<snapdata remixID="12909009"><project name="Lab3.1_Cruz (custom block shapes)" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAGlJJREFUeF7tnXd8VMXagJ8kIEUSRCmiBIiAeLFcuYrfFVApFi4SWgABQaoR9EonQACRHgEpQXoTkXJDkBLFiIBUFUGKV1Fq6FxapINAdr/fnLMne/bk7J6zm03ZcOYfyO7MOzPvPPtOfyfIbrfbsYKlgRzSQJAFYA5p3spW0oAFoAVCjmpAF8CdO3eyceNGRO8cFBSUbf+GhYVRp04dIiIiclQpVubZp4EMACYnJ1OxYkW/lWBsl0Y8V+iMobya3SYTElFNirdq1Sp69eplmMaKEPgacAFw27ZthIaG+tXiFZ35GvcVDDalqaNvfZ1ucR9//HFTaaxIga0BFwAHDx5MVFSUVKOEhARWrFjBokWLsNls6V1j165dqVChAm+++SaxsbE888wzxMfHM3r0aGrVqsW8efOk74QlFaH4vAa6ABbu/z3X46q7aO9Ay5USgCLky5ePJ554IrC1a5XeUAMuAE6cOJHnn39eSrR3715mzpzJ1KlTSUxM5IUXXqBy5crcvn2brVu3UqhQIU6ePMmpU6cQ1urEiRPExMSwbNkyQkJC0sdxDy+KcgIYnE+SXbjXtwSXqMDVfmVdCvhb06Xpf4txYMmSJQ0rYEUIbA24AHju3Dn27dvn1y44IrGV6S54V4OF6V2wAN4KeV8DGSYhwuqJLtZf4cknnzRlyVJSUjh8+LAEf6lSpRDprJD3NZCrlmGUZR9rOSbvg6fUMMuXYZSMrOWYuwcqb2qa5cswykK2tRzjTbPcPXHdLsNcuHAhw1LLqFGjqF27trRQvGnTJmrWrEnjxo3p0aMHYgnnm2++kZZkdu/eTdu2bYmLi5NmzHrLMSEVa1CgwWCCS1fJMBs+2GpVegtYyzF5G0aPyzDullrETHnt2rWcPXuWoUOHMmvWLGrUqMHKlSsJDw+XJhFHjx6levXq0gRELNeol2PyVW3CnV3LKTLyILYz+7ge/7q1HJO3OXNbO78uw6SmptKxY0c2bNjAxYsXXZZzrOWYu5Qwg2pn+TKMkr+1HGMBqKcB6ziWxUWOasACMEfVb2VuAWgxkKMasADMUfVbmVsAWgzkqAYsAHNU/VbmFoBuGLCnwYHGcOe9dlSpN993Ulqshxvx0DWNP+oXZDR1SbW9TVhsCH3+gPIdoFgj38UHekoLQJ0W3NcI5heH8DlRdI1Mg8cHQdyzvrX1nP2wIgbi/kXq4yF8yzW+pShXaMOtmfkIT4J/AxUTILiQb1kEcioLQFXrnYqDPVth6jgblSq/wfjVN2FaCITHwFTX6wOmGj3yW0h6BSIbQ9IKOJRISoX5TCWYVJrwNK25vC8/p9YFUWIttL4NjyaZkpxnIlkAAjcPwpGeMLwK3PzoMuF0oAd2yv/yIgzcIMOjwGS26fddghIF4f4CTgBXR3Kn/lzSSCWWPlwkin60ZCT5SZ0WQuX1EF0VCqZC2XFmMwrseHc9gPsjYSpwogUUbbuDh5jO29yk7JE3oHykE56N/4N/loACIeZaXA2sYgF3jYGqMaQQSQRJDKUdx6jNeN6gDfdQfEEI7Z+GZbHQrTA82BOK/NNcdoEa664F8GArSL4OW6rDreg0woutpBlFeYKnuMNCSqxeB/WTnACKFjZrBUfshkFPO5lQABSfHEuGsvU4y2jy05kU9jKFlHQIp18M4f0EqPozPPMiVFwCj64EzN1sDTgO7zoAz82FC1th9iXYVxdpdlqJRAbxOquYzEt8L1kntn8I1T50BfCOHZJPQINwzw0dvRVm1tAHcHWkBPZxOhLOXGYzjI4M4m0+kyDszD3MI4RW02B5NPRqDGPGwfH+UGl5wPFlWOC7BsA75+FwB/gEKN0ZbueH7fVl+IYQyTBaEscM4A75Tx6Eh2vLylNbL/F3o7Ww8mX3itX7Xi1j20D4v5FS+hQaEcFKetOQj1lFB+YykVZMpwBVCGLX6iBCC0LYNrh6CZoXgaACULqvYbsGTIS7AkAxztv7L9izC3b8A6ZEw5CQNIqlw/cGH5OUPjbDYaV0ARQfdtwMc3WujQoLueYk1C/jCoAW4tNboHRNLrOKUOoTRD56EymVQYHwIgUZiY1P0kKImglJXaFbJHy8DFKaQ7mJUCAPuNDJ0wCmREPR1+DDTyFmPrybAPW72LifIH4kgQ+IZBJdGcJ8zhNPcbrJ4GztCTUm6FtA8emoPRD794xWxt0YUQugCnBlQiKEjZA647kShPG0JpSCRJJGEiE0nA4zWsNva2Ddchj1KRxoGvjLNnkSwItfQWoiLA2D4g/CljLQ9GlY9GQa0wlhKP+R4DvMdkpTjtKU5xhtKMvncG4HlFAtOmvhUbDTwvbdaaheUn+WrJWx+d/wghgMgI0b3OBn7qUmpznCeU7xJNV1IVy5B1b8AvPaytaw/2QocgTOzYIKCwOm13UpaJ4DUHS35ZZC3+YQLyax0+TuS7EkvRzwhVGQacTyHnEcoSnl+UJWjLr71RsDKuoT63xijU+s9UnxHIvOehzoQXxhDzwgW1G1FZxCf95lNEEEuUDYhDQWE4LITanTgV9g8kC5nvsbOWbLAcZhngLwTircPgX9BsiN0noeLOqQEb77KJw+5gI7f7KYYrSWm+67TlB7jrMZ3VlANXTvfu95p0RPhgb0k3TnYSZJ+SrjQfF/dXc8FBt1CaImQbScC0s6ysVc9wXUbQoHmkGlxMAiME8BKKyf2MratQUWnoVxTY3gc7U+XNwH9z0qHMeaA1DEmrUPDl3xvFesB+C6t6DuZ+n5nKIPD+Hc/lBD+BazmUIbaUw4DxsdHIuCfb6Q6yi6Y/GDO78Aire1AMwRDSjKVxpD6aY6k8ZsQpjEWrrzcvpAXxTyJr+Sn3BCKKrf/XrqgpVaNvwWVr3iuc56ANptcOUIhD2SnlbdFYsPlUmJVAziSXJMkk6LpSRVV3z7Fpw7BQ+VB+VHmCON4EOmecYCKt3P4snQ6n1I3gv1qsBm7LxAEDPZSDQvuXRv2gZnTQt4NcFVjZ66YLMKdydD0w1fZxsFeZxgimToitUAfoSNfgSz+jeo7/DjqfzwlGFIoQBxrZgnABTbahUXw8A2MPJzGLYaPqgPB7FT0dGd6gF4mv6UJk7G6NpJKFQKHD4M09nKSgC/iYLXlrlgfIZRlCLWI4DKhEpEGv41DP4XHPwVIh6DkHyBZQXzBIBnpkCp92BoZxgy2zlLHIyN4Y7xkgLgl8yjAR2kBj7Bu5SRjiIIAE/Dxmh5/1cdBID+COJEjTrYbkFylEt+Wov8JZ/SgPZSKrUFVAOoDDVEHMUKiv+fHAYPf+CPgmetjIAHUBnzzBoBbw+SlbV0JzT/h3MCIj5TAJTBO0QZZB+IKTQkAqcvGmkZ5pXFkF/uBrMk/OQg47lh6eJvcZhgQslHCemzExykDE5n8WoA+2MjzvHDSvgZWjwji/lyATRwTELEInzEzCwpvV+FBjSAt45DUD7IXxq6N4RJq2Did9BD2cZ17CJoAVQP7q+wliK8RBD5nYrdM0HukqtnwaE8AfhriRBSwKUhPU1AtBbwd+z8TTVTj98A3WrJ4no2gQmOQwuBsDYY0AAq1m9jErwUKTeAuksagY1Bmi5YxFEvcchWUD6f5xLEpZCvG2fskn39/V9OgS3dob7K2jpkneUjStLPRbK2jGoLKCL+iJ1/OiBU1znufXmHRISLq6Hoq/KPNLeGgAXwfxPhwR6yWtVjn7k/QEfZzzrHsROumYSIzyfQk5449noRS9G3ucp3hPJqxnZKbgLVhsIDT/nehuvawiPNIEL/9tEx2lEW14tPE+lJD1UZtQB2Qd5WFGHO99BJdWNgXC/oM14ubm5flglYAA+1gQqfw9mTUKQoFC4C836ADg741mGXdg2UoB4DXuQ891HcBagMY0H1t+L0yi+T4DWnF3/TNGq39jQJj9CY8mgmKMBlUgnj/vTYWgDVExERaf6P0M5xelrdDdv/gqvbIPRF0yXO1ogBCaA4BVLJsXWrtn7qrqgtaSxwWAihUTWA4u+lfEJz6T6aM5wgmjJ4GLkbwORK9Eo4nAh1F3hoUBuXWElRmrjESSCeFsrJHMc3RgCq6y6SJM2HyHa53woGHoB2uLAEHmgFtjT49Sd4ymH11INxrYXQAqgdY4mm+h+DeZDhni3Ahmh4sAY85mhdvdirG0LNSRDm+cCe7thTZ4wqstACOB0bXVTn9Ceuhx51nIVR/zDFp0e7Qzl5qzlXhYADUD2mUSv5i93ykSsl+AKgSOsOCpdWu3FWPrSgXTNM+wu+aWZq4nKN7ylEVYLJeBlY78ehBfAmSCdj1EEc12rkOKYotucO7YXHHDo51id33rQLKABv/Ar3hEOIY+s2YRq06Co3gbYLWoCNtioLobWA21lHNcSlENeQYX/Yk70QXfLLC+GeMBBre2IX5Vlzq7+eQN/Bep5FZc50LKAo1hLstFSNc7U60FrB3DghCSgA1QrsHSUfT1fCqGSIrSf/dQek0Z/qTEuGMaCI9wtbeQrV5SGHMFNWUMn416lw7GuotwyC7zHVvWlPvqgT7WYzT5PxuL/WAoo0DUljlWqcq2zLKfIO/QZlHoECDiN79Uco/Pfc5YEhYAA8MRjKqIZnyrabUPa6P6DuY85mnIONTpp7jFoLKGL3pTFjdWag4rs/+ZxitDEFlLeR1Gf/tGn70JBx6p0ZRwQ9ALXDDBH1u/1QW5woc4TcbgUDBkD11tKEGOg5xqlkbdej1zB6AOqNtRSpR2hGefx/utPIurorkx6AzUljqcoCirJrdbF6IdR/U4W5Df5cBcX8tMXt7Y9PGz8gANzfEB5VbSAo225KZQashNGqNV6zAC5iPK1x/zD2UVpRjsWZ1XF6evn+xy7uxb2fmcVMoBU9M+SpB2Ayduq5DDQgZjmMcV3VSd+mVIQKr1+VMi49+q2e3ggKDAAdJ51FxZbNhKhoZxW3H4Vq5VyrrBxCVX+qZwHF939xgwI6M1Hx3XmmUJz3vNGnx7hG1s9TWfQAFJkph1PVGe86DlVVd+fVOyMinrgjnc91Hd5vdfRWUMABOHsUdJaPy0lB2+WIz5RDqGYAnM4gujDCrd4ENK7TGW9V7IzvcupGR8xUBkgXkvSCOwDjsNFfM97V6kRcUaha0ynVAtDLNlTPfg/8FyqpXnJtPRcWOS7nCLHqTXozAHoaB3pZzExH91QWdwDqDTe0OpkYAz1UY2YLQC+bSrt+deKwvLwgdSfiasVNKFZYZRVVx7DSLaXqToU6ezt2xMyzCdHUlKxd9ofNJLGCmdLsV1zH1IbTXCKWZcxD9UsDNmGnGkEuA4g/ryO588incmaknQlbAHrZxloAF06ENx0nYYSohtNglWNBWvy9DzslCFJt5csZurMiSnGEBapDM17Hwzabl2X3FP0r5rOeRMklh7twlsuM5Csm0SpDFD3rp9WFSGQBmMlG0wKoVWiTGbD8HddM9BrHDIQiTgyNqUotWqGiPJN1UCcXM91dbGIMnt1deYKvO2lM0izBiDz0dNGrKYx3HN6Qeg1rEuJdaxoBeOO2LK+Q6lCz+Hs2NjrrONYzsoRK6QbRknAq8Y7RAQWT1ZnBYI5zkBEmlnYEfHF8Lbls0wvqY/nK9+70kPQZRL7llGIBaLLBlGhGALr75bcgjQQdK2HWEir5j6QTBShMHxxHjb0s/1je4xZ/MZDZplIawefOuutZP5HhlYsQep8FoCnl60XSAjhnNHQaoOlyHT5gtOn9BaGQO4neiMOswpuWmfAhb1GMknRXeTwwSmcE3yXpxI6dp3UmK3rjvx0b4dmXXHO1LKBRK2i+1wIoNtkrOC5kK1HPXoHiRSBYM4lUu7LQy9Zsd6xOO48R7GcPo9E/IT2A5lSmKu0d93vNVlfAN45vGENzt0ncWT+xGpB6DUqGuib9uA/01tytsgA02yKOeHrHiI4dgLKVXAVp17+Ub901mvN7p9sLb4q2jGn8SDJjEU6ckZZzqlOfpnTxRowU9zxXGcPXHuH7HBtt3DiLbjEbEjpnzFY7YRMxLAC9bB49ABeMh7aabVy9XRGRVSpwCjtP6HRbmYVQpF/DEoIJ5mVaeFkzObqAbzxrGEVTj+mbkUaiuzGtmyGIBaBPTeKaSA9APcXuOwOVS+lnaGQFRSpfuuPMVs8sfK0c/gHd5XfgLFQqmfHbvi1grMbdjWUBvWw1swAKsZ0+hzlujvGpXXW4K0J2QijgE167hmN8NmoaNrq66X491TnDcSyrC/aSPjd3W/UsoGTF3HRF4rt3SWOqmy5MXarsgNAb+Iyst6c6X7sC92omJpYF9JJBPQs47yPo4OpMQJL60xF4rrz7DIwa0x9jQqPqeQPfYeyEEuTwGKMveccxeLZsxu9+Wg/PuV4tkSJZABq1kOZ7PQAP/w6P/E1fUK9lMD5K/ztxYV24uHX1zOJu3Ojb7NhT9QR8U1nPBzQ0pQWjH0z3pTDJzarN2J7Q1+kAIj0/C0BTqndGcneb6+h+KKe6/5BuvTx0w/JkQ376wExowTTudziMNBPfKM4t7kgPMZgJo7ARa/BGl6fu190wxQLQjPZVcdwBOH8ctOuTUdia3+FVN9ZR6oKkpRO79ERMbg4dSWOuwQ9l/T6oU1m/FhaAfmpddwC6U7DIdsiXMLSB+wI0Io2VJq2gn6rhlRgz5RuUBCM8HGEc0BpGL8qYrWUBvWoK9x6ePAHoqWtK76odt8q0Hga8LJ7fow/EJvn/a2NgoY3qmLwE6rW0AMx0A/liARN3QbOqxlnfAsQOg/A6PyMHLaLwcrAQG70IprbJocHyPdBE58UwpdZ/3XBeSldrwrKAxly4xHAH4KT+0N3hY1xPpJGF0KbZiZ0h2HiVIN7Phgd6/4udWGzUIojeXuZnVLevFsDrbt4MEZ5lhYuT3BAC4lac4oRcT2GeumERXzzmEl4Mujvc9ppV+ixsrMLulUUyI1s4FRJHxIR7G7X7ODNpRRzhgvj0JfjIw+aJcEw0ORZ6ufEwnJt8xAQEgELxnpRmBOG1W9ByjvxmnC9BeCM9CdJD0r5ep1VkzCckw10Vs2USVm9JJ7jXwAWN1m+OWv6fK6CYWILMJS+wBwyAt0+DTYxpnA8LubTbwLYw0pMvSMc2nXhpUpwb9CVcA1qSJq0KiocDjcIUbAjvBf8mmNdMjuv0ZJ6/Ch0WmPsBGf0Yc5NXBFHXgAHQyApeuwxLp0P7GM9YiMnJ2j9gesZLZkY8uXz/A3bEQvEzBPGhypxswM7H2KhOEAP8YGa6LIZXHoMoExMqI/gOt4NHzB3m9koXmYkcUACKip4e6/7J+p2bIawYVDTxTJXRIN4bpSqWTlxN/o8Jy2hWtjdl7NkYJhj4e/GkO7Nl8ne8gAPQ6FcsZsbvDoP8Jlz1tf0UutXO6FvG30r2Vp7wdxP/HSyQH0kyDOJphphJEOxhXJebJh7qCgUcgKLwRuOYPs1hnEmH9ikXoO8XkPi2YTtnS4SoWTAhCso6HeR7zHf9cnisqvxSprtgNH7Oloq5ySQgATQzkzMaD2n1Ibo74V0hp3aH7XZoON3cREMpe+pZ2LIaGhpYytxq/QJuEqKGxoxSvYVwZDKUCoXOGb32ZqmRmLkFzl2FgQ4Xw2YyE8COeAcGG7wHd+YTKOX6GoUZ8dkWJyAtoNCOWJK59jOEqtyO6WmtRyOYKF9aMxVup0HTmd5ZIlOC3UQSlveLaMhvvKrjIkHrpNNdGZQHfTJTxqxMG7AACqWYsYI2G4x+DwZO806NjWfAZ+0gLItOKly8Ae0/gxUanzZmSmnWsqsf9DEjNyfiBDSAQmFmHmA5cwL2fA+venlrUjg/F1tfWRH6vgwvau41m8nHLHyoHvQxIzen4gQ8gGYfYBG3w6rVgRLi2EuAhpg3YMx/zBXeTO9gTlLWxgp4AM12xSLe8GgYNAOCcmqqm4m2nD4U2veFgipHnO7EXd8NBSKcD/pkItssT5onALy2HQr+DUJM7PGaHbxnuea9yGDvDjlylWfNJQoU6ydqkycA9MYKirimx1Hm2jtLY928Dp+OhS5DzGVzvD+EezgjaU5K9sXKMwBKg+4EeEDfn2MGjQoIxRNWQ2bJ7w3ntvDDGlg8GYKCYZIXy0hmJmW5qa55B0CxRad6R9isksUpmmHRcOMaNOoAdT37BzIr1qd48QPg4K/wjxeMT/XoZRBIXa9S/jwFoKhUZhdel06DzauhdFnoN9nzBr9PlKkSCdgEdCKILtbsGE8vX2lhfnvufRndna7yHIDH+8muJyLmZBYPEBffx/cBse0lPLL+3f0LW6YzWxQPP34LZStC7/H+mZFf2Qqn4+BR9872TZcvuyPmOQAVBYoTM8U7QDHVG3KZVe60IfD7Tnjy/+DtQeakXboAw9+BW39Bs3fgRQ93lc1JdMayp8kngyougeB7vU2dO+LnWQCFeu134EATqJjg/zdyf94E88fKFixmIjysuiqwJgG+XAD3hsEHM6FQFsAh/cDegmI5OGb1B8J5GkBFQVc2ySeps7KLEovc505DrUbQVMdVrj8aS8g4NRpu7odH5vlLYs7KuSsAVFR8tBsEhUBZHY9ROdsMxrnfPAjHembtj8i4FP6PcVcBqKhPLFc8FAtFnve/QrNCoihvxCzI/2BWSM9ZmXclgELlaVfgUGv54WZhFXNjONgSwl6Ckj7eZ86NddKW6a4FUFFEaiJcWAiVPD/blq1teW4uXEqWJ095Pdz1ACoNfLg9FKoCpQ3uFWclEGL98nCHvDfO86QzC0CNdsR4q1y8fJwpO4PIN3wMFPLgWDM7y5NdeVkA6mj61ik48k72WKKUaLinDDz8QXY1ee7KxwLQQ3sIr1xiLJaVISvXJrOy3P6SbQHoL01acnzSgAWgT2qzEvlLAxaA/tKkJccnDVgA+qQ2K5G/NGAB6C9NWnJ80oAFoE9qsxL5SwMWgP7SpCXHJw1YAPqkNiuRvzRgAegvTVpyfNKABaBParMS+UsDFoD+0qQlxycNWAD6pDYrkb808P9o3I4+UibrCAAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="Lab3.1_Cruz (custom block shapes)"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Draw a square at size %&apos;side length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="side length"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="Draw regular polygon with %&apos;side number&apos; sides at size %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><block var="side number"/><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="side number"/></block></block></script></block><block s="up"></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="32"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7snXt8FOX1xp8zuyGEiwriBW9AiEDResNW6wWhFZDMbBAteKlab8UmEJCI+LO2UlptlUooBIJa77a2Sq3CzgQJ1ltttSrVqrWAEBRb8QpWLoFkd87vc2Z3wybZze6GhE3wvH9pdmbeeb8z7LPv+57zHII2JaAElIASUAJKYK8ToL3eo3aoBJSAElACSkAJQAVYXwIloASUgBJQAlkgoAKcBejapRJQAkpACSgBFWB9B5SAElACSkAJZIGACnAWoGuXSkAJKAEloARUgPUdUAJKQAkoASWQBQIqwFmArl0qASWgBJSAElAB1ndACSgBJaAElEAWCKgAZwG6dqkElIASUAJKQAVY3wEloASUgBJQAlkgoAKcBejapRJQAkpACSgBFWB9B5SAElACSkAJZIGACnAWoGuXSkAJKAEloARUgPUdUAJKQAkoASWQBQIqwFmArl0qASWgBJSAElAB1ndACSgBJaAElEAWCKgAZwG6dqkElIASUAJKQAVY3wEloASUgBJQAlkgoAKcBejapRJQAkpACSgBFWB9B5SAElACSkAJZIGACnAWoGuXSkAJKAEloARUgPUdUAJKQAkoASWQBQIqwFmArl0qASWgBJSAElAB1ndACSgBJaAElEAWCKgAZwG6dqkElIASUAJKQAVY3wEloASUgBJQAlkgoAKcBejapRJQAkpACSgBFWB9B5SAElACSkAJZIGACnAWoGuXSkAJKAEloARUgPUdUAJKQAkoASWQBQIqwFmArl0qASWgBJSAElAB1ndACSgBJaAElEAWCKgAZwG6dqkElIASUAJKQAVY3wEloASUgBJQAlkgoAKcBejapRJQAkpACSgBFWB9B5SAElACSkAJZIGACnAWoGuXSkAJKAEloARUgPUdUAJKQAkoASWQBQIqwFmArl0qASWgBJSAElAB1ndACSgBJaAElEAWCKgAZwG6dqkElIASUAJKQAVY3wEloASUgBJQAlkgoAKcBejapRJQAkpACSgBFWB9B5SAElACSkAJZIGACnAWoGuXSkAJKAEloARUgPUdUAJKQAkoASWQBQIqwFmArl0qASWgBJSAElAB1ndACSgBJaAElEAWCKgAZwG6dqkElIASUAJKQAVY3wEloASUgBJQAlkgoAKcBejapRJQAkpACSgBFWB9B5SAElACSkAJZIGACnAWoGuXSkAJKAEloARUgPUdUAJKQAkoASWQBQIqwFmArl0qASWgBJSAElAB1ndACSgBJaAElEAWCKgAZwG6dqkElIASUAJKQAVY3wEloASUgBJQAlkgoAKcBejapRJQAkpACSgBFWB9B5SAElACSkAJZIGACnAWoGuXSkAJKAEloARUgPUdUAJKQAkoASWQBQIqwFmArl0qASWgBJSAElAB1ndACSgBJaAElEAWCKgAZwG6dqkElIASUAJKQAVY3wEloASUgBJQAlkgoAKcBejapRJQAkpACSgBFWB9B5RAOxH4+c+3//Tcv3eb1aWdrt+JL/s/g3D60UH6Vyceg966EthjAirAe4xQL6AEGhNYE+A+q3vw20O20iHKpkUC94Bw4+AgfaaclMBXkYAK8FfxqeuY24XAsyPYz/vj1we5KOnCoC8JeOr4XTjv9EkYuuh7W8H1/cixtrRL5+10UTbtXqCc9wHqCYNHw62s9rr6YXguCNf9bwAe3fw1XFALbLsP2FaP3EPfw2kfu8g7BCjcAfeIbnjZCONNMvZ7D9T73wgVuPCfyajvQcgB8AUzZm/ajoUjn6NQOw1DL6sEOiQBFeAO+Vj0pjobgVcsDvgJj3Rn9KgH8HIPoPqGtZjW/0c4bUY98PEUgHEXOaN/2JnGxoGVd4F5EoAqskebbI1j7/6vCZ8GA38DsHZDIYtAj3oPeNwGF4XRlWtwxscM40hg+BfA1w/ABwSsMHb4t6LbQW+gtvtm5J3E4JMNhHyMHAbeJaB4sE1/7kx89F6VwJ4QUAHeE3p67leewDsWH11LeKQH42SBsdoA7NMYn02rwiW59yGwog45i3wAJocBGPAZx9LSs9/pDOB43NNDEXbfBiMEnzuUlp2zLibAZC8ldqxNAA7dMpgKvxjIQRnfEmD2x8BPQ8j9aAOG1zIwABj6MTDyQNTCD9v4DJ9Rn+7/Rfigt7GzRxjdzwR2FAB5AOT7qCoMXDvUpnc7AyO9RyWwJwRUgPeEnp77lSWwuoh77nIxJ5cwiRjGJ6IcBwP/uroO/m89grMRxAUb6tD7MQJeNACeMg/E08F4gZzRZ3UGcGxWPw/CcADlZI++Tu65kQDbVgUIU8A06z3TPYBB0wF+YRFoPQNXhNB11QaceSAD/RlH/Aco6kmg/fGq8RGtogOpDjkH/RMfd/sEhxwMYDSw5QCgFxj1IFSwgZ8OWUZbOwMrvUcl0BoCKsCtoabnfGUJ8Cw21r6Gq8OEO3xAz+0AXswB/nIGUHvpF8g96CEcj+dxSagu3O8Z+IzHDeBDAowr94Ob9z5EYMATyB7zx44Mkc3qCSA8BuBTGLUDadk4TwgbCXDQGgEDzwJ4a02hcXoXuN746kAX3A2+AcBJu9DjgffwrRHkifAB7xMuqgeMAv6YNtNSYyfCOKzbp/jfQatQb7jo8zVg+1lAvR84wOsbuGnQMNxLs8ntyLz03pRAawioALeGmp7zlSSwuohPd13c7wOOlvXkNwA80w/4eCyDR3+Arjl/QD7+Hr4Udb5+bwM9N2IzFvt6CyxvydZcMQlEdwHYiHBoEC0v3NURQfLYqlz4/GsBHAXQJLJH/SZ2n40EmEGosiSCuTfg9n+v0HcOg++U8T0K/1mfIvR3AAfvQO/SDzDsOhFhoEsN4ar/MIzhqMdOfsxYRV/S6RQGDn4d/+z2Cb6eAxinAx8cAxxCgGRx/YsNXDNkGf21I/LSe1ICrSWgAtxacnreV4bAu2P5iLAP8wj4rgx6PYDnugPrTwZ2BVxg8BvIxXI+Eq/zROwyDt+FT476Mw4G0d2oNCSAKSLAYIK58m0QhgL8E7LH3NIRIbJZ/RMQfub9xrBHnUSgSOBVkxmw9/+2dTcIPwBwIwrt22tgvk2goQD9eCHwZ4BfBBD6An3Hf4xjKyMibKwDrnwOyL1aLoGXjKV4nUaB0D13C2r6vgwfMfrtx9hpEtYdCBzrMSQsoRDKjl5O/+mI3PSelECmBFSAMyWmx39lCHwY4G5fMm4k4HoAuZtFeA3gnYHAF99kcKHL2O8ZysUr9UfgHzkjUFd3PNDl0FexNu9TDAJhDCp9K2IC7AlW4YrhMOh5ADtQ7xbQinMkkKnDNB7zVF/kiECiG1w+larGyCy2ocXPgCMCbI4B0VMAVpFpn1zDhcMBwxufgfqCCvi/y6AFAD78L4aM2YYjgxERpnWM7y0i7H8HAB8+xXI87jscjOPIxY5DVuGZvE8wBoScfkDNWID9wEAAOwn4VQ/CbYcFaUeHAac3ogRaQUAFuBXQ9JR9n8Bqi78HYA4Bh9UCEBX6x/7AJ8cD9acx8K1dIRi2Pxdrtx2BVT36Ydd754L6GyFy+lWzCWArtuf1wkN1Xm6rzIBj1DhQ/RgYEwD6HdmjLulINNla8TuALgbjMXJGX9D03poJ8GMTfOheK7nNPWUZmsyq92vYWoLIasHD+WRfVsbW7wBcLAFaqzHyMkLOczERdnH+DAOHPARgP3b5DXrA/yp2eTNq5H6BPx/2EnqDcSIB4dMZzx5POIm8JW/8hwg3DArSIx2Jn96LEsiEgApwJrT02H2ewL9NHmYQFgE4RaJ+3gLwkg/88WDQl4PhYpRr4MhtO4HHu+bgk0+OwisHd0XdmquBwT5gV9+/0R1dv+CbQPQgFQYvbypY3qzRWnkUwLLHmptolpktyFy44hQY9DKAXah3BySanSccj2M9COAyEM+gQmfueraOIsAbH8E9tRz8Rg58rwL4OsAV/8aYOQb4LxERxmrgnO8DA0WkC2SmzMsxm97z3RYJWMMHh72Ex3O3eKLcPZfwwfkuXu1NKALgl99GLmPy1xxalS1u2q8SaC0BFeDWktPz9ikC68bzweEQ5oBxmUxYZZPxOQCbeoM/OwEUykcYo8M+5H2yFVja04/tNf3wt3wf6jZfBmzaDzgGwC0DqnA2gFNBKKJCO5hIsCIiXC17rD+RfVayR5/YEWCyVf06gBPA+Bk5o2cluqeEAmybRSBaKru5ZNmnyXk1bN4C0E0yvnyyT5zK1lF+QK7fm0HfW41RL8SLMGOoSRh5HwBJ0drBG3ENOb5rAJwBINz1C1T0fQnHgzFSrn8o8OR5QC8jcjyD8aCvC24oeIIkI0ybEugUBFSAO8Vj0ptsLwLvjuVc14fpku4CoMf/gPBfAF+NH6HPj4F/2xFw8U0mnOQSsP4zYEUfA6F/DcCLR/tQ5z8duP1ECUACNvV9hU7v+hnXAKjF9rwDaOKSuqQCHAh2A+fKXmtfEK6g4OgH2muM6VyXrZVXACwCuAnh0IBkEdoJBfixCV3QvfYLeGYabl8yqz76kAPddoIj4wO+n0/2Q9dx4XCGIWlL9S5w2hqM/iRehF3sN9LApb8AcIWIKrv0Y+NOg5jw0+hs98Uj/4LH/Vu9Hy6yDP3J6cCDJwDnEnC0LPsz49ZtH6H85FUkhmTalECHJqAC3KEfj95cexJYY/F4ABIElF8PhF4B/P+Ub/G+qP/8GOSE98MOFLrdcAiHgZf/A6zqB7hv5OPFQ/3YdWgOcOM1QBmAgxi4JL8KBwKYD8IfqNC+KDLTjVg3xu8Bx8bEgZUXg1mWXj8F7epPwUBWgoo48mPgPRkHCBdTcPTvk3FP+oPCsf4A4AIwTyXLqYjOgi8B6GEZX1dQ/8MouKOMAzMA/pW31Iz6r6+G2S1ehMOg4QYmX0jgeRKcRcAS9wFfBdVCOB3JwP/ytmBq35dQ6PUnBzFWXkL4e09gquwle4HqhBmDg/Rke74/em0lsKcEVID3lKCe3+kIrAnwEGbcSdHly38zQn8l5Ozogu2fnIDutX0AHIEtGBPuhS7YCjj/Bd4bwuDXBuIF8qNuGIP+NBW8hiOz37/nk30qO+bzAA0HYQIV2p7RRksCHPm8WvZcTwHhdgqO/r9swGSr+nYAM2UcZI8+taV7SCrAtjkBRGLc8TyZ9ojYNWrYiowP9It8CsoqA6Zz4HECnydBWR+g27e34cy+zUW4+HgCPR4V1FfpTd8F/FeUAzjX+0ED3H34SgRz6nF3dJa9rbeLWy8mFMiKgthistwL4YeDg7Q6G1y1TyWQioAKcCpC+vk+Q+DtMdw7x4+fgyB7i75PgW1/Bnp8BvDWw/G/z4/FAa4fO+kM3oFjXTGX+AB4dAuw+TgAr+bjb2/6sf0qic2yYEzoj/BbAOUQ3BP7rwhvRDhHTCnqo8vPEjydWoALq0+Agdcj9otUQPaojXsTuBcQxrwOBD9cnERVo8VfJGlLKsCPTciLLkPnwFffh85ZIVlb2MCFJzAM2fvdxcCggWRvnMSBbj3AIsxfZ2D+PLKvHcsLjmgqwjko3T+M8MposNYHBN9odzGGE/DryHI31uRtxmWH/h2XgyFFLgiM175t4NahLmaAcLrsHwO4s74eNx+7grx70qYEOgoBFeCO8iT0PtqNAE9g37u1mOwCPyWg1y7gy+eA7u8CPjcHn378DRyw8wDkoAve5/HhQ6g3ugLhV4EH/MBOCZB69Ui8cl8e/rcY4P+FQMdNA35NwHiAHsyn4OXsWCIAiwE8SaYtS9teSzUDjhxTLXuvV4B5KTljvBne3mpsVS8FJKKY7yN7jPy4aLG1uKTumE8CNA6gH5IZFMcvr9VwJEqaQH8aQMHz5W+RoCx+E6D9JShrHgUfSSTCBkpDhLANQIK7tsmys7HYt94FZHYsgW8i7NfnL8erYEg609HyY4YIt10DrPEBvyDP0QsivrMG5WExLRHfLW1KIPsEVICz/wz0DtqRwBqLvwNgIYAhDOz8B7D9FeDAMKF+65H44POhyGcDwGH4G6zwqfDBINT/3sU9RxNcqXD0al+88aOe+FREIMcFj5kKrouZTYQR7n80Lf+UHWslgLPBfClZzm8zEuCxVQfB55c9WDG/OIuqxrzQjkgaLr3bFIS3IhweSMsLxXt5DwQ4cCnADwG8kkxndOxC7/LYg3zwRcYH96x8qvLGdy2bZxOomoA6Ccr6Ndn/SCTCtSjd0gNhCVKT3GyXQTPdCmOh3495DBTLtQhwaAuu6vcypoK95XRJUXp3PwNXX+ZiJAMzyesfqw3CD48OemYo2pRAVgmoAGcVv3beXgTWmJzP5M1SA9LHf4F11cDA7QC5fqz78FT0qt/PC5raghHhf+JrkH3LsIHts108IOd8Q8S3N96/pA/WSuTuYQTceAd22y3K/u9Asm/jp8b0RjhH0l/CCBl9aNyyhgo+6cyA5f7YqhbRuB2Md9Dti+NoycR2naXxhMd82HHAm1FbzJlkj5HAqJStxRnw0qKe8LtiygGEjF7xHNazJY5iv2DwO/lwjiVZLAZQxoGbABZLTi8oax6t2JxIhJfT1E9NDl9H4DleWUfgd9vgu7z7YoyR/yZgf4ngZsb3Bjj4DAYeIkmpkmhq4K4AYX5/hqRWXRgV7GXMmD7YIYla16YEskJABTgr2LXT9iIgZQIRxs1EXkRsl52M96oM9PiQIaFVO7b2w8ufDcVIEIgMvIyLwn7ez6vluw349ArgMRFCT3zrsW3cMfjbHySwSoKu5lHw/PVsFhOoUgoObMamgpNpVT1XmVeC6V4Ay8m0JTq3oaUtwMNey0HfzZK2IwUQSskeJbP2dmtsriwFsVhErsOm3kNp1clppe2kGg87geUAnwPgSjLt+2MDeI2H5fRGX298BBQPIFuKNnhtOgdsgriHRYKyltCScHIRrpdZ8xOSMgbgbwyf5a9Ej3CkcpMEkLlgzMn7BLMOfQ2lUU9rmfluAuMHpYzP2IAsjx8PoE72k2vr8LPjq0kKW2lTAnuVgArwXsWtnbUXASl0sMbElUS4FcAhkiP6N+CjfwASQAX24aX/noke9d3EjQlh7I/FuCg8DoQjxW3JwLqLXKyQ1BdPfHNQZw3Acz8WMZRly22gYWUgX6zkngucV0C2CIEUJHBAKATz1WQ5IsQZC7B3HbO6CATZk90CrhtIjhWZTbZxY9PuBeoiNSWkNGIR2WOC6XaRWoAtKbDwG4AcMoNW/HXXs3leNLJ5Sx2MfkMoslJQwhN6dEWtOGUNAejX5RSUvGwkE+EA8xBGuDqalvSeD75RuUuwYcdnuJmAH0dnyKv8hO8eHgQbBiQV6kyPMfC4z8Dk4jBMIkjOsbwrH8tqxmAbD8QXnkiXiR6nBFpLQAW4teT0vA5DYG0hnxI/q/kAeLaK8a168nJCN289Ao9/dpy39NjTW6Yc5v6Svsny5evNogy8fKWLVfIl3SC+/fHC2QQvR3ebD+ETfkXL19ewNV/ih2Smlk+OODCBI8uuEv3sg6/+4Fj0bwxOKsFqCpHN6udBGA5gEdmjp7QHZDZXLgJxCRgryRndsFebTl+pxtPScrxcv4YjqVoS/TyQ7GtjfV7PYweG4ZMI7B6xoKyYCPvAL3mJYcBqyROW5ejxzAfWI7w8+sy+ZPD5DuU8bS3iM6J1jMUAZBsRrgoW02OlJl8J8nK+xd7yCymwcVUdfp/bBbMImCarJQD+SS6uGVRFjQpQpMNFj1ECrSGgAtwaanpOhyAgZQJdn/el6hky1AFP/xE4cDMQsXY08KcPzoIvlIdx8r8SqONe7P6N9mexgfTJ3qGBB2e62CaGDQ3i2w/PH2F4y5vo4gMH7iDHWcdFBQZcL5/UB99x/WjpO54A2+YlIM9s4hkybQn4atRSCVaz48c9PRRh903v7z7jOFp6ttdPWzWOv77hDqFl58iycNotnfGwE3gGYFnmv4QKbfkR09De53FDwwi/LUvFLowhBbSsof8ZbJphkFRLqmO435hHVWLFjXN5Xv8QjL80FeEJzF12IvxbhhS2QJhB0x3yVZiVLBaVDzMgRTGkPUQ+FB/+FHr46yElEb1IbAB/8TEulyguIi+gS/ylZZr8e8PFTC17mPZroQe2koAKcCvB6WnZI7BhBHet6wExrZD92jwG1rxAePEthlQWypVZ7o6+uP2jE3FtNId0J3yYgUnhYVGbQxegG3NQ/kA9ukh0c9zM9+kQIUe++A8D8NNysmfLSGvYrAZoFMCV+eRMjo2eHUuWoc8F02SygrI33KilI1jNzjFXLABRKRgvkDPam2m3VYubYS8ge7TM/DJq6YyHHUv4LATjCbLs85p2sJ4DlQQulmjpfNodLS3HlbEV88jeyKg/UYKy5O/JRFg+szh8I8Cy9SDfZ/fnwfeDJURhazFPAXs/0OSdWM/ABU4JrSo12QRBUr8OjpY3/NmmPMy5pdYLxItFzO8gwu1dtmLOgOdoZ0aQ9GAlkCYBFeA0QelhHYPAGpMvBEEiYWXvdvPHwD1/BAIMfM2buxDu3jgSH4a64scE5IhZAw7FFRgfli9iySUVu8cJOZj3WlPx9eOVz4/EjmeiQVfOPAQDYu2wngMWgWWfdKsP3K8fOd7eLMebT8A9TDyQ20aA4/ZoicdTcEybWCqyVS35yX/y9piN2n60bFxDtHa6Tzc9AS48FDA+bGpKEuvjfTZ7hUHvy5YAg62B5DgN/TPoOljVLCldcUFZqUU4JMFvUgZRAq6eD8NXtJzoy8BCPoYNL2d4MAP1BNxkF+OOSaOwX25XSOS37FnL9+BbPheXzeuOt97dgRKXMFtyxhnYSMDMwTY9mi4jPU4JpEtABThdUnpcVgmssViiViV69RRJcgkx7n2YwNuBSVHbwZqdfVD68TcxgxGpmCN2hbgAC9zeYTvmpsQIF3bBgk+aiu8TdP0nZQ17vFi/E3knVNKSbdHoXVkGLpC9wgFkS+Sw19gJTAT4UYD/SqYjVXuatXQEK+F5gRUlYJKyiBuxqXdBulHKyR4Sx0dZM5WQM0pMQzJu6Y6HHeuv3g8e5olkOSKMjdoGtqZxxNFq3WZsGirR5LEDbuCz969HVykvOJDB8+aRI37bXmtpJmzyrmMJvhXR1Yt1BnxjlxGtG3E/d+1ei4UEeEYjBDxLObho2Q/o41KTz2SS4CvkyzI2MRb4uuGmq75EXrxrGhh/BWHyYJvELlybEmgTAirAbYJRL9JeBKRMoFuPXzJweczf9znCw/9ir0KOBOaEGPjV+9/BK5wr0bfoI4b9hhxfHNrCoGUxP+Ec+MYCd/jixbcOdVY1Xf/JdA5cHAu6ItA35lLQ2++t2V08YN0A5A0hWtKQn8uO+ShAEwEqIzMoEdRtJ8CN83RvJHuM1MdtdWNrxY3ix+zlGTujjm1ttG8GAiyiORfAo2TaXu5tfGOe4NuAWmFcAPCMfHLk2IZ2HQfEe1tEuFt8UFYiEa5H+PQVVOYtVY9nPrgeoacAkjiALwlcFKQcz3QjUMnnMryIaAm++wyM79mTqbp0LOeSDz9j4LpobMD7xLhigUPPNvENlxLR94Fw4+AgSeCdNiWwRwRUgPcIn57cXgReG8Y5+/XFtRypmSvRy+v+x5j9MFAIQqTSEPBGOA9XbxyJ7xMg6ULSXvYxJoZLwlKXVwTZq6jTFb5LQrjjgETiey1bJ0nQlewVGmBLgq7kQlEHJ0nX6QkYo/NpmbhdeY0bl+DrT2aVLKk2a+kKVsJzC1cMh+E5Nu1AONQ/HaeqhNdpQ6etdMfDTmE/wBD3q4bSjE3vrYaLRgGupBNtDSM8UBzF4o+5js3zOFKQYVd8UFZzEea36uGOiInwCOauPRF+KBacBeAHNvm9nORzF3P/EEMKZUg8ABMw/0MfZq66huqnFPLXyfCqLkmqmgRm/bbexdTFDm1ZE+Bzwd4PCpkpfyk1k7d+hAVa9rC9vgG+GtdVAf5qPOdONcrVJhcReV92BV6NV+CWu4BPQ/D27MS9SgodzPrPd2DX53r7fuIJ7DLhl93OxM9qjwlL1RwJBGIC/SRIvlvH868OTjzzHdM7FnTFoF/Mi1bsEWA1bN4DkCxbBvPJjkTIxgS4KnAumJ8A+DUyHQniStjSFazk51fLnu14EB6k4GhZBci4sbXiQYAuA+FPFBwdiwDO+DpyQibjYcd6LSJ0dC6ZQclvbtZq2JK9dckX/k0+2bKd0KiVsRWr1NQoKMsT00bR0Y1FWD63uH4WQOJ+RQAvGAb/9NlE7ohZ7O9xCCTY64ZozvA/wz6cv/waWj9hAvsO3eEVcpAVlq4yUxbHrIUO/bZp7WgG3jUIZYOCJIF82pRAxgRUgDNGpie0FwFZ7gN7UaiSziOzk/tfBBa9LvmbHNnXjaWOvGvibAJk2TfmcjQxXII3fQjLkrNEDu8k4MIg+ZcmE98JPMEXC7oi4Om5sEd79XR2V/H5B8AhF76h8ekynhA5gYcBlqjrG8m0ky4PZyJYibjGVSvKgYsTU1UranoNjlVbAnYBNGhPqy1lMh52LCnVKPnWD5NpX5ZofJH0rvA7APkJ7kkDqKpRNaZZPMvYhlUrYkFZPXHyyNk0W5aCvZZKhAMckoLMUqtYxPTpPPjGLyGSog4wF/FIAn4PwiFgbGcDU51ikuhoXGtyfpgg/tOegQeAatfFpEVV9L5si4TrcDsI348GcP05DBQPtend9vq3odfdNwmoAO+bz7VTjWr92bx/KNcrEygpmWKi//eQgeI7w/h2nJXgF8yYsboIf+wa9r4YY3VhHRe4NKcY+4cQliVimTV/aMC1llGX15OJrwCazpZ4RUsqzsYc7Dzudnr6fzFwu+vY8h355FwfDzS6/Cx7gD0BN+nysyfUlnz/A2QvbfW/NbaqRcS8usOp6vU2E+Dd9YZ/QcHRXj3ePWmZjIedwkGAsUZWMbA9rxdN3L1/Hn8PNWxJhLrsv3p1lZuPcenMAAAgAElEQVTeXzQoS3KjpapReTnZcmxDSyXCRVx3ogvjqUjaEa/2wz/2SSJZHkfgLu7DYW/ZOWZI8uROHy5/+hry3oWpJk9iYA7I85reDsaPe5+MBbNnk/tvk4cZBAmU8wIDCVjk24lZA5+OnKtNCaQi0OovhVQX1s+VQCoCUiZwba1Xx1WWA3uLJSQRblgQxttxZvqygPinej+K/zsK+QzP81dSkHaBMNMupgUm159G8JYBxVrx9Rz4z3mC6JOWxbch6GoHwz01Zvog97yBrQuis6ZP62AMjFkmxsbDy61CuJB94rfItD2ry2QtE8FKeo1AsBs4VwTjIDAuJWd0Q7WlFvsOVF8aLdG3CbSrgIIBScHao5bpeNixJKf6WBAVUmFQnKuatdVc1LMLXNlrPwigC/IpKM+4UZvOhV8nGGJXmUvg8+eSI0vzDS21CPNhLkIrADpW0rAk/cmhHNn391pgEU9ngqxkiCPWBwRMDJaQ1CzGtWO4b7gLfgOOGHtI7AFcXLawijyjkNUWf4+kkAZweHTJ+ubBJ+Mumk0NM/U9gq4n77MEVID32UfbsQf2boDPchliyD8kuqc75587Me8vebgR7M2GZCb8CRhXfvR9PFX7KX4C8nx+xcFqPQycb/+Q/mlx6ApIuhHgZ2DpdvgufI5oZ0viGx901fTL/F0em+uDbwOAvgBfnU+NvZ29L2DbuheEK8Wog8yIUUeylqlgJb/OyssAlrq6aYkpR0RbXKb6gnAZBUdL9O8et0zHw44le6mzAL6XTEdybhO2Go55SGNTGOEBR9PyXU0PjItUb/ajSY5NJcIB5m4uwo8QPGe0EIDLbfI3OHVZd/LxcL2c4YGesxZh9skf4VaZ7cr1p5g8gQgVUf/okJePHsLPKpbTrg8D3O1LhlR8mhFd7v6XQZisZQ/3+JXbpy+gArxPP96OObjVFq8lKZweaY/6fLh+fgj94/Ix5e/37NqJGR+Px35xlW7k7/eTD1NOmiS1fUNzGeT5CTP4Zw7lSMANWp757g66AviO8ibLyxs4cDODRVTfGAD7pFjZvBhJfmyCD91rpfRgbzB/nSxHbBXbXYC9MVrVr0NK7DHfSs4Y+TGSvN9A9a1g/Kg1y9ZtOR52Cr8OGLJ8vBnb8w5OtgzNDNoA6x/e+MA355Pz80T3UcaBeQDLM28WlJWOCMsxJtffQiBvOZ7BdzjwzwSRt1UQuIu7cRiSIx3bs36x3oeJK66hTfL5pLN5/y5dMY8A+eEns+EaYlxe4ZBYZeKdQu5nGJgbZ3e5erBNYhKjTQk0I6ACrC/FXiWwOjKLkCVGmYGMnJ+HN3y13v+PjX2hAbhqoU3PSd6mC88kQfbfGoz1JzD3qEVYLCAl1WgnA5c55PfMHloS3/igK3FZahrQ8x6P6esiR2a/uQT31AFU1cyUn23zbBDJXvP7ZNr9U8HLdMbYovgVrjgFhrcs2mJAlRe4BV7rWTC2InCrLQXYe6aOJcvn/WDgbBpr/znZ9Tdw4SkMQ8a3w0B9QX9a4YlefEv1DNMX4dAEAmQpX5acq/LguyAWnOUJ8WKeyAypbCU5w1sYuNQpoQbHrqkmj2TyPh8Qvb9gbh0uuiNa1nBtIQ9nA894aXCE7w4KeulU2pRAIwIqwPpC7DUCksYR9kFmvxJMM2mwTb+ZYvGzBM+DV2YTv1xo04/EuajHTiyQ+q3Rm/NKyz1ZTO+NYz4yjJD4MsvS9ScG3HMk2CqV+Mrn8UFX8T7DMQDr2XyEQJJj/Gg+NTePiIqJzI5k3/o2Mm0JjGqxtaUAe/1b1Q8BuBTgx8ke891EnXOg+nEwzgP4IbLHSKRum7XWjIftwG0gvgFMi8kKlrR0MzUcMTch4JEBZH8v0bHTueVVjHRFOMB132AYsi99oARn+eAfvZTog1if0ZxhsQEVFzZpd27Lw/Tnroh4Q0+fwHmhWshqSSxI788VNsmPQq+tMXkSCHeJnaUvjEFHL6dmy+pt9mD0Qp2SgApwp3xsnfOmV1ss/sw/FzemQQ6OvaEIPXa4+IiAbgSct8CmJ4ru5HNc19vTlUArCcCaYxeT5GvK0qEEW0makXxhvm3AP2YZkXgOtzjz9b4sdztdNTN1kM/jZl+7DNQPSDT7kmVSVFkS/dwbcL9BZpXkubbYWiNYLV2QxzzVFzmG7O12g8tnUdWYF+KP5zYy70h2D60ZDy8PfAMuv+ItQxfafZou68f3lc4qhBzf0j5+g4CmyBOW46I/6KqiwVmfE9yxQeoiwV4NzVrEd4C8uARpG5kwySkmsbz0WqnF8kNIVmC25xnoO2cZeR7bUqN6rYm3QRhKhB8PCpIUjNCmBBoIqADry7BXCLwzhvsaOVjnia2LswZV0QtTLJ7pRY8SnIogecXbrUqWFA6p4/s5Axc6JfS093cOyWxI0o8kOKuK4JsQJPKieltadpbP4yNom9oael+UcfuPDMweSLYEDjVr7BQOBwxxpkpr+dm7dhukITW9ETarfwSC7PE2spWUL3yYK70vfIB/RPaYX7b1w23teNixZDn5UDAPJ8vx9kuTtfVszibQzbIPn092pLRkgpYqKEtOSRWYJcdIcBYjLAIqBR3qGLgktqUR69ZczGOIvXziA6SesF1CUle4oU2x2KHI+TMrbBLDGK9Fl6KfZ2CHW4+CoSsie8nalIAQUAHW92CvEFgT4IfBuIQISwYFaeKsEezf3AP/9XIzCSMqgvR84UIvgEX2C10fo//SyfQBmCmA8P0Mz/RAJO2XNvw3xYJmUouvt1wpS9SyL1pRTs7UpgNez9YVJB6/SB6B6/VcZS4AUynA88jcXSCgJYCtFawWrzm2Khc+v+zxylJ+MdmjJZocbK4sBrGURGyTAg6J7qG142E7MA/kBU8tINNusQxifCQ6ga4YQEH54ZWwlXGgEl5pw+a53LEToiL8kvcDAM0dsyKvFZOF0O0AecvJBNwbJH+jqO3Ce7ifUYcacc9yXfSvmuJVdPLaFItHSJEHBv574Db0n/0cSYyD11ZbvIQAmSU/PNimhIYke+UfoXbS4QioAHe4R7Lv3dDaQj6FDXjBQ35g0ECbNpYG+HIwxJ/3zQqbvD02q5Lly2+O1JG1J5NXR9bi8H0AxyJOL3XI35ADm0p8Gwfs4OUPkHfGkrhiCnL9DznQbSfYy7Fl0MUDKfj7ZE+gYRZHxhlUuEyq/aRsrRWsVBdmc+V5IJbAHq+0oHe8myeCIDOz88geLUFqbd5aOx5ebp0BFzLz/YhMu2+qG1u/e8vg066g/odRMGEO8yQeltMDfWUZ/lRxM+uBYWPinbJi/RRxeYELn/SfXIS92XDocob3XoJAdwfJd038vZqL+EkijCPG9cHJJAYiDa3UYqmUJHnh36+wSfbqvbbe4qNCgBcURy5OHFRFjdy+UrHQz/ddAirA++6z7TAjW2Oxlz4jns5DbJLiCrJvJpVwBhPhggVB8owXrEoWkT4FhEvsYvLyM00OPSl5mwy63SHf/8UGlUp85bi4lJUPDeSceAc9IelDjdp6tm6Xeq/JXJhiB3NV4FQwyyzqIxTah7W0jxnfQWsFK52Hx2b18yAMBzA/upo1FYwXyBktVpzt0lo7nuj+uezXHwq4p5LZPMK86Q3H3Mjk2Q+kYMOzb3rcDB5/sIt6McU4mIBfzSVbnmezlq4IW1w/JzoTfsImv/dDMNbMSr6EIhWVXrZL6Fvxn02x+AKK2F6uqbC9IMGGttrkW4ggqU9/H2xTM7evdnlYetEOT0AFuMM/os59g2ssliU3z0CiJ6HgsCDtmGpxIcNzktrQexgKxOigcBEfahBkf6zOyEWfZVdFAlksDknwzjcAPs2mHBFAWDzvJMCoihoivBorKRhPavf+INe7oFN/TbbkmDZq69k6isDrkvkQxx/MthUNxOFKMh0p9JBWa61gpXNxHvf0UIRdyUPe7bjkM46jpWdL/eJ2aXsyHrYDlSCWZfI7qLCxvWeim93AhScwjNcBrmdQwUCyNyYbVBkHTgXcFwDKSeSUFTsvKsIyY5ZZ+GeM8CkOlcmyckOLBvvJCscrNvnFZrKhFd3LPd1dkEC8Li6jb9Vk+ij24axZbHy+ChsJOJxcjF1QRWJ/6TUx6tjKaDBGGRykNjFGaZeHrBfdawRUgPca6q9eR/FfOsy4dIhD3vJxqcXPAhhBjKkLHBJnIViLWWZv8wlwgiWRgCzv7xyS1I0udfD1qCbaLn8zeb5N8GwBP65D3XFSzzeebuOgK1w5j2xvSbFpq2FLKvQUyf7vALK9Yu3JWkMuK9F3qDAo+Z1ptT0RrHQ6YHPlIhDHUnsWkT16SjrntfaYPRkPL7e+AxcSVJd2ENt6tu6LmF7w0nxyPP/vZK2MzWKAZA88oVNW7LyoCMtycTeAHrJpaqNUrdHM3bsgLAUbttvklzzgRs2qZPnxN5aBqU5J5P2NtSkWTyPg1wCeqbBJioo0tDUBbrAGjf0Ybe1z0PP2DQIqwPvGc+yQo1gT4AY3ptiy27QiPs51IV9+W/x5OHzeEpLSglKZ5nmKLKdeaZeQJ5hFzAUuwlJhZoNNfqnD6jWT58+QpUYCPRCkqd7+cKxFc0RjQVd3lZMjObvNWg03RDTvCCPcv2kt2vgTeJl1EnyQ4vAtujkl6mdPBCudh8qBZ/uA6yM/QHKMg+iJsz9P57zWHrMn42nkIkbGSVS4zMvfbqlFazLLHn03wD0rn6oapV01Pfc6tu7jiEtVswIb8ccGeP4DEthHwPVBmtZoLzfyjoU2ENA/DF/BciLxqW5o5mK+kiImHc/bJeTlsDe8f5Hc4I+lUIdh4Pj5y0hcwBpaw3YM49YhDrXoZpaKjX7e+QmoAHf+Z9ghR5As8KTU5EdBEJehWxdGv4DG3MO9c+q8ZT3XyEWvuOXn8QDEdH+ZTX7x7/WayfNLSaJpgYogTWuIao4E5Bz6PkCyvPhqOdnfTASHeYKvBjveJNBQAm4YQPacliCyY0WrEbXsZ5ywr3ZIQ2raD5srx4Bdl6rGiENXu7Y9EWC5sQYfbaZfkBVMqzrTBjZvYNBtDH4nH92OoyaBdE0HXMbmqwCdDOC/PbGt/2x6riEiOXZsgOcvYKDUm8XStEazWDnG4pDkmwcIGB8kv5hxNLTo+yo/eoz6Luiz4mraHP/5FIt/QcCNUtBjoe0ZuzS0RAGJ7frA9OIdmoAKcId+PJ335lZb/MeoH25D6sWUAA+gyD5YqD4HR975BHkzt8BivoYZdzJjpTOZYmXhEOCw58vM4FsdymmYLSQT4OvZOikMrGKAc2AcMYeWeSYdTVsNW7JMK1+6GzdjU8HJtKo+hQBLSb1BLVX0SXb+ngpWR3sD9nQ8cZWk1pJpD05nfK/xsJze6CvvjaRdTcknW0oAJm0zeewR9fDJXiwx6Nh5FPxX04NTCXCA629l0I8YdLNDvma+1NZifhqM7zBwjVNCYhzT0H44ng/OqYc4avn9wFHzbJJ0u4YWS8lj4I9DbJqQDgM9Zt8koAK8bz7XrI4qmflAqcUieiJ+91TYFLOZlOXnaiKMIsIPg8V0V+zmLQ6JOYLkT15ok//R2N+TCbB8Pp2trQT0CMMYMp+WiXA2au+z2SsMb0lRSheOyydHZjpJG9umlNKTCFupaduHJi6pywTungpWJn3tjWP3dDyNain76Fg6p7k4JhrHBg6MY7DMRLf4wAP7kbMl2XincdFgH1yJst9WTnbPRMelEmCTQxcS8HsClgTJP7HpNczFXEwM2W+utktoTNPPSy2WJWqpmLWgwqZGec+JTGn2xrPTPjoeARXgjvdMOvUdJbPfKza5l588442uhoGvzV9GnjhGo0rly7TZcp7F9WsAGuRD+JillNsQ2duSAJexJfmv5zISB1/VcOAxgCdIMYZ8clKm6+wup0e/JTN4aaYPZ08FK9P+2vv4thgP29ZvQRBns5TlHOPHU8Pm8wANB/ixfHIuSDbW6buNVZ4oJ7tRGlHsnFQCHOBdxzB8bwO8xqacRilFco1k2yax608r4sGui39LsZAQ4/DFDjX6wdDUlpVksq7tK0dABfgr98jbd8DJDOinmPwTIvwMQLDCpqKGL8JFfDmTZ3zQKKBlAnOXWoQlQCs0DL682bS7uHnLAhyYAbBYAd5TTnbDLDvWXw1bkrIj731RPtnBVDTiCsqPp8Jgo73AVOfK520hWOn0s7eOaYvxcNAaD8Pb23+LTFuMK9JqNVxUBLgSuc75ZBvJTipj6zcArmbwjHnkzE10XCoBnsVsrIq8f/48+PKWEDVb+bAqWQLCzmTgcqeEJNWuUSsNsA2GKT7QC5r4QCcqTJIWBD1onyKgArxPPc7sDmZ1EfeEi/cJ6MXAhCE2/VHuaNYE7rK51tsTO9h1cdaiKmqIZLUqWUTQaprSYXLdMILxGsBv2JTTyA+4ZQE2TwPorwC/U07OMU2JbGDrTwyMT2cGzE7hIMCQmXottucdkOnyswpw4veRH5uQh+61Eq2dB7j9yaxqsHRs6Q2OzYAZ/KeB5JyfXIDNfwE01AVO+zXZXu5405ZKgOV4i+vfAMSlzR1mU5dmeeTWIp4G8lKOgnbJ7h+Vsb5KA3wWGM9J1a7eeThy9pLGIh5XmvNTNjBwSLSIQ3b/FWvve5OACvDepL2P97XGYpltlIkb02CHGpZ3SwN8DRjiV/xqhU0NkcktmRrEWQI+bJO/kX9uSwI8i0f4t6KHN3Pxw9hvDi3zDD1iLZM9YHasaOlBcsgMNuQmZ/IY22LGmEl/7X1sW42HbcsBecULFpFpp8xdTncPeCYX9QzB/VJWTnpiW16iCGhhlI4ABzj0sBRm8Ga45G82w403j8nbiQOWlEVS6uJbnD3lpAqbZGbeqK0xOeZmNnewTTPa+/np9TsWARXgjvU8Ou3drCvignAY74DgN3w49uilFN2zZSq1IEFPA5gxcaFDEljltcAivogJj4Dxkj2ZTosfvMX1cwEqA2imTb6G6jJyTEsCLJ+XsSUuRlK6sHAuBaXea6OWbhQ0O6a3Bw1GLQxcRoW2N6PPpMUEK5NzOsOxZC9t9XcHV1nfhYuHQMgD8TtU2HylIp5BJlHQZWyJqDsA/7WcnDOSsUxHgC0OzwT4doDn2pSTUBxj9qlMuMgpJrGhbNQa21Pia15gdlx7dxwPdcN4G4yQz4ehBctIor21fUUItPof0VeEjw4zTQJrovtdINw9OEgNBvZTLR7PkVzeBtvJ2CWtShZBO58JM5xiarRXZ3FIclrPdsFjqyinwdIvHQG+jq057BVJ51vLyWlmdpBuHjAvLSqA362WHw/Re74H3baV0sjnvILs6TS2xomjUvd0ju1Ex2wne2kzh6hU98/PjuiKHT0kEj5SZYixAYwzKWA3StNpep1M8oDL2LwFIMkvnlNOtldHOlFLR4ADHBK3qyoGVjrkb0iPi79erICIFy1dQs2ipRvZUxLOXRAk2cNu1NZYLGlMEq9gD7YpkIqjfr7vEFAB3neeZdZGsraIR7ELEaqtuxj9jouL+Cy1vELs3xAHygqbFsZuckI559V2hbcP2LS0mxxjcUg8dg8BfEfY1DiPMtUM+DoOnMvgJwB6tpyC304EJs4Ja2sY4YHJnLD42RF+7OghRhwyA5J/L2vgo/PTTZ/J2kPpYB3zU4FjEPaqN0nur8wCf4Vu226ikc1NMuJvPVMnrDIOPAPwSAadO4+CzcQudu10BHgs8xE+hCV24SOb/AkrOMWV0KzN64MDlkxsHqxVarGYxUjBjBcrbDqz6aN5dywf5Pq8VaKeZGD0oGXU7oYqHez1+MrejgrwV/bRt83AeQL71tZCci4LAFw32Kby2JWnFPHp5OLFpraT8nlgMZ/PDJkBr7JLPNeihmYy9yKExV1oi03+3k3vNJUAT+bxB+aiXpy1dvbEsO6JytPJNTPygrbNkSCSUoWHSFlFMF9PltPMQaltqO5bV2HHEgESt7Fc8e8G80VkOeIHnrJl4gU9i2cZW7FK/MK77kJOn0X0RFJbznQEOPpD0FvBYPh6O9Q4lSh281YlS4DWiZ5rVgk1i5SfHrGnlFl+L4PwzflBerXpwNeYfB0IYom5blAehtASCqeEowd0egIqwJ3+EWZ3AKt3m8+v27oJQ09eRQ2uUqUmPwmCWEjeUhEtQxi7W3MxP0IMsen7kV1Cv4wfRYDrv82gP3upSeRv5LUrx6USYDmmjC3xkC5wgWGJKiHJMZlUQ5LjORjoA4OlTGJ0OZIcsHspWclNIbL7dLLbe3NeqIZL36NAUH4cpWyZVEOSi13H5jAGvcbAu/PIHtRSB+kKsMmh5wkYzuBvO5ST8EdDYBHfxIRbCPhtsIQS5oqXxnzRCX+qCFKzCO7XhnFOz76QuIkCAqYNsmlBSkB6QKcnoALc6R9h9gbwpsm9cgmSQtKTGNYgh6TEoNeitpOyrFYfbzspn014jLvUfuZ5P/dMvPwcngawpHcstMlf2nSE6QjwdA48QODvi9/vPLIblr6bXivdesDx57FjlQGQHw1dpMwiDEyksbbM9LVFCXDjFQPJob2RTLthdSQdUOnWA45d6zo2SxkiXPxAOTmNinQ07S9dAbY4JO/OZICm2eRLKIqFC3mQYUDS1bbm9UGfRMvQcfaUOUwYuDBIG5re09oAW8yQtLxmWznp8NJjOh8BFeDO98w6zB2vDXAlM4rBWDnY2e3hLDdYGg0sYcLdC+OCsuSzwOLoFw3hLbuYmhkxmBy6h4CrPJ9d8jfy2ZXz0xHg69icxBBbS/59OTkXJ4P2IQe67QRLtZ2DGHTxQArKMnPKxkHreBiQPc2BXj1eptuwo+vNNHHJV3rpMLpnLoYrEgAlZhnr4eJ8CthSASvttp4DFxO81YZPu4L6H0bBHalOvo6t3zNwIYBJ5WQ3S/mJPz9dAQ5w+BoGSwrdPTb5mxm7xK5pVbLUZT6GgMJgCTWLvJfjppp8D5P3Xt+50KbiRONZY3I1CKPAqBzsUNp1p1Ox0c87JgEV4I75XDr8XTWkTwCuz8CQ+PSJVL/2zcV8PzEuB+GndjHNbjpYi0PRwC0+zaacZkYK6QjwdA4cQ/C+FDeWk92vJaDrd1sXbgojPOBoWi41iFM2Dga6wWDJFY7lKb8Mw38RjX1SBP0r13j5uf3hhmRff5g3eKIHEUYJBVKLZzysd3lsrg8+mSH2JdAVAyj4QDowy9iS1ZijCL5j5tLSBuvSROemK8Am10s6m6S1vWKT/5Rk92FW8mwCbmbgXqeEIlHeTVqcPWV9iHFoU3tKOdxL53O9mAoYPhy3O50vHQJ6TGcjoALc2Z5YB7nfmIEAAfMH2XRt/G1NMfkWItwExtIKhxoVUZ/wGPtqP4P44vYkF8cGp1CzSjUWh0QAu9TB16OaSIJqGrV0BFhOKGNLDBl6+mEcnqwykhzHDNoASwJpTmBg9kCyf5oJZnYCE8F8Lwg9wNgGoqvIDD6WyTU6+7FtyWA9m7MJdDOAN/LJbuSClozTTC46LARXAp22lpO9Xyqe6QrwaObuXRCWQKztNvmTpl4VVfJxLrw615vz+uDgJRMTB1FNtTjIgAXGzyocmpXoPldbPJ+AqU0NbVKNST/vfARUgDvfM8v6Ha+x2KvTy8AWGOgXb6EXH/FJwJkLbGq0N1p0J49yIylLa+0SalaOroi5wEVYAqg22OTPTzTYdAV4OltVBIwFeGI5OQ0GIImuuYELT2EYL0uEs4H6Af1pxaZMQDeb/THuA1NpprO/TPrsCMdGVwFknzS257oKhv+7rV0FeI/H9HWRI7PfXIJ76gCq+ns645zOgYkElopZVeVkm6nOSVeA5TomhzYQ0D8MX8Fy8ippJWxWpbeV0Y8I3wkW0zOJDoqzp9ziz8Ph85Y0d8+S2IouhPVi6QrC+MHB5pHVqcann3cOAirAneM5dZi7lGjNHn2xjoCjmFEyxCFZgm1ocTmPjWwnYweYi/hOIlxDwC+CJZ5hQqNmccgTdwDLbPJLBHWzloEA/5iAnwP063IKTk8FcT2bjxC8AuqP5pMte4kZtej+563wTEC8nOFW7X9m1GkWD26yDy6FsOag+9Yfp8rtbemWa9h8FKCJBDwygGypmJRWm87WryV6GKAfl1NQnkGLLRMBtjgkJSsDXpoR+ZMW5LAW8S9B+D8mVDrFyfdvY/aUBExZYFPC2sZrAlwCxiIGNm7bhIL47IJUY9PPOw8BFeDO86w6xJ2usfj/vAhgxjuDuuG4+HzFeNcfJnx3YZAkSGl3YyZrsRf93NsgnLSsmF5vOqgAh29m8GwG3+pQTjMXKzk+XQEuY3Mk4M1EXiknO+n+XeweWjv7ajqGJhHAspx+A5m2GDHsM41t81oQ3R6NBM8otzcZhLhViB0G6gsyWYUoY8uLGzCAkXeQLQUQ2kyAA1x/K4N+xKCbHfL9PNmFC+/kkw0XkuP7kV2Mw0CJSwxODfBEZshsvZk7XOzaXn79DrwJwlBm/N8Qx2OtbR8joAK8jz3Q9hyOOPaEfXiPgG7k4qxBcVWNpN+pJl/IBIkiTvjFUriQhxsGngfwvl1C/RPdq8VeEI/kSV5ok1++pJq1dAV4Fo/ouhU9ZA/Z7YltPWdTagvJDWzNYkD2gN8YAPskIs+1KeO2pzmwGXe4l05or3HF78MTaNYACkokdVot+pyl6IbRE9u6p/OcM5kBmxy6kOC913+0yT+hpZuKLUMbhDOWFXvBW82a/FDdvAri+dzMHz3+4LWFPJwNPM/ADl8Y/Y9eTp+mBUQP6jQEVIA7zaPK/o2uMfl+EC4H8ORgm2SpuFGLLa0xYfLCIFU2/dxaxPNBmMrAHU4JyTJts2ZxvVcAwYfwMUspN2Eka7oCLBcvY+s1icpl8PB55PwlFcX4CFyAr84n595U57T0OTuB6QDf1pYzxT25nz05t1luL/MNZDmSr73HrYYtiRyW1KGMIsKyK8UAACAASURBVNGl4+kcOIvAzwH8Wjk5YnuasmUiwAHedQzD9zbAa2zKGdLSxa3KSEUwZsxzJksxkcRtqsmlTJC84oRbNbGz1kTNbBi4f4hNV6YcmB7QqQioAHeqx5W9m11byCewgdfBqPcTCgbatDH+bqYE+NvEEPeqpMElViVLYNOhrotTq6ZQs+CaCcxdaiNF0EPD4MubTeQmGnFmAmwuAKiUgBvnki1CmLJtYOsCBqSyzad1MAYOaVLSMOUFmhzQLGdYbBm7bfvJnuyVZnoPe3J8dG9bll4lt7fN97ZXc1HPLnAluOkggC7Ip8wiyMvYuhGA+HUvKCd7WjpjzUSAZzEbqyLvpT8Pvrwl1NzvOdanuYhPI4LMfJOu8ng/GuLsKUEYUREkWRlq1tZbfFSIsU6qjJGLkwZV0RvpjE+P6RwEVIA7x3PK+l2usVgihE8B4fbBQZJ94EatNMDLwTgnWXpF4UI+xTAg1/jILqGExvYm1w0jGK8B/IZNOUnTTzITYOsCAH8gIDiX7KJ0QcZcmAC+I5+chLP1dK8lx0Wihd1FAMkKgrQ9ihbOpO89ObZZdDdwP1ya0pbR3TVsiQfydQD+nk/2qZnebxlb4h5lMeiCeWmKdyYCLPdjcf0bAB0PuMNs6iIpa4lbJM7hQ++HpoFvVP2QZAUmYWtI1yM4FUFKWm96rcW3MzBT+Ay2KWM+mfLU4/ceARXgvce60/a0NsAXMeMRmRH2JPQ/LEiNXImiBgNiHlCXzGDAqmQx478ejAX2ZEo4Swlw6HJZagPwsE3+mLlFM26ZCfC4I4HwRgY+n0d2n3QfQtSH+B8Ah1z4hhbQsjap09qW+bLpjqW1x+2Ne13HRQUGwu8A5Ce4Jw2gqoxneOnme8dzyFSAAxx6mIFLGLjcIf+DLTG1FnEFCFPAuM2eTDI7T9jiDWsMA1+bv4zEzrJZ+zDA3bYyPLc2MC4a7DSvO9zaZ6znZZeACnB2+Xf43t8dy7muD54rEQNXDrFJBLJRK7VYvpAuA+OuCod+mGhQseAUBoY7JZRwL9bi+rmA7JvRTJt8v0oGJxMBlmuUsSUGDYcB7uByqlqbLvQaNu8B6CoAwfwMZs+prr83ZpWp7qGlz/fmbL0mOnsVq8d8spNaPSa73+s4MITB/wbwQTnZR6U77kwF2OLwTIBvB3iuTTlSmjJpsxbzCDCkcEOLy9BygVKLZd9b9r/vq7C9dy1hW23ylUSQeIRNRhgDjl5Oabm1pctDj8sOARXg7HDvNL2usVgigsWx543BNjVbFp5u8eEheL/OfclM5gsX8QkGQVKONtvF6JMsPcPikNRBPdsFj62inKfaUIBlP/cCgK4oT9PWUPqO1qL16rQCxuh8WtZmdVrbe1+1tS/Y3tyvruGiUYDr1ZFuqSZzS2MpY/NKgO4l4A9zyZYc7rRapgIc4NBYBqoYWOmQP1oNK0lXcel2bhjHVZXSW8luKs6eMlyfg8PvfII+SXSsJFmvteC5tQH46WC7uYVrWgPXgzoUARXgDvU4OtbNvDOG+/pyvNlvLrk4dVBV88CpKSb/isgrVv9kRYLIaBmRVckSwCOmGIuDJVSSbJQWhz6K1Nv1HWETyaw1YWvFDDhWEP035WRPyoRyDQdmACyz8XUDkDeEqG2LLbRnZHEm45Rj92bENvME3wbURutI84x8ciR6OONWFl2lIPDUuZR+feZMBXgs8xE+hD/wYhjInzCGIf7mrcV8Nxg/AGO2PZlatDYttThm9HHbAjv5kvXaQj6FI3EUu8L1GDB0BWXk1pYxXD2h3QmoALc74s7bwRqLJffxQjB+P9ihZhWFZhZxz1rXKzQu5QhPX+DQ3xKN1qpkSSf6GlycbU/x6vw2ayZzL0J4s0RR2+Tv3RK1TAU4VicWwL/KyT42kyfyGg/L6Y2+DXVaB5Dd5nVa2yu3Nt1xZqP/DWxNY0BSmNZtxqahJ9OqhjrS6d63HFfGlvdutVT3OdH1MhVg74ckh8QTujvD19shEj/zpM1axKNBWAHgbbuEvt7SsZMLG/Ljt/rzcEgie8rY+an+TWbCTo/NPgEV4Ow/gw55B+n82i61WKKDJbgqaS5jXK3UFk3qA1z/bYYnzs/b5B/RlgI8i2cZW7FKDDm6+mHsNyfDtKL1HLAI7NVp9YH79SOnxS/f1j5QdiwJThOeUme4TdylUt1LNly73mezVxjk1ZFmsDWQnIY60qnuN/7zmVzUMwRXCm7s7Ilh3WfT7IRpa20lwCaHnidgOIO/7VCO7PEmbfFFRxLVvG56YqnFnpMXE8oWBmlesgunsyqVCUM9NrsEVICzy79D9p7OftOsEez/vIfninU4AectsOmJRIOxKlnsJH/eUpm2yOwiPA1gmREttMlf2pYCLNcq48AzAI8kUOFcCias19pSnzVsVgM0CuDKfHLarU5re/grJxpXNn2r13OgksDFAK/MJ6fl/dQWHsoMNk0XZDPwzDyyv5PJP6ZWzoCl6MRkgKbZ5Eu5EhKo5AcY+D4IN9rF1GIO+hSTJxDhMQb+e+A29J/9HIWSjSdVXEYmHPTY7BJQAc4u/w7ZezoRl1NN/j4TpE7rhgpbitIn9r21KlmCr05oqVC5QDA5dA/BK1Z+jUP+u9tegM1bALqJgFvmkv2TTMFH0mVcr06rD77j+qWoN5vp9eOPb+sKQ03vJZuVm97ncUPDCEudZteFMWRP0rumc+BWAv+oNc+0NQIc4PA1DL5TIrZt8qeM2A4sZosZQWa85kymFh264u0pAVxSYdPvkr1D6WQm7Mn7p+fuPQIqwHuPdafoKd2cw1KLRYwGM1C80Cb5UmrWChdyP8PwIqS35vVBr2Q1UiMz4JC3BAfwaTblvNTWAnwdB8YyWKJYM54txe6lhi0pqDAV4BfyyTmrvR9oe+Thtsc1M+FQw+bzAA1nYP5AshvVkc7kOnLsdLaeJWAEwx07j6qSRs0num5rBNjk+tMInr/zKzb5Uxb3mPAYd6n9DF8AyEtzGXoKgAoAb1bYYvqRvKXKzc+UpR6fHQIqwNnh3mF7Tcd1Z0qAxxKjSgKmeufh0NlLElvzWZUNe8QP2yWU1FgjKsCS19ilDr4e1USyX5u0ZRqEJRfak/3C2I1ELRNl77KXC5xXQHbCZfe2fLjNZqtEDyKMkkydqKKzaikdGXsOL8PwX9Taur2tGeN6Ns8jeBWyttTB6LcnFp97uq/fGgEezdy9C8ISiLXdJn+PdBiYi/kRYlxEjLLg5OR7u94Pijh7StfA6EXLqMW0t1TudOncnx6TXQIqwNnl36F6T9d3tjTAz4AxUqoGLWwhH9GqjNhXkotzg1NoabLBFjEXuAi/K8vZNvnzU0FpjQDLNcvYkqXPYwDjpHJa1qwUYqp+5fP1bBYTvEITGzdjU0Fro3fT6St2THS/VqoDiRezkWmd4Wa5vUy3YUfXm2li26ZUtTSmaDS5uIkdRUDxALITrpqky2U6F55MMKT039vlZLcYZZzomq0RYLmOyaENBPQPw1ewnEhyxFtsgcV8PjP+yMBfnRI6I9XxpVY0ZY+xcoFDLe6Pp/JnT9WXfp59AirA2X8GHeYOYpVXCLhvUBJXnmlFfJzr4p8t2U7KgAoX8aEGQfIUa/P64IAlE5Mb2FsckspKfwKwzCb/uFRA9kCAZW9Z9u6mlJOdsBB6qr4lf7UGO94k0FAGbhyYZoGHVNdN5/NmOcPAjWTa5S2dy44lFXl+GY2s3gQDE2ms/WI6/bXlMevZupGAXzD4nXw4x7a2zGPsnsrY8nK7GXT3PApek+m9tlaALQ7FcnbHB8n/ZKp+J5RzXm1XfC4R+C7jsKrJJLnuSVucPWUXw8Dx85fRmy0dv9ri+wi4IlmFslT3p59nl4AKcHb5d5je0609WmpxxFWKsLgi2IKpxmKeCobsmT5ql9CFLQ00wOH/Z+9KoNuorvZ3Z2Q7BkIbCEtoS1hC7AZKIUkbKGspEGKNDJQ67GVtgtcsBGjLEgKBUpaEWLZDoBRK2E1ZrJHTBNoCpQuFAF2gOGylG1Ao/Usgm6W5/7kjCRQTW6PRzEi23zvnP+cvfu/d+7430Tfz3r3fvYzBCxh8VZzKJGp6wOaWgOdw+AwC3Q7wPYso/qm85lx2M39/nWsOBTSpXrMuieRue9GKwOq0Os3Z/XQ/ioOt08nwJ4VqIOzSimISC7AVYB22B3U/6RTr/vrNZSOtboYzFpF5R77zuSXgCPdexaDvM+iyOOkiMJOzGR1s17gmRmOs8dNlOvtO0Gxw5kXxrqhJpw2IbY4a3TmdUx2KioAi4KLCXxrGuY71NevwRxDkq+6iapMkF/VTLS07aZchZMK4thiJStYWW7idnyCSnElMjzdQ50ArNThh/0CJ6IdJoftyoeKWgC9gY68kIFrQby4ic7dcdgb6+2tsPEjA8QD9ZA+KZSocFTJlXmM5bn8Byj5V9M0Z/lRuL/MFZDhXicrLEQedX2fD1gon0IO7U0z2ueA2lw15Dr/A0PZa7KJQhlsCDnPiJAJEoOYBk0J1ThYSaeeTmexiJr8wGyhnulS2PGUI2G2x2b8qnNh/OcwXEeEaMF4avxX2pU5KOvFL9Sk+AoqAi78HRfegx2DJa21j4G8fvoVxk1fTFlWJmsLcSoRmEB6MxqjfH9KpP+LtyjbhPQC9lRvw2c65JLVU+20G9/YANF5Hcu9HqEKUjQZsbglYJp3DxnsEbL8RZaPb6SE5GnTVXmNjVwK/ClAZwdrfTRUfV4azBvHPInsjyRLUVCXvRCC+ARYRCHLsLP+2e6DTCXRM7MVCbbkdn64qJfftGxkYvyeZm9WRdjPvhVy7SwLWP/OtcJVtyy0BR3jj3gz9zwD3mFRW7cT/9DG0REPrveXYceW5JIpvA7ZmgyVmQspnLoqaJKUa+23PTuKybcbgVQJ2BaGxKpb7KzuXffX3YBBQBBwMziVr5Y9hHlVOeI2AUUw4rjq25WCp+jCPCpEtO1mpEb66JEYSALPFFlnKM5lxExgPmY30zYEWX8dcvj5V7DwxCXrlAqKcakaFEPBcDj8M0LEE1N1Apnx5u25vsHG13AO7rWPr2nA2Cf/y8BFYt40oJ/WtQnUTtvpwDn398Q1e2HE7xyd1lenqPSh2sdt5ssfN5VSNZ7n3XESmxA/k3dwS8HxmbXXqeQ1VQq/spP5jG7KdMjpSes/MODfeSFLVaMDWHOZDQJCj+vWVGna6tovWDjSgJ8LHyb83Bv4LDWOrc/TPZV/9PRgEFAEHg3PJWukJcyvkq5bxZFWc+s1tbTZSilZg/DoaHziaM9zOq4hwFAinmfX9CwoIKGHeNImgPQvwCyaVfara0paAK4SA57BxAQHXMnjxYorLl6Lr9i+ObLUBbNdplVqxe5LZr3iCayMOB7IZ/iaQOernOjLiEtRW1PY6h08DaLnUkR4B2m0Xim1WR9qtc3M/zsemCxZR7Ho387glYLFlcO8LgOTpWpNMKpcKRTlbuIPPINjCNSvMBqrJOSBVqjCVG8/4bjROP8w1pifMTyB17dNabW655nauOdTfg0VAEXCweJeUtVdreVzSgq3upOnYd69HaIvHv/PruPz99ZBKMDsy4fi2GPUb/Vl7K4+0NkK0kpNaBUZ3nTPwm3uEE2cyIDWGl5sUGjBXOANeIQQ8m2sP0mA9xcDTi8k8oNANeYPDZ7Ad2IW3RoDGeUUybvxi8/gvQk9aNK1ri4Xd3czpdkz65UTSjqRy0Bl7uAiU6s/2XA4/A9BkgA9aRPEtFgDJ5XchBBzhxHJ54WLgzDiF5H47Z8v334VM2GzwtwBI/MS/t/sQnxtInlL6v3IsT7CSsFXGdA3V47pI8FethBFQBFzCm+O3az1hXgX5UmV0VMWpX33jljDPYMKyXLKT4m+knc9kwm0ExGMNZORag8G9NwA0F6ALTdKl7F/OVggBz+fDQ2uxjX0nPRIfjlxAhR/Rvs6GLbcJYOEeLmQucy54EHZ4nVPSn1JHeg8yHZ1sOFnmfD58xFpsI0It1kh8WLmAHu9XM3mg+QohYIOTFwL8Q4BvMKlMSnE6akYHi1rXVAZOjzfQnbkGZctTMnB2m0nyojpgWxPhDmbUg/FoVY484lxzqb/7j4AiYP8xLkkLayIpnVqRidzIGLtvvL/yakzNBkRwYHcQzovGSIi432Z02FWDhHjPNhty/2AYnBC1nyMt8LRuKnMkJ1gIAYvjc9j4DQEHMvjQxRT/VaEb9AbXTGFodp1WrwKNCvWpmONTAWp2tHkFwTpgd+p+2it/5rFxuAVIJaLfLCLzILfzFkLAEU5MY0BkTR+NU8hxMQmjnb8DgqQYPWw2kKO76xaDGxmQIhA9URNf7E9zPYODxHRUEOxKU8QwxsfJVaUpt7iqcfkhoAg4P7yGRG+Jmhw5Bh/XuB1vUr+VXZoifBwxRHJxQNlJASZ9zCbRz7pWgVG5jp9ljMEJESbYSYP+uS6ifzkBuFACnsvh6wCaB/B3F1E8592aE59e58hygOXOs3MPik13Mmao9nmdDTk2lePT5XuQ6ehawSkW53NYcnCvIuC6G8i80Om4vv0KIWCD+XNA8h8A3jYpJEfsjlq+2QH2y2KWPCUYRtQBob5s8CxK11pe+xYm9JfV4Mhp1clXBBQB+wpvaU7eE+bzQZDglVfHV6J6oLzBZoNFfP5rIMyPxkjkEPttmXxHZjwabxxYRk8mCTOPIiQlJeO/JoW2c4pWoQQ8h43jKa28tYjMnMpbTvz6K08dY6FM7tw8E5twYrfU+mSLlGjoHbcbrRQ1NM/aHI6YBA4T6PgbKJZTiao/w4UQcPrFUTSht2bo28Wpv9OjT1uPdPAvGLaMa878+MzoFoOvYEAqeD0RNWnAWtkyxs7rX2/HdowDcH6VSQOqpXm2OWqivBFQBJw3ZIN7wCvTeAdLt4+UR5KGo8cPIPg+K8JfsRgSibk+wfjc0n6PqVOYfKz4QzgvVj/wUbX0j3DvEQz6ufywmBTK+cOSQb5QAm7k47evQO97heSRbukpeJ2NdO1jb+QWB9uTxgx6HeE/i0wnQJfsQbGrvF7DXDY+kGe30DzuQgk4zIknCBJxzEfEqUyOxB01oyOVc+9EIS4zYb7ylDJuTS0fxRZWyRWTlsSee62gwNTaHAGhOtkIKAIeZg9Czycyd2aVSZGBlt9ssBw9yxF0R+sAQVoyR7bmbW85RjsRGzA4OQvgG+UHyaRQs9OtKJSAxc5cNuRrdU8dGH8dmVIIouD2Ck+r0KHL3eeuAM/cg+ID1jUu2GCJTfAGRzL1cv+WRHL8XrRCKlx51s7nSDWD/yInN4vI3KuQiQslYIMTQqKNAM0ySe/3Cqevj2mNdLlq2ZBLIz17bFOElxFjBhE6W2Pk6IqjJ8ImGGG5d66KUd562YXgq8Y6Q0ARsDOchkSvdPWU58BI6DomDJSm0BTh3YntL2XOJTsp4ITb+ZtEEFWmJ8yG3MdkMsbghAgSnM3AzDiFHJOVFwQ8h407CDidwWcuprijVBInD8HrbGRSRwouuefEXqn0yS7VyKBv7UkxeRY8bXM4fA6BfgTgjkVknlHI5IUScIST9ssGA7fGKXRuPr4YHelrHUat2UgStJiz5fvvUSa00wyTeAmEkKZjn/7SDHMaVx18Q0ARsG/Qlt7EPQZLfu5nCWgdnyNRP/PGzcBP20wSUhmwGR0sIhSnMNASbyApKp6zGZxICQ2Av2ZS2W9zDkh38IKA53JkJsBSEu+WRWTOcGrbSb9M0XmREdyDzAFlBJ3MNxj6vMHhRQyaA/CTe1C8X0GXQtYylw37hY3AM28o8HShUAIOc+/XCCTxEb83KTQln3VF2nkOExYR8JNYAznWEW8O88MgSMxCe9SkJic2XzE4agHS979VJjmOs3Ayt+pTOAKKgAvHcNDM0GOwHTiCTfhi1SqyBTi21Da7c8ohOynj6+7n8vXv2drPIy3GmFwl1zI2DU7IEWX5JujbrCKS3E5HzQsCnsM1XyJoUurtxUVk7uPIsMNOb/KxE5JIil5wwoI+YZyLYgEOTZVEt1e5dpwGS54nTYe+z1h6JKeetxvH57Ihx8/VGvhL11NcBCdct0IJ+GjmrcuRlH9PH5kU2iYfR2raeKymQRTU1laOxqjO6c6KJ7QYfDADkjbnKCZDfOqJcDUYfwHhw6oYjczHT9XXfwQUAfuPcclY6DFY1Kw+ryXxhb1WkKRRbLE1GyxlBKXazlNRkw7JtYBwh0SlQu6bfms20tdy9Ze/1zKPs5CUu9c3TArt4WRMpo8XBCxzZQJ6QtC2vZa6BtTazcc/6fs6R5YBPIOA7t3JDOc7fjD1f53DqwA6isHL9qR4X01qT5ZyIdeOTMCSAKy1i8jcttBJCyVgsR/mxBsE7JaEPm4FkVzXOG7hdn6GCJPBmGo2kgRLOWofy1MCN0RNSaUbuL0yjT9v6baK3T+qTPpCrv7q78EioAg4WLyLas0pAbcY3MtASD5uoyblLFhgdPCPAZzFhHnxerrBySINTogQgegVd5kUyisVyEMCTisTWdMWU7cjERAna5M+b3J4VBJkCyKI+tHuMEVwZMi11xGuIZApxKiDx44lf+oNz+WIAYjIC/1sEcWmFQqkFwRscMIusCBlKWMUyislKtzBFxFwDQE3xxqcB0g11/DJ0HA3CL3RGJXnwkERcC6Eivt3RcDFxT9Q604JuMngdwjYUbew/43d9MJATtbdz/r692zt55GWhd26m2zSydkinLyMwQsYfFWcyiR9x3HzjoDDlwJ2bvOVi8i8zLEDDju+xpE5BB4WOZgEzN6dTDk58aXNZeNqAN+TfNjFZC4s1IgXBBzh3qsYJMIgl8VJvzIfn7KOod836zEaROxkfHMt7w8LUgDi7ahJOUVAFAE7QbV4fRQBFw/7wC3nQcB2sXlmTG+LZyrsbNndmjaermm4D8DzZgNNdLoogxPyZS01hU8yKSTjHTfvCNiQ4uiPAfj5IjKPdOxAHh1fZ0MqAFXa9XqHZpPfkPV7kLmVn8uby8bjAA6zQN+4kWK/KNSWFwQc5sRJBNwD4AGTQnX5+mR08J8A7GN/QTf0X+Ake96WCE9nxn25anJnxigCzndXgu2vCDhYvItqzSkBNxt8LYALwLg4Gif58ui3ZZR9wOg2G8nxXafBvT0AjWckJ8SpQoJrHDevCDhL2H/TSEzaegEtyFmL2LGTqqNnCMzn+dparJYgvfKR+HBrLwpoeEHAx/LGCUnoLwLcY1JZdb4LNjp4JYCjmfBovD63cpzM3xLhi5mxEIQfRmP03Vw2FQHnQqi4f1cEXFz8A7WeBwF/B8DNUiawzaSzB3Iy3MF1BNwvVW/MBnJU9aaOuXx9qqh5YhL0ygVEeRGfVwQs65rLhhzn7Q9oExdRl1Q1Uq3EEJjDNZMJ2jMAnltE5iQv3POCgOcza6tTz3GoEnplJ9GmfHwzOliud76sMU7oaiRH9ZubInw7MaS28HdaTTsnesCmCDgXQsX9uyLg4uIfqHWnBNxk8OGUqjiTMwo6fQf8bwDbOb0DjnDiOIZd4OE9k0I75AuCxwQsOcuSJ9m0iMz2fH1R/f1H4Hw2ZrFdXICjiygu0fkFNy8IWJwwOCESj6MlsN+kkCNRDRmXfQdcORo7Ok1Fag7zUyAcBMLh0Rg9kQsIRcC5ECru3xUBFxf/QK07JeA5Bn8uAUia0jtRk3bO5aTRzreCcLbTKOhjeOO+Ieh/kHk1JL/cRRWSj+u4GbxkPoDLAdxr0qyTHQ/cQsc5HGkgsBCvpLg0L/KwcHwhfqmxKQTmsiHVlET2cSRA5y2i2IDlMJ3iFuHW20QFjYEL4jRLCpPk3Qze9GVAs4MUGfqEOJHjq5RIO89jwnW2klYDOVbSajb4HQA7sobPtXXlrh6mCDjvbQ10gCLgQOEurjGnBCxeNhu8Qeq5IokR0RU0oKavcRPXwEI8nzxgg3uvB0hUop42KXRAPshEeEmMUzWHP7IQOribGgeM1B5o7vP5m2MtbHqJ7CpGdnsD4IWLKC6pVaoVCYG5HD5bCjrYdahTEWwSzDZ+MZn/LNSlady6pw77+HcbgO8wabYrWUuDE1IDegqDr49T2QX5+GV0sD2WgJpYA61wMvbCWh653rJfFDdGTRrhZIwiYCcoFa+PIuDiYR+45TwJWL5KvwQNE6NdNODdqBslrFrmkRaSIl4gR9B5R0IbvES+oPcF8C8LoXAhJAwGzUXkmwBfnLoPttvfCXzdNvjoFi+CfgLf7EFoMB0UN0O+Sgn4fHoJzxH4qhsQfwhUeCR5mnwlolrm/4eGDRO66KK8RViyIqDf1aDv2UXkeI50QQYp0yhKWKM7pzu7O24J8yQmPAvgj1GTvuxkixUBO0GpeH0UARcP+8At50