<snapdata remixID="8846674"><project name="U2L4-Brick Wall" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAgAElEQVR4Xuy9BZQcVfr+/6nqah3XTIYQIS7ElYQkaAiEIMFlkcVlgeASIAkhQHBfbIVdIDhhF4kQdzcgPrFxt9aq+p9b3T3T1TIzrPx/u/vlcjgnU11168pTV977vM8ruWzojT5aT4oEsgw+tQ33uiDQaL5PiXOt9ZyMOyTAYQN3dDldLmiMek+8a3HeY5EUdF1Bw9NqKRy48GB+T7xrrWbUyg0ubDQSVUmXAo2BVrOWLaAo4PO2eivEy7ON70mUu+wCLaorZFxoUe0m4wy1uR7s218B+CsADST8RwHQIoHdEgt2VQdv6yOgZHWi62LcikpRo6IFGTtKzG1eAqhoTdcTjoAOR3BUjk5Ro6KoiT3qHlWy4NetbR4B43350aOihAUp5k2g40GPqE+iUcSBgoy5Po0uLWYEtFjAGl0hQNPA1/r3hOywoMlx+idqpLXIYI/tHrwBUJu7x6hOvBFQwoEUVR9xr4Yb0Srh2S34r8jkUrjE1o1Rrg5NV+c27mJfoIaHUoe3OMbfUbgQhwueTj+11bngmdJ1XJ/ZnwzFYdz7ftVONruLGeRoz5WZfZqed+sB5lSu4NGs8QnzbND8PFS8lKszjmeQs53pvjfL1zMxtQedbGlN17+o3ccuTx0P5A40rolyp1nszGh3Ysw77i9cxdP5JyR89zuVW9nuKaO/owMjXLn0c2Q23Vvgq+Or2gLuyD4+7vOlgUZmla7ihqyB9LVnx9xzR/USXko31/vjxp10VTIZYmtvlDvfmsy56d1Y6D3ArcnDWm33BwsXMjv/VF6r2MRubyUv5cfvq6/qd9FOcTHScWxTnnv9lSxtLOAUZ1deKF/P7dlD6GhNZVrtMp5OO6nVd4dvEOX+FYC/AvB/A4Dd7OPY613aNJL8OgL+OgK2NhT+y0ZAGQuTs57kq4qH0FGNKeFXAP5vA3B05X6sko0pgdJ/3xScCMEWVPTQAvKVvNeZnHIunfbks/24nxh78ASq1CrEov+59NOa7kuU15zSdVQG2rBqFhnYfERbKM5I7c645E5G9o2aj4eKl3FVnDXg78s3UOCrNhVDbEICug07rW+qhCFodn7s2jCcYeQacIensrWP3/g9U7ZSr/lN956Q1J5z0rqYrsVbA37S+CMbfIUx75F0kNpSHQ1m57ZtDbjGczjmPeM1K4ckjWORedOfTB9bFY9qLuoknWetYoMRTENt+Vzoal7LR2bU8ggIXJrem5GuY2Jefm27T7FgwSo7OeTdxILGzQS8X3JT3jeourBXSZRr5cwruxGf3tBiZzxVupEbM/uRoQS3dGITssFdFLMortO8PF25kieyTzblF15Mn1G6xPgkxL7uqZReDHTmtQqCRfVHWN9YbtqEOCWFZMnOI3mjot6zjNn5YxPmGQbg8UkdGOHI5Xh78wgY76GKgIfny7Ywq/1IIjchf67YHbPZiQfA6I4Um5D7c0bGvKpR8/Nc9SqmZY4z16d8IbOz2wDAml3kKS5GJAU3IadX7KG9t44lmV0oR+ecygMoSHyRcQy3eLeznB6sSu/Y9K77qxcm3Iy2CYDDXfkxlbq1/fe8VjSBa3I/QJFTadQayLRkoes6R/1byLX2JflnOw29Gnmz+OwWgfBM6Sauz+zbBMC/Vv1oAPCF/FNMz9VpPuZUrmRGtnmX9XDhImbln0JywM2oyvUo6Mw2AGjeBccrxOL6o6xvLOO+0C74rsJFhAH4UJ65Mx8uXM6sFkbA9yq3GbvgfgYAc+jXBgC+WLaVme1HUBZo5MnS1dyQOZA/V+5mdr4Z/HdVL+WFdDOAIusjyi0AeG/OiJhqujU/z1ev5uFM88fzcPkiZmWfwhsVm41NSHR7hzOaV7OLvppE77TuHN9QxPH1peg6yKEZUNxXKcnUWqyMthXxAz1Zk96hyeD0YPUiZqeb+zKctyi3SGLQiDXDtACbccnjWdRzsXHHUf9hBh0YwLbOOzng3c+5+8+hZEA5DXoDAS1A+63t8OmJTfN2nPgMG1nLRRCFdNog+sTGJabeUFm/slyJKj2ChsYi7TO+0t+lVD+EaiwZYpMsKRB1EiIhLFcKbsxTY9wTinhtJIuRPABay/OgeI+oe5tOV/4JA3Ei+6krTlvGq47NsNnBd6RxKjUcJIMUJLKp5DAZvIfXsPRdj13UmkY0vsLP7QRnPrEX8ESdjkS/JyEAT0nuhGioyCQWnvN6/IxH8+DXGtnl3c6uwCH+UvwYTtnFcx0/4e5DF1GqJHF98oUoFoW/lL3UlIUAwqL6AsJ5b2is4HhHOnZxjtRC8qGy0XeEBp+OQ1IYkxS0T66qL+CE5M7Gv8/2z+KQvIntli/pp57N4MDFpOrQk+Da7RJrFpvdJZwauv+Qv4Eiv5cRrubp0q9rbGksZViSeQpfVV9oHJHFa5PIYm/11ZCvOMgxgNicFtYXGDbGYc72xkWPrrKpoZITknNM962oL2VMcq75We2IYYgOl7vFhor60aurbPAf5gRbZ1NPrvIVGNdaS8vqC8hRkrhOSed2j9s4MtBFTpLOnUmpHAU+aqjja0WiT8BPT91CQJLZYrFwi+zlkFLNGDn+e0SbiCRJEro1zmHClBTzGlCMGDfl/d0AnwDbOyXncXHWe+TsyWKkPThVO6UkJqVdx62Z96KhUh8o54Pya1B1Pz5dY17NftY0FtLdnkGO4mKLu5w7sweSGVoDJmoQsQacXbkCv09HkWSGu4Idua7hqGFQFUnWXORXPMHP2bezyF3BbfWf0agMRUNmcKCRK6yZbHGXNK0vo9eAIg9hzH66ZC2DXOYpfF1DkQHA32b2p78jCJBq1cPi+gOmIv/srWZSWs+YNaBY72QrTqbljjbuF2vAZ0s3MyzJDLa1DSVx1oBLISAxOsm8Hr/I2bU1/HDIX8sbNevoac02PoBwWuc5aqwBI1NpoIGVDYdM19Y0HOUYWyobfQrlNhe1Fgdd3FX8OX+Q6b4rijbxlcXHYFXhjvQkA6jX1NRwnaM+Zg1YFnCzpKGQlQ0CvqGz4Gh+gc0Ck129mk5CZBSmZL/EJ+W38mnNXhb3OkBA93HQu5ZHi29sKoxDdqFIdt48dgW/L56EqvtwymlkKcdxecFrTE7rwmc1uxjpyqeTNY0va/ZzQ3ZfuthSW2zMes3HU5UrcPs0bJKF81J7GPeLkXNAxIbj2NLXuMA2hE99G/ku5W680n7uq9vHWHsSGarEXneFAUAJnYXGGrB5E9LUOQ1FMWXx6Sqf1P5sAqDYAJ2X1tt073d1+zghqSOnppi/+mgAit3vMyWbOCvVfF+qxUZvR4YpzzuqV4HPx0UR71rnL2W0LY/hNvMIGl3wo/56nq9cw7ikjuQpSU0/Z1icdLeaN0oPFS7inLSeplnvs5qfGG1x8YI1j3xvLQedGXTxVPJ+XiwAL7HX8rY3jd2KzAGrnce0Skp9jbyQZwb6tOL1nJx8DF/V7m4GYMzaymYGYLjk17X7HLucYqyz3iyayA158wyghZNTTsetVXNr+wXG2adPa+CdkvONn8Vxllh031u0mCsy+hrT0UNFq7k+q20AfKZqJTVeFZdsZXaeeVEu6xonVqyj0DaWet/zNDiXUJv0aVO5XqzbjiUQMAD4SvuTOb1smfFbQFJYmDOm1ZGkSvXweMmKGACGR99wBrNLVzHMmd8mAL5QuoVpea0fmxkAbGw0WQb+2riX7kpamwD4TNkabskaRE97Vov1FACclX+yCYCfFi7Ba0vm8uyhTCzfTVrAjV1T+VP+YFNeVxVu4np7PXdau9KzoYwP8wbwYsUm9vmqYiwaAoD35w7k4eLgwUVcNoxYpEaOgOG3WSUH52X9nhxrPn7dy1HfZjrYBvJuyQVYJadxW5KSxVlpT/C3moc5J+Np3iu58N8OwNRAPcOqt+JHYeT5a411iiYF1xWyruI68Blpez7kYPUeXswbz8TSxXztyGeCt5QffgWg0U7xAHhf4ULOkpN4XUrCqqmU2lLYmZzLSZX7+Sivv/HcZcVbQ9tYnXrFTpEthdXpHXm5fOO/HoDihTt8Ls5Nv5kJaWcYa7u3S8411oavFZ3GCSk3MCj5Qrx6vfElvV18btOX8u8cAcVLhC1QlWT6n72Um3/+C92qdxnvFgbnJ3P7UdflAlRrCpKs0L1mD58tuJDPeIPs9HX4lAJ0w4IbRfEIlf7/6ggoANjRlsqzyd0ZXFNIiuZD2GHKbcnsSM5lXOV+/tJ+EFcUbeYFq5usnNEMri1kU2r+Pw/AM109GeGMNUTf3v57HJus7Om7gU72gWgEjHWfmHLdajU2OcmYln+T+xf+XHqFCYBiyhFD76XpfRjszOPx4rVcndmbzjFrQLPhpEHz8UL1mqYpeHocxkr4Rfd695F28hc8svKepne/Vr8DORBgv7uSp445jUfGvsrHn8Dv9Ye53Hot9sCxWLHRh4FI+KmwpbMyLfiFiyQ2HIKxclXm8fSzB9ddjxX9wPT2ZsP4s2VrGOxsz8mh05mmMhX9QJbi5IGcoI1PbHZeKd/GA7lDmt6R6B/31qwxpuA5Ee+a695HNyWVIdZY9kxkPkWBep4vW9/mKfix9uNNu+VpRYvpYE3lxuwhHOeuZr8znYF1JQxuKDXoclbdMDoZJ1/VkkadPZM1GcfSuaGCmz1H2O+rZk57s+12RulGpmYPYHrJcqOoxhQcXXlxwesTVrbmJF4i/n8s/3Guzr6a3xZcQ4qcyhlpZ3DNwauoHFhDqiWVH+oW0t85kI316zlr35lNGYRtX5F5CvufP8rUI0sqNmus7VBMq24tOM23mGx+lHN2EPjKvFAOP6Ocsxltw4PMKbiaeeqfWSp/Qx4deI159KMfb4mzbVTG2YQV7D8hhc94zGVxRXErBf1Sj2PNEoZjb/PpWMIKiQVLkBQXnYLtcA4KXxEgRYbNWjI+YfS3uvlY8bLTnc5OWWWCo/YXN1hCRrQltIYK52jRrQa5MCCZwfF1t284e++ZNA7ykb4lGbcWPNuNfr5NJROtJelYFfAHmm1DYtdqs+p4/XHsRREZq7pmMHutPe9Gs6XDuofNr504D4u7HHXJtWRKeTwnf8nN6sm8b9nI+YGe/NViYZAkcXw027KVwotTIE2sPO12JFVFinhe1gVNVcYfcUgrrKtWXcEnBan2otyJ2kt1yljc8ZcG4WdFfopFQrbqBLzmdlMcOn5P/HYLl7stfTVDdzBJcjBYruJNklihBThGl1lNgGWSH92pI7lb7h+jvLIDi+Yx6ixSQgBGnwV/VrOPAm8dd4eOrsTDAV3jseJ1HBlwgD+VXmpkKEwOVknm2ajpqS0ANAipniIGJeVwZeqApkfaRkgNkhEEAOdkTeCR0XN4ZtnvmvJY1PF0lnU4memrHsCu+VjaWMSFjX8zfi9Nf4mbyl/HISsoShKzspt3pwL8E0qX4rY42J3UhSJH7DFf01lwWgdG2HI5PsLEcchXyze1+7kpO0h8FUmYYV4q3cDDeaNMZ8FtJaRGtmVLhNRG3c+c2lU8lhb/KK81Qmq8PtsdqGSRp4CJtq7sL9/Ks5YMPsnpxbTapTzfBhLyw+XreTCzlV2wePEvAaA4VA+n/xcATA40MKZyvVGEnRIczhnPPWNfYeaq+3EGGql0ZPHkiOk8u/Q24x6xYfEh0cgkdjvOpjL1gyCNLA4ABViFiafKmopL87A8M5YR/n8VgGFGdHsl+f8fAB7w1nJXTvOXHEBjRvF6g9