr3qRNurynLs9tX1E6a2xEc1zfVtvGYWFam839lbXN5o3JvFhAq4V2hQBPrd58TzKpsxZoWKUe1tLFipO45qX1JihcbpJ5U7NUgcEs/TBLQn/1sDU8KRG4mEOgVR18s7+KvTqD4+yYbEShzRCweA/lPlHVqlYWoPF0hTALmrB8XIY0OMLk3JsUJJvXmcWDmFF74oal1LHxzoIlLXUAXR+4uTnw/v6enz984MOHHxhGxT95XqBUyEzENAJK6Dxd1xlX62zOckqMw8BZhOq+HZxwd3OgkqKcogFAKFkNRHFOSCqkWNRHzllGBFHLHp0SGm2uOhF2oefU7UnOyhi4EHDe430meGMbchrJMUEuRc2cJ0hAJTPEgeeXF/749IV/fvqDzw+PHE8Rk1BKAbVkjgE1wt+CJSt4NGzcFITJ5EzSqj9QyOJWO6O4YFMN/MU917wFkCLRQAWoatthMuQr2rTJM/Er7S6WaqUNK/vDAjDqom3WcevcUK+ze1+L3auUTdtO6myYGnnWLa3oa3PN1a7/GrB8z7F+7uVx3XpueNmAsZY31WDoutc10G2wBOXTSlKcvrS/z/eosT+tTaq1EbUzvZbqwhVs33j0wspDdwAAIABJREFUJQUuS2huV2++8QK3nQbKZ1kuSpkW/KX6qkbQr0d8OdJGnP8LoNBi3GK//A8ere2ouo+Db7jJZsjfCiCqACNQY6Hs/0pzm0IqCkes1YPJEUUZk/2XFEQs8l+dFFVWgmg3cPhSjdEbCGUluzRxV1qId015oyjnYWAA1HuSgHghp0weIxojnXjuDzekg6W+15w4HV9o1Ys+OEJwDEOVSC3n2vl8IsdIjpF+v2PXm7t0RhjGgfPJQMkcFixnWc7muhzHiIpHOkfwZvupruUuWQVQ1NH3O/aaiTngvOBDB84cI5w4vCvpaMSkJItLCTgfyqt74nR64cvDFx6fXhgG8LJHZSTls0mTyTJpm+xR1oQWx41cgmNLhE1GzfalxbkhmxpszuZcV5BiGSXMdlYlE0u6KVTXaKj8MWhVYQOti3SlBOYJh6WzqUyM1uqausGxN2DCvM+Xdsn625JxsvPLPtdF02h+b/v95tGozv6veM/KTDu/6RFmjepl2zi0mJdGfJkcH9rrLqWjxXxfvKNvHbrsG1snCyaHxVAmAlbpTHuE1oNsy5tsvtUKJDaouPEh22Czgo3pAnGzUWpB7bVtXSmnFjxb3WN6wTPBrsC3Nc71wp7Gt4iPmT9dzskSiZZloy9utwCYbfArqolp09UB1n6buZlzhCzGiPpZkhFpXLmLLawQHKdmF4BcklgOxDRaFRInE1eImC1AKa7OYmolSaY2U6fgAuIE74WcfeF87FkzMMZoY+06JAS6Eu44xrGAxcjOefa370CV0/nI6fjCeTxzPL5wPp9IcUSDL3NkqWicE9KQUB3xXui0I3jH/0/emzdJkuN2oj+Q7hGZWdXHaLQjac3ee9//W+1qpOmerjMrjzjcSbw/AJCgOz0isqZbWrNlW1dmutNJ8MJNII4D5jnhME84Hl+l/d0o3m8gvfQ5I+WEEElhHxBt7oiQOWDW5Y2RcLffYYZFad6JtBYCwhAxjIP8HhLSPAuRjAE5RCAxTonxej7j9XTEPGXV45GkPtAo2qkgdioYxxILSpBUUXUSma0lVMabsiM0heQrchdpSCw4EtmZ2IiNeSXKhpWtpQQTGaBUtqrsB7MAceVWPUdtLPYWd9Z5XJ1a7G+GN5pWhKZsbWOvqYiC3dTB9p/CV1ond0ZbZrshDtfLDYjaIXRPTHyHLZ51Z7vTvgxlCTQX4tOyqO33qwuiRqhWPci35B/5RfbfeDtbF6a2ji9DbRx1z/pCWBn9thaoGNxrpWZTOsGsDtEZ+Vo7THec7Xs3x+zUU4av/VFqm9L4YY1ffjseP82tq7U+X3JandldecAt6lT9Nrv3pJwiYXMSFkSRSOwxxSLEgKRfrrp7qye1kihX8hlpPmHO56KeiST3jjgwOEK8ASDZJyMRJLWA3DkRTj7qXRoGkrQxMZA445RmIBAGBu7GHR7ePeD+4Q40UCEsSAnvdntMd3f4EgeknHA8H0Cc8PXxET/++AOGqPlj4gAeGURJz4IQvpw0GVlMmKYzTsdXHF9fwGlGoD3GgcWukRKQJRcPRSEmY4zKx8hGOAOYc4YlFhsDMNIIxAGBonrhias0xYBhuMMQgSmckdIRmTLOecI0JXw7HPB0POI0z4VogyVdALLavjSwP1TtY+H6LSEE6xjNVkLIxWhMukVKOH8ypEHFBiX9kmTPzGrm1zxGTJYGWskNA4BkcxUJS9rLxSWgIj0jUHWfbiNsr3JZP9d9XJxk2kO+iursvm2VIlU67dbfgM1Zb28ot9e82oyuFTNqpISeJsPNndxXKuTnImwrp4V8iaBy8zsrIyOF+tWkk17Pm9MkarQiOPCy+VV/1knXjdD6MqRWOB7lTlA5dyoDM+S46E45lKJO07Pk7X2iLutCXFqq+9Eb0xyXtKAHpV0sXJw7v1MgBwe172AugrXnpa1n3eQSmK1hmZuqQkoALL6V6x8gEWqYYVlKArEyFbMExsyT3l8BALGxZP0vhAwa1N4TIkIkgINc9INEGwAglzSJ2mjPWVycg0YH+PNf/oJ//bd/xX4cMJ9ekeaE56cXvDw/45//KWM/7DCGiHmacXg9Yj6f8Xn/BT/9+CP2ux3GQROZDRHzLGH/85xAJDaj0+kkP6czpvMJnGYhjPOMNAUgCScViDAGcZ0eB/Mmgzg2MOPMcvPf0htHkkyaFMyZQ9MX6PuBNRVEjJgYyNMZ0ynj8emMj1++4uvTM47TjCmJW3hKDM4ByIMyABkIXC7NQiWVgIAMdQO3TaEIIxvzoOvNYCRiMKlXWTaPTLmE6fem51eZLO0zIJezDQUEh/fqza0/tngO34Gl/3rmzvCDT0vQU1lVB4Pakjx3bC8v2t70BP2dCA1qqmzPSwqI676L7PIGldz3ln5Ug77jwhYUl+oOFdF3pJLSIRokWHK8dxag8bmm+nF/ERd9Nq1cCIHTk74asoL2YlkZTitbVdUblTaqYMrlAFqf5Ra+SiOkLqbUtOfAZG5gW9fZPsAmhbTw6x9Ktdk4YUCwO9mcm0u3MZ4MM5IykSIvTfnMkvQrZWUHyIzRSSINREs+EAsTUWgm2V0MASkbrEEvXQ4R9+/e4aef/4R//Z//E//P//f/IgbC45dPePr8GafTGS8vrzi8HsBEGEPEGEbEMMC85E6nE86nEwaKiDFiGAaEwJLnJUZB/JmLN12aJxAzxlEQ9jiI5MLKQkoqgohdHDAOhBg0iygknhvlmo0lk1z45BgwEhfbWCBB6JgZzCcNJXMGpxNOxyOen0748PmEj5++4tvTC46nM2Z1C+eMotISpk3zB5E/L8LFyiqwJuQcCjGyHDZmWK+haKhEBjAGU54JE5AX+zsjVclEvT8b/btNBPV56bbS+tHbUF//LBiB97aHhnYs4VWAK+FcQ7gOldO+eyOIndcmtfTakrUzIaV8s+E+LF+sZIdlheZpOx1GoG8dL7sfWxi4teXcttbcC1fT464rGS5Sxoa4alxCg1hpiWgrsP5SZQ+M1ltiWaVUKge1WGnKJlSMS1TbdBt1OQ7T+fpD2USzXhAPabCOzGapLJNhZoOHXRvXmEVyPxri708YN7+xzYtBYkunAw9mCM4BKdeQ5IUzSqgIVW/6S/xg8Y7yS2BpDygo4mR7BozjDu9/eI+f/+lP+PnnP+FPP/6Iu90egYC73R7n/R4IhMP5jJfDK4bdDuOww/uH9wpPwrjbI2XG+XTGGAeM4x5xiEgpCFwhYAjiXSZ5bSRMDAXGOETJpjmK6zOzphSAXhgNhIEIBEkFbemrmTMCBVAEVHcIaH0KBKjzhEhDXGKYzfmMKR/x/PyKr19f8fnzAY/fnvB6POJ8PontKav9TB2qYfNJtj8ZHDLMlTlBLqAyR9lHxeiqUhCyXPYznVKW4KeikVLiQhJgyNy3M9zm1+uaNSy8fWt7Qs/xFe/LNzHUvCZbK3rRPG/fFgTdx4FoqaX+7gjP2lGhlYrWjggenv7zcvPfXKoVwF5KgtKSx+kG69YkwNVtjPN+LB5BLIgTKyvYBd8I4/LxUsrpWK43iOnWfhgcaa19Lx/RYprfsLnaKaiko6jTjNgUStp+vTTPN+KuQ9qbUpACYYemwOGJQDM02Zw9RweDyMOyUrdpf0b0KgNQiVfv8Nrbawe7qs8gKrGGRTIiaAMjVOms3tEQjy4gzQTOIrnEABAHxGweRvKP3DQZwBxgoRrFPiRSgLj7ik0lmnqVaxKzfRwRmXB6fsVv868YdxEpnTGOewz7PRIBr9MZD8OA3X6Hn3/+Gbu7HRgJD3c7EBFOp5Og5zujmcqZMhdvM6PBGcLx0yhxyfa7HYZxwJwTztOEnCZEKJrNCZwlrcKUs9BZGkBxwDjuMMZRVW0DhhjUxjGXPjMH5EyYMuM0zXg+HPD49RWPXw94fnqSKNXzhJxn5DzrIdB03KjEGlmSQ4hHWkYOmuaZgSiJDGTlWYJ8TnZvRgmWrCh0T1TJRnIZJZ0XKOHyey7qLg2AOg9IxIC5QfIlEeA15mhV1oiij54u0I6tVov6S54Ij+gHWNWeHhf3CMslAnMNdg/p0ktrs3b2uGeDyCy/6cD3pvhnF2xfVxq5iZm4Zf7cPZtmF9bSvFbO2dJIdtpvQ9e4j7keruYWvbWzkBDWZFTBIUegGjCrtFH6Ln0svDZKf0XMWLXTumZyOw/U1q3GSnLteNAN/fu214MTmL07eemoZdY8KFS/LnNcxiy3xoutD5JIbWbgnGbMSZLYRBoQgkAoZijxuKIgt/WZqfbPMh/MJB5pGpqG4iDJu8BIOWOaJrw8PyNSwPFwwG63x7DfYX+3xzBGPNzdqbdVxnQ+4qR2n/u7PcZRgmcOEQAFnOYZOb/KPBLUu0yiIJ/nGdM8CfIByZgJIr0MUdyQwyBBQjML8w+W2/oyJQBrRk8mhBjF5fn+AQ/7ewwhihs4TZJOWvRg4izAAzIipumA58OET1+f8Pj4ipfnM17PGclsPyCNci1BLeXekRJsBgIHZAwQHzFJekdIiIgAR/FYE48MSN4CwFJBAzWCdjD3ZyJFvFlc1auMUqIMMHO1/RAjQD3bSnijYmlc79eLeKWy7BvobfF3B//cUMweCncGTYopPTW4dlt1Zu/7fVxHpBXz2NipebP+wDQJWh1rvpcXvxij7D1py8y5xrydSnlMWc/rVKX+xi1T3Uf0/lfeHKqvN9jdlQbRGyK2yfYfmzSBaoxuPtvoUzQFHrGTuprmOrAGkfZbWhIar55bfVNWo0JWJaoKg31b2nL0aAkXdK42J3eTDrdjb7/3RIqUgtTtp2gCZYaXfRRGyendUZ04xGQjiCYRY2ZgzrPmhlE1YVAuNwixIDX4U4gqgSv3WMKkCPJLOSHkgBgFUaecJUVBmjClGVnz0Nzf3WO42+F03mG/22MIQW/vs0YOkIuTBMJ+lPss4HPhXqckUQXm6QyKoVz+nKYTTqcTEmdEiqAgdpnqoKFqXWXgQXLf5qyxwmgMyEQAR5UMBux2d3j/7ge8f3gHgHE4HHA8PGNKJ1AAxhCxCyOGPOA8E47zjK8vL/j49Suevx1wPGSc5oCcgJBFCVkDYyYkEvVYplyIZE18Z7lWzWVZdP+WjSYHyciay26o3LwF2uSyV0RdxyV2Gpk2TsPhwFrQDV8lmRU7y+0fLZ9W9+81nLZWhQueeYsqrsUzhdVSImv9sCNI9ZlU2yYinij1DeY9gIxqGEtr/cROZdb5LVDXpj0C9yiRq9RUVNW2BkDzuxPhmt+XasQVVNz+ccl80X7Hm8JZ2xNruBqmxuaxHGzloCsXUjkJar4znlprVeRZ+yzvbmVmyP/TmaseYVqqyswzrm5G4ehEW1E3YfkOaAy2FRi/QUyNRnWiGip1y9hqME1po+VxSnedTeLtPqSHJCiSkQ0KielFXAiGcdjIDE4MZC45Z4gkyGJiifAMAngIGrNMcHWaIMEyM8As9gKOcks/hIA5iw1j0guVu0HSGQ+DBqtkSERoIwAEve8zgVJCiAHDuBNjIhFiUPtKCBqUk8EsIWugdphpOmOeZ1AgDDFgNwySHoEZnC2tgcRCY2KkPOPAjAmMHcldGXGdZUQE7MKI+90e+90g3m35hNPpgMQzdmPEuNthFyNCJhzSjNfTCz4/fsHnx284Hmaks+QKYpUcye7XABLBgNXl2CEpUV9pKmeSi6UBufA1XPYqlXhvFmizQQxwW5Gsjs6b3fy3p1yOh/uWUfTz7Jk5d8pYkfKi70sHejukvY5/48xUJGlPtiIQGLz2bK0ae/MF0EVZxmcoMG492+qHKrKoBGP5LZr5bhtfPqhEdXnxdUUvC8HdHoDtg1tUbLcVGczQkFTlbsqCNXDULbeioouytLRsiWSXPVx8D2vJZ/m+dUCo7Xtds2PeKmTkEP6SSC7GdL34mVtzfdulqirKgTeiz25vuuaWDgZe2Cq2KbI7EubdpweQM5CT2HyIBNdq56x5VIQQEMIwYIwBgURJcwYjzROSJYuEqrZiwDAOYAJCiqCchFjsRvzw0w/4y//4F4z3e/HcygkPDw+4v7vH3d0d7u7uVX2n7bHco4khYAhB0jKPI3Y7SXyGLEQuZwmUmXJCyjMIhIEGELO6NMh9E4DFvqQzxwxMecY8CdodxlEuaQYJFBoCMM8TjkfG+XTEdDhgniRlQIgkWUPTCemc8OXpgE9fv+DL4zc8vb5ingAkSSInhjGNYpAgBChbzsua1pnU4C/SpwTVrAQmqxeZxXZuGSRhBEWiLdpttsyeEgHaoSLtTxwNil2SK6dt/JLHC0vGsERlX56K1XGu3Pi1so2XuaxZ/VtgXX3rz0OH0CztNb26m27Q7NRkS9i176pWd/O29YUj6A7KWsMtDaGt6Jl+q7OApvN8AUH3XV3n9fuKk1Y98fJN257VG1aUsItkbfc3L5ohOw0v6nTYNJk+3de5TGzI/7bs28PmwFvC1C/eY6udwuboNL/2iZ2T81QaWk55XxJbwrN6YgSmS6T7Eg6jcq5AclwtAK63zglCUDJPABIo6AFmywTJds2w9BYpYIgaz4vcOLm6IgQihBgw0oBd3onkkhnjbod3P/6If/63f8GPP/6A8zThcDzibi/eau/ev8fdfm/8qnpsKWdPQAyk6QWU0DDLnZgswTjTPIvdSN2ahyFgP47YD6M4L4CBLHeG6v4m5CS35BNFSXugUQHCKJLd4fCC6UjI8ww+zwgc1eV5wHSccZgOeH15xa9fn/Dbp0/48vQNL6eTuBmrHSukDCTxcktMyBYu27JiMoM0KybDkp0RQFX9ZYE1q9egrUyuSJFRPNBA1YZjkdHE+VuiCZjkAhb1KTNXWrPYT4tNVrehSuBr1q7dxLfxvVxUQ923DiOLT4hiFvInt9/nLQTlUr3bijHfLZLqQFffqGp0hby5/b60ukHE3Yfbc7317ub1qXA1c76QLBf8SHceh+YuCPkN5BFl89TV12dOJyi6fVrRiIY78mGcOoXKCHw9hmffV67DZhhfwrTYlG2XRnmV/IT+9ujtmgIjG2i8hummwktxS0tsRV23Ns049feCitgRGiIQBlBRq9WNnnhCksBnIIjXkvHARcpIGek0IeWs922AlOQyqEhjpHYcSQmAOSCzILcxDuABGPc77O732D/c4+7hAXvO2N/dYRwj9vf3GMZBEH0ghBDAOSkhkBEZISPOOJ9mpOksnl1gzEZswBiC3MG529/hfneH3TgI4cwJ4BqIEgyxO2WU+w5xHzCEKEnWKOOcT8BpwsgBAxOGRNiPD7IeOeHl+QVP3x7x5fELfn18xm9fvuHx9RUzT4hBUiUzZwTJ54yUAQnyDyArl66EhrJGQWAjEFTGzBRtewEQaS5AOBFGkPs1OWucNN1N7pBnqkdH9opKNbaf9Eia/wgDVZWM9WVIbcSp3TvShba03NH9S5MOb2wg+ZYQLOFZMGALBu2SGu1WAtOo3roEkSC5klDeswK7bXfe7O5CMaIsffq5s3m4iU6+gch8L6HyoYY8TINNZpezcIMrQTBt9zfVvRqolV5WSskFqd5E0Fw3fp8qCfFZeaYV2Kqh3J+4tZRihLF6z5VAhOb5ZlzIgv5ZiPLW667WE4kHjlBs7LLe8Ep0VdVnl3Akrl17zACUWGQikIaqid4qDrkASnlG0Nv1Ep9LLveJYT0gssQCzpnBs6iopjkCQ0QYSO6xMMulRhJYMmdMacZ8Fg+nKatzQoxAAKbzGd8ev4BSLrabHALynHE+njHsILf0o9pYkhzeMJBgUbXLnI5HTKeTSA0DhDDNZ/AkaZ2HOGIcI+JIQjzTDNVfAXrXZE4CX2JGBCNSwkCMXRAnCZC4NaecMQYhhEOM2A97HDPj6fUFHx6/4dPHz/j8+RGfDkc8HQ44TZNMc1LbEBMSZ2TMEkaTAU4AJbkKrPF+YKnJAmcMrKFomMCIEseOGYxZJTcgJAk7k4r9RdaY9P4UISNm6YyRkMASqgYECfha71vkwjnKHu/dI2n5dTRnqbtxO4ho5YK7Zo4vlL6M4L8VJwMIQ+V6X+K03t2aax5qnjBldZxZ1yOBwkBlgarVwhn+qe/r+DqjLETY/eH+dk/Wq3DJAKbw1d791w3A63a17xL5RjUbnF2fjtAsGxi6+M/jzguw92Bc6i03mI5at/nWvXGce4VBKfpG/71I0fAbawGDLbCHo0a8RfPvBj3s07kOcNbWerOuJqXZCF6d5rXkhacr9M0kuwB/z4Zsc5oahuUSY05ZtSlBuWn5b1Dun7IEiySN7jyDEUnUWCFQkZ5MrMp68z5lC9QZEAg4n0/49vQN4xAxHye8e/8O9/f3GIcoktN5xmFKGGLAMET1WoQE1lTV3TxNmPKM4+GA6XQCccawE1jkMicjJBJjPIvoIq69EvofiZGZMIFxnBJepwTKCbtAFYkHAqIgeCLS1NXAECPuhgGJBrwcjnh8esavHz7g44dPePz2guc545zO0hcIJeEXh3JRVPLnyEJFRL14aZGXVYoLMueGjCwBGok8pDMdjG1wAnvdD4WhoUqCYLtB6+ZykdR2VN1MRftA7mGnNKTmRomm+fZm1trw45ZUsWizBLOtOKhPHN5OdHrfLuuUIKAb3zawbo2j87RHlKsnsCc72yxtgwNRl7kh2k5a3WDv138b/VqOs9OAiyDgHAOUO29EzYZjQJEGlqVGEJBDFyCc9jXhbcsuUvops7Rw0e4Sq422NwsXrsh4xWK74jVRvAqzf79812VhqIzTkEIl1sVqtlkIAOWgC6NcrEms5UNWKURytwhiJhBFEAYwSC6bsY5ZLx+STnLODNLw+zFETfUp3mCZM2hOQICGfpFmEoDj8Yhv9E1aYcI4Dnj38IDdMCBq4rPD6SxBMccBwxAlUnMcMGrYmjTPmM4nnM8S9iVSQkijwkWwyAY5JeQ5IQeJ4jyrzYSVGB4T43CecZxmDJwxjBGFugHiWEARAzFGALsQ1SlhwOk84/HxEb/++it++eXv+PL1EYfzjKTeFUE5WwuIipTFQM+WLVSCVgq3HMF5gOTiSWDKInEUW5lmeiunRteVgQX77DaBc28hY0sIgWN7RsqZXlpS4TDEtfPyR5StHd56n7U4vg/nRfdl+7LjrXapbElJb+33culRle2qon0xTmF7LqxUHmJtp5O6Wx2yF0iv8gpbYy/EpnIHBliLSAmip62XBjc6UlJHFpKj3c6lrGjwokn7snuZZ/F9PXoVaRscTYUO2Kx9kOeKljTi0tlbvZOOqPtO33OF02AoenCFpdwRMHF2YZMqzds/RhQLoak+bQToXRIjOQBbKmAEQD2gMhiTiw2GEBBiQAxRuX/JThk0tH2epqJuyyAgZkXeFr4mI6UsMcGYEYeI+/s7/PD+PX54eIchRDHAs4ZoKVKJZM/kOcldmnkWF+SUKjOgrt2JxRYykEpblocHwJxmzABYEcCcEvI0IcwJYSBxCBjEg26aZ3BKiGMEDRFjDLjb7RDDgON5xt8/fML//uvf8Nf/+E98+vwZh+MJUw4YxlGGmzWYpnk2JssBYxfsCFDCI7AHW14ZEYv5vur6CZn0fs0Cp5QarCo5koQBOZuqmytyhjFOniPngliak/l9xgTdpx0k1EU6vYpXSY3+sbyPw6szUHjETt+3Ogz0vrl26bNXr/uNgL0qbydN3Pxo3nAbFaG6qb+1o411XdVa7qMVlAB3Y6PVBsygCkDEfHZI3CjrorRhYPqb97J3V0XAZhDzfvSNl1aBQ+t4XLxA5hVPX5B/qN3YW6W0062yJgq+NDRP4V/79WzA6ppdEaBQTOAARJ0kpETTKYD1YiOBAwEUywU/pKRnVVVrpPp8IlGHxSCSRhTklpAgaBzu/s6MnEgugQaWa/4UwIpgM0T9ttvt8P7+Hu/v7wEGjilhGCJiENddycLJQE7IwwBmxpRmnM4nzJoSegwQdRf0QmYkYAzgQSIBTPOsxBOa7Cyq9COIOUa59zMMAyhqFtF5lhhvBNAgQT8JhONpwufPT/j3X/6Gv/7yN3z89EmiUqcst/EzxDifVWVnxICDSJGFdDACM8BJJZ1Y7Z8sNjbiatRnFyC0HDNSjQGpCo6qmtTOnHGsTFDJdItXRRWSbG/dgFh6ZYuJ7z5+Yx8tbanODc17PweXGOEFgek9v/TuknTTczroqvA2oduWCLp1t6jWoi3vsWi1PXEwVestXS/5dXbi0YZg1XxbiI1JLm2F2lgTsLJnPLJ2aD0FfsMvPam8oqBgU27fFc8Z0ynS4j18n1QOTvnT36p2RGgFN3feFweBOpZlO6vZeAOD2BDP5leBt3nP5YNVFzUEUA3XI7yy5ZVHuTtDIYCGAZizGs/l/wDGQGIlEAIh4V8iBhAFQc5ZVVU5l5TRTAAnYU9yADhkRBrEPgFCzhnzLAQjpxlB77MgM86kVoucMXNGms/gnBECYb+TZGWJE47TCbOmNOBRIj8PAeAYQDsC7SJyIJzzjKy39hEDdjRioBEzJaQYQKNcmoxxQBwGiarAcls/kkRCiINccD2cZnz98oz/+Ntv+F//+Vf8+uEjnp9elTANGOIISgRA7ELiMGIXViMSJB4ZWOivRMiWfEDMMywmGVTKsXVgZpVqzInZ7UPS3DXG1ZcjyiJR6m6U9fY2O90bJh1wlZ6t699Xi8ad37+n4RbFMaBehJ22NhhgK9c80HrSSe+bLXvN2m6xQai+S8W2KAUHXw7Ds+xTmNTmxW3gOLW+/Lke6xaxtbpyUdv17tVkVSKgMqgS8o/Xk29hNZacPxdgW47/EpJu1GDsDoTx79S2YV5fdRyhaadIadoWkavPNjnuG0XOa6/khdTSI17L1TMjl3nPlT7lXZurQwhMHaPdmLDIvHWiSp0yLjmErPGzAEKgo75mvVQIEI8AJVCQkDV6t7N4sQFZJKMEUMrAkMA0I89yqz3nWbzGAOQgN+KFd9crJjAq3qzUAAAgAElEQVSXZWjOH8bpeMDL0yMev37G688/4ce7O3DKmE4HHF6OOtGM03QCc8YwRJxPO8QhggNwykdMmMRWxHcIHEDYYUDAGCICRXAGTtMJiRkjBeziHpEYMRI4jogE7CDuxHdhxKiRDygwhkC4j4yHIWBgRjrP+PT1iH//5Vf8+9/+N/7jw9/w9PyMNDPGeIcQdgCC5qfJsPwxmoxZ5pqSpizI5aLtbCvHGcSpyJ25MAVZCBHPYExi46EIygOQA0IOEiiTczX2M0l6BFYbKRyKpnY/VkcRWTH7aVIDAxJdArUBKt/dWEzvV3R/9dwu7/Hd0tQSoRaCs6x7g2RzC/FYfrOss2WvsVI9fCsi/2764j9046uCTaiLzbwpYaT6aQOvxce7qELluh/yQjQ1fN+bn+U8DdUojRZpOURmKi0LEsmQEPTtRjZEuiYq9v7mfabSiP1eNnxHzi9OxbYQHlEvF1ga6UsTnVWqDstryaO3QN3hkXN7Ju8O6eFG+7tJIUVZz+UhUQt/w3Co3QKlGYa4/KotRUOhEEHC6OsaMutdFg3bgqSqryyWHUbCHCZBkGAJN9MMWNMcQxwEgCB3TKDtkiDR4/GIl+dnPH59xMP+DoGB19cXvL4edHoYc57ByJhzBDhjwIgYCUMUZwbztMrzjMSEYRygPl4CM4sDBBEwWkDRgSQXDmfssqgKowYZHULAGDJ2gbAbxfV7Pk349nrCL3//gv/85Rf87cNv+Pr0DfM0I4ZRE8xJmB2xwaSSPiATyllhrtcr2ZwDDEvokmY2G5q6obPGS2ON+MwMicgMPZtZEa1NflAHgxqnvLeTl4fB9loR3PWX9b6uNsNbMeZWrYJXvqcspJnvx93bksD3vrvUVy2e8+7W1iFeIGqO8K6W4tqELEBvbDrS2ep9getK035VLzElQzsHnW3qxUPjUJRTd0x1Yd43g1Q23PoNpSD1+o1Fpe1KFp362+126hT4KyHh5htf1SatvvAEYMtjhhZ/N089AQHKhcN16SwmAebqTnUh9HMNHe+6NmYhWF11SJCLhKpGyywqMmgS6VNGnkXVKsnCNIwKiRebJWKTy29CKIhdFIAQAQbOpyNenr/h+f4OIQS8vr7gdD4BpInagnFcMyYmUAbGQTJ1MgVFxoQ8T0gpIweIpMZmmldHAxqAsAMNA2gIoCD+C1Gu0khomhhwNxDGELAfJC3CdJzw9PqKXz5/xV9/+Yi//fYbPn39itfTETFEDENEDoyUZkwpyzUgtpgLLFk4IfdmxHUhF56sOGcY45+LHClqM3WOkORoxRG98BuiN5D7VMwQAkYiUfntseKxqN6RK+xToR3mssuoUsdbUHmv7lsw4ffZC7YqtV6z24Rjs4krKjRfblW7rYj9hfE2xvyLMK4XujAFF2D2pd4hrC0YLu9+emURrvU3MNfloSKd1I8buqaIfZ1iwHiWNxCTC6UnNSzerumtzpKpwOqh6rfT9OE3qcfKVGWaLTfmZftrorNY/KIuW46xbWd7Xbkh7gZXK22bupMQOQCaeZNYjNTEGTMCJgqgQCV8vd8LRsA4M0KekQILYlUOHLAwKlBpQj2tILYLuRg5I+cRBMIQIu7udtjtJEfNPJ8RiCTyALFIHqPc4ic1hCOw3nUZcDeOYCRJlJYyOGWNfcaV/yBCDCOICOOwl7QG4wiKKoWUaAJAIAnhP4aIu3FAIMLheMLT4wG/ffqEv/72d/z66Qlfvz3hfDyDMyGEAUBAmjOmzDinhFikE1FTWqI5u++DQobE/d/uI1XuxuY0N+dN1L5izwnZETPzUIOppDq7pKid/cm+oShVtH3QCPuX8IjXNatUZ/Uv8sV88W2nus7NjRJGz5Zy7d6N/9uerYzti3p9bzReId/ePRwHRZFsSgvfo3t7w5waYXMQVpTk+A4n/zTS1zXPu64arYJXN2fZ+Na4lyA8YisGxwWQzZ/UfafDc9DVH9eEk/Ux6ksM/e/XQPYyjxJkfD4yRzuebUJzCfamilMPtK6US3hJ69nSm+8ZA2zX/dQDiSyHPKkdSr/JCaTeWDseMOcBc5oxZYkmUOI1sGz8zCx3aQignGGeZWDNnWIebeU/zbVSVHVGBcVust/tcH9/h7u7HQAg5xmEhCEQ7vYjdnc7hCBRCuZ5xqwZMcEMykFViIRIMxCiRHiOEdFsiSTEaggD9rs9xmEn0pqLlkAkKrRxCNjvAvaDeJ0dThM+fnnC3377gF8//obfPn/C09MZp8MZmLKkq84RmIGUc8kxIxJeLkSYEBEQRRduKjFdAfnf1tjITUBWn7WqUNN6LGGGDOszictHoqSpHlhisXGL79dlzWGbVGO/L4mTP+Rvwnnu02to7ztQqcKz8WXn/F0zZF9r99Kzy+20EoPh1PLnRrmZwGwRlTcQ4s3iaOLb2IHLpfFGW4aHMeLiiQ07it0a2blC2Yz3irTjaY3j+ntDrNKF1LBfGwLQaXfVRu/98nOiOrat8TRE90KnG3VagrKGtHTg+lt5wsBkjPpf4IrM5qCxzhhgyiCSsDQ7jJjyjPM8Yda7Ltk8yjR6AAB1qa6qsxKLiwgUZY4IAAUuaQ6GIWK3G7EbRwxRQr7EGLDb7XB3d4f9fgci1jhrGbs44n6/x8PDPYiA83zGkcXbDTkjTwkpJIQhIFBEHCR3jthyJAUCKzGmMGAYRuzGHWIIRaJJWZOqDRG7OGI3SMroQMDhcMDHL0/4698/4H/99gs+PX7G8/Mz0plAE2OwXDdZnBAKMslqryFGIpFMgnqQpRwkQI7E8oAFgzE7GoqQaxJLCZsqrudsggYrP6FrAw3YSUrMUFxHVGFnG2NNLIT2E1yI1gpDw83XTSdqcyNGq026Ljfjyt8PifXafavR/1K9rbrXnQccS3wbDbhSbvQc819sfOAdklbtMuTcX/j2LXNnZfBSTSW8zlDIED0yapiL6lkCdZ2VF4Xb5pYiyoAk8W1t26h9R9JQLmBli7GJoOXi14NR/mJ0qbyHsRjVm1Zcqyp1eO+8qqYjNPdyzK+ITFihOoeQOTTjdjOQjpS0dq2U2XXscJ0TxwRIq7nkiRHuOCPpGJkiBgJCGBDCgJij3qGJ4ImRk0bTYvMmI8AiEWOApLtngDJymBFiBIcBjAjKhCEIEn/Y3+Hu/g67uz0ojBKKBpCLmjwjTSeEMeKcJpGaRsawE9dqgBByFvgoqb0iI+UJhKh3YPaIHBAig0ZgHiQpGXIG0SzODxBkPGHCKZ8BzhgpYqQRd/EOdzEgnc54PB7w4fNX/OeHD/jrbx/w968f8fr6ijQlRFaJKQQQD8iJCsIXopsBCpq+IMIUXJkSwDOMFAQGBjY3dCrJ0+xUgBkha7BQFs+0uUSCYCAywAnAjMCzhrqpl3Zl1R1qUx2rEcUa08H2hR3bcgiK1Mysp3SpArIWFKQuGlqc+24hjc12WRT77lJOTtN8QBcXbCDTLcJCbh4bO9lGYed92qicen0ySmpvOav9Onb8S5DVdacNzFdhpConAOjC6/++9v5SqREEdPN5QYXKxF7g2alW8Gq2TQmitLjRTvnTECkA1+6qiUKDqsv1kjNru2lDwXg11hKcXhv9OzqG3bltjpZ1XJ/Q+y7oVF5CUgKgLTikSoub+fbbmg2JEGAJvDJLLLAwDBjGAfM8I83SdmRBqMF2NUl4+5QkAJ8gf1HvyN2bUdIcswTz3O0H3L97wE8//IB37x5APMiNfpIb+qfDEa8h4OF+Lzlyhoghis0kMMRGlASOHPYlmvMQBwxBvciGiDGILYZjRgrAnDIoix1n4hNGGoWokkQXCIiS/iCMCBk4HM54fv6GL1++4NePH/H3z5/x4esXPB8OmKYZlIFAEUBUJEoFESe2UDRiL/ISuZn8MzHANTpZZmPHcrn/wlBJg809Wgk7s9qt7ARqegS1CTH7FXens8tVbzyxbWhPPaPJxsDUF+UCXzlbWxTnv6gskdIWx6gvL2qNVszdunJlkN9WbrYz6Xps9WBf3wrBrZLjLUTjmm3m1tKJIFDdjG9ulozTX4SJsdaWhKL99GKbTSX/k+1gaBgdoEoRG+06GrTdbwvA4knH4aCL/NcEROYhNI/N7bxndCsEs6FcirqobXsNZ/3XbCrGltqGzgEIgxCLGGdwVISnTgCs9M1CvWTSxMSOFQosofkxSsYUBEbYB4wPO/z4px/wl5//hJH2eD0c8HR4BphxOh5xDIT73Yj9/R4hDhgGQb55mgShZsaORsT9gEhiXxkGIEaWSAMhIAwjEAk5zmIzsTA7LInUUjpjzEE84YYRAxMoByU0r3h8ecLHz5/w4cMHfPzyFV9fnvFyPOKcMjipY0WIYIQivDNyiQpgKQEsIRs5gmMecWbEF/sXQMgqgREQlODIjVjZwwx1LABIvc4ECWXH7oozuq6Su7DcL8b8CKFy5IMX24YcQdETVBDcJha8yIb+ccWd/VaU+T5YblK9AY3ttvf9tT6ute/LJbpW5avtvv5PLJXY2LoZImwZnn7xL0kfdCSO1ca+UFqJZtFPb6Eh6XS9Z1npd+ObQKF5Lhxm3QxLXN7ezdE6jbFeuFYv4aykJQXRDPbGVXIjLzdRrJxNTD9WOCohQj14HeJYZoIZYBbnAdOxkcxbjBHDbpRO5xlIE5LaJQpsRMWOILfg5aBbNkwKERwJOWakCOTIeLjf49/+/Gf8eP8Tvj49429fPuDp9RmzOhnsd3v8/MOPiMOIOU/gJGFmQpBEaSEOmMIoqrEASescGcMg6rYwDMiBJDUCAmhghBixQ8I+REnfHAPiTiQhnhin8wnfXl7w26cP+PjlCz59+YrHr9/wrCkCEmeMHCEjI8QcINdYZR4tzRmbi3fZZ9Wt2MvAZQXYCHiW6NAWbgZwMfHqutddqeuQhfKTEq4mPEb52TupAlu5quXgCeW7+qzsF8cE/d9Urhr+HX671cX6mvt0p5PLpSfE/gOljTDhmN7Sz9s6unzPpu1av6j48oJQAptyr5oy/V/hOi6KtxeAdv9C+yjMC7fvliq/5pum0OqvFUfRq2cIf/lOG1h94+01W14jBiG1P5UOFKeM0pbqnct0lk3BK47Lj1uz2oMRVFWlqZJnzYgZCOM4IlJAngLmKcmlzqQuzhSQMmNOwGyHMRBIUwLsdzuEuz3OgXGmGRzE9nC/i/gfP77HX/70L7i7e8DzfMZLOiPPZ9AQ8e79O/zzP/0ZwzDi8eUbTocDckoYxh3G/R2G3V5C5yS5qxIpY4gS8n+IEk6GABAPcjcnAiEw7kLGw7DHw3iPIUZwIMxzxsvLKz5/+YoPXz7h10+/4evjI56fXnA8zpgn8VYLFGR+iusyIamDhGSG0SChOv8lO6YRE1QHmyoMyL8SFcgRKLbVqSVnJSikMdW86soRA1hTXhBxldaCSMsYyfl27rr2Lxs7pTZT3bvbjOd/g1TTFC5Y8Xvlmp7EsW3L+b725dvrH9sy2nzT8h16a3A7DMtSJdemcuGXb22r8vkOJxsD7EaxIDZcCI2vbFvVhBdX2zVcN3m5fKkdseqg22EugOYWSa4GWeBxfWsXpvaBQbvF5Nu3bBJErVg3Q+9jk2ZWQGl1L9HYQyqf1qFXo60QGHLezC3Bqf1R7cNiYrk1tDAonrz0CE9Qfj2YW3ROQogCYRwG5BCQAsA0Y54kSnM2lygiMZJH4fQHkouWD/cPePjhHcLDPQ48A+mMTBnjMOJ+HPHj3T3+/NOPmEC4/3oPPAekDCAS9nd7/PDje+zHPc4sXml5nrF/2OPu/gHj7k4CfqYZOWcEThJ6JkTN7ClBOCMBFOVyKWLCPgJ3uz32wwjOwMvpiG/PL/j06Qv+/lEcAD5++4Lj4QXnwwTOEcgRgSW6dcxc3MgTAFb7TKIMSUgmB0TuMQW9+Kq2GFRJh7JFc6gIuyi8cllyYSB0S2RFnHJZFiaYNESBsYU81qipW63DqC1RmUk1bBWo+Cw19S5zor8T632h2TV7+camCoP89ugAvXb+iNLKub9vWWyF7+5H8I/ncByT5MrQIMyCOOWWtnliiRZGOOGetNN4jSlltDsRdXvmRd2WqyrSgWt85flAnYUtrL6XPVw77r39EDtGR1bheqC8vYhIEQnXccn9otC271R5pR1ikQTMs8/GVXQb3lPGyUjln9jMTe8SaZG8VviGERABEk8mAMiIQJBYW4EyRpJ8KjNDbCD7PSQsTETMwKjIkGICJ2DmhADC/cM9Hn7+Ae/e/wDajWBMACICZ/x0d4977LGfgXx8AaeT3PFhICPhRK+Y8QrmA4gIu92AKe2ReI+432F/v8N+F5Az4zQxcsogDoj6HwDkfEIcJMFZxB6IA/JAGIPEIzsfj3h9PuK3x8/4+5fP+PDxE75++4anwwuO56PEeWNJHU0k7uE5SwK0zAnMQmxmhmTFTMogKMMgdpwkERQalZpssGUMKdbnyhqV/UdZkqfJHSBNwMZU7s8AUPtPq7prkb8e9gYG2xcSebucxcX5kW1ZWVlGvYbKzZ72CER7Z7tWWm21ZkMq3Syw5aacz/Vty1T2zjt3OD+t222+32s5dcbx2bn1nqGufm4aSe736pnmz2fw6tHmLq+e6OXQ3BrYz9V5r1us+eZ7S+v1lvt1KuICUejiYMbSnm34zdoMPp9Nu5lMEhFCw3WSdAIdWlxLAlwDtHXfdwe0rLZ4Qi2MEuCxTnbrTMDuYOtjpxtvKY/vpq5kcTqwYIeG1D0cjmC64DZoB16DZ/rwEM782oyzxj6zhaIyplbyW0xqh9DYi3rTXJCPxG5xhIwyIjFAEUQjeMgYIyMGufSYOeP1fAKd5TbHboh4uLvHuCdQmMEEjBHYjXe42434y9093t/tMc8Tvn79gi8vL3h5+obz6YCMGZR3yNOEdDojhx0iZ4wgDAG4jxH3w4AxRpwx68XIjEAjhjBiCAMARk4zOE3InDDuIkIYkDlgPp3x9XDE6/MJX758wW9fv+DTt0d8e3rG8XTGlCf1IpPYaOXOa9JEZ24yzQnAR34A7FdTlZmb8AKhbSE9v02Y4eI0u5PP7RKW/eZhqIiMSrstsmrqljeKzpv9csFba0FgVq8XcNnvVRpzMG8RmlIqMf4vLbz65Xdst4PZVjjgUhvs5n/56r9ontz2ueyMsozY4Jlodmmh/YQ7PY1FEgjoDLehBRXxFmTMLAbxrTldrIO5XRYkbUA5GL3KbouY2ZEjLNEzLWros2b+OsAuETmtt1A1sHE7JnUR9k0Rtd8584xzkbabE25jqjvtFpgVRF78xW429Aog6R0S0jhclBGJEEIUjiwSdruIh90ohvNDRAyMxHLjfwhAms84YAanAeFuh/cP7/FP79/hL+/e44eHe8zzhKfHIz49PeHw8oycZwwx4G4YMVIEJ0aaZqTTGTxNCCFgyIzIGZSAeTpjns7IiUExiDYPQaMMaIZQvdPC84w5ZRyfX/Dt8Qlfvzzh85cveHx9xvPxhOP5pCF1xH04QPLciNCihnvmcmFSty9MbeYdOVgXrnqcaZ12EfprUxANlGmjIkGUXcnuc+N/7K3ZUTrrXDaUZ6i47iHpmBxxqu11AbbzVritMvimehcBdWhTn1z9gaXyjjdUpG3YlrjzUkuNLayuWY+wtPacfu/s/mm8UHkZaqYF9fcqbyX8LQE0OiIYqPFGk8ZRzS0LXH9T8aI0bAk7LWxRff+Nf62whEYd0N6pcQ30/oCFgWmbrZMTFuosO1+mJmC9DV4QP5YTy4V4WPdVSmnDVbTScWegvXnZmLNVRf9nQTxZE6JlZ/DlMhZWqZUoIRIhDoSHfcT7O/FU2zFhl4Dj+YQ5J+RjwiGexYV6HHEfCSOAn8Y9fr6/x8N+j5kCnk8HvJxPyGDshwF3dyN+fPgRD3c/IIQR05xxniSKQUDAOZ4QBwIFwnF6xTRNACSuc0ZC5oQQCSMRKI6Iw4hMIw7HGc9PB3z+/Alfvjzi6+MLXl6fcZzOOKcEDuI1FzNLeoIkBvmsKX2y5vUxacbShBvybu8a2N9czsmS0PS5ziqxMPSac8MtyjqZGqo6K0OJmcJi3Jbvq7Mt2Lx1inQMNfqbt5kjUJf2UPOvEcMrSGhZh4yx63/pVeXux/cjT9+/W5/uhc1FT9sSw21cc1GHlXXSC+9LswB0jW+UUEyKvECbNkHsu1Jzqzhb4qQbwNqKsmC41hOWwX4xN1uTZIgroiLSMPXlbHHZOLaRVxursBNLpMnNDeSe73p9JCfLCIQMKDSHoxHjbUO7djZODgqv0aVTfpN6lYMdWkZRrxW43EAWmKdne2w3PzcbU3pay5KyHILkvNNB+eHnokIGBjTxHJffg2UdIBkjh1xVh9oPMRCyzNRuGLAfdkgTwDkhEyOELGFqwgBwAKYEmmbJsgnGBMIpRND+Du8o4H7IeHd/hz///Cfc7d8hI2LKrKmbAxIDx2lGPkoUaOYEAmEYBo2BxgDPoNly0EQMww6v54Bvz0/47eNHfPz8Gc/PrzgeZ0yZgSBZQAkSGJSFsgApQoUZ1PswSSQYtbnYdBJ7xw77xhEhrVgJA5Qx6Rerl43QAxpXjZtaHgdVItU+NEm/UqF1qWaXKsWsL/OtJe4uWVjuseasN9D3P72xlG7exOn+d5W6N1aP/Z9dRwTPaFxq3yPyrWqLRfRlxRxrn82Wextp710IbdVoinMUrzlvNPU4MTxrOEyRa+uP4o+FV32hmbMysW4+PQkqxGArLcGVAbZ2JjTu1iuJp22l/dWxUf7clMdF3NVDWCaKW0JUkBGV+r4jr4qh1S++r23WZc3x2YrUiNdtg3VMDJb4aMwAqSs1uRZI0gxYjpWUM6ZZ3KOZJOJAHIEYM6JmyAxR6EwMBE4J59MZx+MRu3GHMBBSAMb9Dru7Pfb7Hd493OGnd+8Rhz2mzDilSby+lPLNzKAsRCwwEKPEMhvjoOmXM+aUcc4zwsSIKePxAPz2+RG/fP6Ex8dHnM8zOGvEOG03c0bOGZwSkILGOdOx6hzkbJcky2LoMjs7gjJWhXvNdW6X22pVHC6opL+um3mvGbvRtONhYIcX2O+AWt/rzbl8X4ljjxRUsrWBdFoaU2FcRn0udVx7vHjdwXvdvlagXIftYnEIuauK/0MInDutKwKk3W/cGGU3Ede8dUtXPea2q3ZbVqbFu35PF0szwNb+NlgfxYNk0XclL7RJNdn9S41uux4csfuQEyX1GGy6HCowhgwdwvSlOArYwPSzC3Y1VI+4dsDmQWQ3+4FW3VCObyGOeufCEEZtXcbcgEqtPnch+XmVCZEkISM3B5XwuUE57OLnxZM0kUhl9iUqBMvPkOSWvBKdyIOmLs5ASODAmCjgkBmDzelI4iqdA2jYYbcfEIYgCDtP4Mx4Ph+wOxCmCIz7E5gJIyIe9vf48f0PePdwj3EYkDSr5owjCAFRXZUpkISwGSVCwUgBI0WEBHAizDPj9XTG6+kbJp6QiPB8yPj87QmfHh9xfDlIODG1FSZSQ/+UwXMGZlWfJXEwm9gSlonHG5sYbYez2GYMWde5LruHlyug66mbsGHiFmu0tkv6OHdCkgquZtuLzg5qXo7EEpkA3tanmgqylrRdf3GmIDsqzhBbEg2jc6i4U4cXs9H5uzyxf5Z4wEljy7I60p35v/iNV0Hqy3KmPX9s9jGFLVgKdNdmmXYA5iJeu1lMTv2qeAd6GndNNXlVdUkoESgANIxzJWrt7LXqNY8L+xA0HxQmfwVGqe6/7YSrWbcP22QusNzW0Gvk6LbresHHQXjBcqdHBW+RerZv0ffrrGiruSQ6KEQ/j7Ih12ei7dO3YASr2XROZ+6h8MZCUw0uSBzqU+/84E/H8leHTSzbI5lTwFS/1xhtRKSOxbEko545gxEQKUgstcAAJ4SYMQzAOA4AEfJMACdM54zH5yPODOyOZ4QQcDfusN+PiFHyyHBizPOEaT4jY8Z+FyW52jgghIhdFCeFwAmUMqb5hMMp43zMOE4JT6cjHp+/4XA+YOaM85xwnCacj2cgs7pnApwljUHiCXmeJKp1gkZrRgk9Y9k0CQngWObf5ntliOcFclgdBIfcc/u6tz1dd833lZdwai97yIva3K47l9864P0XlEYTQtgO3vmPlhsIzdvaQssd3PSZrJZdgvVM4OY33Eqwv3e57hRxpd4W/H0+5OooGN3YaItCjlBQ3dhbra84kcXlzreAWQjODQuySWjc5/06jugt3lUGaBmHqeVc7VMu3yzDVKCIyfZvOxXqeEDX97hJi9z2igVwVboq7wgSgVijeVGudbi6RxNpaHwiEElofb1hJeo0HZB8nxH0DkcIEpyTmXCaGfkw43yWPDZ5n7Hb7/B6eAHnEyIC8hzksuYA0EAAZUkHQBk5TQDPoDyB54zpNOPwMuH1dcLxnPAyn/F8eMVxOiHxLGmRM2uWTMjvrKmqc0JOSdMjAFkjJlvomYQEpUAa30zumFVCwg3xX3Kgl+KGrQhE+aNTe6n/dmsq92DWb92fTv1q3LoRoPbby2j59yYHfuA3YODvLL9Hq0vJq5WE1oKXL131ljvMWxisniWt27XiOwbdf7thmC/tXnzw/aUvafZx73JHXyU2vYZ6yNe/ax9QO4kNsGtJoVuu0Zstwofr3INth1U9Xo+lcDDld65eQ42kYvYZf1+JKsFhIzsVMZB909u3DSykwp6qdwpbTMXJg/RCrh9LkS+LG7bE/2ov9AkcEjtOcsfY+pcQKjYDTKDEACatqyq5IInDUiJQZiATzpTwcjhhoCecxoCBCBEjiALGMeLMEqDynBhzzuA8I88TkGbklHE+Tnh5PeNwzJhSxpkTTuksMdUo613+WLZZykkyYmYJ0GkeZhmiVuOgOXs4gSGRFErEZQD+AmWZ3YaDroSHHEJpfqHlH4XNWC/wJnfeErpuKYSm89wBtD6X/ny0z37P8oeRG8cI/khw4tgAACAASURBVNHlrbJHew0EaNVx3HHGkAO67ZV2eYysDRJM/VUZIOumqu+XCrI/RrIqsDlYSgSBK198F0xU/mmbkscbkki3a5U+/sB5sU1hRfLRbHChNoGGhRpOyEQdsyF5CUc2W7m1ra158bvH3CxJnu+tQYlcrUeqrFtJYzaXCYME1Ays7xLAQCZxO45MiKqM5siS3IszIgKACOIoMdSy3HWhGBHiAKKIQAMCoqRtpoCUCa+HGTy9YAgJAzF2YY9IEl8thhETA6/TjGmewTwhz2fwLNLJPCeczxkzB7B6I044I9EkY8ijEHNIYrGUNbRM0gydgIac0Z+YdQ4ziGfAjOaZil2rTDPXWW7QNrt9gLbOFoMjTNq19XXPS/PkKlrtlsg1ctfSJrFBaLoE53cvOomKDMpeX5SeAfsS6r0c6/ofKA2z8J1NXFXB5bJfr/fTb8vxmN2dtt20b482o0tvqdc2w/rcoHYcipTStOj5dwW88aQiVwdo+e5WnVN/VHmAmsPT1i0UuWXMC5KsXmZus3XG6S9WrRw9btlQvbnrsWZKcGqEZNZUxPqa1gvfqNoWhKZtfkv47lF/lUDYz7a9USREM0DBbUWpKym9XNRqhTFD8sOIlk+kJUYocyspohMs3AtCQGDZT4FF2gkgcAKmnDGfTpIWjBn7KEnOYggA7TAlxnGaMPME5gTOM5BJ7S4sHmtB9k7IQjLkfyGUnOTOTCK5eCopNSeAAzKHkuEyU0JilHD+8lPWgaDBR2H7pvXwY4coWxmntyWqqrS5RLlcuwvsfldgMQbHOnK/eLUugPY+jlarMpZ+5e9+ENCkLLiEP/x4VtvRH7ArSIigTFJprX11ufv1H38A5WxwpBurndtNXLEArnx6kzrnylAqx4Ol/n3ru+5OXeDFaySji5E2vmuekdpsChdcqtBqEpeHKphHzMWJblqsVR3HuCY+dogXrpxoD0r5qznE1nwLQFX7LSDx0lLDNfYp+9KnYRU11+p0JsJUVO0hqf3T8q0n7gsCW9RqhG79Zd+yqeyGvLwLTAAFkKYoNkmOEJGQJc0xAcRBkWUAYxDJghiBVDHFWdJOK0LlDDAliWBMBCRzqc845iNySkAGhsCIYUBAQA4JKWWkJJGVM2X1rgLMG0wIs3joccru4mXCTJPs+KRKMVtLYgTNBSPwiaXGrPYBAYHFpZo5i/SGun4W4Vl+X67dhWPJ5qe4qMq2D+ryUFHdtZ6bTWMOJr9fl2eSkBtvReuHjT9ZfmHHzva1Sd6+vx459X0vX3L77VbpwVGjj76h9PDIraVXfYtx9/NQaCkVXN8reblHmPXIe7zQvm/AuECUmplqbEPUHUPXJrhgEpaXhdd99tu+adV46SBQNhyuUrmG8/vOIoiT2z3WEJx2gKXPgtH5gtdFO5Ot6kueFfXcor4h9C2i2TxA+5ABlPAU5Gxb7OPFOa++Zgd7xNPGGCLi4hXnD3ozP3ydaSrOCqQ9aaPili4XScUmk+p4oJIa5bIXMyxttAUKFQ+wnLKGfJF7MswDKDM4a/TkpMRCQ94ECpjzJDf4a8w+AKTZLlkJjrong0S9hlRimZkHZOas1RkBJmFatOYMkHicBXVzlmCXGv+sEMy6H+pW9L8v0O+GWujiGqByyv6OCtsCoSKHXusNY9LZg/657HuPKC/Ba/uClLFyKHzrOzu7XpIzd+xmnlpw111bX/UMfD9mubFszd2tn/PyEuN2veIW3cErDSzuT+Ktyp0POq96qvQCTx/Q7TbhcOiNZUmEBnlIbQ30N/mi5/Yy15XSALpAzj3E7tV467s7Vb3ReKv5dg2peniBQgCKtNBwVasBdkdSiIIL1ln6t4UmJ00t4moJA+Fgc1ylH6dnY83eg+V3i5brXR79e1HVNGXG48PmkwDNSwkNrq/jyPVrzk2XJb4aSMmVSEmZE5AzJgCcEoIi9bKnlDgklkgDWfsQZwVRuzFE5cXMKDFlIJJAyMCsqZczqBCbxLNSjVpX+BLNRaNjE2IDkEYMMO80Xqmn1gdsaae5QVXdlgXBWnPjXAjmZhMOTq/m3iSIDXlyDi5bXSyfy8GxDn0n1rybh85h9gT7QpdOgN9s6nLZOLMX2mjwy3cQnf5lyW5FNCrLG0Bk9++b4fKTeIO9+48k7DbeoWdE7uthf8/e2/7WxaSBSnBW8GlDJvS3t06MO9ye5DK8LSK/BBQoPdm/Eh261mtUIkpouBAc1wjssFfOcW0207H7g24wUVtHXI6NuNp3Cufqopn+JLiYnub4DBBLpGXh9EmQOSspYRY3YwY4SAOZggS1RChSHLG4Is+ZwdBcMRwksRop5wtxLgBU5ZQDKGsbDDBnZJpFFZFlrogZIUs6uEyMRBI4k3RcCWqD0b+FiMjMZarIWCJ3iKTEyJI/pkzMFSnAI06PeJdVeqVTv4mQW/C57b5+S36f1aa5D682XZgZzxD1ai8JQ4dQtGOnRbP9A3cNmZWvuPfwttKyV/7FZWTbmhGudvBmmG6ttxFE4I39LfZXbV2XbGv//fGlUaO147xMEStCfXuntrgEFC48q+qpZKgsTPC6g4KIyyVMchvG83Dt4IRzUsSSlxW03Yub0ssa+i+vv+vVKeMBrSRC2Wi1dS4fdLhetJuy2UzKPF1VpzEQjBMmc4A2W4L0TYWQitQSOGpSsQwOGmlA+ywEKcjsh5xgWD+z2ntyACMVSsBsNhTNUMkSQiaw5stgkULKaiqRsBBPHIVMZCUcZjhnNUBklqybQrskiKd0HowS6bMguUwZovYre29BUJaqIf/7xhzf/HiDaNHiqe3fJRz15brdnm2lK9W4R7z1LbUVmh1KZpvjDgK7AaH1VG/fUXpf34KibsNnfZy4hbB5Ybi/nqTtMs69uThmolxd+J2Iypvu2eh62piHMkCD0eV8WZkVmpbgVEULCaWPJzsvTKxcNdzUbWSW4nGz4PZL80ZoNiSmpqeOY4R16w+YPiN732+uOShrqanV+3t4DbG7VWi/K4TKEV82okJFNcaLOSbjaJ1azW7ZBAbAAUZqgto0JCymBQGNqBc+IXHVwBoORjzFhDfIKvEIIJTRMA0MxoyEnJS/Yob6lylZVRfMrOvLDFN7ZWMkVGVmNDmzSDVZvd8ELtu7MmGpMB/WrkpxLBKbKQ7rDYWKKGszVLaVJz7rnB2rVWvX+UpZ5jhZqp2rpGvz49qmJXyLjj3xvFDKduHKvF3/yp2bawSw19SFaay7thP3700IueK49qnNuVWReltN287oBR4FCuqpWvWuO6FVdr928R/eOEbXgjJ09vvFZnSSGz5iweX4JWqdG27b4/Zq4GXNgtgUg11qiblshmueXmtpQ+pnbjN4enhaMmBv6ruFgkjeXpHGLm3u6vXkCJEdIl5LJGtCtTiaBRSbS14dGm/X6dnAjIDY3Zwl4S3crqvfBAdl9zvqvMlFRlSHi+LabLUDiGNDaNRCIv+xtBPAEE83qKQpjgJB3zOZy7Fmf1VkWVSkRpDYAmHKOmZ9l7VdIw/iQZc1jh3rxzKFbRw7dcdwruB1LszZWy+tFgQuDZUlr9Sy/F7VVR3RuFfc3r9aJ0PtgC2S98jW/yynjStSXvV2S//LYnzC8qysqVlzXi/2dYHgLe2ybdv1qxaH0KreVlnhuMW7Fotcn6ueqqpHV7fYEMDN7eqN/La6HnJjB7z4ea0wfJ7RjaaXqt5FB9f3t7zvRhAogsNVkGvPdkO+wsUXP2+JynIQDDMigw1NL7cYFY7Pc6MOIt/RRj9Ng5UQ6Enj5r3d11lwcYpQ/e5xn0hzVxwpDPrmwDnE2dRdHPhKvNa7UXAxO5it7VyQbKaam5I4ABj176hkRZA7e2deAuTOvgGUIRKaeqix3MexPWBfmwqMDC4Y+hbbSihYjsAUkJDF1RrVgUCInHiVEUv0ALHzmKFf51KJk72TwxshajNGLneKWNIOMIRRCQ6lNcgzlcWq7xlr8b+ql5ZIv87/akEXa9k20OMgK9vBZU8sVYDLE1O/N4KqtZZD0N/X/TZm5zeX60Shh4FbGK+puv9PKlvjvQV8T4DZzs5i7E18tSuNbnugrdcdjGKieLsHzHYZlmLRpg/4orTqSHI/LeZ6fwLWXAwX0X1rwgoy1o491W+QYHlYdmYznn7bxkmi3DXhsu031ITaONu/zr3ZUWrUQ+2fLfqndlMZ3Eu2sjgAGMHzw4URtPZ5YfcLyIs23W15cxEINNQ6JjkQ1/wuYKDEV2OHBNTYzyLdECq/kbka74Pq9AmiJANr1Fyro2gOqiYznzm7gCnEQYlbwcYCUyZJGUDqMh3A6t4sTgxMJH5pZOmfATcEXStbSI+Ql4tmP8jdr2xP7fIr/745Y047sFJFbzTWJuFyG68hJLbtlnB54uZ5ygXwnf67+KDdUt9dtrjjxa5e9/tdZO87yxa+1iUoO8ehoGUp8+34v01elJZr5Rvm/vMlk3rFgOvRVsPndInMuv8GwGXtRbdryaalA+tni1dF+miIz+XStW04rmy7LBVnhriW3Jn8G9zzLSjeZBT0NLW+LWTHTrinwZs6TqvSU8+V+0vU0pWCrKq6z7/zBMemkio2QZ1oFM6Fi9SgADPVwIBgEOVKfMshyQpjKPPNREIQIGK5rQ2A4lYs2qoaskXMKBmgqPWlNrFFMqvryRAXaipe0JVQksleJo2aDSd7xkQln6BpB0wSw8Kdm9lEL3fgbN6oXV+4NeVthLl616xb3bEhhDImz/g156Xc63BahGXP5XsddxcTdL/sEp6ehNN+sm3H+IcK95g83h7TH142enX7GUBHrF1VbXBlr6oxwB4He9zmjnLzvMsbXUHMS0KzVZr+Fy/6M9O2NqzuezRtbLsENox8A84aeV+Y+0J1lzrqHs1jQ/zgVqzeKF7ltKzXQxicVanjvNxqW60zQR17T43mkf7yRvb1Ugl4f5YL4muxpKwW1VY8YiSF0YygzBGkrshihhdngKxRnwUKQfjm2gyVGER4E4JQUDVLTbNzmcGelTixpl02WI1YZCU+Qk7MA01UZNInAZDgnOAA8CB9qgTFOm4GqqQGQDsuoDGLS0JCxkwa5iZnUM6wxG0yslyQOZw8Z9JcmX827iPbivkFXD/rrK+vY9yk5ZMJLmij/SzpOzqH2/NqTgatc76Ab4sAbRKWW8Z0rdyC0ZZ9m5db08R/B6F5e/lHyO+S2fhH1WiXYJSz46XcP6ZUyca4cHa/r1e5FPb6hwK2vbTDIc+ZjFJzs+Ea764F8djal55jk664kSBWZMrrPR3yrlu41gFQPLu6BssVYW5YCwesf16JwMV1XM6LImkjOpZsifUAglzaaF50X5AUJGZZIY6OUHMlRoSg8DGyJGkuqJfUDkJlTuT/QFEkEM7IpOGLIC7VZu+qMpElgouwSNWF9BAhJIO1ZTi4IRisYXRmcbNmqm7QJn0RinQFJiQiVaNl/V692LK53lNLoIhA2UhX1kNud4GWSgCue3G5hj3U21CVtkbZoc7BpCe1lHQGy7PSOKb0icgS8ovP7SUB7WXjBbvlidGyvVqxfk0LiWT5/arY+C5U2Sq3fEPuKOi+aTQGCy5xq8nlse98qujCzmslmWuMtO6lr171bbQ4rHznHm0lKc8OCN80Oy1JZ3gLeDZmZrFww5JSSqPrTdHjpPzOl80XxEnAwdHKAi3EPcmpydMA6s2hm+a2l5bMtFSy9tMTwbkg9aZpg9E81Gx+ljeB7fCzEQnPlbhFX6/for+2AnX+LgSH1aTe3EvSmWn0qsH9vkIXVY3I0LVjFAlIx02KCKHpCQSB29EQlRoCq/SknmkoJvo6Fo1AkE2yIYE1ZKDqp9l91c6xwUYMVZEJ3BmMROKhFmACmN0esgWwCAUZIXNx2RYkX3P7VMQvRJhVoml2DPFqlVZnZIvadFRAK2RKWNXxT4zLXRKHzS67BOiCLMId8Bc8nG+3rLCFF3JIlRfftyakCzAszsn3qM3WBL3fiZcEzS64YN1u7O/yu7Knm/NaOId1A50F7fXR4sNlpy2B637b27ZdIkINE7EN0boThs9nY4elR9X7K7VZGlfoS4jW48IujNUDrKH7Di6LVNyzjfTuCRjCAjzRcJPGvVW3L1ufuNKPJzINdanj3KAnWC6XxaSSOaTmQ9+GEMGqXrEJae2B5BiIQl7sDcB1nWxsEnYz1ycWoJPJzP4FzoLAAViQTBREr5JXkU5IgmJCCFmJb6fSktAfUXSRm2eZ26yXSAMoE2KOBWklAmZQuf5JbpQMwgxxNIgcJAIBJCSP2YeCBhMF2y6S7DgMAvMA85QDpmZflXVQQJqzs1pot2+X1uAFkfLahdIM2qZZ22lZLOpX7pUeMfFgN+1cbszbS+tF4Ct9/BeXmzzYynvbPz2E9Q+WBcJvJZY+e1FP6/cQ2xYN/27rwQbd28pQPzZJYtHE98w3AWXXlTUz5LYAmJ1c4llaV42YyxZQz9oCr4nmckemPO2C1SIE11nPIwwOrjKMWofY9eP3DOoCL57WzePmobvBCh2gMne9+0OesBSCY0TPYOVqM7J7KIaIDVB/RYqLcVy7W8xplTiyLpm4AwRnhwEH1HsohJDNljMXQiPpCUIlKmorIQUrUJD8MkbkjTapod/cEKzPrL9rJbU/sToDAGBRhFUJS+azepPpfOUdjEu3lq3zqgpmC9XmFtGT8koQ/HsYIVmsYa2k7Tu4yue++L2z4li57bJbLqOJ1dD8LxfxAdvA+31cJXK39HG5ew/oNU/U3iSx+9nk3vkO2lP3Qjt55F9uwkRuu3w/mSgM8IUu39Laag0vgbbocKhfLPmk/iVDe3fLBDSc/yZ2NQ56w6OlYe4dnL5q4Sxp7QKMdb2GaHQQQNO5IuiGEFo7GyEWimQCf+zqv9T8Yj1tbwX7cpWa2l/mXH6uf4eClLUXI17WHpRi2f5mgCmgXqIl56/mVDnaugTfrLalWkvXg4MQj0yYg1zHTJy0f0bgWJgJklj/ADS8DTvVjI2TgZnIqcu4Repq15CUzyVLQYErs6SzBgXnFWdw6yIb8SAL3ikwWR82M8WPYLVW/pB7W6Vrp4zHYwLvQbZdvOenV2WtkcAG9/mduKvuGQO53f9clorXR/CS2m4B6feGwXKgrBH6Ruerx+5ctoT2Ml7plsWibI7R4TWv/l/eu7updMD8flLVb97/cWlVl+s4LGYUftiLB9IAbtgIBfnrn+TsHuVwEJbqpio2eqTc9peNKwWpGsm350ZxkROpY1uiz2URnlvsEiWtq/1rm2Qp4Fw5LJ7gedi7rq6orq4lrhtRS2iYm7/9tzZXoHKzRP9Pi/mwE6ZQBCO0MuaE7JwN1G5CA4iDhL4BoUg05jxiEoESHUZA0v8AhsUnoDQDIRXELiYcQ/wqCcGICCEFRszQ+zSS+rlkHFUClKlGVrPkaGJIzzoXzskABCa18dC5IIniAcTSMDf716/met5tVj358dxK42tCba2r6MEj9cJArJXGtyL3zT46dfwZrcjUk9i19O5QwY2Fr56hNzd3CwTsCGoHYW8LI+u2W9b9lq77cy2tvGUifue5u9TNG1dVJRuP+NBKEwC8voblxKth2lgsq53d3mP3WfX8EUxdVQ6SQ8XTc5SVtYPXE7BWKjFq6wl+qJPeEDIHl7XTu/dUggq6NnqltxmsP/7/23uzLUl2HDsUiAo9XrW6pXX//0P7OPRAAtiYaGYennmyqsRc6eFOIwEQBDFwMkUIpVfbXKiD58t5x48aNJyGi/6xTTImA7Rg6yFba61FJejBrWkstqe8X35mtPC69NKNFxO//iKm/7YNy+stoP+g9S6bF/1DhOgla93kS+AszILxkn8Q0f9YcvES35RAvF/jLLRWY17b4Pw3Cb3oJf/DJ+n2nCO/9DUGL2gT0z9k7ZBbhmUZ5ZesC0HXlJ46QbsS+FjqVoT9C+TPtWtVltqkY0F735wFNzjg2EK96Mh0sIJjlUgYFcGVkgAcOG1YioTExekzXqq45I0RyQDVMbQL7A0w9Q2i0OgUANhmdBsn85ou/lY8hRTNf2tb3JScAVdQcSosEkXAi6Trigd00/qgLAU+30/TWtQ3hvG27a8Ib7Y+kTCBjBBmq6AEYSQ4UEgEizZIbYdmy636DJ2CPye0TUHTmmHkVNgHneVxS2JVCjY9mB5a/cF7iiv8iLLB69QtlNIYHLZyCkuguu4REE4cDZpABwZTif5JiFhIyN9Zo1NXaxvyX6a4X7oZWvaB2x1ZCDG9eNNCugKzrquxo6ObhJcpy+0kEBHtzQvruh01vUTE+pI0iGBEeYEq2w2OGnMiiVOTo+7ulX3Sq+Fxe8iuMWY85g9+8zQATvmdk3WiswOjY9iE6YKIzuAF/eTP2pl8xdWA7rDaEGyV50xHxXlf9a6xfH7+JBXbYZnSdmNb/haSLK3JIN8CE3fjavruJM6jALCWYCyyMtSEgXwwCkzrUN82PGwdp0ojeyf97gtXmVR2XT1KQmk9CryEQYYLT6Zda9ouYaevJW8Y6UTF042h/eZnwMFmaKbt2UzR8JiQggUSYt3dbHjXF+0zdCvUSCm9W8lrNEgv+mvfuyz0ImE3OtrGrxcR0YterPeVuRFZEL7oS/Y7a2RbI9gYoFfYsHzRF3/ROpi6XylNr/2cN027HuxA7EdpP6ieRLWoBGqF3b7QT0oMVCdX4pzyr1SVlB8y1EpjT1zOBdrADQUG4WSQAtyI4x7xTsMZtoSsGW6GJYGuayDP0tNppvdw4LcfEN/xEXWyuM64B66W/FYSORW6Iv0KrSsqkDQUbCYIjeM86WkO1BkitkPLrPwTXqcdImqAru5os/fObCXr9rvGHJRy64uydItzwtEYYAuNy71Ajvv0vgyF6y9Vc1qCe7DB5VB8oTbLQkR7R5b42pmQ7yZbddiVv/hLsYk00hASWduaX/zXjmTMu3HKRBfzv+gfwvs+Zz1wyaRbrolor71Q1N9JwflUYMcl/GnuUCwaNFTvnXQK33gIxKkXGDdxRUDx6ChGzGfyrdWDIlUKwqa5QBlizO0Uhym0DXqPJ7Zl0BuDgc4z0G8lSVEqogS6zJn8J0nIraWbZjdkfKNoWksfEH3EcH4rlWIKICIxmrpBNfRL7rReWMkMTocPQXD4rCNGo5Rnu1hgDSTQuBV9l0SVbkMr0KxRl6SW+8uUfGAy71P3yAahdopV7KHzQT1Q/jq7BkTxDE6gTNdqGIXSb36IBIBRViWJPSS6f00Z9LWnBmVfWbMavXYuyW5A3PX1JUz0+gf99bXXWWgNJNtXJ2uRn/WOtu20rOhJIzadWlsoX0ogym44/KoTgF+QM3EzG/v6FXFFBynVF5UT3H6fYblsmnlriJsUgq/1wYACK1oN4yoUJxsj7IOq6PVDaVQse6LdKPrwpoEFNGadNrO+jSPh+TzwU975KV/0C+qqkxNxfL7TN7F6W8MBSIUB23yjokIkro3zoqkPFoHfUKR4n0Tu3RepTY1l8MbvCWRcq9owzM4k4xjarcbgEP5ERN4Xe1NFbQEwMfO3lPRoSGnBhHQxtpMEvOqEEyIjO3tDtY/iXKzXD/4VRCRqsIh4XQMjfxHiVBXPr/8m5h0V8dfe4faPfRaH91TZKo0HSw0r+6vWlCFfeghVtxGDUtXt7toC3V6tu/4M+lX0EOQgjR6peYIArFqv0HMklp891V2KOxgdFfhmDLoEQHQ08sNlcq3J9fJ7z3if2nBjfN82FmhpE28/ZNSKrvtgem5qJji9NgIvAL6f+CIXz4n4//8//yV+Qv+aLDM8wUN0RRQWqNOAcepVWfZrM0y8PPXsBaYymeSQByMk7jxz/KVeOgtw3pK8+DDjjHUYeJzbhDAcbnaMgBb2cvr0ay+2ePO+9hpOvBVJ3+yJtw64YyBE9FoKP1yDs0t+xTbktotqcGsIBWF1Z6kW8s0Gvl37tfmgxsYj731f2VZuL3USmPfZHbJ6wn6qPeuhIlswFRT6DyvmKk+G+CTPWcmPDlgdQxkOfmkpK2ssCR84YRnuRHv8KeGZT6cfeHV49uh1xh2/UIZ5Loup27k24XO9eFC0wL+xnOnQTShf5D9NcpbUqE9ugoQvd6rC7YI9Mc546IKmYJX7WCic8N+2CrcVl9qS8JRygyUNA24rDCEi7iQuwcom15RUb/1xcR1LDk1qD8lG7krIG5M23ZAJhfWgTdw0TmM+NkKCkvXXAzvcwAvdIYCgFF5WUJKK0TL/RGyGRnlqKyUSt2fLdghsHOoA8oyMiiyWRjKyJQ90SeFRnOKStm5JjbK+nZDF8BMNX7lORQ0FOEe6OzBtpm9JjOjjrtJLI9HYr9QJ5zT0x0fSCPca4R1H4i7ZGL+O0/REuVfn/If8uioeVOSdFBy4c5s0fWMj+uhmK4F8iBA8bNkffjp9Io5dD6FiKhgpXBWBO9s0NzQyGQWmDBnKNU1UiOPU2JDi4H93vDBEEddQ8lSWndWRl02HEpFPCfnWv+B+4G4o/w44VIeEfku0mcVD+vwTM7PHq9VVIWL7FC3vA7xB2bK/gE0NECpXRKFTeMHaGPRZmXRtmKaYu8TwqbifKqWjJKB/YN0rkIFGXk5LkMmBrP1wIFQRh9JLBXCB8CgCDDjeTzbtrbSpDrjwF96itQI56prLyjem8j5CZ4J3pYHQr3vav3432sPwzDxfoG5Ch4MPF6CZv1oiNaTDxbp5Djhd60AE0yYO+0nzGGhtGmJfhUAxM0PdIRa6u57U0ROc2O5A6KrI7IvcRDAtdI121YAIKV4JBNMFG2C+8j4T305TYRkz1P1NyHrbtMqYXpvzEu971KS2FTtC6hrZC2vo34NBUgMnjYwQsqRbx7mXgkPGSfAI249wNfrEV3ife36K1OJ0Xm0HTg+jBvepasy+0O49YW8pU4/h4l8H+vkwqkyNCejHN3C5Xsv5i48PVfUbfOjWegAAIABJREFUuN9/fkp2N9raEtu89UDn0AFLWFEQZEJVpsHLi/7PPdINjXQhC8FThwweTECXYJ7zd5fjWYdgLHCAeQCgNfOulmAYXV8b9WtXlVSyRq8UjKyBVIPgl2Aift0NFV7KZlOZelaHgnJZfepGIqwtZDoIeyI03L8GGEQkcLNEqrCmP9nq2AUU2mb1oEVbF/EFHtpD68xwnsloUXnL+4HbJLW9iC4WtRqPU/U+WkrCQTpt2yTr1DzLCl5S2cDHVAj0gNGSDM3tto8deZGYKO4wrGDfUv9BNrny4TBGf5Km2p81lQ8SIn7D4n0rjGgUEGb10fxcQB6QQtV7B6Wk8FQpt4YD6QFPGAZOjXLcN17KNIrVeEagO8ui9YRsKkoVWWPjJsIPeQ2PbJCrgSMwIG7BwjEXoBeLYX45koMoZXNoD9B16DOTroqCE86o0EYDwwbFkFY1BYYmG6J2j7lHWOakwtqNNsGX6DjAVYMv2ACkBWXulK4KFZY8VBFWXJUbOADZmTK5EY+6eP22vLTrzL8UQXRqIbLRqCm3xLZyJ4PyZNqxa/zbCvUicHkPbnJmMyxk47uG8k9Kg15ej/b4fGPH3rdt+yUOc/YG3KQueskmmPvRtMvC3pdORMS8XnerQUF/6RnFzuXw/q9RDPW6FaDBDYdPxcwH+qDtQbLYYNnfUD0OYr+TbNpCiYrbPxF2ZIWAUeE6/54UCNOOXDZvJUzBoOFnIn6ZQaD9/hmRv9JuNH11s7YbNTq0G/tlHGtpwiyNVp+CYaK9k24ZzS/SIznLmagROBPtVxJE0KsLJ8XHDa3JvdKPPB21ZaOcy7AdbZFGNZBVKSVnAeW/WGagY+PpX+BX4ebpViKKZ7PAryhCmw12Nw4NXYbpxu5oQtDD2lPowfkDeO6IxPoT9KsdYHfzg6OMOhJ5+yelhicoZi0fsVCTj/3bGl7Kmf7kG7d7tkj0CpEW0IQAYMGgtOm3084FM34J5tGKNjCz8IPnZQY2c2vCkQyj3ufVV7kiViru2+mSEUQktpNvXWz5D38CmwKAIe4N6nQZeC+un+ZDr9XQKOxUroRZqPYdsyp7/aHTZKR9B162O0LddnGFU4W1KHOtg/f2lQpdivzIxq4tqyTbbj8OXXsaWr5bL/Jd2y5GD4zbvN0/Pb5o4G9Jk2RfxjgS/syFWp1zpcSePfrTE4dPGXn+KD0A8n3Nu8HY2Ii5iX3w5tsUnCNXfJ6JHp56ZBFmiSqCZ5YXv7VAbwTyQcnWSk3