XAEf4pGFJg4cTWGEmQ1YDNjRZ0mBPnECCBJG8loe++ggb+0u7rQJiXPEywtXELJ+H05HPZqGHgEgIOTP+ndxi4QcemjutplWO5zFx4qb9/gsA8PnprRnkjA3MB7JT+y28AXLWIzG6vsDqOF++WgCZSjp8H6EVG6JA4NUgOe15tGnOFjuQbAMYwcE6cQnmdlhhLuQWMJQTcGWug050abzL4RALudarPLvMqAnaKbnH6KQIuDu5FsZoPAbcY/EMGLnSSiiSLcVMNSeosGUg8B9B+AF9uUtmCfIHxg4TFh9kcOYLAFxNwRNqn9xm0pBzrl/yQHvtfvn6q/p9G4CI+8jO9GDE7LXtqFwpg4BeUugJwXGPXCbabky9eYJQd4YZ8xZbBvZcDNB/gF0yEJjoV0cj4aXTwkwAOySf/V8Y2G2zXmxYFrVaTvudk3YqAnaBUvD6KgIuHfeCW8yTgcxm4BYzbo3E6K5ezbuoBy5w1vGmKBk3uwzb2Qt99JZEczeXV/CJhcSKdAiMvBjVppz5goAPovW4xrXw/L0dVZxuBZp62tbN3QAAAIABJREFUQwj6XLLr6dpSnXILEAeSly+mbjli9bT1Jd8k6LAV1CJ3qXm3qcxjylJfvxUWrAO6qfzpfCaZ+iPermyTXbgkr3rAaQKWspnfBuOcaJwcfXUrAs5nd4Lvqwg4eMyLZjEfAm6O8GFgPA7Gr6NxOtiJ00YH2+pWRDgvVk+Oo1XDnLibAIlmvs+k0ElObPXt4ycJp4lYqifNZ+CbBMi/m3UA3Wxh07U30sq8XxrcrHGwj5nNU8cQykQDWco/VnJKHeyngHXFYuoWVSjPm5fkK86FOXEfAdMB3G1S6NR8HQ4v5XpidBDQGWsgmcdxazZYjuUPtCwc1t5N8hWdsykCzglRUTsoAi4q/MEaz4eAs1KR/h01KXMvN6DDkXY+mQl3M+PReKMzZR+ZsNCvioxTfpOw2JnFtVU6rEslcAyALl/uAN+eAF3dSubfgt3RwWGthY1dddDFBJbat1JAIAnQPUnQwiXU1ePXKrwm36zTmnW90Me5Oa0xlvJjYHwDjJPMRspLgrXZYMm330HvxS43rnR2UqQI2K+ny5t5FQF7g+OgmCUfApYFZVKRKjVse21X7ijP9DH0/wkxaRUY1XVO7jEZ4DLFGdzeqwVJwmJrHkd2t8DfB/gMgMpE1YtBdwG0cPEQr//r9GGfw7XjKPWycoqoRQEQpaifaKAfXE8xOcb1rXlNvtnxCm6KL9gvmqnjZyHRZOUGfLZzLomKlqPmJgVJJlYE7AjeonVSBFw06IM37IKA7VQfC5jUbpJINuZsRoeUjLNzdM82G+i2nAPSHdKRpWsA7ApghkmhW5yO7dsviC/hjM0LedrnE9AvAiBiCpKbaRHkKD604AafCtO7xSWocXO45ksE/VKApdiGJsUaAP6RhcQPgjiu95x8U0fPUttZrlX+loQ+Pt+IfcE+3M7nENlR/11mA+VVgrOphieThmcYeKHNdCb5qgg4qCfevR1FwO6xG3Qj8yXgJoMfIOAEBk5qM50dl0Xa+Uwm3EZAPNZAQsSOW5gTGV3pvHMri0nCYlsCi8qhX8BAvQg8yP0mATGGdaUfgUWOQQ2wYzpgTVTKMvsuubFLe5G8PkorRLLR9+YH+aZz1qXM5iipkW1SKGeN7C0t1OhgSamaBsYZZiPdkQ8YzRE+GYy7pfJS1CTHlZfUF3A+KAffVxFw8JgXzWK+BNwc4WvAuIgIl7TG6ConjtfeyiOtjXZ94KRWgdH5HEPbXwmceIKAQxm8OE5lkhfqugX5JZxxcjYf91kdvXMYJJrFn039d35UUmtuoG5HgTOuF1ykgfPYOJyBixnIlHSU/W+1ELrxRnpYriQCaX3I95kk6Ei30c7ZDke4dzGDZjPwZJxCh7lZTNa/C+R7PSP2msJ8KRGuYOAHbSZ936kPioCdIlWcfoqAi4N7UazmS8BN4dSRGRN+0hYjCaBx1MLtvIoIR4Fwmlkv96LOW7rE25/lKFeDXt1F9Krz0Z/uWQwSFi8u5NqRCVhS5GFOWu1L/vNTKSKOSxm6Qd/mcM0xZMtF0kHpxfybgMU6tPZrqcuxMpQXQPQl30qEjuikxg8LnbuWeZyF5MtylK4juc8jVPGSmzkjS/l0ZshX70qzgY7Jd45mg2Xs6Qyc3WY6v9pRBJwv0sH2VwQcLN5FtZYvATfW8KGaBqm48puo+fGPbM41RJbyTGbcBMZDZiN9M+eAPh3CnLiJgJkMPBqn0NH5ju/bv1gkLH7M4bpKwrqZAIlW8C4p3/hZhrZwMcUeKXRtgY9n0BwYxxEgsp2Z0oD/JOC6bfDhsmLIdvpFvoJtmBOrCDgKwE0mheR6wVULt/PDRDgWjBlmI+Ud39Bs8G8BHEDAIa0mPeXUCUXATpEqTj9FwMXBvShW8yXgplrehSyI+L3jVCRZWJbYQG++0Z6pHz0eRUjKndtIKboQp1C8UMCKScLi+wyeVLY1xpxD4IsA2i29nj8x+OptMfn+BbQgr5rIheKR7/j5PF/7AM+dRHbkN/ZOj3+DwNesxdu33Uyre/Od04v+fpJvhBMGAxJUuJahj40T5S1bKWvMyg4o6y3H6JXnUt4CLs0Gi3jH9pqGnZd0kVREctQUATuCqWidFAEXDfrgDedLwOJhvqlImVWF2/kJIrnLxfR4A3Xmu1qDk7MAvhHAq29Bn7CaqOAf+GKTsP1jzHX657HuNA30PQaq0risYeCabfHh8gX0eCJfrPzsP58PD63F1t8GbOnDcWlbciT7g7+j8q5O6kz6aX+guf0k30nMZWOQlOPmcQDNMklvdbtOo51PBOFeAI+bDfT1fOdxm4IkdhQB54t2sP0VAQeLd1GtuSRgKdv2ZWJMbo3TaqcLyAjO2+pWDZS3ulUds74+dfc2jkHz4qTf4NT2QP1KgYTFP/miXIvVdQx8n1JVnaS9CfAPe2H9OEorBiwB6QUWA83RzNMqyqBLatWF6dQw6f4HgK8aick/LfYXu5/kKwuNcHIeg6+TF8BK6NWdRK5fNCIdfD8DdSA0m/UktY3zarMi/BWL8XsAz0dNmpjPYEXA+aAVfF9FwMFjXjSLbgg4k4pEjJNb4yRv8Y5aVsm19ZWj8VmnJdeyJ6/l3qMs0Co5AkxC33MFkSepLKVCwpm1zuVwLUByp/rV9H8TacvrGZVLF1OnY7EGRxuTo5NUJrJQUQ+w1GreWboz8DSBFi6imOmFjULn8Jt8pzHvoKdKZY7UwEd3Udmjbn1Ol+qUSPARFmOX7kZ6O9+5miJ8CjHuAuP+aJxOzGe8IuB80Aq+ryLg4DEvmkU3BNxi8A8Y+C6AS6MmLczH+UzRcQaOjTdQVz5jM30NTsi4CAO3xikkX2SetFIjYVnU+Vx7FCMpUcWHphf5HoEX69CjfkcVS2WiTRjRLIWgCNg+TbyPM/iqGyn+mCegezBJH/L9TSVCU72Ids52zeDErSIkYwtmUCgvwYy+SzSW8vFgPAjGb81G+pobCJoMnk/A5cy4qi0uUefOmyJg51gVo6ci4GKgXiSbbgi4OcxngyA/SHdETTojH9eNDpbI32sBLDcb6Nv5jM30lTSQJJIvERCyYE3spnI5EveklSIJy8LmcuQAgKUCUzoCnP9HoGgSoRu8zqudw1O3A8rPJ7CkTG2bApZ+BmDBIopJlaqSaZ8m3+SRnTTX0xOCGt60nwbtOQYSBH2cSVSQvrfRzneCcCoT5sXrydU1SrPBdwI4FYSzojG6PZ8NUQScD1rB91UEHDzmRbPokoAPAUEEJH4bNfN7g69p47Gahr/KEXLlaIzqnO7uHs3g3mvTaTxPmxQ6wEsAS5WEU0Rcuz+QnM+g2nQFpo8AXpqEfv0S6nIcCbslvGZx7U46LLnfnQlg67Ry18OAduUi6nreS4y9mCsI8hU/DU7IS8cUgK81qUwkRl239PGzRC+PtCzs1t1EEtmfd2sy+HcETGENB7d10a/zmUARcD5oBd9XEXDwmBfNohsCnj2VxyTL8C8A70ZN2jFf540Olh/z/SzGtO5G+8sq75aWApQ7uR0IOCVGoXvynmSAAaVMwuL2+XzsBCB5qUSUp7WVNwC4NYTkNdfSin/kg0VKuzokRSTkiLUiVZkI9yWhXeFnZaJ8fOzbdxq3fl6HnQf7eclJr4T3X75iM8KJUxgQ4Zh3CfpuMaJ1hfgd7uAwASYIz5n1lMmZznvKZoP/A2C73jLsdNNDJMUcHDdFwI6hKkpHRcBFgb04Rt0QsHjqNhVJxoaX8qXEtoTerfEGcn2Ha3DiLABShPytJPTd3YjhD4R6qZOw+J6qLpS8GKDTUtWFuBeg5RpoYa7qQoWMLc7TmrIq5KuBf0WA5E77SL68FSMpqmtjCDgrRqG8jnq3hJHRwfK8niUynfEGutoNjlkpSGujJqWvCJzPpAjYOVbF6KkIuBioF8mmWwJuMvh5AvZjC19p66Zn83H/2Jt4QtLCiwDerxyNHd0eQ4tNg3ufB2g/gK80qeyyfPxw0ncwkLCsI5+vWC+/np1g6GWfoMg3/WxdCVtWk18wqWz/QtdRdz/r69+zNdHl+Lmqu4mk0lfebVYNT7E0yLH4c1Ez/69oRcB5Qx7oAEXAgcJdXGNuCbjZYBHS+Fa+qUiZ1RodLEXXxxPhG7F6+oVbFLIKom8E9PGFBshsyY/BQsLiu9zjakheRCC5x90q+x43tTZ/7o/d7l8+44IlX94VSApBVliwDuim8qfz8XVLfWtv4qMsC5JC96LZQPu4na/Z4FMBSBDWfVEz/3x6RcBukQ9mnCLgYHAuCStuCbjJ4KsJ+B4zLmuL05X5Lia8lBcS42ImdMTrqTHf8dn9DU7YEaEEdMYoJHeinrfBRMKy+PM5MpqBeQALttv0AeQDgJZuROi6dnpI7hJLvm1OvvR4JRI1Xkc793mmUi+YwJ0xCp3uBUDhdr6JyNYzvyLeQFKi0VVrMfhyBmT8wqhJl+Y7iSLgfBELtr8i4GDxLqq1Agj4LErdvy6PmvmnE9Uu5f0txnMA3jbrsQuI2C0QU5nHlKXu6raywId1U5kvJf4GGwkLnqlc3spZBE4fz9P8EKjV7xxit3u5pXF9yTcJHLOCWnxTBavh3kM1kBQcWdcLfdxKIhFBKawxk7EUEv28nQZ8uauB/uh2wiaD75LAQwBnRM38agiLTUXAbpEPZpwi4GBwLgkrbgm4OcyZVKTfRU060M1ijA6WdKSxYBxiNjqv5rIlWxFOXszghQx+KY7QPoUQ+kBrGYwk7GZvSmVM0OQLZgoj8WcCTWDQxXHSXQVK9cUv0sGHMfC4SIuaDR8X3nAFc7PBIkH5FWIc1Bqn3+Q7iSLgfBELtr8i4GDxLqo1twTcUMM76xrky+C9qEk7uFlEuIOvI2AeATfGGkhq5Lpu05gr9NSd3a4EOi9G+jLXk+UYqEjYL2Q3nzdw8rWD+pLnSV41gL8loY/3KrI+3MGtBDQT8MNYA4mKnOvWbPAHEsiFJHaMrshfilURsGvoAxmoCDgQmEvDiFsCFu8LSUWS8ZEOPoAByeV822ygMYUiEuHECQw8AOC/GvSxXUS+FYBXJFzobg08vhjkm84tF2GMUQycEKfQg16t0uhgeVndmRhfjTXSM27nbTyet9d67aNsVylIYlcRsFv0gxmnCDgYnEvCSiEEnElF0ghfXRJz96OS+WECYYpZT3K0VlALc+IJAg4FeIlJZbMLmkx9CfsJX79zF4N8xRmDe5cA1MLAk3EKHebV4o2b+EBYkKPigl80myN8gGhIg/FsNE5fceOjImA3qAU3RhFwcFgX3VIhBNwS4fuZ7ZJqp0Rj5EqJKnM0B8K1Zj0VJPMnYB7LGyckof8ZgKVBr+4ikuAs35r6EvYW2mKRr+iLW6lSl9CR3PcRqpC6v540o52vB+F8L65aWiJ8OjPuYODeNpNOduOgImA3qAU3RhFwcFgX3VIhBNwc4avA+D4I86MxusLNYrwMTsnYj3Cig4F6Bh6NUyhdvMCNd87GKBJ2hlOuXtnkK3tngSJ+Rjtn+xPmxCoCjmKgI06hgtLi+q7Ty2DD5jAvAOEyAq5sNcmV8Iwi4FxPYnH/rgi4uPgHar1AAj4TjNuIcGdrjNzlSmalZ1iM/bsbqeDKRmHmUZSq3ToKQK1JoZjfoCoSLgzhvuT7NkaEV9PM3sJmdTY6zAkpbPGIxA4w9D3jRKJW5UkLd/AkAkQpruB0O3GoOcx3g3AyEb7dGqPlbpxUBOwGteDGKAIODuuiWyqEgFsMPpiBXwFwnYokAEQ6eBkDM0RYwGzIX1hgSyCGOdlM4FYAr74FfcJqIt9/zBUJu3uci0m+k5jLxqRyyHcFqNkkvc3dKrY8yuhgSWP6HgFLYw3UUOjczWF+BoTJIBwYjZGr0pCKgAvdBX/HKwL2F9+Smr0QAp5VyztZFt4G8J+oSaPdLsxo56NBWAlgjdlAVW7nyR5Xx6yvQ+KPks8J0EUm6VKD2PemSDg/iItJvuJpmEW2k6+R/PGtENq3k9yVx+xv1R8fP1s40myin+eHzqd7Z1KQrDKMbn+IXKmYKQIudBf8Ha8I2F98S2r2QgjYPhIzWMrgVVRq2PbaLndpP9ki9bqGvR85jzwJgMlWNEpC320F5Z8z6WazFAk7Q63Y5DuNeQcdSRGD8UVBrSbKX9J0iOJVwUVHBNHzIzx6E+PdQlKQZB5FwM6ez2L1UgRcLOSLYNcDAhY5SakUMyVquk8jinTw7QycwYTL4vX5a0v3B12YEw8TcCyA20wKSb3bQJoi4YFhLjb5pr5+E7cRcCaAh00KHe/1gxHu4AUEXAbGj81GOqfQ+RsNPlCDnc70TNSkr7qdTxGwW+SCGacIOBicS8JKwQQc5vtAmM6EU9tidLfbRRntHAGhC8AfzAYpL+hNM5h3lZquBJRZsPbvpvKCg7yceqZIeMtIlQL51vCm/TRozzPQS9DH+VFFy+hgSYfbGxrC5nnU7fS56a9fs8HfBvATBu5uM0kqIrlqioBdwRbYIEXAgUFdfEOFEnBTmBcS4WIGLm8zaYHbFdXdz+Xr38P/Aai0LOzW3USiSORJM7j3B4At//e0SaEDPJnU4SSKhDcHKpt8CYj/CyOODyraOdsTgxMSwDQF4B+YVPZ9h9vpuFtNG4/XNEjJzbWVozG6czptcjy4n47NBkvVsUsIWNBq0uVu51ME7Ba5YMYpAg4G55KwUigBN0fYTkUCcFfUpNMKWZTRwSLmcRID34030A8LmSt7bIR5K07d9Ylm9Wkmhe7yam4n8ygSTqHUl3zX4v3jHqcFCScYetknzInTCJAUnncJ+m4xonVezi9zRdpZSm0uBOMus7GwfxcZ35oNvhfAicw4vS1OUoLTVVME7Aq2wAYpAg4M6uIbKpSAm2r5ILLwFANPt5lU0Nel0c7fAkHqsD5jNri/49oSqmFOnEHA7QDekiNHP350B9rN4U7CpUK+6ZcxSTsS7fEzTArd4ce/QqODU7ERhG+a9fSQFzaaDZZ84kmahQOWdNPTbudUBOwWuWDGKQIOBueSsFIoAZ93PO9Y1ot3JNIzatL2hSyqbhFXrh9hH0OXW4wx3Y0kKU6eNYN7nwdoPwZfFaeySzyb2OFEWST8lgXUA4m/OBw6qLsRynYisHyx7SrHzsX68rW/TLn3KgbJkbNv1xE1bTxW0yAnLusrR+OzXhw/i++ZFKRQL7ZfvJLed/tQKAJ2i1ww4xQBB4NzSVgplICzfxgKSUXKgGF0sHwtHEeMubFGWuwlSDW8aYoGTe7+NgL6eD8Cb3L5m0XCuboOub8T+MEYzT6hWAuTgDykSlZW+BmQZ3TwBQCuBeEBs57qvFhv1ouu6ypIGT8UAXuxI/7NoQjYP2xLbmaPCHg1gImFpiIJOOEOtu/nGPh1vIEO9howgxNy5Hg6AQ/GKFQUMjB4yb8IGMmgf3m9vtKcj3cG8H8mzRpbTP8MTkh5QUk3usOk0Bl++WJ0sB3gxYST4/Uk97YFt8xVD4DfR02aUsiEioALQc//sYqA/ce4ZCx4RMB2cIgEOEVNKijAqfZWHmlttOudllmMXbw+hp7KPKYsJT3oi/hCyWyscmQzBIISZalp5501gtT+3VS5AZ/tnEvrvdiKljBLjrzEMBQc7KgI2Isd8W8ORcD+YVtyM3tEwJ6kR2TAMTpYcianEaMx1kgdXoNmcPJ7AF8t8oNxhPYBEXttQ81XOgj0kSX9nkn6NX55Z7TzLBBuBNBlNpAIwHjSvEr3E2cUAXuyJb5NogjYN2hLb2IvCDjzdl6oQEAGnXA7n0OEHxHwy1gDHeE1atkC/ARqjJHuOcl77bOazz0CBicbAZYiC397C/o4PwtzGB38JIBDwDjDbCTPIqybPRK8UQTs/jkKaqQi4KCQLgE7HhHw15jway/upwSSqT/i7co24d/y//eWY8eV57qP+OwP4ggnjmNAAr48L0FXAtuqXEgjkF2akoDjYhSSsoO+tPRzK9cnllaBUV3nuNNG35JzzUY6ralAyVdFwL5svaeTKgL2FM7SnswLAm6exjtAtwmz4AjNDFpGB0vlGPn6/Y7ZQD/yA8UwJ54g4FAGonEKtfhhQ81ZXAQMTkQBNDHwZJxCh/npTXgp1xNDTlNWmg10jJe2vCh6kvFHHUF7uTPez6UI2HtMS3ZGLwhYFudFmbRskCLt3MCEdj9+zDJ2juWNE5LQpVoNdCT3fYQqPKnCVLKbPcwcC3p/jaX8GBjfAGOG2Ui3eAW3V2U/FQF7tSP+zqMI2F98S2p2DwnYE5WeDDjpaFJJ0/H8OC97A4L8QiqpjR8GzgR5wpF1baL1lmO0l9cmLQYfzMCvAPwuatKBhW6d+gIuFEF/xysC9hffkprdKwJuMvgeEh3nAnVqs8EJd/BTBBzkdUDLZjaYRxGSrwEYxcA5cQr9uKQ2SDnjCoEIbzqHocnVRSB3/JnAQQCPmw30dVdO9zOoyeCzCPgxEe5sjdHphc6tCLhQBP0drwjYX3xLanavCLjF4CsYuBSMK6Jxmu/FIiPtPIcJiwDEzAaq9WLOLc1hcO/VAH0v/Te5e763Evq9nUQf+mVTzes9AnXM26xH8iQCTmEgTYK00CT9Uu+tbT5jJnUOhGazniTi2rPWHOGrwPg+CPOjMbqi0IkVAReKoL/jFQH7i29Jze4VAXtVqzQbnCxNXU9FDfoh4RcA+gKA7bL+fhcB98YoZJbUpilnNkPA4ESEgZMJODnrD+8D9FeT9El+w5UWj/mvhBL4oWHeEuH7mVEHwinRGEnFsIKaIuCC4PN9sCJg3yEuHQNeEXCjwQdqwG+kklHU9K6SUbidnyHCZC9l/fpDfz6z9iwSRxBICp9/E8DW6b7vArgPsJabVP770tm94etJWtdbyl+KApuUmZQmJxYPMnj5ZIR+sYDICgKhyFI+nRl3gPFbs5G+5rXNJoOfJ2A/tvCVtm6SWIuCmiLgguDzfbAiYN8hLh0DXhHw+REevYkhROVZKpKgZCzl74LxAy+F7Z2gX8dcuQ5J0Yr+NgHfAKClxvErBO3OJLSfdBO96WQu1ccbBGqYx+qwzmBYpwG0V3pWIdnHGFi+FfSfdpI30o/5eBxu54eJcCwT5sXr6YZ8xjrp62UKkthTBOwE9eL1UQRcPOwDt+wVAYvjmVSkcsION8RIBAkKblnH0IlNjD1WNdLfC540zwlqmHfWYZ3GsL4N0Jeyhv+GIYXRtXvjRHIEqZrHCIiQBmCdRGAJPsqKAOY/ErTlIWh3PERki7YUox3bzl9IAn8FQbMs7Nbd5O1LWUMN76xrtrb0e1GTMl/6BS1VEXBB8Pk+WBGw7xCXjgFPCTjMz4AwGYQDozGSijCeNKOD/wdgWwD/YeCkeAM95snELiYxeNOXYR9R0ykApMoPGOgF0E3AnUnosRVEG11MrYakEZjGXKEhWUvAaSya4EBZ+k9vAXw3wHIV8IdiA1Z7Ex9lWZA7WamD/X9mA43y2qfmMB8Cgshb/jZqenO8rQjY613ydj5FwN7iWdKz9RgsZFEOwherYvRyIc42hfkJIhwKwhXRmDeR0OKPcRPXgLEMjM+n/bvObKALC/G10LHp++Kj0vfFx0l1pTQZ/4+ATilAH0PoSVXowSHSzGQgcRiD5F73WwR8Jj1yHYCH0ve6jwZ1r5vLa6ODrwUgdX/BjH9Aw7nxelqZa1y+f28J80ImXAzgF1GT5Cqk4NZzNFejHH+RuthVJo0oeEI1gacIKAL2FM7SnqzH4H8A+ByARVUmnV+It01hvocIJ8k9cFLDxI4ukrJ/nrTDb+MR22xAKxjfSU+4OkT41sP19FdPDBQwydHMW1cgWceAHJMe/sl9Mf4G8F0WQrd3E0kheNX6IBDmjV8kaHKicCoAiUKXJve6v5R73V7oD6wi+qhUgDtuKe+WYDwAwI6uJuDmtZWY9fhZtMFrHxtqeZxu4XkA23iVAyw+9hgs99RzwfhHVdyO/FethBBQBFxCm+G3K68cyxOsJP4MRkLXMWFcgaTZZPCDlCp6/mY5YbJXd8EZHCIdfJwF3J7+QvqQCOfE6ul+v3FyOn8t8y4WrG8zrNMJNOGTcfw8oN1ZBu3OYt5ZOl2Hn/2OZ95xk42PHUy1XxZGLzK05ZwKcHvbTx/czB1ZytOZcasQIgP/04AzYw30sJu5co1JBzVKxPNYicCPmiQvtgW3V2t5XNKCnHRpmo599nqElPxqwah6O4EiYG/xLPnZeiIsx7sz5B6zyqRwIQ7Pr+Py99fjCQAHAHhuu0ocuKCTNhUyZ9+xduALQUhXbEi7jXQ0xWaSHFeWTAvzpkkEUS4iyU/dMe1YEsDP5b54I/QHS+nrzk/g5JSgHMkTGDht86hyvEPge+SI2aTy5/z0we3ckWW8lWWhnRhnpud4Smec8ohPAYFz6rgysR5PAZgo8pMb38KhN68miTMouPWEeRUIRzFjWXWczit4QjWB5wgoAvYc0tKe8I9hHlVBkJSakaTh6PFd9GghHteHeVSIIPmy46TkX5uJEwBvi97X3c/6+ndxKQiX2LUUgNeg4QTzPCp6cE5f7FIF4ZPHUOqIWoq0Z+7d5Gj1YQt859YIPdpJJOQ8ZJqsewOSRwvpAvj4nhzAegBSFnB5JfSVpbxu4yb+Miz8FMCeAJIgXDnpbVy5YIFfOcZMTQZMAmoAvJpgfHVp3JsI+x6DZc64XBFtZIzd16N5h8wDWyILUQRcIhsRpBs9EZ4DtmUfXx1fiWrqLIwMGmt4rKZBjtBGA7ghatI8P9YT6eADGPbXsNxlbQThQrOeWv2w5cWctcwjk0hOT5PxoalrRLvZX4JCxnEqX+2FrWLNUcObJmt2MNVmX/4M4Il0vu79g0HmM9zBswn4oR2kCPydgOmxBu+i+7e0P82Z+1ngPcvC5PZub9Kanp3EZSPHQI6bxzFjTnWcbizW86HsDoyAIuBh+IRwHetr1tt3Q+NAmFsVo8WNYOpHAAAgAElEQVSFwtBo8EQN9lFaJTFmtsbp5kLn3NL4I5fxZ0YkcXv6K0sYLW4Bp8cbvPly8MNnmfNY5i9k7osBqvrEDv+Fod0Zgrb8EQo+79nNekUkQ4N1OlL3utlreVnudXVot3cRSXWrkm+RZTyak7gLwNFpZx/eoOPMx2aSpMP51lrCPIMJy+SEwAIObjfJsyP5HoPnyouwVy/YvoGgJv74jVxBMcwQWFPLR7GFVXJEpSWx514rSJStCmotBtcwIFrKTECk1aTugiYcYLDRzt8BQd7sJSXoLTCmm40kLwAl3wze9FVAkyNqCbaRUwNp8tUo/i/fAP3+x8hfAsgXpCOZP1MJ6yQGyxHzQVlf8+8ycK8Ga3mMyp/Jd95i9jfa+WAAD4CwEwCJKZhlNpBUVfK1pf+dxMSI1/9OXpnGO1g6pOKXJ1dMvgKhJlcEPJyfgZ4Im2BIINYtVSZJYFbBrTnMs0GQL+r1bGFKWzf9qeBJ+5mgtoOrLNh3dnun01murhyNyzunF3ak7pe/fec9nDm0NZI16SPqCICKdJ+N8mXPwJ2V0OOd5G1gm9P11TGXr0PSEJEMwH5O5HhW2gYCYnLE/CH0FY8TJZzOWQr9JKZgw3uQil7fTaeR/UEDTuxqoB6//cs+KWJgdptJS7y02WPwLQDOBWBWmSTPlGoljIA6gi7hzfHbNTtNIYmXQAiRhYnju+kFL2w2RXgZpSKt3wkBkxab9E8v5t3SHNNauUIL4ToCmtN//53OmO5X1Kpf65AvzAokpdiA6FHLF2am/VfuvUXsw6Qy/7/wmSmMxMFyr8vAdACfTTvy8Re6Bv3eLqK1fmHh57yfiqonLHlLwwWrZ3oTeTyQ73MM/lwCkH9jo5lwc1uMZnq51jU1vB9reM6rNEMvfVNzbRkBRcDD/MnoMfh6ACLK8XSVSZlUn4JQmT+ftf+sRiwd3fkykpgSXUEfFDRpjsHhDg4T7Lvh0X7nbfq5Dpn7k0IEtibyuCx7b4jYh4bQT7rIO+GTtM3xOhJncEokQ/JRM7z7Sjpf947BXpCiT175e2CcajaSXMP43pqn8bbQ8TSAaga6t5+EiNfR1T0GiyTsFGZcXx0nW7lLtdJGQBFwae+P7969XMsjybLvjHZgwonVMW+ELrLzG5nx5Ka3caRX+Y39gVJ7C+/EvbgnU6DdT+Ui3zcmbcDg3gNTetT21+jH9YsZeJZAywna3TFyVwwjwjzagnUape51s2vpig73fel7Xc90voPCrK+dvspqBPySynBy13fonSB8mjGJy8p3xmO2dCvwXKgSBy/u9LaSU4/BcnpyL4B3WcOe1V2D84QiiP0oJRuKgEtpN4rkS4/Bcmckd0dvaUnsvtcKbwoMiMLPRsYLlJK/9EzhZ0CYRGf4JlzEjCvSwv49ZOGEWBO9WCR4PTEr97HrkZR7WCFjyfHM3MfK/eujBCwfAf3hXCX6pPTieiS/mS5+cFQ6r1p83ESpALrl/4IeX03+H8l6AkyOSSJtvDdrdpxAlRTSIMYlZgOuC1K3u9lgIUYhSF8U416ZxhWWjjcAjGHGudVxEgUv1QYBAoqAB8Em+e0ig2mNAUmD2A+E+VUxusIrm00Rria2j962JWBBq0mXezX3QPOEO1i+6B4gYDcJGmLC3Hg9LQ3Ctt82pGyfButkTpXty742sIvUa+A790fo55liBlJMYjUSR4pSF6ekQ7fO8vE3AC3fAO2eUou8LhRHo4MbAcgVywiWMoLAt+INFGjedXOYF4BwGYAPkhomeamZnsGnx+D5AOTf1QvjTUwkj4VwCt0HNb5/BBQBq6fDRmBNDU9hDXLcuDHZi90nrCSpS+pJa6zhQzXCYyCUSYnBNpPu82TiHJPUtfM264BbiezjWztneL2OU/3O8QxibRkbtczjLCTOSBc42D3L9lsArSCwyJJNy5RTTP/9dQbfaSF0xwoiuX4YUi3cIS8oWM6pyG1pyysZDZ2NJC8ogbUmg08kORZm9FqMI9u7SUoNetpemspj9DL767eCLBwwvpvkZVe1QYKAIuBBslFBuNljsNQ7ldzUe6tMW9nIsxbEj1F/zkaW8unM6BBh/aBUjjwDLo+JDO49OP2VK/WLZa3Z7QMC7mLw3YFEU+fht5dd7dzelHb4GABFK+AR1EtnT+Z4m3FPVdyuW63aIEJAEfAg2iy/XfX7bbopzJcSQY63P2DClLYCaxLng8e0ZbynnoR8ecvRdJKAKya+g4VeR6Lm45OffSOcmM7AdWmBjzkmhR7y016x596CXnjRSlhmX7sAuDRq0kI/8PHz1MoPf9Wcn0ZAEbB6KjZDwO/7pExACgP/1DVMWtIVTCSqLPLw+RzaZidcDUC0quXZf6pXx/SVM707blePU/AITF3GY8qSeDB9Hy4qbNeufQeXPL4geIGQWbW8U9LCagk8ZMJP2mKUqarkKTB+xm146qiabEAEFAGrB2QzBPyOqOyTkvGnUCWmeJ2SkWtLw+38dQLuSUsQitCFaElL5RjVBhkC6fzv5QBGgfEOAyfHG+mXxVjGvKN5643l+C2AL0nq3Ttb4YjOAgud9LcOvzIXioHbcLapCHg4734/a/c7pzAIUYJc2/opEX5GWzKJeStavEnBymVf/b0wBGwFtDIsIkaDzCQBdtBxZmymu5zowrwBRHzm/dVYCeBIAL6Kz/iVu18oBmp8/ggoAs4fs2ExIqOqI1VVqnwoL5iW5ZOUkJ38kOVzuknpMnTXpHWYX9SAE4LQBHbqn+r3aQT6aIBvZOCCeANFi4lVkPKrPZ+UMfRMva6Y2A1n24qAh/PuD7D2IHRlm2r4S6TZR3ZbgzEvGicpoRZ4SxdilwAtKa23jhkt8UYlZhD4RjgwGO7gGQS7ClYlgJIQWWmJ8DxmO+DtI7ZwoJ8FSPzSb3cAveriAwKKgH0AdahM2WOw1PSVsn/xqhgZfqyrOcxHguyjOyLghFaTihKtK3KFW69HGwHnpNf5cCXj9KBzR/3AeCjMuYU60DevrcSsx8+iDcVcX4vBx3OqIpcFxjHROD3mpz89BkusQg0IN1d5XMzBT7/V3FtGQBGwejL6RSCo2qJZxck3WcCBXhYnz3d7swX7i6WelK/PQ71/pIMPkIpQAL5QSoU2miN8ABhPiCwoMc5sjdNP/NyL7BreGxlj943Tf/20p+b2HwFFwP5jPKgt9Bg8V+6BAbw6vhLV5FNUZ7PB1wKQCi7vWRYmt3fTm8UCrk/JugQIl5rn4YdB6gcXa+2lZFcCm57bEd9jsmUWQwBKptRkYw2P1TQ8L9HXkvbUatJFfmLHdayvWY+X7epYhLlVMZKa26oNcgQUAQ/yDfTb/WcncdnIMXhJ/uEzY051nOT+zYfG1GTgp5TSKn41wfjq0iK+4aeFHeaDcLEUbQ+6go4PAA+qKdO5vfLVe7AIp4BwZeX2WNg5nZLFXkh9mEeFCL+3/00AD7WZOAE+6y/3RHgOGIv8fhEuNrbDzb4i4OG24y7W22OwVN+Ru6e1fh59za/j8vfX20d6UmDgd9tV4rAFnbTJhcueDekjbRhoDVnPFjHIJjLa+WiQXVpvVKlJhxbjGQ3qKmiQPSZDwl1FwENiG/1fRE+YV4FwlN/BH+mvCznaGxvU10Uu9ETcn4AfAzhOpB2ZcePbIVy0eubQKNmXa/1B/X3SMi4bk8D1ILSkbT68QceZpVM8ozinNB8HQwLdVSZlCkwEtS3Kjo8IKAL2EdyhNHV2+oOmY5+9HiE5lvalNdTyON2yj/iE+K5pNel7vhjKc1Kjg88D7GNASYH5Q1LHCStmDr1qQnnC4kn3tFa3RBN/WVLBwJhtNpLUqC6Z1hzha8CQu97/Whb2DyJOIYh0wJIBeBg6ogh4GG662yV/LADAeLIqToe5ncfJuKAjTJ34JH36iEBItZ2GWD2JFKJqLhEwOvgsMKIgu05xSYqhtIT5DCbcDmATCIdFYySlO31vfgvi+L4AZWBABBQBqwfEMQKbSeAxplfHqdPxYBcdg86xdOqiyCDqITsyXAq+gxn3ayGcFZtJ65zOofoBfes1g9GaTOLCUpMDTeeq/ywdjBdYrvrLEZ5ObFfwepc17FndRWvVczO0EFAEPLT20/fV9Bj8HQA3M/A3PYnxe63wVzu52WBJTZIUJd9VhvIFb7NCAMBr0HCCeR79Id95hmP/cAdLWcgHCNhNUs/AONVspFWlhkW2WhsRLmiN0fVB+JhdFEXEcKpM+lEQdpWNYBFQBBws3oPeWnYZNGZcVh2nK/1eVFOEbyfGGQDeCQGTFpv0T79tOp2/T7rMJiZ8P15fHElNpz4XtR8zGR24gAkLCSgr5fSuYuqV90T4MjAWAHhhvImJ5HOaU1GfiWFsXBHwMN58t0vPFAJnYJ3Vi3ETVvpbT7eujvWd10OOAO1KMxWbMPn6VfSRW/+9HieCEc/uhO8S7B9MEYxYRTpOLVZlHq/X59V8tbfwTtyLexj4OgO9xLjEbMB1pShwkl2xC8Bj203C1AULyPIKi4HmeWkqj9HL8IYUCCELB4zvpqeDsKtsBI+AIuDgMR8SFnsMljzNE8G4pypOp/i9qOxaq/KD+HYljvGr1qrbtWx2rFrk2rRu1+DXuHRu710ARpe6xKe88O20Dr8gwqEA/lSxCQcG+cLXY/A9AE4CcG+VSSf7tSdq3uIjoAi4+HswKD0oxlv6rFreKWlhNQGfY8JP2mJ0ZqmB1yewiEWmcONHuFKvQKLUfA3Cn/U6yrYBLhf5xHTBjTtHMOpLuchF5sqDgX/qGiYt6aJ3gsBKbGROlwBsTPZid79Pl4Jal7KzZQQUAasnwzUCPQaLRu/8IO+pmiJcTQw5ktuWCJe0xugq1wvwcWCknc9kQkc6Z9hHS4NkasZHBHwn1kjydVeyrdngSwBIXMMHTJjSFiPRXw6kZcdXALi8yiS50lBtCCOgCHgIb67fS8uO1GTGOdVxErUo31tjDR+qafgFAJ2Bk9pMklSNkmsiLhFK4gUGtgLQW3IOBuNQmQhrhAhferie/hqMSXdWmgw+kYB7wei1GEe2d9OT7mZyN+rlMJ9DBIl2fktLYne/MwzcealGeYmAImAv0RyGc/WE+SQQ5Ksm0FzFj4URGL3QcGhQwgjDcIuHxZLtlzrCYyCUFeOlLjvHXu5/q0r0pXJYPAwBLlIRcIBgD1VTGbUeBq6rNunCoNbZYvAVDFwq0oBJDV/t6KJXg7Kt7AwdBNLSp6vlWgOMK6JxkmuVQNvLYb6OCPMAPF1lkhQjUW0YIKAIeBhsst9LLKZebXMmGht4s5ww+YYYvef3etX8QweB8yM8ehPjWSn+AeC+qEkSfRxoy9ZZJwsTx3fTC4E6oIwVDQFFwEWDfmgZ7jFYhPPPBWBWmRQJanUzJnFZ+c54LJ0y8lyoEgcv7qT1QdlXdgYvAnPquDKxHk8BmMiMJze9jSNvXh18haueCJtgSJWjW6pMmjF4EVWe54uAIuB8EVP9t4hAMWuWpkUT5AhRCqR3bz8JkaBEE9TjMDgREPGU/6xGjACpdf0ykpgSXUEfBL2aNbV8FFsQCc61WhJ77rWC3g3aB2WveAgoAi4e9kPOck+YzwdBtHJfHV+JauqkZFCLbKzhsZpmHyWOBuHGaIzmBGVb2Rl8CLQYfCMDs0SHOgTsVwx5U65jfc16SJrTOADnV5kkpS5VG0YIKAIeRpvt91KfncRlI8dA6gTLl+jsapOW+G0ze/5GgydqsI8UK4kxszVONwdpX9kaHAi0hHkGE5YBWG8BB7eb9FwxPH85zLOJsFheWNe+hQmTi3D8XYx1K5ufIKAIWD0NniKwJsxhJphypLaRMXbfOP3XUwM5JmsxuIaBmHQjINJqUneQ9pWt0kagVJ6PP4Z5VAXhTQAjAYSr1HNa2g+OT94pAvYJ2OE8bU+YV4FwFDOWVcfpvKCxKJUvnKDXrewNjEApnZD0RHgZGDPAeLQqTkervRueCCgCHp777uuq7bQKy77b0jQd++z1CMmxdKCtOcKLwZgtd3yWhcnt3SRfG6oNUwSyYwSIsbg1TqJNXZT2yrE8wUriz2AkdB0Txqn89aLsQykYVQRcCrswBH3oCfMiEOaA8WRVnA4Leol9olxfRRKTihHlGvS6lb1PI9A3Sr7NhIEi1tftCfMTSFVaWlRl0vlqz4YvAoqAh+/e+7pykdaDhTcJGMVAXbVJD/hqcAuTl0qeZ9DrVvY+QaDU8sRfDnMdEe4PWrpVPROliYAi4NLclyHhVU+YZ4CwjIG/6UmML4a4fFrpSKJcvyA/egCWMyHeFiMp5qDaEEWgKcJHUErc4tt2ahrwt3LCpGIqpUnxkqSONQTsCmBGlUkiXqPaMEZAEfAw3ny/l26XVwvjzyBMEM3mapMW+m1zS/PPjvC0JNuR2VrW39cysAqMFWShK6oEEIqxNZ7ZbJ7GO7CGWtJQA8ZR6eji1PwEiy3UtMVppWcGXUz0cpgvJcIVQZbvdOGmGhIgAoqAAwR7OJpaU8OHsoYnGFhn9WJcsQqMN9TxNvo6HA2yv4pE/WjnrP1gMFYTIS5KWlETzxTzjnA4Pif5r5mp2cBX0hKONSBMSmWefdzeBtANRjy5FVZ1dNKH+dvwbsRLU3mMVoZXCdiKLBwwvpukprVqwxwBRcDD/AEIYvlrInw/M+oYuLvapFODsJnLRkuYJ7GGcPoHfHKfr+N/M2EFLMTJwkoVvJULzWD+LsFUrGEqNISJMQ3AjlmWLQaeEcLVgO7WOIk0acm0njDfDcLJYNxfFacTS8Yx5UhREVAEXFT4h4fx1wzeNQGsAVBRim//6XtiOboMgyA5mZ/N2pkEgF8DiENHPFqElKrh8ZRseZXNx/IEJO1TC/m/gwCEsnr+HwA5Vu4uJ3QX8353oD1aU8NTWMPvAGxM9mL3Yp0CDefnqFTXrgi4VHdmiPnVE+YFIFwm919VJu1fqsurq2N95w04mBiiqCU/+ntv5ivjryDECejmJH4eXUEbS3Utg9Gv5mlcQTq+IS9DLFcFhN36rONFAuJJC/F/b41fdwaoN+4GTzsOwoAEAe4HYEGVSZe7mUeNGZoIKAIemvtacquSCFBLxxsAxjBwdrVJt5Wck1twqOFY/oJmISKEQMDXRWc6q9t6EH4hR9XJEMyOR+jvg2FNpeZjBmO7MhHjiKGE8cthPpsItwJ4S0ti92JkApTafit/PkFAEbB6GgJDYE2ET2bG3ZIONJKw2y4xWheYcQ8MbfZ1lgrmkiLu2W1QfZ15AImrKeSUYcePcJCu2V+5Q/aUQXLhycJrAHYA4+SqON3rCjA1aMgioAh4yG5taS6sx2C5C5sCQrQqRi2l6aUzrxojvLfGdkT1lu8nGaKJHS/l+0lnKy28l4N7dqli1T2U7tn/YnCbBjQCeLrKpAMKR1HNMNQQUAQ81Ha0xNfzSi3vb1n2nRgYWFht0qUl7rIj9yRCl0I4hlPiD8cMpghdRwvMuxNTSxgTh2Ok+RuH84iNW+MSIlwssJGF/cd30wt5Q6gGDHkEFAEP+S0uvQX2RPgpsB3RKu1NBuYVQ6rSP2SyclRTR9UTSzlH1SscJNda24CpEsA2UK615FsvieHZoZhr/bLB3yLg+o+vJ4qkhe7Vnqp5/EVAEbC/+KrZ+0HglQgfZjFuAlBtd2H8WtMwc68YvTjUQLNVmnQpAGAHcolK07Yfr5HRC8KvJLKXNMSXdFHPYFp/U4Sr5RjevstlHAJCWZb/HwBYJeImlIQ5lNXGXonw3paFZaCPXyxf1gjn7RWjJwbTfipfg0VAEXCweCtrWQhwHetr1kPqBYs833YALBB+BODiqhi9NxTBsosD7IJD0jrF8qWYegH5pL3GjG7JO95+K/xyQSdtKiUc5tdx+X/W2dHgkjMtLxR7ZPvHwF8kRYsY8VEf4VcLHifJox6yrSfCojN9FRjnpsVc/iPpduNHYBmVeIrUkN2UQbQwRcCDaLOGqquvHcmfSVTgShDqbaEFxv+gYcG/1iL69SH+Ay51anVCLaeOqg8XsZKsff4IwM+FzHRCfLFJ/yzGMzDH4M8lCEZaNewbALbK8mMDCI+LApVlITZc6i7/8nAO7bINWsC4DITPAEiAsTS0EZfu+Rj9rxj7pGwOPgQUAQ++PRuyHvdEuBqMNgDyIy9NjmPnVpkkX4RDvs2I8FYVnBKhSGtWf77Pov/IosilIb79/vjtggVk+QGK1FL+72p8zQJqKBXhvW8fO38XP6SqVPkI/HxxJ633w49SnbPHYDm5WAxgfNrHn4PQVBWjl0vVZ+VXaSKgCLg092VYe/VymGuJcAOAcZkfuCRQP8GkV4YTMLNqeV+20opQwIEA9Kz1vw/GSklzCvVixeKV9H4h2MyZytslyjAtTf5T01cCmSmTAH4jd7kiOtLWTX8qxNZgHfuSwXvpwNKsF8RXLWDuF02KDdY1Kb+Li4Ai4OLir6z3g8Czk7hs2zGYLWUM7dJyEqwEtLGO+dVdtHa4AVcf5lEhDcekj4ElzWn7LAzkS/h3ROjWkojf6DDlZXYN72fpCKdTp6b0KUjxHhF+JoS7YSNW3DyMj1XliiRZicvZQmM6yOwDAhZ+8BZunLya5LlUTSHgCgFFwK5gU4OCQuDV43lHqxc/YODMNEG8S4RL95qIW8inI9ig1ubWjhwRv7caU+xArlQglOgMf9wY+KetVU3oHrERj16/iuQuGfOO5q03VOCorACwXTYfBslVjctX9XYT8Xu/jrjdrjvocTyftVeew3eYIXWsJdjKAuM2aPjuUA0SDBrj4W5PEfBwfwIGyfp7DP4ygGW2ilaqvcgaZlZ3kVQqGtZt9lQekyxHLVL5t3J/vnUfQP6Q/t+CYXYTYn5UFKg0DV1LuuidYQ1k1uJfruWDSNKKPinGIfV7Z1aZlMFSQaUQKBgBRcAFQ6gmCBKBnjCfBMK1AL4gdhl4wLIwb0I3vRmkH6Vs6//bu5fQOuoojuO/M2mqaBQVnyj4bFNfuOjCpUuxTRQVFXwhqERJq9bYWuujqdTSKmmr9Q2ioqLiQiVJu1HQpdAuio+aBCvio6gLRSPaNHeO/KdzSxWspOnkP3Pnm23unXPmc/7k5N6Z+Z/FXR5GKoabp0JDbl5Hb6Y8Ktt7LXfTsH1Q5vOIkdsXC/z0JNGASVfn8b+Vaxn7OMeoRuvHpAG3fo1b7gzDVn8THVouaVk+Oecvdw0cnWhN1QY8FF2cuy/3zkaqexJX6qnWb9piYTgAP/8S+KHbj/gt1Qoz9Uk6XFK4s3vd7HGtO/Mj+wswBIoQoAEXocoxZ0Rg7DI/LW3Ltv27Lg/4vbuWdw7rDZP5jCRBkEoLZPN6u3WjXGslNa+Jv5U0tHTOFvuu0idH8qUXoAGXvkQk+H8Cowv8Yk+y63XNa5zbUlfPucO27f/ey+/rK7Bjoc9PLFs383OF7ZaqZ+5mC9d7+UGgcAEacOHEBJgJgfBJZmShwvDzxySdtPfysF5ra9fSc961n2YiB2JUQ+CLS/2UtvbsE+9N+ZCMH921onNYL/PNSTVq2CpZ0oBbpZKcRyYQhqCroUfMFGYNz5Y0LmlN0tD6OVtsN0z1FRi7zA9LE/XJ9ICkDkkTLj25e0KrLsof1aqvDmceQ4AGHEOdmIULjCz0s9y00aTuPNjXkvo6h+zdwoMToHQCowv9KrfsfoEzQ3IuDZrrns5h21m6ZEmoNgI04NqUup4nOtLl4bnYsL90NnXIpY/bTL2tOPawnhU+8FmHMYEN1zMmXZK/MuzXvKhzyD7EC4HYAjTg2BUgfuECYezh2J/qTaV+k46V1DDTixMTeuiCae6hXHjyBDgogc8u9eNmtesxk24Pe2i79EviWjnnCD3LmMCDIuVNBQjQgAtA5ZDlFAh/lNtnZWMPe/b9UZb6vx/Xs60+9rCcFTn0WYUxgad0qNekfknHhH+25Hphz6Qe5p+tQ+/NEacnQAOenh/vrqBAGHvoruebX0u6NGbSnXwtWcFi7pdyuNzg0nMmzWlebjDTHYwJrHZdWzl7GnArV5dzO6DASJdfKWU35pyVv3BIrru5MadaCycbE2jakE+KCsnvlKmvc9Deq9aZkG3dBGjAdas45/sPgezRlDYtkfTgvkdTXE+pTY/WcexhlZZHeOTMUq2U6658TGAYU7nm910aYExglSpZ31xpwPWtPWe+n0AYe9iY1ONy3ZxvzhA273hw7pBeYnOGci2VbPvILt0qZZuunJjd3O56tW227mfTlXLVimwOLEADZoUgsJ9Avj3hM/uNPdzuiXoZe1iOZZKPCQz1aW47+knq6mXb0XLUhyymJkADnpoXr66JwJddfoNJ6ySdmp/y20lD97FBf5wFkA3eSDQg07V5Bt+5tHzekL0RJyOiIjB9ARrw9A05QosKZCPqXA+YdN++EXWuJ45KtI6xhzNT9FCD31PdL9PS5uhJk57oMK2lBjNTA6IUJ0ADLs6WI7eIQPj05bO03l3XND99mWnZ3EF7s0VOsZSnMdrt17tn30KcFhI00zs2qXv5FqKU5SKpgxCgAR8EGm+pp0B+/TGMrzs/Fwhj63o6h2x7PUWKOeuRLg/Xd4PzxXmEzz1RD9fhi/HmqPEEaMDx7IlcQQFf6cnoVt0m02pJJ4Q7cF16ZVa7lnMH7vQKGu5En9yjtSbdkt+J/nN2J/p8vWSrLJ3e0Xk3AuUToAGXryZkVAGB/BnUfrkWN59BdWn1+C5t4BnUqRVw63xv7zhZ95plz2IfJdcemTZ5on6exZ6aJa+ulgANuFr1ItuSCWS7MEkbJS3IU/vKTX3zBu39kqVaynS+7PYrzDUg6ewsQdNww7XkvCEbK2XCJIXAIRSgAR9CTA5VXwH2IZ5a7dmPe2pevLo1BWjArVlXziqCQDaJ50gtMtPK5iQeM73uqV5PEo1HSKl8IV1Hp9KNkq4PE6kk/equVbzGH0wAAAIQSURBVLv+0NNMpCpfucioWAEacLG+HL2GAiPdfrynWm17xx7y8x8C7nphclIrGBPIEqmrAA24rpXnvAsX2LHAL0wSDUqaLembwgNWIIBLZ5i0O03Vfe5m+7QCKZMiAoUJ0IALo+XACCCAAAII/LcADZjVgQACCCCAQAQBGnAEdEIigAACCCBAA2YNIIAAAgggEEGABhwBnZAIIIAAAgjQgFkDCCCAAAIIRBCgAUdAJyQCCCCAAAI0YNYAAggggAACEQRowBHQCYkAAggggAANmDWAAAIIIIBABAEacAR0QiKAAAIIIEADZg0ggAACCCAQQYAGHAGdkAgggAACCNCAWQMIIIAAAghEEKABR0AnJAIIIIAAAjRg1gACCCCAAAIRBGjAEdAJiQACCCCAAA2YNYAAAggggEAEARpwBHRCIoAAAgggQANmDSCAAAIIIBBBgAYcAZ2QCCCAAAII0IBZAwgggAACCEQQoAFHQCckAggggAACNGDWAAIIIIAAAhEEaMAR0AmJAAIIIIAADZg1gAACCCCAQAQBGnAEdEIigAACCCBAA2YNIIAAAgggEEGABhwBnZAIIIAAAgjQgFkDCCCAAAIIRBCgAUdAJyQCCCCAAAI0YNYAAggggAACEQRowBHQCYkAAggggAANmDWAAAIIIIBABAEacAR0QiKAAAIIIEADZg0ggAACCCAQQeBvYArygwN8AfMAAAAASUVORK5CYII=</pentrails><costumes><list struct="atomic" id="33"></list></costumes><sounds><list struct="atomic" id="34"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite(2)" idx="1" x="-22.999999999999318" y="111.00000000000034" heading="90.00000000000034" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,76.00000000000001,186.00000000000003,1" pen="tip" id="39"><costumes><list struct="atomic" id="40"></list></costumes><sounds><list struct="atomic" id="41"></list></sounds><blocks></blocks><variables></variables><scripts><script x="325.6904296875" y="33.66666666666663"><block s="doHideVar"><l>side length</l></block><block s="doHideVar"><l># of sides</l></block></script><script x="21.6904296875" y="40"><block s="receiveGo"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-23</l><l>111</l></block><block s="clear"></block><block s="setSize"><l>2</l></block><block s="hide"></block><block s="doSetVar"><l># of sides</l><l>3</l></block><block s="doSetVar"><l>side length</l><l>50</l></block><block s="setColor"><color>255,76,186,1</color></block><block s="doRepeat"><l>10</l><script><custom-block s="Draw regular polygon with %s sides at size %s"><block var="# of sides"/><block var="side length"/></custom-block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block><block s="doChangeVar"><l># of sides</l><l>1</l></block><block s="doChangeVar"><l>side length</l><l>2</l></block></script></block></script><script x="311.6904296875" y="392"><custom-block s="Draw regular polygon with %s sides at size %s"><l></l><l></l></custom-block></script><script x="309.6904296875" y="343"><custom-block s="Draw a square at size %s"><l></l></custom-block></script></scripts></sprite><watcher var="# of sides" style="normal" x="10" y="10" color="243,118,29"/><watcher var="side length" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="# of sides"><l>13</l></variable><variable name="side length"><l>70</l></variable></variables></scene></scenes></project><media name="Lab3.1_Cruz (custom block shapes)" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>