<snapdata remixID="12816516"><project name="Brick wall (B3)" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="Brick wall (B3)"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" 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" 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7H4OMLOgA8ys5wCT6znA7IAOMLegA8zu5wAzCzrAzHoOMLmeA8wO6ABzCzrA7H4OMLNgEeBqDnFU+ausTMYWhzjiLskPKq+BN0vkrYM3Q+RthDdV5LXBaxF52+FNEHm74I0VeXvhjRJ5z8A7V+QdhDdc5HXBaxB53fDqRd5ReINE3jF4A0VehJeIvJCcVxxWiE9Lvl+FZCS8fSKvEV6nyGuA1yXy6uF1i7zB8I6IvFPhvSLyBsCrcLiqyl6GZEBr+eeAK338YnziLxJ94udZ8R8uyzX/4fKs+MTKcs0nVp4VpyizXHOKMs+KL8ws13xh5tloeHskn1h5VrxwynLNC6d8IbwlIm8evOUi73J4D4u8mfDWirzp8NaLvCnwNom8ZnhbRd54eDtE3hh4u0VeCq9D5J0D74DIGwbvkMgbCu+wyKuD1yPyauH1irwaeH0arz+9TCrFt/T3z8cFmqdEF2jSuLQc/Y5kQcX4V/Pvl8Z18GaIvO3wJoi8ffBGirxuePUar6+4YNZRo7lglh6GN1TktcNrEnlt8FpE3lp4M0Xeg/CuFHl/gfdWkfdLeB8QeT+C93GR93V4XxJ5t8L7jsi7Gd6dIu/d8O4RedfC+7vImwdvucibBm+DyBsHb6fG608vHeDjFD6NDnA1L3xO9DEOMLNeCKkDTA2YOsDcfg4wtZ8DTM0XggPMDegAk/s5wNSADjA1X0gdYGpAB5iazwEm5wsOMLegn4DJ/fwETA3oAFPz9euPbP0WtN+CDqn/DJj6ikv9Z8Dcfv4zYG4//xkwt5//DJjaL/h/hEXu5wBTAzrA1HwhdYCpAVMHmNvPAab2c4C5+fwEzO7nJ2BqQQeYmi84wOR+DjA5oH8MiRrQb0FT8wU/AZP7+QmYGtABpuYL6RsZ4DT+uuLPkg68ubV1wP1NIcYgOfwQs0Plww9JPkzkHYY3VOT1wKsTeS/DO03kvQrvFJEX4In++y6Et0TkzYO3XORdDu9hkTcT3lqRNx3eepE3Bd4mkdcMb6vIGw9vh8gbA2+3yEvhdYi8c+AdEHnD4B0SeUPhHRZ5dfB6RF4tvF6RVwOvT+MlSeFV08ukKf5mRQzxpN/IT7njTWHA7RdVfJkxPcvLv/D6PJOEYQq8TSKvBV6byLsA3pMi73x4T4m8JnjtIm8EvP0ibzi8gyJvKLzDIq8OXo/IGwTvqMg7Bd6rIi/ACyIvZg/ihd2Vku8HMVsGb77IWwWvVeSthTdT5K2HN13kbYI3ReT9C96bRN6T8C4QebvhjRF57fCaZF5SegLuSN5X8Sm4Yn1DCKtiWnZakw6Jl8PLRN4f4L1D5P0c3odE3vfgfVrk3QbvNpH3KXjfF3k3wrtb5L0d3h9F3tXw7hd5s+GtFnmT4W0WeefBe1rkpfECXGx7UvL9II0Xw3tM5F0B7yGRdz28e0Xee+H9RuR9BN4dIu/z8L4l8r4J7wsi7yfwPiryineLVb0stdcBruaVxQk+xgEmxgshOMDcfg4wt18aHWBmwTQ6wNx+DjCzX3CAqfkcYG6+4ABzAzrA7H4OMLOgn4CZ9UJwgMn9/ATMDegAc/s5wOx+DjCzoAPMrOcAk+v5LWh2QAeYW9ABZvdzgJkFHWBmPQeYXM8BZgd0gLkFHWB2PweYWdABZtZzgMn1HGB2QAeYW9ABZvdzgJkFHWBmPQeYXM8BZgd0gLkFHWB2PweYWbAc4GoOcVT7i8wI28o/qLwuTJT8oPJUeBtF3iR4W0TeRHjbRN44eDtF3mh4e0TeSHj7RF4jvE6R1wCvS+TVw+sWeYPhHRF5p8J7ReQNgPeayEtCcVghBs1hhSQ8De88yfeXJHTAS0XeAXjniLziYmAMmouBSSguBsaguRiYhOJiYAyai4FJ6IVXK9qvD16