aK6WfdDAqfpJFV4an/F0BCxe+ENHepLHeF6O3Ji/yJUYrzbqFHnqdCOwmyvD3cXgbeiERWINpHJ4wLZaxqU3cbXo0KdN00LXM1nbOpWrEG6a6QuFOWjzPPG31OGW/Qq7sCmGwNYs5ayPF3I9/ZDIeTbLQp1s650b66RrM358wsoZB8gOFpDM4d864rw0CGibbAnVWuvepUQUYscG24sluXaQYtuJMQfKiIcy195G0iCOXA7gDPb4mBFDBc3YTPEcveXH/XlqEYXRgb93cizM2xRe2OO/pnHyrs+7tgi3ruAYXF+23ijIdBh65jX1p+j0lmB4JRWFXW9wJqOsyaO2cF9bXQqSvFtDDswLvOnqcjA2Id5qS6JyaM1wyAy+Ei3B1nUMjvqhgQ7tUAeOhL8bHixdxTO9+GA5wjnz7sRv8gbQjQiJqnJuH6U+ytQ/bcjxE+ghtFdg1eXABHOi9O424tz6Dd86gDNlQPyCeGoWNUVBkaX+25wRcQYFHvh+6N79zorvsuLSp4nWRsuJ5Apas+6K3sOHytSBIQ+9Q8Gz8iPZVLkhD4zTYeQvfnL3aqbvQ0MuRaLytXZvnxjhQmpmok/HJD7SfhPcFaNm4kNOyD6viQTLj5e5YNZTH7ctDupj5b2vg7scjLi1jg8Q/6/qeP+8uWLQBrmM280lJI4/sOD0MMoiPphRsHDpqv1k970F4G+vB+v8thuVvSEWVcy9XtxLKedDJ55Te1Jk0myCU5P50ZLbe7AE7Om2pXF4Y7FHhIJpQpIE8FI7ZoGwpRgodFeOjzLIDoYzloNJSNnzgk/6t/DLDF2CrN+ue9QqMfD0k8DacnPdpNy9RedB5Oh5pjjXczhHFGxH2g9LWsAa1ioofwjlH0x9Kke67o7dyLkS7RMedmkTqSMgeienOPrTVdqsC8DiLxB2jk52Y+OBnaXJEPtpvndS9AeKub/wm7Vll/ARHeFz0wMIW3XX/Ozaz4GxsxlD5W4lYuqx6K35m48tKEf1FeiXimieW/fyL1ps3X4D0tXX3F62dRdv73HPpdqeXacgt/uCdoQfS+5dzdBCUuOrszJDhiuVIEweltjV5tAFbgeurq9udW9YmWq9eVrsNd8Fpj0QyfUu2NkTfpMlEeIxvN2lFLfwSki+2NtodY7tvhF7biGxIRXbizdhwLCd4NWs7vPRTM8hnIcpGAtWhTqmpGvVdgERx6knrEIXIHGRlmg4KovWBFKY2cz9YHAl57LQGOIRtdyfjuPPL4CxHoCuLr2QvzpfhdonrDtkC2pbWvuwNzQww8kYTnapteTpMyc7EVFpu19fy6b7DMT2Em5AAnBnGzPerXX+xbnTIPL85cRlnUFp6wWlquv5bCQSMmTZagx60NbEv1OlJfyPcRQc92YwhXv6IxN53HlrAmJhMQaFZSM6fd2oyOm5T9g3FdugRDM9Grm2ODRDCCOkYXTXK5yr5mzgpXDujkOL02jVsV3KRyPSTsJEqXDhd45Ua+AK/DAzkFyUIV+eETy3OqTxFWIJPVHnfTFK+3C8KMlBqd9OEIBtlM0xJ2A6PWEYqm12Aff9Mz5R37ige1WnoL4E+EcrK6W2T/xOF/maq8o068VNIHmnAWn3iyWn8d46PtObmgjKBv3Wg2ftsxgaiHthXsTvuKuKu//wSRz+wvpWvKmysfVNuzHAcPB8jT9S/ciOJszNZeIID1NAYnQ7xcvYneqL4qZ55G+EQ0CK12GVqBt5l/U6hdNNjjB60V7WSCfdRART5deEK3jy0QTpSA4T02gMZ8ml77uVA5Bk20tKXOTxAtiH/wEFCeb4LP65XbTiHCfjsLFzp+C46VZx+0JkKf7FNGZmNoaBqrs1FV+ItI/NJuxTamDz5H+Jxx+GzhrT0OccHGdvXU4MH4mcmJUH+1rn405WfRpdRHC99pPB81WAQfp0ZVCXWbUv+rDQoWHjtwVYwYVG0DPqUD8/Dov+mt74HaBYRIZ+moKZ0mBJ5Ym102hEsolU1bS2mcGIU6wdhg4ExKhtlgg1Kda57sFMc8Yt04XBK2cHIynFa67M+kLldo84Y93ZKKSabpnjSX5DjRWFlOk8pG3t3FGb5ywpx9oCBgrLZxidr407EM9wW09Ph7ojPZR7MGvxE46AM5qmjnxqKH9Wf+JR5ME3Rvo0zw6lwv0tOTlEbAVxxVWRz8LGlZlxKqKmD5FfY8Ep6IFyQrl2ACQ4wNsaQQaAIDFMwHPCFqwAqXuakLJNwHHTsmAL/dmhp3kV3gBO/Zu3K+BO2jzOhRau3P2D9aXDngQDlghLbSgu3WgfPHM8DkVVsEsgWbKUOLwTLNYZB2vWLANxQ39hdN0Vgnj6Y1eDsdGQH5xisFeKFYAqioEX3wWVIwcQQ6eiIsP+R8vzBuLfOOoyMC2Af1THarsZp+d1TezVJGvuYG8u1ayuXvO7bd21qiL6vtx6jxIiB6QwJro2soqD4gIggzBS97aC0ExW9hwTQS1OqMMT7wg4RBCDztahtVBUuKL24rVoiHMRxHKCgQFI9myLiDij5GtJeYA/nMxL+U1tH4yfpUYGjQj4YYAIjnXZdMXRKmP6yc0QZrrYxKj6tMzXLpoJY21OZkW8Qx8FbShvZZhXrDeQFQ7XFx0X27lFyYPRHsPNZdqhp29CHuQjrBpkkc8fNIEhrOYjZjPMGhslBfm9SJbuVrRNJ0SFuAHZZ2TFLdDYCN+BPTvaBB53hvuOkm8F5koIT8LByLt605RsH921otgtqLbarsliLSl9ekhnu5opmxijau9GyfrZtT6nTOkOM5mxqC0YTdTtwhin12eA5+1RDla4aAUnw7hm+SEEGihGVq9mQ+P6d+P4f79OX1d1PGEulw6WggMu0ADRP29UrUtjT2HgOQZBVM255eunhzgBvK3qOcO3UPVcF604BBX4fxn+g/04+rrNgP9uaxtWhuAMuLFG/EX3R1975t3aKRnne+PPaFGgf5c5dL9z4xmBgTMG3VuIAq+Js4eCYlyaSRuKCVN1Uksqb1pgn6dZxMYBu165GQ6O4S+eMpEb+cFN/rnf1vN1g8zQlx62VCbEbBDRjcKM6edLQWjt7b2Xm3SkCZQxbSyiISPEYyLcHq6JuB7F7FkKuhHXKQn/r9lyGiz2xiXmap5CflJn+8vfZdAMpOkQ6jWb05VboCfinjkXanp0PtBodqoeQ7/glaHRUWPt3Kl69vWiKAk9bw05EL1V/za42hYgRie6GkgRYFMqGMzgS3ZUnT9MtRS3jj1vYizyqYyLOpSCigrzz6bp4K8POSbsXL2lBZZsHq1iJf4q07O7m3pX7L9cte9zyFmYcX7XOold465uT7X0zvbvxIsz4TE3gcKhz5zwgbCloBBCvqnGFx34+IxHk1dEzZzAQasTZDx9CFIOerdNEdm2JKiW7kkX/cGyuQFtw9xoz27mZrJBv336Ag17IvPQSft/whiNcVzedb5Q9F5xqcGPReyRqinwbdISD7Ym5EEU1A6oT53A1frB+HU6ntoOIUa61PzHm5KWOqeuapG8ZlXBWKBO+iy6P0ScoJMmDW0x3Ogd0R2gV+H5ra0NnFapCXyzOw5M3U+LpAxV1Dfaeyf8Mwgu8V/QEZ3HnfI6/79cL43KKLXb+t1Y4WqUO1770T5VXryi3NSb1WjfuYedGp7xfL1BEmNi/MLaBIKLaRipMAzEMYPDKMSKKxjB2rbeXbvMr8FfcI+fMAwHjeguufyKkk9+e61zd0bbG+m57sLcQvZyITAZ9xALKWSCfazHKDovSIwjhxiB6MlyL/DVKMEy/oseMZQsR1+NO5QdHU5VRofXmWyAInocdmfvwbXjFQMJHlGQ9NuYgX29qr95bcojmUT7TU0RhmHcI5hqftTM/Tr8mdnwfap36r89QhuKhzgfe17JkqjC/qicXMItHJGaeGcbMhfdp0QATf8EJZ0kYs1EqkYq3UVjiuQ9Of8kNTVWY+ZLPlFDbB2u/zW4zeL3NTISe/oOEhsF4atMFkbzOOZg8fmNd2ApbeRNkgKnKhKgxzP0dz29oRFkn1KyRxhtVpL5l+mLwSPnyPHWyHqw8aM7TuKBtPLr75QpKNciFddGpUpxo7BgcLuXfSbTSzr1tSVsay3oFtv+J83pyEAD3e4HNbG76vLm997ENfZrgall1mH93egvjgTe6VOF61lX+d1Z8WVZkM540eAFPuPP28j1iQefaGzSdAEVUnBpRfbi7QcDD42HgNcqONt64bZnvcRlhxLFLriCpyDKHNsV1CLdpcOi1G0JBeWnWNkJ3ohHydQ7ndXpeLFDEXYco8FESLUqf0Y0e6X4uUA7aLVsLxv6clU9UbFo2bSdnL5tv/37rkLbZskRU5puiv6PX2Puie+bAMhiQpXDbAPLmqpH3xoC3JQ24DD7JV5a5UzodzMYywwPSw9fP8ZwGUD3e4I8bRyMUBed94BFmXfTS32CCaKbdVA9en0W9c5mApWk0XruaMOIgBMCBoSqD1oVNdBCP3kiqy3Y2J5AoOqi5jNrWA8reNoH3LLQUXzaOrX7vz9iE50RE9GUKdRIVjB5w26wvdksq3NPTZK4qN68A1whhgmPC02wGyPfTEbTJcKTpomhwcivg+zBeu98d/RgpLzQCchwBLdlEA7Xa98TgeGSRZGx9Kc8m5ZkNrdPYwDW+94Q2I8foCVuyiSJfTpGUVIxlzAFdyBccc7e99OrRzGXefX6kp6sMEbgWCTLdIAhuko/2LGetLF82/jebG+3PaYxskqIvPjthKqf1UGd+74nqmEOPFlaonSDeV8YfGPpUODvswyKHRUHkZwSOPlDYPhwHJG5a8I5IsLRvQAHaJvGsANM2LQ4A3kjBH2B/lfbt6n7HGQk0LRuM7kDlLhenzCJZV7ixWnAQi5IjbyMmlCNx5RruwQvGsHFa6EI+OrqFGjizgcC6+dxLdJAUDtVoakjtFtwzEaue7WDEVa+kbJJHG+X7wdj9hN78kb54iGgP5uM030/G7T9NGmT6QbvN2NTpBkVAW11mHDWMsvk6fc51QHVtCBGJRgNfEX67Y4kPwzoLJL5ciqh6tsmjuzOHjoNxGnLTtF23vx2vUjGgV/j1t/gloWHX0pSmyI6GqsYcAV6dO+BKHYxz2iY3AwztW64BS2xLepGfadeHNM2FD7Wu4YzeIFPadXmPxs7YOwCXieB539UWxufogNmj0G993RPtV3j/juTcuSDiTzI0E6kTjdeD1P9InHp/2jUe2cAA9jwLUQoBVraEiKo2oyGaG4EGoS+fBdSmsw73+7iyQePiFiVHb3dUIwXjoociifSWhLlmNcpg1dCBIjfw1xKceWf1b911dw1fHQY/SwVX+oRrcLLhnCX+6HuLG1GUpSAX2FcHZ/O0DnBnjeBWYqLLDQk3wQTPKcsKxTZfxhISaoDRvWGkMqC0c7TFLbXsfRxX6ffEMJfYH9hlK/+3pMqv83i/6RTqppEfNCxNo0UVJ3sOonrh0cIFAczTcCRp/hg8I9nTNfmSS7g9wOa48ToWut/3+i4PmyrAt0wmCHFhH8Y8vA9k0bzXbF4+/IKXR3oBKPKlGjjjD5FHlW96Sc+qMdz6EHL7q1zcRruhByWYLxgtyfr/XCZM4RAR7A1P1A8ooB0olPmVHWrIumEzHQHwqB3m87fsPn0vSgfd5F0S3/FV3WhdD57q/fUSdmfHwOIFk+vTb0/XEpGHvg41pfd583caGks69ou+WJ+F3wIy/Aek08i7ZWg+lL5doQYz0JKS52fx7Ii2aGoUZ827/xgjdEzteeOvUNLFu02NJxgUjCFILcBB1iy4W1lVWsgXyXe++YCLhgdwsf9IZ2FJ/YZVOxmqrsHd1vGtrPyVDrU9ZiSk69sEg7Rrs6PgCFwJv+IOwsToyKvaHDL+gRHTSqk9vBcCJbfXm1d+4+Fh5zTZu4rM8CKuoPezgdoykHYkGvrUv/i1fVZkDHgAfVM6NtHI2ifJKTgNHmfVXZUkIIIcxpqAozjVvkxPKuSyV57Im+m81pt/SuyDTuFcwEBdMZYJ+LTSQOlbPHDnJo6aC7gDq75zGQPHZFP/NrVhi6pR2N0POkwnFc27/tbrTPwWgM54JTnuE9sHIXVYE3936yfxd1zAV+U0JYF22EjMxqMxCEJkCjYoPqrlyPoEvm+F2CLk1GbtR1PGYobCdgLutiudCM6jVV0shjbsL930Z0kS/oQ2h3WxUca9d+IgB6WdxisjjxAhU6rrUUxtS6Qi44refqQlrHtc3Pu1ummwXAFTKiIExv9Q9sbTruWBDNt1Kcaxa2wjEY/rOa9ng/AjD30AGzXLxLv7eLt2dLpIy/gU3x4DPBzOf4OniBvdkYlmshJzH9TdaEJ2gBKnCEIIn6gxBkwWgnSQZ6Wuk1ACMhzrq3LA+u3MYVFGUcOYEuHoPRsdQnlkpvpE0w6m3E6fBsxL1IA/K1CY+293HylI8vro+YY1jmwoHLsjxYN+2kYheE1ErR/yvbGLonK+ajYsxyT5Z24DnLPSQ6KS6jPK5KqFNuUVtk0Lid7NhgY10HGD8Nle+LiAlAK/UaG9lYLoy5YdHc+C3TYQ/ASVOwQ9757R/Peu0FykT/fTL0jTmN0Po0F73JZrBgQHMaVibKwwNXCT3uy8PQ5fzomJ1voHMmgwVKESCGY1Th39PfdxH/1p0djD4Yjruok4XQaex7LoDTUShQG1AgxmbKPdCt3RJJF2i4IocSRoHx5t7phQFg79eFQlVq9XhsFQClbIhSNvg5NQHBoheeEA/FpGnyG6pqarEDNsBZ+8OnWYMtWbAujroXYg4GpwRWWSna6ViY5JqEY2Fu8IQRiHUDUCvJU+Y2S6cfWclr5qEoakc2q1N52tX5mYLg+En5I5dhd1gw5WXAIXcbZ8gEG9HXVXYGlnlqOpmweI1tRMeHXthmUvExumEqIRQM9dYlZqLJEzFn11StMWd3Z9BUWXnzQGOV7NU4iraseirWzyIk/asyXhWYxAo8AfpEQ7d3IuTk6H/b6Y+z84XLE+RxnTIkBeXUQPpiYQaFFsWFdMchH4pTKCD2YvEM9enRRmNu7og0z1ul1kJ2k1A8nU3JJ/0HRSn3OdgxvrrHW79PBvSL05/zlUSb+JZhnfD4dnf1/chsdSlJ7xwPchXc4CQbmF1z+/dJDgYME3PgtBCI7KNY7uw4l23sKPnrqYoXnJC87m5JrR8+pnl05aLHavCaM6dtswyEvmW3BX49zGkfn/BwWkZWuZzG+nX6Ay4mVTkAYXaDF6vnbmvofOp0+Ujlk4GJqIhh3hQAOSYo3X+Q8BzaVQZ8VPRos7Ff4Ol50V7lM7p7CQLa8oTGZYpNBxDT0amdQ1cx2RS56kKpeJuYlKBehBdl0qi4iT00OMZHE6+u30d2nhUzrR1Dhc7qx0Zf/eCUK8UNj66+Zh4QLLPp5UGN/UyTb03LbAy8eyptvKRvBZ8YwEwiMy6Z0iixKKb0/t9XrZ6wNCxCMBqHmFPrYcIifQIf+QwkSXCH3tF+NEhTz1wuJRqJPwrwYC28KlmrIuwiTMg7ovbW12CKA/9jMhqpcSazW82odldASsTanJYXNEchYib5JspPTFbLDCFB3ab5UnHegl8KvrUl5xG2ZyZwqVJhuEXBecF+gKTMdryTazdfYY25V5JBR/r6awfkkO35Kvl7WA9pCLchPlP3mMlhPHKKAwPIQyYnXre4TippOkE6C9GCGG9FizfSABzhlzMipM8xTVltPjGBph8yAbGXlPYtAXhDps8/1t1jZGdSBBR9Z3IXIP3GUr2ACGxhVvHT7DHLYC5MC7QEiWPf1eeMnxpuamXt2aVxVlnOJKqWNewANKj1wRR1hoEDCLabzqJeB3zYPtqist+TRvR4uTo51uB2Hzll1x4xzOjQiNr+V1XRnXHWq0KYQ9cx7Gm1Ih2yHnjoWUcdix28F0A0Kq4zFUR6PZ9XUI1rXeiSasn+2uHLMhL5eAelu+9LsalTxFnc2ZQ2oHNvxUw0C7N06q2E+gBUMXmI4y3iC8wPHr0jXW9vlpbCe1FDBEJtQezuUf4DXQg2/3Lnef1NOytkEAx4BgVHIaOCmZihTfnWRbZK/ChoY69DDX5/Kk1oAyDRqqeTtEi2461vBgofX2zxPikDUYplINJCZPOeqTxyvvDp6TQPoDpIEuBS8Lr+8kQsMMoq0e7GCJ6yCQ0AdesvHQkGbNCmwT0kvegtfMacPG4DBVZYkk5K3evXe9Hum7mxwR29/sKS7Zf1GdlsWzTKHzRmXSD7yTkXyS8gHO8z0D55Sd0cPZac+f6v+u9ClGPsT5pK1/7+TbzXSTj3A32k7mSZIvqtK1omw9I4NdT98eYW0loB1j2zXTANXfcdCk3WjbQ9b3nvhNBA2dLYlwsO6OB4EqLdykrOUi4rtcMcMbtLH2D0xxCpVwMeJ0HmaD6IYZys3s8tztPbO1Xiup8OhPaXkRD3Ky7QYLEYWW5FjfbyByXqO0ZFIRAPpUkqNOQQoTr5Cn29ihzM1z4UsmcPr3dHfgyfwEB+SnCsna2oVdmvZBY2s7Z4GBoospC6K4mFIsf6RaLkt8Jh2Oa/yShLJCm5dPcd9wLH97yganofG7PIQCIhBZXPZ7Vaye/SZXTHksAlHH6p/eado10OgwLwh5m05ANxlLjwi8CM/bXs3OROWS4Z+4Mimarj/zt9P2