URDcCnoxaf4nfhMdFSCo+AA5NyuDy1eRPgEayOqlUxlPzIU96zSpeyR+zQLBI12eM5mnws7/a7iQfWz+DBMc/z3NJbm16d461gSM126mUbS7ODG4OphYtwyFYUxWUaAYOAXUqldBbrs/1o+NFC02m4Pq0B8O+1+7khq3lENzYhZRtjRsDe9qyYBfnU6qUxlPxEI+ACzwFuThkaMXP4ea52dcwIKJYLYmX5ZoiM8HyI/NFa/4iMxQi40FPAGbbjeKl8A7dmD0YA8LHaZTEjoHiHeFdkerR8wz82Ai6uP8L3tYeQJTOI7swZSK7SvDkQI4nsFGtA831ixn8+ATMiXEABwE2eIpKssUD9XcYoci3mjdGDtSvxasF11CdifahvZan8N3ql7cSvlHDPuBfQJLh560t0qw5a3sOpum4v0+tLkYQDllibhBpKTA+CghSZvq/K4Er/w4gqKboVcTIUoIw+8mkUODvwiLeaLZ4yjo8zBYvz5enFK2O+u2uz+nOcLc00BX/o2Y2YNiOTKFe0T0g8AF6Q0YO36zchR33klyf1p6/VfGLyaO0yBFUrDEQBPPHfM+knxZz/Rxfcowd4pGap0VriefE+Y00rScxOM1sFppVvMHb80fV5KHMQT5YG26TNa8CN7lL2e2u5ML1bS4OYMZUJD6kXotYDd1UvjLkWnVEiPmCiF0Zy5TTVRW7F4/xRmcN13IiiZiFZ6rlo68vG4z22NzLy8wC91vlQfDrr6opZVl/E/TnB3XJLTkn3VC9hrm8nh3ODo2iyeyyZdafS2TIBRVfZpgW4POCLC8AWG0usPyOckt5y74gBW1v5gBdk9GSRZz83JLdu2gn3ReQacGr1Ip5LN5+EtFT2Al+NySlpZu0yZkY5Jd1RuoqXcs3OXHeVruaBzIH/ewAUX1qv8reYYjueF9PHkl5/Icn+HnSTJ2LzafztxF785cru7B1oJWCTUEPuhilVGid+6mbeW9+RFlCYkR7r/SY6bG5gLZWp7xOwVNC+4jEusvVip0/BI9u5QnYZfMB4I+CvAPwHAXhmipltUeRvpFr109vR7NoYr3G/qdtnjIBnWMzPf6fui7kW/Xyhv54tnhKi352oE79RD3KmJUjJF4ZRqX4UJ1gnssf2HpM9r/AH5zk85z1EJTKz7M0upuL+w4EGDvkaGNStAwWXtOPI2dmC3QCCiSGmBlWnw9cVdPmohLV7d3CONJpJ7mdx6Om84zyTyPqI0eBHbzntkjIZpitM0lVWKamUx/GJja6LX1dZUF9g1DmyPuH74l2LzEO0d67ioqsjnQK9ikFyLIk4+p3hsgsy6l5flfHu79X9nG7p0uoUHM5LTMU/1B80nhVtv0ItYJzlONOrvnEXcWaIghb+4Vt3MSc6sllWf7DlKTi60JaQ07Q/2jEjDjriyjTEkW5obXRo9fcIsua1ssxXmsLbynZjiT0l0CtYwfO6IF/aHfWi+absZEmsfKyoegKfFEVGvrQb7SZ0ZMnVS1BliZdumciOjXNYY10DBX9CPbwOVC+E1zl2O1+oKiW6znhJ4nZVZYGwbbY1/ROSGb9EmuPf0T9xyafx5FjENdVtHOkZ/WOchPjaZvXv7chBkXXWNhYmdGYWnX9f9WLEDrm1JEy0apyd8V0pg+lsiaVoiXVaJBtmeu0aKjWPkcPPPhB2eA+/5QrrIg5Le4OvF0BafzHaoA/NxdFk8tSMpjVgS2UVZpvT/nYGankuxa8fB0ULkI77DWQOBFmoM4Tm88Yi8ne/zYI9czkoKZxuDWm6eFSyZUcTHzDRu2bVrqM0WmBFECqMA6/W02BrLlcmNVsPBB0rHhtGOJELilvrSTb4lNHp9uSBdFPSmy4Lulr0GtAgIwigRR1oiC2LLs7wQvvM+GwYbExOP86kjLDRXUKBtxovaisAhAerF/JUHKOkKGgkHUuYGG5NHkDXiMrs8JezxlfMdUn9YioeDcDIG0ZXricl0MD+pI7sTjJPBfd9mU7WnZsoXLW/6cNZ7S5maX0RD4Q2IS11xiuXlFI2uQuTLirm05P/YDJwRz53n1qMvc8dyFmjefcrHUkPAjOAn5+ZQX7WEWPNKAgSbU3x6FgfNO6ku5LJMFuQmCvS3kAV8z37uSViE5IIgC05C0WW646KxXRSUpma1ryx2R2oYqHnELckN5uVEgIwDh0rnH+TU1I8cSLhA/HfBkBFD3Bc46EY8IkKv5y0k4N/Hklg1Be/GIAlnS08824Ggd4fGXzA90+fy2OrHyLZXxeDofs8e9EmfMdb33yFLdCZ8rS3KQjU4qi+lhO1PI6xXI5D9fJdbmKJkehMfwVgqEX+00fAlkaUl+rWc2jDmQR6fviLAOhJknj462yUwR8azjUCgGm5I/iw1294YN100yt1SeKesa8yaPl1XKmm0KHsBcNsY/cMxlV7AQu0kTxssVCjpLAmw0zobKnsvwLwfwSAtVP7UaX4ef6N4NqytSlYsEvu+SGHW39Xze+Xf9sEQOETcve410wnKyI/cU366RWGHvyaS5zd6VD2EhWp75BVcwNTlH7k+a28kN6L0igBIrFsEOfMgstoOPxEpf+TAHRii3toNtyVh5uAaQ0ojI3Ryab4mJMZO83EWwPGc5ocZMvhalffpmzFfumh8qCaUmQ6PakrJznNSgLxRpPX6jey116PvPh8tOFzg7fE2YQY76leZFj4A0unIH9zEPnpDfwuIFMTAFtab7o52/P7/rfTt2IbY44GaeV/6HcjlfZMSn44hwGqj/cDQvayJ/v4hN9YT6ReqyZbtTVtQsR7nipZQ6PqY70SlHAU1+62d+DcNLOhPx4A5zb+yJo4ygh9rNlcn9R8VHrUX8czlVtjNgIWOcDz2Ykd7ZvWaRWLxZFWTJP2tWZxQ1Kz2pfo10crFwsikykFNJiTG195q8U1oMjlkvTeDImjMPBpzS4DgIJoGNB1plVsYHYEe0SU4b6ytcyJ4ygtjqWEhNrlGX0Y6GjH7Lr13JR0PBliJ9lCEjanF6tWU+ENGLvg6e2CfhyPVSxmelaQ8NjLfZQe9fuptKazIj1WCu2D6h/ZvvEkpp9djq1RZbu70nBMuiun+d4G3c8rdevoM/0sfh6scN/l5Ubek8uW8xdN4wpZ5uucE6mxp/PisEd5dMVUfswdyifdL+WxlXfzZN0mxltSmO6uNBg3m5K7ccTZ3th4Ca+4sHqBMJq/VraZ+9oN55SKdYa6QLE1hXMbKpjePug5F0731qwNEVLbLn0Wfvawv46Xq3dyU1pPutqanZ3uTdA/0V1wb8VSOllSuS09PrcyfL84Pny6ckVTX4jrb1ZsoYgq0zVTvYqCvuVtV0hNBJBEtp5oid54zzst4NGabEKJXtEWB+v5FgsvahovWCz0DMQ3W0gDs7A8P5rAyfMIsvSsqBESveKs1zYkC/W9Uwj0/7ipONfaJe5RM3hD8/BKyEyiXLoL9evTsEz6nsBHIe84IZipBtihwzZd5zI1voO6UR9suPHRU7Iy27Ij9C6dVfp3fKO9z2F9oyHjGGij5HD8thOH1w4IRDFS2yqXbJODXgpiKGshiXZzWuMIB7TBAT4hAIUjtOD1tZREsRa4S5gQIYXxbd1+UFxMbIM+yxK1kBGWXJwhlVThMyqkOSammM0owqa41neI0VHO1Eu9+xlnD96boqvc6TmZxcoRVilF6JLXUOuKTgs2jOC0oWspDXjZ663jhKQgrV2UW8l2wopzOW3YWtNj69QjvO3bji75kXSr8duC41S+6VXMwGW3UOgpZ72nHKcrmQ6yk25SSovtJmaCDQ3FjErON2aRmz3f8abzDFbVFXG96zeM8d1FPk+QwcdskiXejzrFicxclFuMrmGn98jf/Ogs9ZRxasiXOfybOI0Q/bPPV21Ic0S3d/i+H7UqkiUrHaXkmPoIP28hMnB6ShfD8L/SW9DUF+GbI/snOgMDJ7+EjBCvRQUh9YHydTwbIYxjzO2KK+YQOt7zwpAsjJqZoSk4ERkhESH1wZDIjsg7fBZcZdlLmnYMkm43GNz5yjlYKOGgqwNHHe147cV0Bi32kvTREb6vO9ykDXNH8SKUny4h7fz5PFplnnKE3ewv/u2Upb+IzyqOkCQ6lr5g+JD4ZCsBzc+gQICM5DRG2doxwdEs0BOv3tGE1KLy8YxwdeCu+jv5ffK72AL5DAxMMDz7XpQl+mQlVuYKE1LjixMFmFm5idnZZg5jmCTQGiH1U/ce8iwuxthifYMiyQiCjvVE5dIYZ/fI/oluh6Y1oGxz6FogdqS4NLVbXHWsyIwEAMV64rQIr/3v6wqMk4GedvOZsVgbVmlmOn+F7mWMLQ9nyDC7zV2GcKSZkGLeWIj3rPXso7Ni9m3dHyhnrD3opC7OVDMbz2SoMpBl9qeNM81r3fPowlV8YDvCdb5iw/5WlyHz1PuZXHTKLhMA716cg/3lH7H8cQcn2s0AWuQ5wPnKiUx0z2Zu0pWc7X6BBj3ACfplZOgaD1oUvtJVZKuN43DRXY4dMSLbTYweq+qPkqk4DGq6V7XzhrKcZ9QbmWp5ldmW0zhXczNc93OBpnJqUnN5xPgrCE6nhc7qWwPgoxUbODlKZOr7hiNG/4g1oli/9bRl4kOLkYur1/10VpLpaIkd0atVr7EXECoVybKNNZ69HKeYnaQi+ydcf48WIElW+L4uqCohobh0oo9lZBuXJHdiVBx5tmgki8pEpm/q9iJbFHpFOUL/6K/imCg+X4nq4US7AGDwxGCrp5Sj/lrOTDHvBMUuS1SwaxSvzYqFdnIQ6OIeQa/6q7KO953nc4nnrxxRViFLTzLJV8YXKb1xhpYKAmxXjP6ZBdXBEfCPM1LZluch+ZxFjE8zkxZE3sItM0NycFX9N6yx/Z6B/ou4zHoyIy2pTFK9zNF91Klekq1J9JaSyZNa3lSJsi6vP2roL5+me7laEmclt7HbcTPPaadiU72GeoNIu7xlTWAbE6hjsj+oP7ja0Z6a1J5NGtHxRkBxX3T/iGvzG/fTw57DQV8twuOwjyObeP1TLQBoSaGTJfaDEp6CqxqPGINUkmxltWcv3a1mqZEkyU6G1KzIIN79Q91hTkjKY2lDiIxgADBOTI+2AjDe0Coc26O1R4Q54aUoqtP02o3cntyPzJCYT6IpWJxbCmWEGaEdb7xpTRAsnyheyh+UHXidm7D7ulGU9ahx6+vl2w0ZjE624Je8ZpKTq24kgOYAACAASURBVP+2hL+XSVhPHc7vZ2VTP/ijhCLlver20dl9mEJmUMV5HM69ncj6tMSITjQFh5URTipfxcN+N88oVvpP2YZV8+EL6bgIxQcOfMnvqveQ7S5HeMJNKF1iZPmt81iklK6tAjDe+8NTY+QUfGf1al5IH2lWRnDvD03BsXqLkVNwjsXJU1UrYvo87ruLVhus+llhQur/CgDHl69G0bzGdqbvhTsRnTekZC2jC5fx5ZFlnO3KpbM1yHTWLToTi5aywKowXsi5ZYxtkZDapfEwWb4qsn2VTcdo/yoA2v21nFS1iVXODlw/6XuTgVuVFB5yZpDT53qq7Zl4LXYmH5zHg+u/ZbPlDvSk1dxd+Q4ZVpia0/bTlV8BGPo0/pUjoKJ6GV2x2vBt7XfhTuYsu521eaNZecyJlNhS0ZUk9NCuvmv1Hv66/HJSPA180+0k5Fq9RQBadJVTyleyJa0vpbbgOvRfBUDBiH6mdBXXZA1kxbDH6Ve+zfhowimsAmtMp53OYnPuKTz0t8MUuP7KYO18At5jSUOiN0Hi59KskcbJSkvpPxCA0XYiZ2yoLWPBGGsVjycuGVcAUdiz3FHvEXYzjyfGDhj9lrAdsLWQYl8pCverVvaMnoNe9SP6zjeMfrAaAorCByK42ZLan0jesHd4/9tvqbGcghQI0tHUnEL2tzuV57epuBWobYmxFK8+wpld2CCj7H+x7SYh1Km9hqUvIiUdgzLhMwKfNzt5iTHbuCuzH5bTP0b9qA+fKbu4KNDTIGm9YVmEn5X0YDpdJInLVY2NERzEf6p/rNZg9Jsou2pM/0jgiGMHjPcRiBBnkaKkkt0p6V5/7BdjV83OJMIiaNEthlOS2HEKmTSRhE1LlSINlToWq4rqjwqxIzz3HQ5jsxB+1gCD20wIldBQdD3GUdtvVQ2FVFF5W2jTEq+Ckm7Dak/HPflbnJ82nyp4hO6prmKXFAKnvo9VtvPBor5cowZpRQKkb1nW0dvSl4AmoXfW2Rt0Gxa2ZRZ9qvHdhxpVRTK+BglNl9HtseGKYusjKi6c+jG0DcNJtJsuxSJcvWQH8scDkEIqq8LM45At+C/YQNJHwePJm+Q5HGQ/qXoWx8vDuUc9h/UWibkavBoljyB23Jqpf8BiDcT2jyzF1Ef0lcXtQYmgj4nNkUXXTHUxcBDV54IlLawXor0jk9E/kmzgwOh/hws9noxqtF9wPDaMeMH0YiG71ixxJvZuD5cv5MkoAUTxsuiz4HgA+tFTxsbGQq7MbOabhUXK63xaXHm2yHzCUY3uGfcqTy+/E0vIa+6PVdsNhdQLhz3Bgk5nMHHB1QzqeCFiAiut+DvHlr7KwZRXObMuOGpGUqZqZQ9rT1nFhZc5SMrWkF2qkN0y7vOsz6T+q3y8O9PQGy3oPrPx/qCvjlfLt5KqSCaByrBIuehQAU4tNLuszB/Lzuz+3LDtVSP/O8rWoFyw0fi7Z9VP9KnbQ6G9N8nVzxsnyEdy7zDuEzosi+oOcX1WMyH12MYj9K3fi09STCpgLdnnIttSmHg62VKZGmFH3OutZGl9Ab/Nal5zVqhunq1aadqEJFLHEm68QtxAHMn+TwNwe/ZAvu18NvdtmGlUVABwi8WOMmk+zy67jbUNRazxl/OsvpCAVoNPOcKhlDfYVr6eSem9qYg4O42njhXuKOcJFSSfexRb9zqkJBXJGpwNAkdcBjB3z3fx+qGd2HxyXAAOr9pChr/agN/8nLH4LTbuO/Glps3I1KEPoRev5IUjSw0PvFPLluOWHQT0HqzMaRaZjAfA3vV7WV1/hEtk89rwVwCGBCr/1SPgqKqNzPG4GZ83Ep9s496xrzR15B9rdrN98oKmv8eWrcClB/iRLQSstRRmPGqcprxQuiEmTENLAIxXB3HNelw9yecUYjuhDM3lNwS7RRIjZOlXObz0p2pulYeRXONmUNVOnKqnadSdMWoWl/30J7ZlD2RFSgfUv5/ZxGMU4ppih78qcwi1SrOBOB4Aq3w1TKq2scc2nIrUw2iS2zii/K8F4D5PFUIwfL27KMSG0ZhdspbH8syud49W/MCMLLOTsvjCBfUqkpKfCIAbGgu5LKOZpSLCNAhlhPAUPDMkzxbpdS/YJ6dWbuCgpnGMxcbi7FHMGjGD8/Z+Qu+KHYgpWV12Cy+GonieWraM6ZrMDCXA1u+cHLpsqAFAwVJ5oJ055EFlSJ7tmgh5NlH2yDVdIiBGTsEP5oxCdmkoZx/CMvEw2VkySpJKp4GjOKi+g9pvNbWBVewLKLzW7ybcFgu+z4YZG8JwQEExCrb3lHDYafZ+EwBcWHuQq7OaXRnESceY6j9SZt1IltoTi+7CotuRpVn0YC6Hne3ZEeG+EF2fRFPwkvoCrhb+MKFUqbp5oXo1MyP6XNgY48mzPVWykbtzBzVPwbILPY4fTIw2zHe1BSytbxaxDu+E5BjCgo6qe2M2EUKJSejPtQbAw/5aRGSj6KSKqS3kPBVWcxLHWJE7sk2KkHvL5IecQehSgFpbGnOGPowr0EBD5U7qlt3U1JH76o9wfeNeRgZk3t+lcWXPkKJqHAKGjhdND6kAhBQfhCLAjDjyI9Hl9mgqjxUHyQ2RahEi2I8ntCu/WX6cGqkKvc8OhpdfRJaUS9qz53DclcGNYJ/PT+OCbxX6rvTiaNCxu2M97Qp8ot22xNgp+kkncIF8GzO0KwwVgz9YttCOO5imzucNi8wJqmb4OQofwccNfcDmFo0HwDrVx9OlK+L2jyViM6uJTVYoDoj5ZompuUOZGTZEtxWAYWUE4ZbZkleceK0IIBOtnyzsWdPbn9QqAOONJGEyQpgPGNaIfrDQHMEovf58khtPAklrcgi6+EK4cvefOLjzbYMZ8lxIVX9NQzErG4qNBXHuK5tp+K4dDX+P71Mryi5Io5Eq+ZH2uUSjX/h6tEh59P2ylkJ+xQwu9I/gxWNPoMPCJUi3dYEDHnoVFNGndyqjfjuOXcNsuJMlfI4gSAQQT/jKw/Bv3JSX1rCi6BA3RIS5DTslfa7sMtwD8iofJGAp4x3fpbypW9iQ3p9yW3AdGU+iNx4A49VVzBzRZASxCSnyNcREmHqieDV35Q5tfQQ8LRRPI/zC4oCHWtVPhkUxnMejfw/fJ1Av4neMjnp+ZX0Bo5I7saj+YMJnE3WkoGOJOCG1Ps2IE3JiKE7IyvpCRic3g0bBwTWeT3nbERROz6ULN3v6YZPeIk1XeVLTKHQFD/YL/W6K/G6GuDJxZqtc9mkJ746PD0BRdgHAyDqLa9F1TFR+4XieHhEnJN59N3j+zlWBcby/McDO9/NY+1cPT3iLuahOYo/ujttm3gwrh87P4cjZWZBmgxSbYacSzOS8H6po/0kx+1Zt53HpT9i1dIMh9LH9elb6Chhn60QgYrRbVX+Qb2wODsoOVikp7EM2HOaFuv7xjpbV+P2orPMdNtHldnkrKfd7TP0j6r2uoZiBrlyWhkJCSIlGwOhG+iWO6ZERjML5xLvW2sgR/j0hIRWbEb8jMn2i7OSqgFjDSbyvrOeKQC82K0JMCPpFGFRFfcT/wigq0ue7FC7sE4i2IRu//avrE13vqbLMAf0UrnzeSWnHVdw0JcjEVnZcjDZ+Plp5VatNJaKWKkZ9vAaNXprUiRkVfs5fV8rWQdmUN8xk6vEnolfswFrwIZ4jy8FX13TgIOoo2uk1TeNmWaZ3AlJvvIIkJKTG6R8nVjwEmqJjJQRgrB2w7eJEojLxpuDoa9GV+cV8wIgpWEwDQn+6rzSIx6xvYtHSKc14Dq91Py7VTaPFLO8bOQWLcnx70iJOn+DA8oCZEi9+izfdRl4LkxESRR5vCT1J/hoGVW1GGytxYI5M0dnN3L+fh9l46yqd528zHwpE5hemY12Q1ptFdUe4IavZl8am+Rjs38iYlZNh+mM8vexODqZ24o2sbqTkjqVOcaCFj+08lby19n5Gl65idcY4aozoRYlVHdrEB4xaIolyt2kKlpGxxVEM7ufM4sqMni1+jYbzeJw7xAJYBBaMTAfVOp6v2x5z90Opg2gnNN5CKREh9cniNYgdskjiTGKNErTB/cRGal2rqUoOxgo5otYavh7RKTeQyd3ZQYPqPRULmbtN4fBJsc5UAmzRSewYZ4ZUYMMAvD9nFHPKtsbc+0DuQIN6FS+Js+BLXOvY8y1c3y+FKiH1EZHkXefw3EllpmuCOS4iLUUnIfZ+c3bzLliT4d5FOdx9RxF7K05jb0ZPrt3xpmGGiVZYUZLy8U5ayOXbJc7c40XWg+0vYsLslwfwkcXCfklCBL19IHUg3oC/SR0rESH1mZJ1BpUtMol2e7DdCB4MG6LjwVyc152bbuYDxpPojdegYQC2NtqJZ+OSEXylHJ/cnuuSgtouIrVNotfPlPKVbFRS6a37WZbVbEp5vW49Z7l60MnSTJJd3HiITYFC7k4NnruKcn+wWaHm7iH4fjYTMFvbcETGCx7hyqWfo+0BqytoYODi9Wyd0o3Mylgu4hvPpzNwsZdRXzefG39ctZeujjSGOHOa6FjnpvZkYd0Rbs1uNl898VEW/VZ4OffVekON4b6xLxt20HhkhPf63YjX4uTJBcdxNOdeNMnLl41HuL3+K7pzGgFLlcFRfDutNws9RznTdkyrAIz7xYUuthiu9b8VgO7S5VxmUYwThcjUVgAe00nmxQ+cFF4YHS94YcySIjL/fxiAEhz7wxLemq7R8fv+xNOIrsi38PJr6Uw/r6LplW0B4Nx7UyjsrnDXDc3rxydGzOSSXe/z7t7XTfGCrx74AJ93u4iZq+4jyTMKl2coZemvGseT25Pe4KKG14wQrT9kj2aH1vgrAON9WWINKM4Xr44TMb2tABQB/f7woxozDf+7RsCcOVupsbi5+ZJ6bsgaGBeAoq6Cwf3MaWVYQs5+rQFw11Abf5iVylMTgpuZcDqY2pmPev6G6m/HNgFwjyMT68SvDfqaGOHEybSIuee17uUntYifUl9knDWHHF8lxfYcdgdqfgXgvxOArz6Ti+axUP1as1vAvwOASZMKSbumgC3nCHbwqhYBuHyKkz2DrFz7SDAOR0sAvLz3AMTU++wpZQagTilbYZyaHHIeY/AEhYKD7bNezM4+hdeqdrD/3KVMW/MI6d4qxlasNTZs+/mIOks+r7iuiGFE/8sBKNgwMR3qdkLoyCryN3FjtMet3RYnIrHYC7QeMqKlJcK/9DfBUIpTHWOTJ0f5YyWlwis/KFw7NKKmGmhtULDze+3oahzlK4uKZG/eXBzbVWLOXAsXDcVgcO8IWZKWS3B3iGVjagCbTMOGC0gK+SqLE6Dmc4Zw9wkfYAnf5ouxXvAd0q5qhIvQ3zQLyyWdIbrEyXKAwKDHkQKNWLY/i2/KTygbHkA++KXxumd12TBKna5LDDca5hdoG/6DPZYwYHVb84tHPm1rRG7a6JhuqIMLc0ErDtaTJInNum7s1IIxuxOnRI7pDgX+vEXhiqGBpghDba2PZDgjqehRQuORpbDaYO52hSvGQGNZEOS7FIXXNY1JFpnT/PGd6pWV56LesRJ9g3lHHJm3svECtDd2or3zk3FZdO4ORUHlWEYFxHanFhyZKOcsQS/fBoEG1KXN4XY7SBJfWSyMDQSC7fcLHNN14XAWx7co5lpUlyQEoHA4FqcO0akk0GAcxU1O7W58hUs8+zjZEenFprPQs5dTHd1jnhUrjK9r9xrOzCLvhYHDjFbyEMbJlpLgES7wlKD6G4znxPMizWs8yuQIz705jQeMacaherjPZXbtFGfMgg8oyi1SccDNLk8d4yIilAvC6mrfQS4bl8+we8v5YkpwV7rQs8cgwwp30WiCZWS5FzUUc6w1iR4h56fwb/Nq95BucTAupQNXrS1g/sNZvP1NJWcpwXjB1/jKSAo8z2PKJ7RXKlClhiay6l5vlSH/O37EQDY90YXxU8IqCuYWW/fMcciZDoZe92PTD4bivqcvt+jPGrvasGnlivPhzm2zKDq0kFqLHX8Cgu88zz7y5CSG22KdkiLfLqRT5ou2jeiLnZ5y9mle07XIZ0SbhD+SuONstCE6/LDQWAmfBRuE1MolJhaEANlD5YviekhFE1KjHdMTgbBO8zOjYiM+f72JkBqtwn587c9k+RrxWCTWZJidy8OE1LCxeKu7wuQXLN4dDor4SOZYjl28pGkzIswWAoCRZ8Hxyjq9dCMjnblMSDnW9HP4LPjVLx2oFTZ+vr8bT9Wu59n04G5dGM3bVzzORmkVgxiArCcZCgx96c9hdOZoAc7MO9nYjETbBMXzW8fb+XRqCjMnmzcdImL66zXr+KsWPAs2BjV/Z7pWDSZPvsfgF4qz4M1pzcbryILfUf5DUKAyvTn2SLx612heHi3faBIjMAipmjehQEGLZhjxkv9GACqaTvvy15vayK8U0+BYhWr/G3+s2cNKT2kTG6Y1ALZ7fRP18/Jp+C7PsJv9swC8+DaZKVOSKLp8BOWa2wRAUWBh8rjENoQ56aOw+3qQU3MLvRjCTknBono40u4kPpmagqNR5+w365vqWNrRwpz3MplzauzUHAbgy9I8SFqN277V0C28Xh7MKs1rKC9Em6z+HwBQMsLpRadL0rvHVUaIHgGFQtXEpObpVoyA3zTsiRkBBaFgqfcI82r2MNTVnmOtqcz3HuSe5CFN0hwtjYCPVWxADXixyRbOSg1O+V/UHYj5wo4tfYWP067Ai4dUtRNnNcwmW19AJg/iQWdtSJ00EQCF//Fprq44cwKc+dejfHZ6J/7esDsGgEJeY4PXPOLMrz3MOFf7mBHwlaxFPPWRwtHTgjHbBACfrF3HZGdzJIFO/vG0c59MStZc8stncTj3tmCMOnSG6QHOS+2BJ93C/K/6M3ncZsY4OxKwStw/P5tHLq4gozRWQEgA8L2adYyxjuJS//M4tEx+cEznPd8HPJ85Fp9kRQhrilSledjqN9fni4Y9dJJT2jwCnhehaLGs/hAVuhrTPxWamx3+Mr6oCQYOkmRcuh61t5VQuCjqJCTeFCyu/b0hOJc3J52VdYd4Ms+sCycCroy1HcOyxsOIkFTtlCQDkEIbJlIjOh4IxUnI45Vr8PiDzjBjQmyYfMXFiCjhnfeqVO4KzOCPydcwzHM1A9XxDNTGUy9JfKeqpOcFibLxABhdn5vWHeX3o/LRAxLzaw+apmAx/Y+PkrxYUV/EcGcuF6c1A0tOCpD/9Qpu7GdtouQLyQux/DghpPGcrHlF1GVuaBBK/jIlmbMNFwGRxOgrlFPGh2IQL1s5io9P+poydwp3rBzLOS83Mvzb+Er/Vf5aLq3aZOTzE2sosG7iG9ss8pRkhtib9aXF73dWL2Wc3awBs8RzmE6yWSM6Xv8IG+yjVasYYw+GzBBpi7uEatXNS3nmo81pNcvob8tlZUhRwwBgUCKxOcm42gzA6AIZTkmFC3kyxLsL/y4AOCftxFZFyhMB8OnaFVQ1BPUBw3zAePcKD//PfJsozpxNu8r7OJL7O76v3cJtnhrODPhNU/CaukPcmJtY+y5lyhHsQ6rYc393Hi9ZEQPA6ChA9xevZbAzuxmAss6xi5by+DUqheuaVfIFAMUa8Im0IJPcCJ4oW/FaXIw8d5VhvxP+wSOKVvKnw3Nx11fxUogFvmuUhc8vhS+uW06dM4WfpFgtxHC7CD7gVVUbWG9N53jdz4rM5iig0W0nAPhC+lgzITWOSHkiAM6sXWoSpk/klCQAeH/qSB4uCvo+/08BMNNfzbCqLdRKY/k67w0U5RGS/PW8VrMJSyDAXndFEwCr3SVcUhc0V1Ta0lmX3kwxDzeyZNfo8O0yto0b+Q8BsP2Hawyvud/cc8iQUJuWG2TaRANwSPV2XJqbCnsWl57yIQ+vfZStOYNZmzeKvY4MdHsGyEFD5DH1hzn67LusHv49a1yjDT+PREkAcHfFOmZarPyQk1hhKzwC/kcBMHpUTFjLOD/E5f4lCsLiUUFr2eBpCEc6Ekf+njBhAt9//z3PWywUKQrXqSpDztuM21eJJIgBoc7Tq3ai7/vU8DLDU8PPenAxP0vT+LNwwI6TBEHhkStU9u+MKmMckUdJcooQS+iajxsfl+k9VOLOSXFEKg2CowLuoM1PTIaPWizcrKoI4UtD8DIU0DnaBikfN4WZjU/SuVxY6nScBIWDPKxmk3Yt83Sd3b8kOE64zvH6xy4s+MKfNr7QZtOHKoHdiaGj3VoSJCcjpnmoOUMjoHkNIeNAjoqMnihjR5QPhVicCwDKstm2V+/QsQg11IikOmQsXkGfD14UGxhV15GiIm0aEdPtoHjj2wufeeBeDtXXIykKV7/8Mu8Bz124E/XjvkZH6jYbloCKlDUAucuFkDsM3Z7OyIptvLz8Rbbqb7JI+5Ql+ld4qMYtCVN2MLXvInHfuxp3nWzWA6iXrVhC1ClRbiNiOg4kSaP3ED+Pvitz2cBgxaJDlga962WSvEENLLGGSg61l9b/Lvz2dOzrHws+q/jx+oPv1i0O5Au3cMwX5/NY4C1uVE80AgJdJd3PefI4apmMUAK8TddZHAKhDUGui1W0EPkJ53ivrhrvjtc/mk0y+kb2mz++oK53UHMhGGdTNwYIxdOyPVe80+3wGwBsPr9RXLociB2BhOSWPcIjXui66bpGqsV8JiVsdNHxguMRUoWx8pk6s7NR0AGm2fIvVLCErVBsNMKSbUFgBnlps9Lix9foPnk88kfPkuXzseW3v2UHMp9tslJs741z7VSj82xRH0pN+wnY+t/P21/pTLdcZghCniidwTF0pi/BdZXQghEH8JE2wTAwK1QPr1XvNP4UjjpCgcCuW8hqL/HKQjc3DAtSuoRKqQCYK8LYG3bWeSJtWEzEdI/i5NETnm4KhvNg0UKS7TZD16bq3K2kr70LuXAhbwa2c4cyhBy1Dw/q7zFbGcKHAZWDsoWrxAlGCCKiPdsSMb1UbeTNhm2mAUL8IUWpzApjfaMeMLAhFMnEmlwAvEH3tSli+vSaZUaPhyM1BfUB4+g5/zMR0+MBMKZmcS4YjGhfEQOSc7g2qVkZQeyCn6hdkRCAIqvTP5mJPC64zqmRJHaMHUv1dc/gmjETb02z3Uz8Xu7MYfawaeR8OpbXWMmRnDv4XdF3zLF8jl1u4FSuQwgSbU7rR4k9m8z7dqHWKNT83hyAMVyFMB1rUHIHpm0spuSGofj2BKfGgkAdX3oKuDO5ebMQXANuIR4AxTMPnPgC9254kix3WRMb+7mhD5HbWMKVP75r+AUnuU/H4euN3deT26WhnJvejWWevVyf0qwrI05C5tSuahMA29I/4h4RsHqRp4CJtq4mPuC02qVtAuCMmmUGB/Oh8CbkfwGAsmJhxCtTKblgEj2i1j8f22yc8t777Hn9b1TvPYyQPLtv7Euc9v2lbKk9xMzUG0hyn8hn3nlMlC/lDvlsVuOjypredEIgp/rJn7uaIxPjhzYIA/CjzVaKPsxD/ksza7wtAFxetpqnbUmUOjtQ4OpAQepxfNrjUu7ZMMsA4Ogxr7Ezqx/3r59Jur+WkVWb0HCwmwU8qP6OauUnA4ALvQe4Nbl5p/srANv6WYXu+0dHwK5P/Iac224i3Wd2UGqw29mnqhxNTmZ916688dk8Hvwe6l99kap9X3KVuwCSeyDVfYxKgCu1AShKErMiwk6Eq9Bx4RJ6jQS50awbI34XAJzwdCX5HRR+ur6vmRHdhhGwu6BBOXIZ4C0zQF9iz2kKhnO/vxpO/hNPLw9qwIgkzDYi5lyxI5cJtQfItyb/3wDgAW8tU3ObzRVBcaL1cdeA0f4fouESLYbDDRsGYP/kHK6JiPoopuAna1fGTMHhxX2B/QBJgwfT/bRTGTtiBMKcenhPEYc37eY23znc+NH1xiteGHI/zkAjN219hUX1R5nTuIciezYZ3jQGBHbhkK0oiisGgOI96cOLSL75MP3PcrMiYwi11uSm+qztv5kzZ9XwzOg8Yij5gTq+8BRwR3Kzr4bYqD1Tt7VpCv5j6SrmK+2otLZnU/oxaJKHP/S7ifYNRSzqeDrPLb3N9CmPqNpsTMOrM4c0U/JDI+DNyc3ntmIEfK52dcwUHG63Nyo2Gyr5L4R8dVrrn8gpeILtOF4q38Ct2YMRPiGP1S6LmYKbtyrNxX+iZrl5CnaBHm/3HL0G/Lq2AOGHG611d1lGD453NouHh31CPC6zNrDYbjyfbqa6Rw+QBgC9RSghx+vI36909WOgrZ3pkVl16yhX3cauWSgvJOs6y/0iBgcsyDnR8IP4oNdVpHmrDYbMqvyxTFvzsJHH4oZCptTvYbikcz02wpKQV6X1YHBUOK2XqtZQrjXwx20WKvvO5HX5c2qkQu7I6oclv552f17LBX0C9Hd0iAGgEDN/pGZ9zFwwxdmFMfa8pk2IcB4vl4pJ0dOw46TcBbPGFzFpxbUMVtpRr5jbM5xh2CtuSkYP3qnfFNM/Zzi7MS7ihEI892rZZor89U27cwE8q2ThsfajWg1YLY7snqhdabxeADkMWpsuMTvDLMciHMEKVXNQR/HM3amjmFW82shDSgTA8RHK7OLG0oCHOjVAV3vLCvBLGg4ZZpjhUc8v0csZL5lV1KN7RXiIGdSjqGcTzeRL9ELGS0FncmEaWN5wmHXKQI4wlzqpmH3KQvY4tjL/pCepsUmM+XpiU1aFAQ8l/kYusTnZZXEiyi12/vHibazzH2K4tSPX/cVC9fvjaJx3JlnkkUo2KY71dPH8ltW6zr2kkGe1kxXSeE5U7sjrwhSysvEItzpuJV0byEprUM3rt74PGaaP42MZLtbgVnt7kyN5OA9R7iyLk06OFI7otfSRzELh8cognMOHJ+VxwFfDQX+N0d7rG4oZmpSXwGATm4sw36xuPGo8K9p+s/8IQ61mFtAa/RAjJXPEAXFtgNTeUCdrEYDRr/xnHdP5pyL+JOjKOMbTRICWegAAH1ZJREFUUY4zucB/Iy9qUzlJOp/h0qm07/x7Lv4mJCYZ0NA+3w9fHIZCL1p5TauRgMLG4A75LuZ8buHSkXUk2SXeV38G+3S+cH/EI7LMaNVChS6crls23MarjRDInKts4/xAT26XZ9NR6sla/QKekGXDWfyVBIbycF6/JGK6CMcb7dAf71pbPqDwPfFIu/GiqItr3uaA6YlHwESO6a1pwxh8wDjaMEJTeU7aiH9IGyZyuok8Cxbnyy+lm22DU6uX84lvW4j/JhxsXqW+/UN0KptHu4DOvE4nsf4MB8tOtVCVLUOWHS1EBuq53sfw7zx02BUgtVLDFhIBiqRjnbX6R46cchJJzitIrk2jmucYX7Gabam9mdlYFTMFi7K3pg1jjAToJJVOR05eRWrDRI7k3GVcm1W1lBJ3IGGE+nDb7AtUsciznxvaELA6WlNH5PFQ4XJm5Y9pVZwoHiiFrXFW5TJTXDhxFnxUqeLpqMDlD1Yv4q7Uka1Pwf+tABSg/CSwnKqUj8iovwSPdTeVae/T37KOew7X8Zv2Qef41Y0iYnoxwmlcJOEz8uMomwHOwq4KtZky/tBaVNpfi/rZfu75Uuf4q7Jw9bDju28GpUmPm/rj3cqfmwAozneteoAjjjymVO00nQVHd6IIsiiCbYsIm/uldziUM63pFlEfGv/HAfhLhtq23tsoptyoJOJcRCahNx2wxJ7C3Jd6Ally7PPGBieCDfNIzSrqdLPp5a0A/CBncVFgGcXSQW6znm6EZpU/PRP99V3o3xxtKoIka1gd8alMkeXUe2ZwSsc0nv3mCN5UC6UnD+Us5T3DR0U+/DnSkXlIjUUg+IEh7eOtPoV7FZVnAhZ6awGy5GYyQky7qG5GVm1GSGlMtsKu+CdnbW36Vu9zNcb3GGsUSxpTxUNhmaJyfCRrMDkRSvyJRsAjwpk9qi7GpiXi5E3C5dJpNANDrAcmpx/HKFezp35bI6YnkmcTdYim5IvYvNcnD6aL0hxK9Ed/Get9hVwVcRKSaAqObmmr5kcEfmlQknCoKotCIWNfKt+OnKNQ8MVInju3xngsER8wXu8JY7CA6U9KsIPGTF7Ob7e/Qaqvhg3tRrCp3XBqbanUWlMMfpGYOq/76S3u3PEyX7tGMN23CXuAJjZMvHeIafygswMHXOaFvJguxXotUnfmg8addFcyGRbiE4r89gaqmO/Zzy3/4BQcr0x3lCynkzWFqRFilLt9NSxsPMot6X2aHkkEwH2+qoRLh2ZK/v8QAEWLCCOtSJEi4wYACVCw/XSePbnMOGD/pQBslCWePr8rzn2pFNf15Z3jbzZoU5FpdvUqhtnzOdl1HI+d8DTjCuxctq0SSU01wjKI1FEZaQRNLLNl0pBALyYyz18BGGqN/4YRUBQ1OdCAjGbSTw4DcP9V7RgwojdXP1rziwHo/fIMulXYuWVa0OFTOHgLnZV4AKwc8DCHUzry3PwkNjtf41nP+6T7U3hT2kBXzqPaXkWur6JFf4xwvv9nATgp/TiOtzcLE27zlHPYV4su6YZXXFinOXroFlPw0yUreDDE4I38Xdi8ZpSu5NL0PvSxZzG7bgWXu/rT0ZLadNvuQAVb/SVc6Gwe4sM/TitZbqwBH4wIDxtv6oi+9k7lz1gljb1yNbbNFzFt/BF2eqpY2lDELVmx74l+/olLqlEndebyiw7QLaSe/2mfa8nx1jBu32dNt79at4G8vFP5eegsHll6KzY1j8yaW7nVMp4/BjZT5vobI7xPk6F6+Fv6wBjJuHh1ERrcYgqObO8vPLvpoqQzUGm2+R1Qa1jqPcTVrmbSQ0mgkVcrNnJd5gA6WZvbWOQpFKpaS9PK19HRmsL1aaGA3MA+fx3L3cVcHXJvFXmIEEAvVa/mnvRmabs/Vu1ATMGJcCL6UqS4a0AntiYBwXAhwyLjvmhtBEesQ5PLo0aR/ONXVdiEQrzL5hukYHAev1mlzIjEE51UcV8bTG4SwdjBgtglbzobbcpiONBgrNUiI6aL/KND9ujHZ6F+eCqBfnPNr7dnokxeROCTZkq/PS0PdeJiLF/2NhQPRNE+COxig7yIZDWDh9RLjVIMkyTW67FBboKkM/OmKp59ThJCqKLZI/dvIh6OCD4f1W72ODJ7FgTduKUwUKGqCoO6oLGZCB7BqCZEycgJO6DHZ2490bpCtbulFBeA4gFh4RZxYCOTXVg7I5IY7b7yH2Citdna/fe6/bg0nYlpLesIimwW+/czyNoeR8gxXYyw271lnJ9iflacOS/27mOs3exs/oNnHxOdwXsFkfXL2t2ckXKccaIRmUQ/eUORhxo7O1j3ek8GTFiPULAfmRQcRT6r2WVw3IQq3piQvLA/SeaHJUOx9vqQM9N6MKthPz8aErZJ7Lem8/XELzl9/sUcbCxiu68K5eKd9FtyA8c0HuHuxqMcowcoYSrF0iXMdV3aVCSvrrGwrohTkvOMjdmC+oOclNyRpfWlnJdm3oR8W3OAiWnmeouMhMqoSH+v20emxckoVz6OUOT58IvEjLO4roixyWbH8sV1h4w8t3vKjLPgKQn6aouvyojl3CnqGNAhWXBrAb6p28dZqV0Nyusizx5OspvD7H5bVxhTn3DZRHsnHAHFD4n8giM7VrBxH6hZwbNpzTSlX6IP+FTtSm5MHkxGSIzyFyukRkVMf6R4adNOVcQJ+SHbHD4iXHbh4H3LCftYVH+4SVFUlFuQYJMlmUfyxhrG6XsX5nDz1Gre/fu3PJV/iuEmuTepM10aD7EgZyzbswfwfedJpM+/iJ/Onk/Wz3/h3KOL6ePIpKP7KMe6i4w16fe5QXfMcBJkhKdLtzAzz0xIfadiNy/km8scz2gcmVdrAavnlG7isTxzxPRwnq1GTK/bT57iYoyz5XCtQYHKZYbgUWS6q3BVTH3Cv7e4C/5vBaCQZxM6KztSeyKMu0LPLl76y7RUvAdqUF/6MSEAZ87NpO9qH+e/WN9ECh1bsQZVHcbarHaocjWarHLP2FdJL1pBlTWJAcvvYZgr1wCgYKuMrlzP+oyBBnXqVwCae+J/FoDPJB9Db88HVLi24nZsMYCiykFZs3BqTJGYNjeDniOWxwVgzzlnUdBX4d5rg+KOYXk2Rc2mfcU0ApYaQ05D0i3cdxpcue9xdu6dS401l85J+QYAW0q/joDB48nmKdgXexpwaXLPuMoI0VPwfdXLudDVo+nyR9U/4QponJNt3l2KM2JB5YlMq72HmZoyok1T8JOVyzjR2ez4LPJZ3HiA85OD7/HqAcPbfnRSJ+5wz2e97X2y/YPJ1NuRRja9GIVMHQddHfg5uSv3/JBD95HLudEVlAIOT8Hy0Cx8747j4rHNIkCfV//I+elBPt/59Z/xefIURDRIm9qOKe6H6MBEinQQJ3cfp/ZvEwBnlmxkXHK+4VexvOEIQ5x5bHZXcHG6mfb/efUeLkyPFXoa5gpS01qbgmeXbGRyWlAEKZw+r97FOek9WVx/iOJAg7HcEj4t4sOITD95qxmRlNvmKfhEu7mcC+qOxNQnoOvYJYkPq8MKXsIQHYgCoCJzia2b6SQk0Rf9UWNwMRlOgqLj8mkMTDd72a/xHf3/2rsS6CiqdP313p2kl6yQBMJmwCBLEBUQRcZRwUFhzgyM8jg8BHEXN0TAjVFUFFDcF5zHUwdk0CPjhoLDIiIS1hCWyJaQhZDO0p3e0nt1v/PfTqerqqvTzTCPd8487jmcw+lU1a1b9df97/3/7/8+9FcJZ4bTARsWGEYhK9kaMBTEC5bt6MsTEKT+iKmKwjLUaKNCEmK0b1odKMdqzVxYlceRwfXGTM9KDMFQBnfP9VmwI3sEdl8tx7ZZeiyYHcmMMAPM0yO4/RZcPTwmGE1/IzWoUAfB4HWh2ZBzRrwWeAofKffjTcUUfMBVsi3B2JAGfzD1x0BtDB8p9dzoRf+5aR/6qQ3sxRPjfKEqgzFo6UUbqAPuJlzVYWzRa1X77bhe31PAET0/QWjqK3s16KXz2z53A0rTChn0zcH52ERT5m5Cf02MQ5uOJwjebzMKcU16KmvA7SiSCdkWaFMn3hDSeAZrs5nWDDXpXXCaMmUDFD/gRJuQR22bsUKEjFjs2IkHMi5PyQCXNf+MZ0U0D/y+oxS9FNpZbpiM7tYFOJu9CD1aXsVC3Qis9fmhCwXxQ8eGoCroxLs7+nayTT3cvBXKo7dh7uw2FFRJc/SRHp1fZkBhy1IQn45Vvxrtul1YaynHMZ8Fl2jzMTyte0oG+LL1IF7Iia+KEz/PqPws/3cphtREBij1AUhtQh47uwuvFowUoGG+sFczdv/UDDB+EyLZd+MuPJpLrLARUGtCAyQERqrt3mEKvF8eC8hJFaYTtkCsSScuUk7UH6vjjiqHJ7mpQVQg7ZVhuWIfQsjAIm4GjqvLmOh3RySGXYFCB5rvJ+CVNw8Bm+rx/mc34tiWM4zgUarRPHtYqWSAzePYjorwKTzDzRAcqgEJ4pAuu3SRe+xgYjOVINyU6JgI472iqKoKahYxpDqWf6ZJxRaJjkVMRkC67hHcc/J+UiXxpPGQUnxUyT2hARp9JF8X3yjeRtocJD1FTSEHHrxche9qvTjZEokT+jkf1CJUsEPjg8GngY3zdZ7rUvuRFlBHtZ8TPktyIAHOx14DpfrFtcn8E3fLODTJlMgLcxg0pWMd56xGuPYbhBp+gs7bCrWvjblUeV4auC/HYs3ETQxcPsMiHZyl/u2cD2UqNb4PcRgnU+CGIKBWCJ9QMETuOvKP32jMVOvcWXwOGZwyOZMPS9a8HIkaujufGR0fIHSPjFTlu2aUiN539F1F+/Jz4bh7d3AKGBTC+7FzYahkQJp4QKKbZu9H4YOai+32SaSRasHFfdN4NHIOxCkYmwE9oqoQnbQLtgQ9+Dl4CtuszXgm72rMu70SXr8Cn35ditsnVGBXeS/UnDUyQOprfcbC54vBe8gFP6EfiZeby/B7YzHTH3vHdQBzGD2bUMWI6Mv4jYriV7XuhyWUnJyo3LIVj4U1sMlVuGnSLjyx/S6sUnjhzZ+AtpzLoc8ogksVKStQcj4EFy9B+dBvsFE/Di5ZC7KU8WTQUb3gOcZi3OltxPbskSA39niekOznS/tJjEovjHPBD5/dgkylDg92qIzTcuFD+zHmgpM1csE0Y0R5Zej47xy1GKjLYmtAfmsVuRhKxa20HMT9WcMwQBNbl0rFFskFL8wrFbjgF5v3okidjkc7xHyifVlEsDoqGnvHvlcQB0xETrSwcRdmZpXgXct+ngGKMHWUepmq7S/YBRMY4VvbKSy5MYwNp8K4Mk8FWyCIqYNkqDk0GBN/Wwm/XwmNJogfTgdQv28UfP6YAdLX8KpzNysi0svVbAOhlMkwXy8sVDoSaMXH7l9hpHxTRyMnQAwMfrcvKTvWM7bNeCqcgbcUITRP2AvTD2OhC3qQFUxnFL1RWNNhTyvWAJjYax2mHAnAK7NBF85hL0Aua0WO6g9o1Oaxf1bOF0dORBrCqyxClSfyGaQEyW81ASdWtB1mDIxZHRg6SlDReJankNMmAyR3lasUfqTz8iIKT9FGcKyV7eUwMp7qSKPlgI3z4t605AbYHPTgQ2tkZxptrUEPeqpVeCwnFsg+5bPiE2sFDDwPR++nTe4RcEImMsDnzXtZxsnCRSaZhKm4eER0E2p8Nmy63wrd8nbUTC9ATo6DDdKoAQIBBU6fyUSfnlaYlrvQ+ogRH34m/MLFeECpr58MsMxvxuz0WBkjufznHbtTMsD5ts2dMPAqYzHWlvwnni57BmKK3sM+Oz66aTWe3fU8LjvzFKNxo5lpT3MfzJTfhULl75DOeRg+b482P84Ak81c0b8zA7RWIEcm65zFWjkvaBOSqgGSC06mQyeFB6wNOPC6a09KBig1nkSC1dtdNbizYzan82h58nLbjpQNkCRyKWlwzgZY67NhwmAP5v3GzfLTzTYdZm9y4e0x2fD6lDhWlYdJN1TihyoOY3tq8PXWEpxtjsleXWgDJLogUkon2BTfAKO/FxxYirnOWvRoeQ3mrJfAhZQoaFsIc+4c3NjyEyM8J3cbdcHJOKKlXuK/owH+PKkKd2yMTS4XzgD9bdg2x4o6exhNtUVQqYJ45+RZDLGNhkIRwvhrT2DTz8XYof0J80t644zZiOr6WOzvQhsgGcRbw+biSnMZjlW+3+mC3x36CEjwz7jtbjyRMwQI9UaO7QEoQkY8FBqNed2FXIEXDVDogl2LXDBdq0LvCZG43wUxwDPqejw47ixOWxS47hI/1n03GKWXncFVf7Ngcf417EZUKg5jR1ShpG8rgkE56s5mYt+RAphbI7PghTDA1W1b8ElAhUZdHg7rL4VLpceSqxah+NtxzAD/dMVi/KPXePxx613YYT+Fr+WRIPxJbMBJ/Qa8ZP8vPN1duC79/2yAY2Z3x6T9JVA2KfBrQw0M6zKwcUYdpl1/GTylfniG+ZA+R48V+AVPF4xhx1Hrag0Y54LTRDUhYldC0YZVE7WY8VWItJBRPUcJnQr44+ccdtTFQgFpKmBkoQxf36bAiFVeHG0JYVQPOU5Zw2hx03EpyA2lurhKcNx0eRijZcAIWRiLORnWh2XwTz0M9bphCOt7IzD+c/b/aCtXhnAqLEMtSbZyMvjVCgSVwjiKIiBjcC9+U8nkuEolzBxI3ZKXqb1Hsi38xmB2ohogrZeDPAlZ53k+nnM+fehzRhx52YHRq7JRcHNkg+OuC8LXxiGtUIlwKIyfpzfDUuGFSqOF354sBkpXoJRf5Hkm3ITEGSGU+OtEFW67lFUJwrjCA/fjadAui4VwbrlEgW9PcWh7RAejRoby5hCG/3dkhjlvxXSo4RGBKKWC27o0YL8/Ew3oj6nBOrSiEfLiqZD1ugWy3CsQ/HwoKPWoYArjKsyW+zFJJsNNXBcxOQk2VEj9ds6vV3jC+RSMn0thOhKx1UokH3qOT0P9Rjd6T0rH+C/zwXnCaG8Mwt3IIa1AgfRCJf6irULBcA0a9gnRsFLjiVNMl6qKo8ciVRfcGLbhw4kcehW0wdmuRs2ZLJT0a8Y320qgVEQsf737IGYNUcFdU4JRl9fio/WRcEEywT86JiEeMBTEsuY9eLa7ECvHT+9FU3FklJ8FKhCSO5nYC6FWAnJg7s1WvLHzHgTCcsb5R2EY0td9tKMumHZ8pJb5vEQpgVgQh+6V/9v5KKYTHUlUrHC1pRJLCoQUcKniASdnDogrTE/0PUQL+vl4QCmScspEmF+wwDXODXAyhJVhFDycC9s0Bxzj3fjmdw24dXMhVAdV8A/2I/fNTOQuN3V2K3XvcYrp52KA1T4HHirOQ4/uTowsrQXHyfHx3y/HrMn78Pbqq3H9yCoMLG7CU9v8WDRahw/+Fqs7uJAG+JZ+KvLaHsPZnIXsYXS3PoVB3K2o1+UxMOnOrCvxS8Bz0QAtBxgimkI8kgZIpahnaqCpVEPhkCPQO4icFUaY1ugZgMK8swlF5VmwZ3jhH+1H3kYD8ufG+H/+Vwxw630WvLd2BAYPMGP0sFr4gwpkpPkRDsvgaNdApfEi91U3KqcX4KstMUjWhTRAAj2Q5i3JUxldE5HmGw6baT6us5ShQdsdhw2XXpwBTWPR1Qzo7xfA2ddakf9kNmq+MKPH3bkwv2RFv2siKCcywBWte3GfrxgZm3WoMlkx8sl+aFjZgt635EPeLmPZIvGMntIMSIl6tUQxyyBtNr6b4UUwIMehE/no2c2GvkVWrFx3FYv/FeXb8PaBANKUctg8YTz7Yyy3SjlcMWdgld+Bt1vjxfcezx2KQlWMjozqD6Rc8J8dOzpzitF5Xwk5XjeMgcE1O8Ii7xuOncaZeLf1MKv34Cf5CG6eqgsWuzPahEQDyVEXPK/bKCxzVsR5vgX6UuSTmqRE47vgDbZqFnMUN/FLbOHasdwZoTfjt77KTNzDK0xP5IIfadvWqZAUPYbGQzouUfq9unVmpC/U48WKXfiP433QdtQHbY4C60fXY75+JLwcxwzwAWt/ZmwNdS5cN6UErQ/ZENaGkbs0E8ub94LSt/xGOfEF3UbwAtESorCEWPi9SCnpC3sVanxO0Baa30YMrcPuiiLcP60M7386AnMatkCmTMPredL1GPxzFzfvxwNZg5CljCSxI2vAZgzV5mNWVgQoSi2RAfKvFV0DvklSWf4WcNCjSvYJqnPfYMY3wdAbvXgqlmXtZuxsN3eO51zXgPy+owY42NgDI9R5GMzDPUpR9PLP5RvgZSJeQjpOEo7lPop+yiwMV+fHEVTyKXoTGWDUGyWrCfkydAKXVKuQVqeGbq8WtmlOhIekY3tdPeOI/vGuU7iptBdsY9tB+XqTU4u+Y4U40ET30KVY4bkYIHUw8fpfWdaDGl34/9IAZ2UOxBPOk6zkcrepFG1q00UDFFlBqgb4hec4BjZqIFNENiCyENV+AgFHCGqNApyOAykN0maFdscKnQwlPYTo63/aAG81FbHi8Wjb6KjHGb8Ls3NiRcpSF3+uaSczwGezE0tgRc97q/UopmcWw9Qh/bDBUc1mwBJNHv5k6tt5eYL2fGg5hDm5ia9Js+TSlt2YZhqIu901aFYZcCQjAm9fbT2B32T0QKE65gYPuluxz9OC2dmR8dB90y74kZx4adLnLOVY1MV41ttPsBLHAYZ8DFNlY4AyFh+s59rxD18DZvHKFvjPjVwuBW3vyByMXupY8Xj0mFeayjG/m3DcG7wn0UthwiBVLrvvfFUGbjAUYae/HtPThiR6552/L2vaiXndRjNYPG1CFnWTLt763luNnGINrqwvhHWJDYE7fOBmatB6rx1ZuzLgvNGNrGI1/C8o8eOeWkyvEAIkuroRum9qkoLViUCQcigYNChpSzFGJocOIUb7ww/yKiCHEiHEYkoRQGp8HDDpfXQcQLwswQ6oaPQcJZQsEkiqmklbiuOBRgOGfOXHFOVyQE1V2yn0I3Ejku9CHSne53g4URYHVAES5T1xV001JkuApIH3GHH0LTuySzWYUt4ToWCY/VOo5PDbOWhMcnygrIIhWw6HLYywhOZMV89X0gCJo1ivEBZ3+0IhVluglMtZ8YqxY9Zy82HGHT3RTD3FICwgoj8RDOkz26+4Wd+X1T9scDQw0CK/RUVc0nhF8PRbkLB7Hbo8GR33RhuVgdoYs1aigf7kMjMxGSpc0nfcNxVt+0NhaBTCYnup8dB9c2E3K8I2iEos+X1uDzahKeQVAHnp3ul8RTgsqI+QBSK81vyWp9ThSp7Xob/93VbDAKlEZxJt5cFGmENOBnKNNurDT3jJkEihKuSHij4CXgtxYdya0bUno8PXuSsxpbwI1ko/dt7XgqnVvRiqfE1hDbIKNBj3S3c0bfWiYrENBePVcJyWoWlTZONJRAC+YABT02Nref49rLVFlN0lDZD+MF7fD4N43DD0Gz2uTa7TOOptYRgxGvQ7liOYaopVxNMxn7adxGuiAms6P04x3bIfY7UFyJALc1K5CiH2jTYYa6xH4EIAWpkSD3RAgd5uPYRXJPoRGyKl0VZaK3DcZ8XcDmxbQ8CJvW4zJhljlVwErPzIehyTee6frrW67SSDqydDw/yl/QjjNSxSxBBAdP4n1sPsg7szM+IebSEfPrafwMOZQqXLV62H4vR1aRMiBceqDwpLTaU+vqagC1+4KnGttjdz09H2mfOIpKK9+BqPt25mQNrxaTz52aIwMjJVCCzyIGNyZKlhDXmxznEI95lioIV19mM4o3DHMdhG+/iXKaY/ad6DpfkxdR4ywLlnf0nZAOeYBiErCam3g/NjafMeOMNeASBVaoco9SLoNzEesNpnw1ZXHWZnx9ZM/Hpd/nWowj9VAxyh7o7BKiEZu5iiNxEeUCrjksgAE42T/3tUMX2mXgRI5TFKdHUdMsCeSgMe5hkWHU8hmqz3jMj4MTJRNHHteL1tVzweUOm8aIDRB3zRAHmQ/PM0QLHRXjTAFKaDiwb4b2qAC8y7BWtAsoU1EmtAWoft8zbjU9uvuCa9EH3VJqx31WBu5pCUXPArTbvhAQe1TIHbTZGF7dq2k3FrQFpnHg62CEySluAVrhZBTUgiF/xi04GU1oDeMIdjXqugn22+etyQXpSSC37JWo5peiGb1CeOk5JrQJ/SjemZsRIF6nS4Kr5YXPwdkgt+z74HY0RrwHUSa0BPOIDjQYvgEmscR9BDEe+CE82Ak42xNe1G52k0y71xLpjCZbQW/2tbJAOWcBOSiB3rU1slI6iM1ijQAl3cSK6qWFRlT+ubYdoclHvM6KM2MUqxA94W0BqQGAK6arQ2W2Iugw9htvMbqo3QUgzWZYHSg4L1mm1z3Ms5FrSiWygdpzwxzmIpA6TrSI2nm1KLb53HBZsQWpuViqrSKr0WjDEU4EaR0I54DUjjWWTZj6GiHe8lKgOu1gnVoFhVnNqNK3gMVTWcHeO0fQUc0VLPjxTTV1jLMECbKdi9FymNGKUT0sAtsG3BUJWw73K/GT3kBjxkFLJrifuiAqPlbTtRootlQU74rXAGfHgjT6ieRLngPmojDnqbuzbAFLzauR2SCFNHuc84lkrhpSk/STiyVEgVpTCCMsr0BTsJ7NnFI/lueSfP3rkNhuKS8QXjark2Em8MJSvkPr/CdFYwSGSUybo5h0FJicqQSDhFigJJuCyJCZ8Ayu4UOC/j8YASueBzuO/UD71ogLxnddEAo8wI/wPvUC4ARg5GTAAAAABJRU5ErkJggg==</thumbnail><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="flat" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="2"><item><costume name="Untitled(2)" center-x="240" center-y="180" image="data:image/png;base64,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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite(2)" idx="2" x="-169.0000000000001" y="132.00000000000003" heading="315" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="252,51,255,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="14"><block s="doSetVar"><l>angle</l><l>120</l></block><block s="doChangeVar"><l>angle</l><l>5</l></block></script><script x="41" y="100"><block s="receiveGo"></block><block s="doWait"><l>0</l></block><block s="setHeading"><l>90</l></block><block s="setEffect"><l><option>ghost</option></l><l>1000</l></block><block s="gotoXY"><l>-204</l><l>132</l></block><block s="setColor"><color>252,51,255,1</color></block><block s="setSize"><l>1</l></block><block s="doForever"><script><custom-block s="Draw nested triangle, size: %s"><l>35</l></custom-block><block s="turnLeft"><l>15</l></block><block s="up"></block></script></block></script></scripts></sprite><sprite name="Sprite(3)" idx="3" x="186.07768621834222" y="120.53172864457281" heading="35" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="240,0,18,1" pen="tip" id="44"><costumes><list struct="atomic" id="45"></list></costumes><sounds><list struct="atomic" id="46"></list></sounds><blocks></blocks><variables></variables><scripts><script x="91" y="89"><block s="receiveGo"></block><block s="doWait"><l>0</l></block><block s="setHeading"><l>170</l></block><block s="setEffect"><l><option>ghost</option></l><l>1000</l></block><block s="gotoXY"><l>180</l><l>155</l></block><block s="setColor"><color>240,0,18,1</color></block><block s="setSize"><l>1</l></block><block s="doForever"><script><custom-block s="Draw nested triangle, size: %s"><l>35</l></custom-block><block s="turnLeft"><l>15</l></block></script></block></script></scripts></sprite><sprite name="Sprite(4)" idx="4" x="169.0000000000001" y="-132.00000000000006" heading="135" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="104,255,36,1" pen="tip" id="72"><costumes><list struct="atomic" id="73"></list></costumes><sounds><list