NyEvgnfxwVbW9TELSWv454Er/wFx8Ya4QfWFmefGJn2eaT/wsL74w80zzhZnlO+GNk/yHy/LihUmeaV6YZEvhLRB5K+DNFXmr4c0WeY/Cu0TkbYA3TeRtgTdJ5G2F1yzydsAbL/L2wBst8vbBGynyOuE1irxn4Z0t8p6Hd6bIexHeEJHXC69W5PXBq9F4V6NH94t6tADeUpHXn15W9f8HvBsXcsaILuTEdGE5+knHkorxr/TioPwKLL0E3qMibyK8bRpvVHEhLNmruRAWL4T3hMi7FN4jIm8RvMUi723w/izyboR3t8j7BLwfirwvw/uayLsd3mdF3l3wbhJ5v4P3LpH3D3jXiLxV8FpF3kZ4U0XeLnhjRd5BeMNF3hF4gzXeUfRokKhHh+ANE3n96aUDfJzCx9QBruaFz4k+JjrAzHwhOsDcfg4wt58DTO3nAFPzlZ6oHWBmQgeYWS84wNx8ITrA1ILRAab2c4Cp+Rxgcr7gAHML+gmY3M8BpgZ0gKn5ggPM7ecnYHY/vwVNLegAU/P5CZibLzjA3IAOMLefA8zu5wBTCzrA1HwOMDefA0zu5wCTA/rPgLkB/RY0uZ//R1jUgP4zYGo+B5ibz29Bk/v5CZgc0AHmBvQTMLmf/wyYGtBvQVPz9S/AMX1/xZ91PXTn1tYXs3+HGDQXQOryM8qHKXqyFySHLury0+G9JPIGwjsm8ooLKj2ZaL+l8BaIvBXw5oq81fBmi7xH4V0i8jbAmybytsCbJPK2wmsWeTvgjRd5e+CNFnn74I0UeZ3wGkXes/DOFnnPwztT5L0Ib4jI64VXK/L64NVovNND4b0k6tGp8F4ReaULV6V/v2p6mcSmD6wI8eTDPH9LR3ju1qcqvix4Os/Kv/B5WS4J1z54I0VeJ7xGkXcI3jCR1w2vXuQdgTdY5PXCqxV5r8EbIPIGwHtN5J0K7xWRNxjeEZFXl1+FF3YPSL7e6vL58JaJvFZ4q0TepfAeEXkXw3tM5F0E73GR1wKvTeRNgLdd5I2Ft0vkNcFrF3kj4O0XecPhHZR5SekJOOn4VcWn4Ir1DSF8Jo1l57sdicT7KryviLwfwPukyPsFvA+KvD/Bu0HkPQDvKpG3Bt4skdcGr0Xk7YE3WuR1wWsQecfgDRR5Me3BxbY6yddbTPfDGyHydsAbL/LWw5su8pbBmy/y/gbvOpH3W3jvEXk/hXeLyPs2vM+JvC/C+4bI+xi8H4u84t1iVS/L7XWAq3lpcfyPcYBf/3alf9IB5vZzgNn9HGBmwZg6wNx+DjCzX3CAqfkcYG6+4ABzA8bUAWYWdICZ9UoHnxxgakEHmJrPAebmc4Dp/RxgZkIHmFnPAebWC8FPwOSCfguaG9BPwOx+DjCzoAPMrOcAc+s5wPR+DjA3oQPM7ucAMws6wMx6DjC3ngNM7+cAcxM6wOx+DjCzoAPMrOcAc+s5wPR+DjA3oQPM7ucAMws6wMx6/wlwFYc4qv1l2pLiB9tbouYH27fDmyDydsEbK/L2whsl8p6Bd67IOwhvuMjrgtcg8rrh1Yu8o/AGibxj8AaKvAgvEXkhmVr+egtxo+QwQEguhPeEyJsIb5vIOx/eUyJvFLy9Iu9ceM+IvOLwQ4iaww8haYDXJfr3q4fXLfIGwTsq8oqLhiFqLhqGpLhwVelwVbW9LHnlnwOu9A+swzeOGaJvHHlWXIzJcs3FmDwrwp/lmvDnC+EtEXnz4C0XeZfDe1jkzYS3VuRNh7de5E2Bt0nkNcPbKvLGw9sh8sbA2y3yUngdIu8ceAdE3jB4h0TeUHiHRV4dvB6RVwuvV+TVwOvTeIvx/X6R6Pv9Q/CuEHkr4c0ReWvgzRJ5/ellUim+pb//Tlzw+b3ogk8au8vR70jqK8a/mn+/tK+4wNVRo7nAlR6GN1TktcNrEnlt8FpE3lp4M0Xeg/CuFHl/gfdWkfdLeB8QeT+C93GR93V4XxJ5t8L7jsi7Gd6dIu/d8O4RedfC+7vImwdvucibBm+DyBsHb6fGOx/f758Sfb+/CN7jIm8OvJUi783w7hN5/emlA3ycwjvA1bzsOfHHpA4wNWDqAHP7OcDUfg4wNV+/HlgdYAc4pH4Cpr7iUj8Bc/v5CZjbz0/A1H5+AqbmC8FvQXMDOsDkfg4wNWDqAHP7OcDUfg4wNZ8DTM7nJ2ByQD8BcwM6wOR+DjA1