xNwW28VWA4FY69D/aCRcEQerQh6VeHaUregs3FUzvq6zxSUJOUYeObIQ+B5vuBg8SqnPJl73siTFqB3fj5PwZlvwU683X7/jkV5TeFIBErqv7DvIdW7RnAz9j9MIyN2S8Tr9X5xORy7ahOuMf1DKAUWeWifCaTQY83pYzlwZarp+GmR4DT/5dNKTnQ+Ljlgez8QEz/IEZy92f2FEYwiepcBMHPSbD9kvxNP9hu8LC8zGMtB4P/RJEQ8bXaVos8vMp5IUFEQ1o5eZBgooQT9Ai/WdLmtccCi8vsLT1xkrnEU3eKNMZLcZPxqIvAfua5/1SjIautodlAzfh4jSzId3CDGtRcdMH6xpNbeRa4l+ytPH7eNpWuPdNjr6fTR4SiU6lgIFPqUAPz959MdMRwXHKuVfse/s8/1xqczi/J//+l/VtUrepxVwqbZnt0PQxuP0BymsFFpbeeFU/dWJ186qWrS6Pfiws8o8Wlc0+J529/ppb7dlaCo37QCFPawJXeaye5g2A8VeJkRIu9prIaav4W63OO+EypRDucDnkOowve1VAeBg3KqWzCgJOiFJSuR3ZyDsa75g7ge6cOLLqOCLJqEQdfkalHhTcZdls6XNFt0P0ZQv4gdPgQojG+NZjDzpuFj1o5FLYzbQMSjF0v+NI9TVeydpdHTDaQtjWnQcg0PTEXhL591rX+H/CK/XARG4xJ8Bz/r0sdiMvUN6HIWl9F0I6sa9fenJvzOg4/tWwItUzR8QPdQKQmuen/1oZKY9r/oshR7XBGyAsgvaMlL+XWk+DfoDmXOu4CBFhar0+HNcl2Imu50bq3LTN6EI0B4c802IK5TITcV/aJAhsXfSoHdORGFhX7iBE6c3zPk2uXHiO2OcmlcZQN3DQ8XAqxttpyzfCVh+UyYYgbDe1BhS2d+zwu+JQPIX3tSK5hcVp6saPchu+DAZmjyV+SPD0mvtnyXjP0Sa79Bx/agp+UPipfbjp7H8NDqsd6PvAHOHAAAgAElEQVRVDAFVFbtcfra4IgxLJhK2V0/rGrdTGRhuvcNWV1sVZmIWeu17sb6+vgg9R2ZQCmpoOKIzRaq68+E0RnA0jT/AF2sHe9t0WhO2p22VPvAOlFdglZS+wh1VeLXNOfXeW75gMi7axws281keM35JCV++iG+ksGnHOEef+HIxiKe1HXvZXzp7UXsjORHkTce8lt4yzk50VrxdyrYl78BTCI82/WQe3lCMV/BG3aOEarpBoo4HcDs7G1tqmB67RnGJ/0em96f8vAH/x4acroyNuNg3zidJyjeF28mB6nivvuvo7iO23283TIhkX3XvBiIOFjLD466Ve3KulsLp9HxpZYKl7TkLaJd4KyRwOhOMqJzNLBFtgySb/qp3Js860Qs53Y6rVa4ZxPa7IuBm0RunMR3B4LqgcUnGMHv0d7fWZ5HkLpOc35dj97aedQMe4YKXcqIzOTDtVIbAn/7RRJwCtd9LnoiCFzUAub8OW52Ot9KlUm0OE98HHb9w9xD68zGGCusTCrwC/WBCfssPdTNNxiZY7FND7szw75LdCWH1arMue2pJ1WsEA8G6Gp+ihDg+0jqNiipznfpp0YIhFvLX4t6gPXQcesBOKTRNDaCXtfl+r4DA7ydQVNWWNJpwGIShmBBR84pgnJsWKxgKJI0JCE0mdyHkHTWyNSXo10MgeN1O90/axMER8Q0Z4fXm2f6AKGa7jLA0K5KYCUklJOVxUwbK+k0Qea3mYbpht++O91ubgohgS/jBUg6VS8QGurCL5N5R88do9QJBNyZ/hanpOVcdxFuAdtX2FQPwp5XZFcEQZU4dhYG7nxxO9KNX+WRKChmjQmE7gmCTgQqOGxMv95KXRQi2nXZXnGixhXy3NrPwdErsVKgdgEJMMN2nubjuRER5GmiObuAW6pwYBTv17KWHCWUAdz9YxZ8FJ2flmpKGHn53oCKceQqoV9Kl++zGhcqHNT6+jPbI4d5MOD1df4Dbpw4HufMxkZ03kCsUXIXLI5g2XN0wgxG9cCjm5E7pppxcjp2M8yKZXD+0NY9Q/xDuTfu6y4LMJifo102fVeaBFN6EkJzN//rP/xAFvXJmbzSPuCdhVYgCDMR7YRlOG01NDxEBSUurGbwMBYyS7lZD3quyZ/6ybcT6OwEPMLPQ5PUqq3YwtF8QdblnLLNBDMQftuVquc5zYbOo1dO703+mJRGmRywligPnG7cVi+UJhVsawJsIdAHKZkb+PdnD8WC/bw75RgZyfqAPacw7M60qKtZGHZhxmvsKd8BJyu8GWt4kwep9al+pXOddXdLR23wP9P/C1QijhyLud5R417ddm36pgXiQLvTGqc676bsK7hPc96eNcPvw+r0gHBubXbn8CL80z+85vg3zmMgvuToB6hkfFrPbutIr9Q3x9GLGOL13zXj1cHXTA7K0LT3lj79uEGAoc8TQ06q8eeGUE6m+SpCKscow0Sh43uONKMD3kP3+TYYAN/M30SyzpMWU+UT3xuaVHPNQzsnr0eg4YjBoDRZ/xXqNcH6loclOzKexGtwnYczvTr/R7vlFnAPSvMbSPX//9G0VLkflNywz5NnIM8/13JNvW2IYYP5eHIdVoXr0YPUGupz8eZAb1JY/o6Zu80VhivvlM88+LX3QGlQiw2LH6ABAfl4PqR6kKjCJTdUuejr4s9dK8PsnJ8/veIqHMkEa09RpNq73UgoHKTlOExEwFjtnKRwZkL66t+c3nOZvefprLEK3qeVPSr8zyrre+vyhpG/ktECEiQgW8WuF6NXCgwXnbANLCkYxR0NlcMSssUM0FN2VzooywrV6UxSjg5dpX+5IPj0xN3LIvPAoroAIsgxuY5DeaPx014rB+eKK48pV7PwX1YBwvuWdd3lgu2yTxrFD5vTOmldb1wJBp2NaG0P579ea4FBprqv9jnXF4cYIb/ePFuOnkeTshF5VGxMMga7ta7jVu9X/X/pcWsYGQsqSQDHPu37uCEestcTxMOTg5mitbXOM6p1uumDExcQ+KKK+rcrK1l32p2I8eVlXCuMy6hMo1xaC9gvwS2qpiRacgiJo24nqEx23k4Q/b9UtrVIbt42HKUcu1eJbYcnl7cfp0w6xGgim0LejTJQmwNiDuj+maYiSMwFz9C72l9HIk0+XTb2BZZ6TPjg/A/0d7k+nEu39myYLLa66wLp9kP8rDy/f+Euy5+QvUnj74DYyXksgO/6zNulHUjwdsZbTecaZrmmYSf4p1C7cAs02tYUO/L7PzacT9wFUifWvErNOO90duNz8fydJpU/S34va2l5vA7lnGoKdEhLGpN48KPZ3vOYiY41sncgYATd5s2xlly0XKIMkGqFO4bYyW/NKjx6mbbGfrO6wn3uKND49xdNI5EdTFqs4gmQs9++S+H//5/+y2NEih51sW7IW3mdSguEAjyrvdOoW/81uCJaRAK5qe61ENOmVuCNG6RKHlcsWimIbHT7SxkCaFxJ9lsGl+t5exN639XR2JEznBGJ3HbtUk8v1YAijh13L2zThG1NPx9TIHD4j2nfXWUQjUSZDP9HAx6hf43Tkz9vTnUOxrcNfifnAwztTjShnceoMGsxYfurTB3daaZ8kvE92Hr7F1z1Ww5m4xzAivdM6m6bb57NMgBoeoE46yOEVvR9NoHcu++0Tu/1OtgNwf18uACq0Sw42RIcxkZW62KCMz9U7O2mODbO5yE2p+CJed4YRKEvqpiZwHUmtLsOMU1PDFCE66w1sXh/2BmBtmj27SpMYOI2KN3Js/RItlxMajmS0ftuCIQ60AeXimYSMY8TZwBEi60ufTrmveC31VphCFNEpIvsSDU8Yd4MsiH4WcqEewizv+m7yb6eJmU1Kztl7KTpKAe4pDbyvk/anylfwVXGDbsjV0SDdST/i1SfTeJru4+n7DhJjtA6Ywti+Pi6C6zwy7oci0igDLeLO14wmUljf62WGOrXVkjgmVdXYknh3V2oUlvK8zsPMupTV4mspSgUATbfeRH2WT8Xtp3m3FlTCw5ME9Fu5iV+S/t5NHbzk0Z3kr06Z1VqXUWDGece3SvDyjkSXa68gUQgCFXFNkIZyM0HR7oHcIR/yS7kw/663TW7DlN5mAm2g5QfqU/28xN+xrKVtCHDhrhkvJQ1+WK3vLe/USYwC12fZiNSi+RMMDUW9NcjPp9LlbrSgFOy6caI2pLyob2u21hHbjDU3L5sCxYGCxip7BnhZJfn8ML7Uy+hJhqE7RCkoNJh2tAMFSSV3XVezXiLMRdq4fFcj3nWrd3zyppC+0BA25lqANmkANPCTwgpNdDihPwcBCNNKzftZfi7IsB7HDS+mGmZrDgo/8aPBat/xQGcrJuRTCe1rve8m5j12strL/vtRuz3DLQvvoj2+KLAte4X/cToQ7M0HjkSnJNNW+7hBAWP5yljcSX+MQfkTkjzY+gz9Oz9/KtCUdqS0HokrfYZC+M4XrKHysq6kkbDtclRKWSB18Nj9XlBAox0hiqe61eA4JRbBwNU5Gf9ZHIfw3R5buLLGiN1mwLVNubr4l6ywWiNRSl4PpsZJfDQA8+l8739VLM4X5W9Hw/oi4bsypLY1UQiykEk/T0+ZkJDJufTOxa1AS9JvapT/YNDM+BfD37o5gfYY94/U/VytJkdAjHc9hRPX6hhPUgjORD1kDI7D4HTg9OfkhN1bmkgkzk36TMpCZMn12y8zjZs/34puooebb/n5HZE0AeGQsb6WQ3pUFraNxu7yxoH+vJ3UUXuLVbkuY4lGyWtkg6K7mfI9mEzNQGBvU1a+Z+MtGVKj7HxgCHk0Z20SaGuyV75WlvkBdN7xFJMdllJmI4Y2jely0FVDfT0+hdQp97YTRH/+fRXoesXbUDBLyanFrMx2SChMuPmvzvvWjmyxx09Zr9KrlAD+eNizozdPCzVlNPEAoyFhqn9Mpw4+iVJ4xiUvgD3guBqbWig7Hca9ewL6PCHcm4ZqHnufMTHj7SBgiL/X+EKt3Phd3A9Bg2uD9EQNKD1yAr5YB5/iiVzk+EFYO15j4uQS+cBaEZDCB+hhIRKtu1heno9W5SmAzKInhb0HbPCcgOFxwGffHUiizO/ofcRoDfvBIXDYmUDGe6sn7P2i7QL+nVKW9WkEX/lMxoFAJ0SDkOK0IPDT1tcaGdSy4VkcDS/R/gN5Cn2ungXb12ie9cfu9U2L74hSWebwtzIxttXLxXbZKxw2SWK4EWiE5SSmSypzcVWe7OUR7HEaNfVhrxLqWpvBl8TPoxGYZSqs+3RwiZLO03Jx1J2cQSWhny1R2X/dWy97aJBy5BTGQNfWX53S0EJdh+l76UZQRll+9FQtV8HwMVzf91KF+EpEErFpIDj8oMYvYK46uAUvDEw0bihzCUZQcsCHrwRDJBE9UtWdus5pq2Hbxux52Dz7U8a9UDPzQxadqeIcjVVPkdFsytn5g7cF1w6SOMDD2tz2ymHLtgFsqICmOwKpPVfLFTCbFy5b2WnB/I49uMVWy+iYCrhrR4Ax6abWzp2xcIl33KVmTLXD+3XUWN+tnwhp1D+X543STddW/1hFMoUDpD9N70L5ncq+GtHIg8dTer8w7d1oK7XnHbqFGPRgGu+9Gyi32K9wBZjUWOtC5uDUmVnKlrc56+DvtcFRW+d26xbubGjdYvuaz7tJgh6pzT54mZTGck7QzKu+sbMpRL5YTHTcMddRGorbXBY4NABExv3/k0G5aIWkL6G40hF+HjBeJHTaMt5mvHTRxSnq0c4byI1wxuzkkZ8cRSjT19mykVXfhaG+7Ld7vltMTOZkjWu0uYLgr79ZMd/ph6niEEV91PhdgpoL2AaB+fBPHXm4nmAeVikU4cW54o4gSXxGD/aOUhtwNiGebbdm8rWLMO3h6EJl4hBpLGWe68Fhsourbo7PYU3FlEvYDXiRQI9FpVRx5jWECsrPCum18TqVJOgYUO8IIEfdjKMfsxWSHfC9d/v4PAnZtSHee1Uco6Nyv5/Ceh8oWyyBaTWfE/7WWg0QcvmOnurts31QoNPlrUMqsYOztWuiyziaHmhPc2jfUf43PSm1++Z8En3ywO+7Ka8Zn8r5dxtKVvPjLbA+GR5dJDM2rfJD4AyDMnioCZFs8e74ZCAOkU8n1Fq9TK84vWb0JgW+4eLcPJHYlTmzsY0qUou8ZJO5DY5uT1UFvN1Aavy9AHeeSUNv2yUoe98t3ThYcG53S6PvsANTdnCTWWS116h2Y9tNAHm7FL7f4N0l06+wwH0VEJqyHKbPRjwtDLJbMRin+m5DrnjKNNqY0NDAeuBpijX1lcp+UM2pbzpHyow9awk6NjirfneqjPzQrA7fLZ4A7T+NM35sNKb37Oy02Hff6ZkVNgeeXZnZDtu9SO5n6Sfc3LvRNIqISgLXTlD2pyjF9qQVgwV5B6UWMXCBTaRKbvJckocI381bgHyXI4hygiWdPb1FwcuecSFHt7tKrdhCaxFQ8DjT2Ru8L6xWn7zTzYvpWpAG1srytp7cJpWZZfNBDU6jR8AYgV/TDuCkzKwDpxFwkMOy+cNkhC07uiXeweOKobZRaDSWrTwF2dGokakrautmAr9PfErjIAJTOI6rXG+U6zT9KPChfJs6JTw5aNS8lloRDulaRM8wijG4Ut4Mf5MsjLhGr7b/3cjAB8zoGf8vsFnlnE3x56zPwdMAiewOyI1RAoKdjA5Ty8q4O4co3yCAu9n0Di3Nj96C+FoGO/31ZL+Q3UyrCoQk4foyAyYEUVJ3gt+aOjR4TMiN7moax8JYR1kFb03MU0fhXA6pIe9FWHkXHJFCQa6AfbEn4zjVQcK7Zylfn+EmqWAk8F444F1oZ6Yb+rYcXuwcltC/TdmL1E5pEXvf2ptRuZZDma1mpvYDN23KtOuUraSIEgwIwp9O65uhGXVpPz1aDMMNPnaqNuuHk7npIwP/vEVL0o0ICBfoS5Vh1+RR52Ug44aYn5mgu1N47yS/rqZ4PVGonRgiejU7jrSaHcD0jtdBkRkXBDcJbZeykonCRbHDVBBgoI0djY1GGhrjEUrDjirFf+qj8fGb8pF5GnrJms3B0FhNAcMCuqMjRbeQHwjBwgRm3fPgZWZFrpLjIoF+fZ4tzsbBbixyP2XlZpG7rg0FB4KKbAT5BFIKKyT1xcQr8aaYEyR78rAxCBmMkDppT6ZsoB1GXuS/XxklJRA3ROoE6vRgdtZ4ksUenMI8lcVKj6aIGsX9R6WnpLXlf137UPd9MoX32bhcRSVe53vhlPlAraC2QPghT4W0gZUNd/Fu1ycva+YeXGpDNGiNdKORy5dThvKSi9Pr9QoKjr+eewPvDoo8+KaBOK4X2ZQhB1jjgB6iDBzY3o+DNzbR1GlwMwpaXmYatBREH6qYBT1tyWImgHtHFukiyJZ/wza/0Cenbg3K0AW9eJRprKghb9fXpCmfRm04XKtjO6/FJji+LsMEQ60g7hzTSAvgyI7shZOGrTkbHKE84/GnJYHPe+X/3LY8TXsaTYW91eilwT6VUxkRxwFHryR5Qg4fafBPxc29lNfnQF8eMGowdXHc6DweujqIhtKOu8buHODqlMKNgTYN5uid3k1h1NdHOTVKR/OROy4T7Cga7pW2mH5Oir7cyop4+5TlTMszuaHpbxaW2tvjVlIo17Vx8KxVtlHBsipqHvojefWOO7bPPa6E27MjzQLOUbCPs+YvLdIhPG1mAP2Ro74QdV7Yj7vK+aki/3/p96bv0/s1fHpNojbjvjwR7QOi8EzLNl5Tl4LCMvGpBiXJrpXlmBkU2/VBykrLlMIUGp2GaAP14S28jpTOO3qCjvF+bb2j3IdimqMBC47BxZYi44NEGtC+OQmNcuwa1NB14nde1l8ywX6ZZWPkl5hnOsQM1WzNHYfQqS0KfgNsDCxT5m1zOI83HHxTaYfTjFRs6NgWHZ8R/e4jUYCHtvlzvMndaas9dteE3OXvUH2sc1pfeoYjOlj/StHIJ5NPo+13tIekg0JSZNGUtxknToJNUaiedcS878IGjWSoWYMgJAK7CVeJXCh/dNKFtD6sg3RGFLxr9NCzMm4jokmTSmhJeZYV6aiIolUKnm08MYTtbqYwGuXU0w6yMpCjF6cS4ffq5mtunq4qxoLhmQYOSCL7LykN9t/Og0i4Ryktyl4OBkfnpO/QcOofo13Ir5bRMdrWbShn8jWrJA71wlhvmbXl5X2l+WfHq+t/KJl5702Mdu6hccgG90eGoKuK3q1MhVLxT9ByJ2XhvJHG6dAP4PtG6x5VNghRM0jQu1I8s3KryHNkMNaxMQZCE8afUC+p5IXCvWxKaRqMk4JXnLgtmhigyHDFj2o4bqIgp1UAGhKjU5Wec28BOmrYoRh4X77m1Bl2VDIVb5wOIvsSIhqDOR0urHKQp9di+0proNkQyaTKMcpymeltn5d14xHXNJfdj/040RnWtBoeTJIL9tDglDEAhe+9eGxLnAytl5n/Puwk0GXPwd6dotWu9dP7grBW65jdSuo1/Ey5T7KrvLitoE/q6sOpnf6eUnaY38S1QFVk3+p5ZQ/nTprCUBuURVi4HScd5C6pYmb62ltq1wI9P30T4TaU2QhNxscHVzP6pLLVIp99Q3S+fTqC6BQHUy+RYqRnRhqNkImRV5lSsfY1Vjbt9IJG9Uk2a8AjtiYQhfeh4CJ82D2WDaXSlQZx2YHoD+