struct="atomic" id="74"></list></sounds><blocks></blocks><variables></variables><scripts><script x="21" y="126"><block s="receiveGo"></block><block s="doWait"><l>0</l></block><block s="setHeading"><l>270</l></block><block s="setEffect"><l><option>ghost</option></l><l>1000</l></block><block s="gotoXY"><l>204</l><l>-132</l></block><block s="setColor"><color>104,255,36,1</color></block><block s="setSize"><l>1</l></block><block s="doForever"><script><custom-block s="Draw nested triangle, size: %s"><l>35</l></custom-block><block s="turnLeft"><l>15</l></block><block s="up"></block></script></block></script></scripts></sprite><sprite name="Sprite(5)" idx="5" x="-169.0000000000001" y="-131.99999999999991" heading="315" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,120,10,1" pen="tip" id="101"><costumes><list struct="atomic" id="102"></list></costumes><sounds><list struct="atomic" id="103"></list></sounds><blocks></blocks><variables></variables><scripts><script x="57" y="211"><block s="receiveGo"></block><block s="doWait"><l>0</l></block><block s="setHeading"><l>90</l></block><block s="setEffect"><l><option>ghost</option></l><l>1000</l></block><block s="gotoXY"><l>-204</l><l>-132</l></block><block s="setColor"><color>255,120,10,1</color></block><block s="setSize"><l>1</l></block><block s="doForever"><script><custom-block s="Draw nested triangle, size: %s"><l>35</l></custom-block><block s="turnLeft"><l>15</l></block><block s="up"></block></script></block></script></scripts></sprite><watcher var="angle" style="normal" x="8.187499999999432" y="8.187500000000014" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="1" x="-62.213740458008324" y="-41.60305343509222" heading="99" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="216.75,4.250000000000009,4.250000000000009,1" pen="tip" id="131"><costumes><list struct="atomic" id="132"></list></costumes><sounds><list struct="atomic" id="133"></list></sounds><blocks></blocks><variables></variables><scripts><script x="31.999999000000003" y="30"><block s="receiveGo"></block><block s="clear"></block><block s="setHeading"><l>90</l></block><custom-block s="Brick wall: Brick Lenght: %s Brick Width: %s Lenght: %s Height: %s Mortar: %s"><l>14</l><l>10</l><l>41</l><l>20</l><l>5</l></custom-block><block s="doWait"><l>1</l></block><block s="gotoXY"><l>-50</l><l>50</l></block><block s="setHeading"><l>99</l></block><block s="setSize"><l>3</l></block><block s="down"></block><custom-block s="Crazy squares"></custom-block><block s="doWait"><l>2</l></block><block s="up"></block><block s="setColor"><color>255,5,52,1</color></block><block s="setPenHSVA"><l><option>brightness</option></l><l>85</l></block><block s="gotoXY"><l>-50</l><l>50</l></block><block s="setHeading"><l>99</l></block><block s="down"></block><custom-block s="Draw nested triangle, size: %s color: %s"><l>120</l><l>20</l></custom-block><block s="up"></block><block s="doStopThis"><l><option>all</option></l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="set flag %&apos;which&apos; to %&apos;tf&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Presentation mode&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>tf</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;if (tf != !!tf) return;&#xD;&#xD;try{&#xD;ide.savingPreferences = false;&#xD;&#xD;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        break;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        break;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        break;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        break;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        break;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        break;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        break;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        break;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) break;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        break;&#xD;    case &apos;Keyboard editing&apos;:&#xD;            ScriptsMorph.prototype.enableKeyboard = tf;&#xD;        break;&#xD;    case &apos;Table support&apos;:&#xD;            List.prototype.enableTables = tf;&#xD;        break;&#xD;    case &apos;Table lines&apos;:&#xD;                TableMorph.prototype.highContrast = tf;&#xD;        break;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        break;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        break;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        break;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        break;&#xD;    case &apos;Codification support&apos;:&#xD;        if (tf != StageMorph.prototype.enableCodeMapping) {&#xD;            StageMorph.prototype.enableCodeMapping = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        break;&#xD;    case &apos;Inheritance support&apos;:&#xD;        if (tf != StageMorph.prototype.enableInheritance) {&#xD;            StageMorph.prototype.enableInheritance = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        break;&#xD;};&#xD;}&#xD;finally {&#xD;ide.savingPreferences = false;&#xD;};&#xD;</l></block><list><block var="which"/><block var="tf"/></list></block></script></block-definition><block-definition s="Draw brick: Lenght: %&apos;length&apos; width: %&apos;width&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="setColor"><color>145,26,68,1</color></block><custom-block s="set flat line ends to %b"><block s="reportBoolean"><l><bool>true</bool></l></block></custom-block><block s="setSize"><block var="width"/></block><block s="down"></block><block s="forward"><block var="length"/></block><block s="up"></block></script></block-definition><block-definition s="set flat line ends to %&apos;flag&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%b"></input></inputs><script><custom-block s="set flag %s to %b"><l>Flat line ends</l><block var="flag"/></custom-block></script></block-definition><block-definition s="Draw row A: Lenght: %&apos;bricks&apos; Brick length: %&apos;length&apos; Brick width: %&apos;width&apos; Mortar: %&apos;gap&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="bricks"/><script><custom-block s="Draw brick: Lenght: %n width: %n"><block var="length"/><block var="width"/></custom-block><block s="forward"><block var="gap"/></block></script></block></script></block-definition><block-definition s="Brick wall: Brick Lenght: %&apos;rows&apos; Brick Width: %&apos;bricks&apos; Lenght: %&apos;length&apos; Height: %&apos;width&apos; Mortar: %&apos;Mostar&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="clear"></block><block s="gotoXY"><l>-220</l><l>160</l></block><block s="doIfElse"><custom-block s="even? %s"><block var="rows"/></custom-block><script><block s="doRepeat"><block s="reportQuotient"><block var="rows"/><l>2</l></block><script><custom-block s="Draw row A: Lenght: %s Brick length: %s Brick width: %s Mortar: %s"><block var="bricks"/><block var="length"/><block var="width"/><block var="Mostar"/></custom-block><block s="setXPosition"><l>-220</l></block><block s="changeYPosition"><block s="reportProduct"><l>-1</l><block s="reportSum"><block var="Mostar"/><block var="width"/></block></block></block><custom-block s="Draw row B: Lenght: %s Brick length %s Brick width: %s Mortar: %s"><block var="bricks"/><block var="length"/><block var="width"/><block var="Mostar"/></custom-block><block s="setXPosition"><l>-220</l></block><block s="changeYPosition"><block s="reportProduct"><l>-1</l><block s="reportSum"><block var="Mostar"/><block var="width"/></block></block></block></script></block></script><script><block s="doRepeat"><block s="reportQuotient"><block s="reportDifference"><block var="rows"/><l>1</l></block><l>2</l></block><script><custom-block s="Draw row A: Lenght: %s Brick length: %s Brick width: %s Mortar: %s"><block var="bricks"/><block var="length"/><block var="width"/><block var="Mostar"/></custom-block><block s="setXPosition"><l>-220</l></block><block s="changeYPosition"><block s="reportProduct"><l>-1</l><block s="reportSum"><block var="Mostar"/><block var="width"/></block></block></block><custom-block s="Draw row B: Lenght: %s Brick length %s Brick width: %s Mortar: %s"><block var="bricks"/><block var="length"/><block var="width"/><block var="Mostar"/></custom-block><block s="setXPosition"><l>-220</l></block><block s="changeYPosition"><block s="reportProduct"><l>-1</l><block s="reportSum"><block var="Mostar"/><block var="width"/></block></block></block></script></block><custom-block s="Draw row A: Lenght: %s Brick length: %s Brick width: %s Mortar: %s"><block var="bricks"/><block var="length"/><block var="width"/><block var="Mostar"/></custom-block></script></block></script></block-definition><block-definition s="Draw row B: Lenght: %&apos;bricks&apos; Brick length %&apos;length&apos; Brick width: %&apos;width&apos; Mortar: %&apos;gap&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="Draw brick: Lenght: %n width: %n"><block s="reportDifference"><block s="reportProduct"><l>.5</l><block var="length"/></block><block s="reportProduct"><l>.5</l><block var="gap"/></block></block><block var="width"/></custom-block><block s="forward"><block var="gap"/></block><block s="doRepeat"><block s="reportDifference"><block var="bricks"/><l>1</l></block><script><custom-block s="Draw brick: Lenght: %n width: %n"><block var="length"/><block var="width"/></custom-block><block s="forward"><block var="gap"/></block></script></block><custom-block s="Draw brick: Lenght: %n width: %n"><block s="reportDifference"><block s="reportProduct"><l>.5</l><block var="length"/></block><block s="reportProduct"><l>.5</l><block var="gap"/></block></block><block var="width"/></custom-block></script></block-definition><block-definition s="even? %&apos;number&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportEquals"><block s="reportModulus"><block var="number"/><l>2</l></block><l>0</l></block></block></script></block-definition><block-definition s="Draw nested triangle, size: %&apos;size&apos; color: %&apos;color&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>5</l></block><script><block s="doRepeat"><l>3</l><script><block s="doWarp"><script><block s="setPenHSVA"><l><option>hue</option></l><block var="color"/></block><block s="forward"><block var="size"/></block><custom-block s="Draw nested triangle, size: %s color: %s"><block s="reportQuotient"><block var="size"/><l>2</l></block><block s="reportSum"><block var="color"/><l>20</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block></script></block-definition><block-definition s="Draw nested triangle, size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>10</l></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><custom-block s="Draw nested triangle, size: %s"><block s="reportQuotient"><block var="size"/><l>4</l></block></custom-block><block s="turnLeft"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="Crazy squares" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>2,0,10,1</color></block><block s="setHeading"><l>0</l></block><block s="up"></block><block s="gotoXY"><l>-50</l><l>0</l></block><block s="down"></block><block s="doWarp"><script><custom-block s="Draw nested square size: %s"><l>500</l></custom-block></script></block></script></block-definition><block-definition s="Draw nested square size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><custom-block s="Draw nested square size: %s"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition></blocks><variables><variable name="angle"><l>125</l></variable></variables></project><media name="U2L4-Brick Wall" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>