BpY5Sb3WtWxorrO4kap4mbfqa2S3vxPSjxKfkaY/KrlOHF6boD8w1dTc7Zl40539Z+dDIfYM4Ox+3dZ4cUXbib6amyfWBoVlc9QFBk/L30jn7/dApv6uyFxhVWMEwUB4P+zl67phhBzXzrdvOULdNBWS2l7kVU880JpyFaHDp4szfQSC52Iof2sdH6wimHDEO97CRUnfBK+Dvcu9Z6J2KfFpMxG1oWonEx/pBilKAYZN8Xh84GXrPj1wWFRWLKcA6EDBFPMV5H+9h5ysNobGCV6a1T2vKkazbdJoYwJYtVbbfmmag7ekTH7rGvufGC1Vlhpi/+WjD8SonbivZcrHv4hhNJlNpV9cnKPXm9Fy2yITs4Jp9IMHbcx8gORpN+bp9/Wfpajh2PzA+mAzsTvH78N6XuDMRxMdWei+GzKCEYm+hfSqJpoGaVlWbgCV1QluCbVyn77Aqlcy1nWsyuFZihQZd09MapPjGzg3pZnGsZ/ZhUgepvpuX98xdl/hon7DsoyUbHSvlSEM95IJfQBXObAh8wG5VUBXAlv+FRikDN0A1GbnbaChF9/iHdMpJFD4B8YB7XcT0lSX+n51d513iKVTnmv4EgyNYoA+/aHyEiqaO650/99zbe35C+de1Fk3k/NJ8ZGBzLYypnWB7URTxMTF9frszSqL0Hxy7fVLirk8aBA04kmjYm2jM+/tA8EHJBjK+6jt5sfm31qiDBi7EIkomu7mqa6Pcogm3Ka/2Ci0OtsffgKV/CdA9epaL0axZDXWsruUFlAx6iO5MVfZSDUPuu/F1WX7aXfuV0YJu+6KstHyLYLMS1sMuU9hVMw4WNIyhMDc5prt2cBhhWY881MgMifTOx85ZoT6MR2ZVNHTBzxNj79iod+IFlfhJNoF57F86pb0K7m2cu11cO/gOc/wQJDnV64q2QFs/EmOdKk7ZyXqURgE6hZJc1HN4EZvXzstGXy2s/Q9HciIChWxBV45WbkZUBg0FZ5EdjZ+/uQlhtq06CLYTviFFFcm4eGrFEuyo7PUthBqcxZMkAeoVZO+V1Pt1EgnfrERgy5+8wCCFiRfrtGaG8ISzER8AzrYTt0zZ1bVT1LdEAWmubpBdnci1RlH8w0N5jpnimcRHALinrNgIEdhQCqrIvRwkOxMce840kWXYSSe6ITTRqeSaIKk2gHNh2GhB4eTWzPeralTOyHDxLl85GpiOK2EX91EcXdFSdUmX6Y6lzBGbLGMvK3iAwlhUJQpYBSf4BCmM2IerNQ24eJKUewqyKcRJ40TIgWLWsEg4wW3vW1ze1BePZBmHXKV3nSDB7Rn0xjWGNJrUD3g1j7QgKHviXqnZz+NZXcOV6Xpz31yw09Shek8PT4M4aGQhRlYym1HGlKbyca+hQXiLC/DugVw9l47Qdhgm2vo3RjG3qw6DYcKi0CjHKdpC13Gf6vPA/0oHlJJFWIsdAfyOB6Uqdus4JXxFXaWlUqEIVl8ls2epZ4SFFuW1dKv3+JJ31fygTZCbg5PhzyMpGKoA5DqcPG5kAf3JOz+WIwvtsgMTggrC/XWCYZtJLLLmZgugvJhbXzhMj2wYQ4U3CxelLiPWa9zCoVInA9RuqHJcHtcqb+m/GkzKy8gzL1pC3kEhgnL/wO1P2vKLBq51szYJraJjX7iFvuxs0qy/+qw3RD3KbdDk8EH+GW4a7m6ZDf1ePzxQzK0+JqJPDTm74rHRqY2RfUTbIOSpANbiT85J+VV5lgu9oMSM0wjiMGaV7OUKJvyJrjU2zj33dRDEgotmAXNH0b5Uk/KFuULWbfRreHsv/4cnfZ2MGZitd94P336Sk0OoOgtVb9ZhVleZx1OxB66q3LOQacf5UcSzFpYYkGrz1WuLdZnghWvT2BNpa2yPheUpM1N1U7VdT+VoZvXp96rpFQDG45414iAgUpxoTsgsT3UuXtUU741FY2CCwEKH1YfqrN6oI3LsKR2Fj6Jq2t/modHuk54QGN2dvpyEurK9+7u4oC56l/glbyK26a/c9DsI9e8gPaKOA7AUHZLT8qS0HA3e1djmtGQTHReVzooUpraMJ0UFx/mRt5uNpImVsauNcHYGfHZd/9vSFP0x4JeWhGwoyEpVSUni6zXcw2KZYAcR5O+IGmXe12Y6y2KG5c5UU14tsJHr5xvCV/pbMokNKBTstvP9j9CUkw80pDk8SaOsO7KuEWIz29AzoCHXF+8rqB2MRiu78bZ6Nt7tn7VwGFeaVk+yicPSnAO2p0UCV734TJwj/dwlgxEwJ9XKEa3iOuuCItIwf6n8CRbPgHeUxM23LdLho9oZAMxKHvAkFkhhd9EEduc9TcJ5+aZL234GwXYsu+dvx4RO8+ZNSMDasGgcHFgxgX2SH/x4cEJFYVIACd/R0ALvrvcmzoriDBwerTRHFyMwHqJ8tsTprxCXFSGE66u7WzpHejb+NHBSjULj+o7Q/GwixTICzDKOI0EteS5+wciBrdyKR1/5fn2mtqU1AVOK9IS26BUwCDFJzAaoBanEfytmIdoMacTWKujU0SDu0tjg0dxXcxEeE1BizwbC8o3yCk5LykT+sY6RJvMeKA0G5wojMP1vF/Ct1558aBGRn6t80fYcL9IhsQXglWOgui9heR/grbiNeX0KaBknYfUV+cQuHLSrb30fNUuafA7JlRqG8ENmrjb9UMYPCtF10Wt/YIKRvK+ZtmFzXN+8J4dWKosDQYKgxRPkzw2DNJf8BBtjayz5loezg6OUNzqR2WoQXeNhs0y2QspEAvLCtOjAA3JI4LZUiWqY91eKvifY6vA1zbVnwPQBgJ3s4TWpCt2lffgg6KwAZxkJWblnRGmibulVpz87Yrs8Rlo3N0FXOw9hwgWU+aLG4XIYK2VGBWroegLudytSttSW/M2jLP9CdiUWe61Tyq4TyPW0JkdNmfLjQ6YIlgC9TfkPNbYMPa5ef37J8g4bC05s0BF7E+rccLJBBLP1lCpKZ6ItJmO0yTZStqBQhXwELCNETC74jjNi+NRjinLgr1zT6yJsW6yckYFTAKzMlU4sbtLQmoWWmZuapok44o3fvsPHV1PhJEAR41u58tYDFwk0Epu9u6/2aGVC+IZpsQEVw/YiXUmG3LikNS1xqBhy3xCzIR4IhgZFJfXa0x2lXfRCMhpBFjAqYDbIa4tqWCMhh9ZT3KXepf5Eqz7ehxoJTX7f8GnSSkuSevlSdeCcNbboDa2r/kS+j8UTk8X+ngj6V7vYhkmQZD+uF+nfawfYR6n8T6VSRboETCQ8AABvpSURBVN8UV2BuTUaKVBHJF+/XCxyovyRUiAQXQWECDh06jl6Xws4Gx9DVL2i/4uaIJo2L9SVLnCfozezBdevyURt8PS34/pxF8R2YkcbAO0j2srGC3hnvdbtJlJwRcaCX7LKV+H6Qk4tuKriuvLCsoLv3M2myKVgTOd/e3ZQOfxBJ30+dx6gN5ZTzK2bxHSKONXxteI5yfoLKxskOyc/X7j3AZZbsZ1FEnrG4Erx/lnUVj0I/Z/maONsfpPTth/DF1g2e9tXqCyFpLisMpSbAppBdsTPBWRzdwtxMK6AaDIqd0Ih4OSGiL4sEbOIgTqNl8hiWttQbG9vZpYOglgN6e/Blz8hoAU/jcKapoCchujB2QeGmMz3ddEkivMCNJkqf1zKcc9TYpnMdV6kIfprL8amgZohsuTnaslLlcJ7qYQpz+tj0xoP/UUIXN89gwKNbEj56GzNOH5LO6R8r6zImP3HSPsvOx4OTzybk6dF4v9+OOJWq6f7Uor+pU3zHUJmjnhJnVCfr3z8xIxCPEZO9SIpBVxL5+Ti8YictXBI5qJYF8OzZLpY4914akenxDKg9wdUzJFfikHDfGuib7gvQ0etpqG2UUIk6D8DXOoz763qdTCEX8F+yo01LnnGbcIQfFXvF3UDMtxtodRU9ic/KOYihDSUI5Kcy+SBJ7L2Ot2JMx8w43jz7xsafznDZQNafh3gtENw9P7hOPzU4P7bsvynhGL9d/m7hvqomVq/+BnJz8omE+LUU3nofE9NXV79g06iCb3fOUjZxqiFErEQelQQPz31kxOXTOmIzMxCz2L9cHmk4zgDuXVumKJnXwUuzcf6PiMq6R7c106gK7dq0y8zK1UZYc7qRUE2eqrnDgEYVNxykdsInWnBsS0nGF11vukF76Jzrdt/hjEVZUPhEiu3ITO18vQR2qvmzyKvKdx8D7PDR2QL5+Uhquz5lhjHnvSt95Wvy2jppwF/2/0HWj+PkosBFimw5ea5/RnpC2ken/eQ+r/k//+P/k9OkaVAISYlrphm14+TrLlWc/uxaQjk9l6HlDt6hKyW2DJyjxPrTOkfnYel20ODNAn0x1I47maw9cEi00h7NkM1na8OG9mo7UeF38NudYRHQgGOAaX2UYWiblagbAg38mctss5d8GV8v6eUKcaAcuEMQjaiXG2AN3iAnmD4zoFLpMwZ4W7mt3+HZtIKCnSbq5RXzOQrSarUwEb+oS+02Z9OrDa4r6yJdvf1p6gLX+lKjs35hSpsttOCXt0k6au+lua/P8Nr+aGi/nRq+RXwUO3fQpSdaeG/PXYfX94iQr1E2PpJwTBHRN7jnEKXQJQM8xW2cZRFcvFzSqh0oal9QdjvtSIFRBUdj9s6xmbyuoguIi2XZ4FCdnhAaXwksIvQi36Sx+HQSvNgAgc8KXMtLFD4nKjgSUXF7I6pBU6udvfYoSx09OSMUzQpdsBwHGp2fOpgmuQNnBHmg8g0e9mmev9sg4J1dRTvwLNzusGsfhpaUbxNDc0WxMeQO4MHsP30wlT/5CqfHwI96MabmOZTbYvUkvVH585HBGV6jTmaeNmPskQP4S9Ki+BsHW/7Lqe/jMEheYLJiKDrz3G6aQy7WekG58hQiaTuKYHi1MhTwS+jvM355V7pwj8p7WBeQ/lUCXRtkawSxkuvv19Bg945X5XaHGyjp5VUzqXZTvlTPKCp+SZ8xLlONK7XWwaAfeY7eGJwhMnjBg8UXx63BFIw5lPWpKjAKWa9pOulzHB+COJT/WSHImqMmP0OichkN3xXi+2mRlC32DLuPtE/wu/LgYPxAmWXYkxPlZufn6aNG4z0CfgkNeaQy0eHc069P2mdwEScbVe4VbQ/wrY3wGWFSuHvU463C4cZojh7rVWvKVAk43O6Fkg9G01X7wQ3vLAyA7dX+dNfLshluDO4qH2+O38ysTyQV1Hlv9ehN/4YyXvunC9RR6fWpBC83k/Fnd4j1iRoADbq0FRCESQUUiD5Ng9ibKZP8xkY0yjHTlW+mLf1w7VyNqd299xsU6sW0kzkNHzITFsD9bmORdYUa2B/cMvI2KZQF+lzWNlz9TSZWiOi7cUzVWTzeAtstAkdvvs8vFAzZ73Wf04RTFzh46zzr9pROUyjdg1Ncy/5A5fPYwfCK3e4dQQFtuDl5q9pXp2R2Kb12R9V0HhjW4Zl2wLk/fYCbRqcY2LGFIXPgwDWveMWrP1a/gZLHqRa3jrAdPL27Bo1r6sXcfbHK7ESUtTcwELkZuN6ozpTJYra2n9BXHOXmnVd9P02PZgguykb52JK2+z3X/Nujkp+mIvO/GN12jn8N8HsPvn2gBKuxi14TVxf0hjqNJ4nK2Iu9a2bYr5PJTbEIaRsVw+9fj1iTYsCpqykScM9jQZ8267F6abBX28o2RPUL9kMCoxt2N3X2Brkg0VsT+EQK7Lr/1svvUo1WMaJFfNwxQhUPevCNIUGaQyQEDzv+MhjKbHDyjcyxf51qgk+LOoMNQD4THNJloPc9d2t2Uf7QVIjFqEFbw01Y+oelp7S9E2GoSNyt9Ekn5ha6Shgngvk//+N/CkG/aqG40AqU5wEKn2Y8CmJOkSa3XzOhOljVgOhUWRc1CdVLM6eddIa2CX8779vsVDKsC27iDRq6WzcGxHa0/AAU8gIFZs/EDp4uJaiD1Plo04y2C0uAfC/fSbOue4TQnZu+T225PZzkq8skZt1yzkbDQpx20HTTG0wwvZiMZzjPhYaMSl/rQeXSLXkwD/YhrxCiocqOSr+5Rp2Fr/gswaJtIk2uxfklhV+VJ1fpcZ/+DXDzDtlPwx/TxTTiv0wSWuu/OelGoYv0bR4cAtSKrPLo/haWIyKffdpe5yy/0Zv13IPAs5aOHiOKVFiPKUmoTI+dLL7p0pcXYAoXE0Y4INK2PVosMHiyKGetbHfjIZ7kdau3n0zwiNdo2m0COqNaTERsPui7WcLWY3BSiChGHpg/CeTF9svHzlkwxLvJEh/7z914DFACnel5EAFYB8uyJl4GkzT8KgJsxnINbnUgWJ0HNYQFtovP55cRfo06/cQaIULzz5j3K9O/haHR1E7F3ePA9yqaBo3BgLnSTh6avNnG3zQwRzjx3AET0TRr5xiTMb3CCxc0oqd52nln9IrTo+oDzeSV/5OHivcJFohbzRWJrgd41OPTQS0mPPoejDH3mirZsg4uOim18tAHZgk6eBFnNQSp9Fb2uN27M3RmowNlvnstO1W649CcgWIsqqyd+jqsIcLGkLzGEq9bUkJ6HruhqVbxE6r8VyrUT8UF76vBDyP9l07vN9jf1JkULBH5XWQUB8gu6N6wHr6UOpVlxe9SlJTaJsR/CPn2XS6rTTeAkjmqdh5GBzUc9POifkt0p0jw0KQe1vOt0tXTfScV9dHAvGfAsbluFXGBW5/FTRUJGblxywaYiOgrTfl09bE8GuRKcdeCLkX59EBFYibH57lMK012IJOJ2Nt9V/oqPAq0WkQp+Bs/dCo5GtCZb5n8SKOOnYm2fv59f94dyAMcx38TzifS2KaBjn+XabG3Uh8E3Enfqygo0YHLOp1mHjycY/H7yk4qL0UBlhs1hE4nLUXNO1oQYrUM6NbveWmmgzCRxOgnT4OYAdmPWBtUx2M7JbLrlDUp9TIFaGiYEzkWMcS5e6+PAx9PpYdpxdTWCa8c9wRHq9ZO+0hP95X4RSNwYWjsBoZzQsdgKJAhJ3RZxiLsXFZjodx676Gpb8VlDHha13AIOMlxsxlEXFY+hWSK4ROKM0duPzEWefPFx1In9wej9y+ZpqZOvH5U3tzRBwg8feOP4GGpLDDDU0QKC/iEtwL3BufeOk26XgaVhzAxr4NyqmDLgn8EBdbjpf4h2VoD58JE2SLoNAauMztL8qBju0ONv9SzVyAX2t/0jRvOzG1sVLVb3jqLwoipFGwMHi6QMzFJWT7pDO/y8HEKKHvZ1b5P1/FTWHQ0hcpMRH8lxLsBV8YUn3eOhqTvVzCIyg5EEwiuLKZkNDIxKhdBjgidPsfJRMFZYp752Ik086Bq39S/ccr9XPISzp3p7Qs/pH/oXkWMnk+Oxt+UMu6PGOD70UevQ7NjdQ3nTvomi1IqXFRtcbup7tBh87DwLIGrPm9OVY4N4XDNDO6+9XB3e2lb+2f9F8F7NGH3YBVF69/M0DYdtZrOppA9H6bLyO0+G+0afSBOVMgCay3+exMNim4BXn0gaRBBWSA/b6vQPNptWREN9pUie1lbeBuVtd2YwHV+7TbtWtZvTkfy40kn6dphkFfvjeQvA+B94zCydzxH5sqU3ps2XuH+dPQlhEi+vG/9AThiWj5NwYzR6e4zeTVTrlr3NJ1jxX224fWlNDieLqL+qaf/uTWWG3CCs6YpCAnksiuNMkZ2mSSbWVZP6e1pU8MVvFXXU0h/V82e30jJgbmbsn50J+dz1vDbVIHqOEAqW2GbMujWLLZywQiHSqkDkU3fLccWpr9QyYPmNl5wUjzstJoxREUUOrlhJioaa5MqeWxOb8Dc85RAshn0xrKLRFnM7+6Jjd5fzAoBL3CAnZKknprGkJQvsS2hqHqrgSAi4n6mDPFrSVjk787fOH5UKtq/8XJON7YRZr5OqG9YEL6Nq2fSaneksSglbr6izutgT4fwwLkxIO/rgH+91BmQpNgh8wHYzxjZN1D/HO4d+QhOSmME3QK9lb7VW+vWC5l4XbCKRsTHMuEssxSrrUpvfc6LhX0uDqToMUMSV3CSr45J2nDQmeF55yvVapumZREhF7qGJ3wNfZyVPRj0Ro8EhStuU1shuBAwjHy6/gl9ztFjnlKOaBYGJLSjI/JRvc/Kw21E1LFNnldcr1GDs6O3sj38oh1FnF0ikQ9mwLwx1QMu/gwbzN7h2cUMmTXHcWK1Due/TOqjmD5th6OYlMlJuA82kPPT1Bo+Am36M+Bdu67gWhQ4rp/yA4b1CdZsVKGD2oQF/2DdOMj5pme75l9foUPU6zx6klNSIzi0/9Y6UNHUqjkjkX30eZe77knrxZpLF0pQEAW+21AXNAZoRibSqqUzqGahOk0bcaoRnpWXmFXPcBn0Auhe6kIhwBUfoxkkv2TzcIgkTBehhwY4FCZ/pYc309L9brzMUUD46vgQiJs+FfIpV93hdsdQgFM18/5f0dA8SyfD/ROgYd3nx6+c9s8/MeGUssr6p2j+rkow7aERIqIX4bbgvP/LoxejODVg7p+TxfX9PouQoFDYFWT7rhuLCsBr1lBgtEvRw5bYwFKmUxK2/pIO3PhUS7R+qGZtx1+4wgRKA0Fqg1p6xAWk3Kqg27NJCk/P3k9y7xjOnZSoikP/XA7OfUtAZ48DXRMcQH+1rVY2vrGtqlzMHiE/J9qxukZmKEtGXEHG9GX3f5Wk8kBR8Dt4R1UgQ4m/4QLJ5+lGp59ScDDvYIu6jco3KbMaH03xhPVx+vlXJQ2oP20S/RUDFLQOYPJ8nFYpTDAPzTPicIuDMvquh6SeoRmPqtty+Om7yFJY424uEhGJusHh9rJMMCSS8dDUXjA0y+eO5OaFgA4E0CSBnHQjgXi+wUc6A1xJPOqYwgAzJgscUqSRjbc/zooZeRLpDm2ynMJocIAkRhTa8K4PAzVOnQwllU2lvI7WQFKSRaQPlEuG7zCSZeHURiuP/X0hOJOsf1LB3ZDd2/UxPYJ1r3DjC1DnUqbuHR3dCnCOYbX73bm+RXILqcUxwJso6pzoLv9JClufzavbt7XgIcb6eoCWctitE/0xxLGes3v81IwNWvd92YFRonglTEDL9MIDparYREbmBAWg4zNbseDxA+Z0JbZ5PKBwlN6gRDq+Wdvcix7c+za5Ev5aGzmMPFSuaGRU+XbOmU/3BAOePejUT12T0Ic5bkA4tU1edidYxB+3Dec3qQa42HbLj4YkAt8VrQibcYrmYhVeW/Gx2vWgDPJsV/7UenikIGy91m7RzmDlOUN7dVr2REd9dtsJvJOA92/D/elNxQ9QoqMT6pYXu9V+6qGlfO5hJaw+9gYf5Jg2jmogf8jHDyR7xQBOl7nyVatD5N7uZgLeggvtED3TssvGBWxlIA7m6JBhsu3WkwJOoJ8koxEt3TE09m63KbFUviyo56rN4DbaYTrmi/J19duCKKyuPbCAfSoHEEvSiVJ/wdqF8hyMKCqxuH0y8+v9tNjmHZ+H1+rf2cjF6BfvH2PbCWi3QEudjvTEtLaCrykxu/9SQAlNni/BOBo9z7bhQ6OGvKH8+FroqWM+GfH8u6Utb09l/sKvq+kP7iN7xYBNwyTNHW4OICIiOHWvE3uBCWDnITIQgLXBmNdGoNB85xkMQvRQOeL4hMU+BR6hVDAi3A7kRV694maiNAx4W/z3SCoYHI1YWh0RLP77Qred4WC0DiwObcwORKaLcMIsx4G3yQtGPlzhko1ewdTQH5ncYuRjdOBnjmRvkhGBaMuCC6AZGHRha0gH5p2dStMurKc7nDpJXf7m2eH5Y5L1aT9WbtXHenvcPdE17nDr7zf1lDyr++QeyGdkvEF/Uqzf7rlqrqRS3DA7KsISUkJ7w2FINBpm6Tlew+EVKcxP5Ge5QYe25oSHMBVeuVQgwJEowGgcO+UP/MJzH1P0Vk7nO2NBYRDZ9F0z6PMZp7d3zeRg4IaMVUU4zUsjk3FE3yfUI5oc+M194V8hStsODSpkm4XFq39WxkjPSw/lfq248PV6bQwbbjLcdoC2DVkinfmx0zTTg86b9sMnAhXk+C+5auajSUBO3h0EqY3ZCXtAxz99+onzCpW/C0OTMi3PWkubrAXYiDDlhHU1ymlOSXeLVnmh98fnChhgANxT+TV/jxHWYHByOy/IzFGEBZfWH7ls7+Vqe6yM8v1mCpsHNg65OWc+Gt5jnTeS6OVDyZExiD0BbW7hr98qzkT01+tFTExfX/P9YuhEEVNYWylGRfl6t0+6YpcDH3DavXz/BCrvdFtCSjm6HUFq2YfRwcLxIw1r+NuMP9pQQzI9QO87r5C+TS6Nt1m5pZ1eqDx3iK9bN+OcuW/1Dd1mzqJHF9Ebo7DFN6SmsdNW104Vp4Y5I4ny7GEo59fDpVPtqpt1jcM8H/DgJeHOTQOFJzaNBh6w5ih9iDNf12IHaRt8GFw1RkwLOXkLGRO+lA2Bxv7G/m27DxwOzLcm5TraTly3C7QRZhjvyzkggT/sUaJYvyJCCfQFLKg5kP5yASoYEw0riujFVx9waJM7Kb4ZsZFxwT7h1AGx8Od1W8VREHa6/aDvL02Bybr0/TwRgL5tFUj73uKX48/Dg6bkO/Ze5al51LH4nX4efeE79GZVCDIbMGxWfwev2irCoKS106sj8urqAoHPWDH/Rm8sGTj7U41ggSf9HW+cvwj5XP/eltV2lCimug6FdOA8qU+fsEUnZslMq4IyIgrRA+pzN2I6wDjUjwYdpm5wTeO1JUBdPE54umQ0dywRaEdsSn2FWxzM6GmW9oKRNUVqjIgww8WoRekIZS8MI7blF2XlDZNTQKBvHshEM7Q7tsCiLWwDykKbIp/QPROR7eApDPYbFnSsyOKLsuM9zXY/nXB029Wv6lxj28wzKwPj4ULDhnWroCtAv7S7ze7TeytqemgJrmH2mu75bE8Dx4aLQJlCYCih4xFnnDLPv4M3PGvcMZX7q/LiBypYQ+HKskvB4QyZExH7g/FgqeM0wVH9iJf1ScIHTFw8YQeX3uA500Ix8gjakSGqA3gjuMZ0BkXqyqn3UvCSSdm7pojaaQhVkChjeBiHGd7WWY3mIg08UJANjwBqGr2rNu1YIChzNUK+lfhyClGbGS42RXk5U0B6O3Zoc3zmW5xly9la27HbAxReOk+l8mqbF4IFB4WiuIkGzv5rpydTt2WGJv3+10jPZaCbOv8cNVF2v6/XPvh6ehT0Duv8Nl4uFS4L40a7iHkaOLWVDdU5+WZdgwKDsdBL0XNlhcBCsq/65/0hr+1Nbc+qwox+UB4ECNfbeHR1A52lFcYSyO08NNE2CoXbAi6VsK5bpNsMktLzKmKedVV9ag5nQQ7ThIjC+nIgtBDOEYfrZOgb8vMpaLQEHAStlKgJ31parTUrDwqylXM6XNYr19yAJUT/DOsvvzVt3XFHR/4u1h0Cgs+h6NzKt4H9pPbt9DUqZE15UDFTWeDkUGApaNVNvAxQ8PyaqA2ngfCJDHUKfh2Y+FfpSP9ftKcm4GApKqMADyKdk80LerhthSof96QXL+dmVZ6k36zs5tqHaNyJbNpQc6T7j7arsYVr6kZhsBkgTmXsKTMxf0X6OP1HgpUQcva3HBfrFo8GJPE5VONUXTJ7Ev2AA5ECccxr44C2I0w5JHmMb7+NcHGcZ4OkY8nuKJQGwL95uqUfQunPR4HN6KPf1kkglj8Fs/5O8w8/T+sGgZMF1kG8jZL4yuqqCgNBlZE7jq7oskIyz3loWPdsLK/6AfcmqpGA0+KxqtOm7Xi9Xq2HrepT9cjYFXciMVC8l53aeEh4OaoXSVFDACuO0w5+No1EEvenR2RkUz0+AymH9qY8yXVqOzEqOtEmUKFMoxkOVPiRBm+jr/0wUVrvvpA7k3Uygeg9TY1wge9aR5284KWkvoWDuhaNAc/xUs9N6L9tujOlJvD50WQC9Pd4AU+mE//O9E2Uh7ekb3Xrmx5eI/S4rJIrFJtYAQNl23PhoFqYZRMUCleQev1NSKjEmsHHBIO01AWXmHSqLMFl3wZLW4lFj7gTrr7T871lDmNOIYJUgdZLK0mDt/X9tV+xGXe2Kd0ARMinAwO/GMbMVtvZBe+DjMIKNAKxQaliaiuT8kn7T+kyM7JtJ25Z34D1r0icDiOXBVtQNyPqsQRgCFgVBut6YDKcPnlboyf7Jt5f9V06wFh0LpLcBvazwqU/MMlHFW/ux8WIfis6rrsF3WH1AG7g+U1ah+Hew3im+R9zTPIXcLK6sg/ICX6asjRfp7T1BFsRic+b9A2kHhuMz9wT7FuBhzSDwaF0bgM9QjVG3RSdOoSITlLTQHbEwbUtMtUSLNzWXCWq0fUIhRw9UoZP9VbDpNywc8npqM3tf6zfy6ZkQ0FTV4SW+Kc52+m5t8N/MeGL7IL6D0r9RHhCIZEXPs3mPEbxDZD31GPYumwslsrrVqC3AeC4ZpJKbJ1VjQzvjRK+y6+207Odp2bEUY5AcPO6Vo6ApZAKcJ7ptl+Wuj77EbzDOG7Lw9VCsUYy8o0c3oKPcpv6J8B+nJ4b6Loyil/8wTsL/+p0+usyGhgq2nKPcrsb7RYpoDu7jiMBY8EJcLp9mEgVB3QYdL6+c8TfD5KIhMFrqgajFWbbaYYLtbjuQLkdABqavJoB54jcO84qJXq5ZqBOPYFtTjC7hFEgTkvFMyNkrMeWBiWYug952EZUDDSmR7eTyMEb13Uxt3S8qkRB1z9MayMHNkgrOEh7ZK/fJr/csks2VUwgWbu+97uS2UAxnM0zJhKYKgusyIx5oHvWNMrBUXxwsPdPSyfnd6yTpu1v63DzKn6R8Q7eesRTDJYM+QbiQOAbRjSjdofdo8jTuLmT/i+HYgV5qqiwzQAAAABJRU5ErkJggg==[/img][br] Cometa Hartley-2[br][br]La idea, en este caso, es usar el cálculo integral para estimar la masa del mismo, usando una aproximación polinómica (los polinomios son muy chéveres para aproximar e integrar) y un pequeño truco (aplicación) de las integrales conocido como: cálculo de sólidos de revolución.[br][br]El principio es muy simple: Como vamos a calcular la suma del área de infinitos discos circulares, de radio variable (cada disco infinitesimal, tendrá un radio equivalente a la altura del polinomio en cada punto entre los extremos de la curva); nuestra integral a calcular tendrá la forma:[br][br][img]data:image/png;base64,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[/img][br][br]Fórmula que obtenemos, de tan solo saber que, cada circunferencia el área se calcula así:[br][br][img]data:image/png;base64,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[/img][br]¡Vamos entonces a explorar los applets que les preparé![br][br]Este desafío fue inspirado en la siguiente actividad:[br]https://spacemath.gsfc.nasa.gov/Calculus/7Page48.pdf[br][/size]
[size=200][color=#980000]¿Cómo abordar este problema desde una perspectiva dinámica?[/color][/size]
[size=200][color=#980000]Lo primero: entender bien qué plantea el problema.[/color][/size]
[size=150]El procedimiento es el siguiente:[br][br][/size][size=150]1. En el applet a continuación, tenemos una fotografía de satélite del cometa en cuestión, [color=#0000ff][b]el Hartley 2[/b][/color].[br]2. Hay un deslizador para el control de la opacidad de la imagen (la foto se hace más o menos transparente), para poder identificar al fondo al eje de coordenadas.[/size][br][br][img]data:image/png;base64,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[/img][br][br][size=150]3. Moveremos la imagen, hasta que esté colocada de manera adecuada para el siguiente paso.[br]4. Moveremos los puntos azules hasta cubrir el perfil (superior o inferior) de la imagen del 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[/img][br][br][size=150]5. Arriba, [color=#0000ff][b]se irá generando el polinomio que modela el borde del cometa[/b][/color].[br][br][color=#980000][b]La idea es obtener una modelación del perfil del cometa, el cual servirá, en una vista 3D de Geogebra, para generar un sólido de revolución (rotando el polinomio alrededor del eje x).[/b][/color][br][br]6. Podemos observar el ejemplo de la actividad original (estará adjunta abajo como archivo pdf) generado en una pantalla 3D, [color=#0000ff]nosotros no necesariamente obtendremos el mismo polinomio[/color]:[/size][br][br][img]data:image/png;base64,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[/img][br][br][br][size=150]Para comprender mejor las dimensiones, de punta a punta, podemos ver que el cometa mide 2 kilómetros. Posteriormente, calcularemos el volumen usando la fórmula de integración mencionada.[br][br]Debemos recordar una fórmula básica de física:[br][/size][br][img]data:image/png;base64,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[/img][br][br][size=150][color=#ff0000][b]Si tenemos los datos sobre la densidad media del cometa, ¡podríamos estimar su masa, sin necesidad de pesarlo! ¡Sólo usando integrales![/b][/color][/size]
[size=200][color=#980000]El desafío es el siguiente:[/color][/size]
[size=150][b][color=#0000ff]Con respecto al lugar didáctico del applet[/color][/b]. ¿En qué situación te imaginas que la actividad presentada podría estar? Es decir, ¿en qué entorno problemático para tus estudiantes situarías esta actividad?[/size]
[size=150][color=#0000ff][b]Con respecto al diseño del applet[/b][/color]. Seguramente la pregunta anterior puso en evidencia algunas información que la actividad no muestra (o algunas que ocultarías), al respecto te pregunto: ¿Qué modificarías de la actividad? ¿O del applet principal? [/size]
[size=150][color=#0000ff][b]Respecto al saber relacionado a la actividad[/b][/color]. Formulamos dos preguntas, intentemos responderlas, o al menos, esbozar los pasos para su solución:[br][br]1. Una vez que ya obtuvo el modelo polinómico del perfil del cometa, realice la rotación del mismo alrededor del eje x, en una vista tridimensional, realice la integración sugerida para le cálculo del volumen.[br][br]2. Supongamos que la densidad del cometa es 0,6 grm/cm[sup]3 [/sup]¿Cuál es su estimación de la masa del cometa Hartley 2 en megatoneladas? (1000Kg=una tonelada métrica).[br][/size][size=150][br]3. ¿Se te ocurre una actividad más "terrenal" donde podamos aplicar estos recursos?[/size]