oANMzecAk/M5wOSADjA3oANM7ucAUwM6wNR8DjA5nwNMDugAcwM6wOR+DjA1oANMzecAk/M5wOSADjA3oANM7ucAUwO+oQFO4/aKP4s74eYRrWffXxdiDJILJV3Zq+XDGQ35KSIvwBP9+y2Et0TkzYO3XORdDu9hkTcT3lqRNx3eepE3Bd4mkdcMb6vIGw9vh8gbA2+3yEvhdYi8c+AdEHnD4B0SeUPhHRZ5dfB6RF4tvF6RVwOvT+MdTgpvqOj7fQ+8OpF3FN4gkdcHr0bkJfCq6WXSFJ9cEUM8aQjTO84K6e3/VfFVxllZXv4P91yeScJaB69H5A2Cd1TkDYR3TORFeInIOwZvoMg7Cm+QyHsB3hki7zl4Z4m8ruxBvLC7UvL53JUtgzdf5K2C1yry1sKbKfLWw5su8jbBmyLy/gXvTSLvSXgXiLzd8MaIvHZ4TSJvP7wRIu8QvGEi7zC8oSKvB16dzEtKT8AdyYSKT8EV6xtC+F5My86nkw6Jdxu820Tep+B9X+TdCO9ukfd2eH8UeVfDu1/kzYa3WuRNhrdZ5J0H72mRl8YLcLHtScnncxovhveYyLsC3kMi73p494q898L7jcj7CLw7RN7n4X1L5H0T3hdE3k/gfVTk/Rre+0TeX+G9ReQthbdA5K2DN0PkFe8Wq3pZaq8DXM0rixN8jANMjBdCcIC5/dLoADMLptEB5vZzgLn9HGBmv+AAU/M5wNx8wQHmBnSA2f0cYGZBPwEz64XgAJP7+QmYG9ABZvfzEzCzYBodYG4/PwEz+znA1Hp+C5qcz0/A5IB+AuYGdIDZ/RxgakG/BU3N57egufkcYHo/PwEzEzrAzHoh+C1obj8/AZP7+S1obkC/Bc3u5wAzCzrAzHoOMLee/wyY3s8B5iZ0gNn9HGBmQQeYWQ8BruYQR7W/zLiwuvyDyjvDbMkPKo+Gt0fkjYS3T+Q1wusUeQ3wukRePbxukTcY3hGRdyq8V0TeAHivibwkFIcpYtAcpkjCBnjTJF8fSdgMb7LIKw5TxKA5TJGEHfDGi/79isMUMWgOUyShOEwRg+YwRRI64TWKfr/FYYoYNIcpklAcpohBc5giCS/CGyL6/b4M7zSR1wevRuQl8E5+uKraXiYhaS3/HHClf2ASvrFtEX1jy5YWoc4XaEKdrYA3V+Sthjdb5D0K7xKRtwHeNJG3Bd4kkbcVXrPI2wFvvMjbA2+0yNsHb6TI64TXKPKehXe2yHse3pki70V4Q0ReL7xakdcHr0bjXY3vp/eLvp8ugLdU5M2Ft0LkXQbvnyJvBrx1Im8qvI0irz+9TCrFt/T3/4ALQ+8QXRiKFxYXs5InNBez4qXwHhF5i+AtFnlvg/dnkXcjvLtF3ifg/VDkfRne10Te7fA+K/LugneTyPsdvHeJvH/Au0bkrYLXKvI2wpsq8nbBGyvyDsIbLvKOwBus8Y7i++kg0ffTQ/CGibzd8MaIvE3wpoi8VfBaRV4OLxN5/emlA3ycVyDRAa7mddkJPyY6wNx+DjC3nwNM7ecAU/P164HVAXaAQ/QTMPUVF/0EzO3nJ2BqPz8BU/MFPwFz+wW/Bc0N6ACT+znA1IDRAab2c4Cp+Rxgbr7gAJMDOsDcgH4CJvdzgKkBHWBqPgeYm88BpvfzW9DUhA4wNV/wEzC3nwPM7ee3oLn9/ATM7ucAUws6wNR8DjA3X3CAuQEdYG4/B5jdzwGmFnSAqfkcYG4+B5jc7w0NcEwnVjzEsfbO3tZnsldDX9BcAGlaWlwUaV8g8lbAmyvyVsObLfIehXeJyNsAb5rI2wJvksjbCq9Z5O2AN17k7YE3WuTtgzdS5HXCaxR5z8I7W+Q9D+9MkfcivCEirxdercjrg1ej8UaGwtsn+n763/D+p8g7G96zIu9MeM+LvMHwjoi8Wni9Iq8GXjW9TGJT84oQT/6Jte1H5KilAAAgAElEQVSWV8MTt75c8XVGTZ6VP7H6slxy+us0eC+LvCHwXhR5Z8J7XuQNg3dI5DXC6xR5I+HtE3lN+VXFC7HsAcnnS1M+H94ykdcKb5XIuxTeIyLvYniPibyL4D0u8lrgtYm8CfC2i7yx8HaJvCZ47SJvBLz9Im84vIMi7yx4z4m8M+C9IPJOh/eSyBsI75jMS0pPwEnHtopPwRXrG0L4UxrLzg0dicR7AN5VIm8NvFkirw1ei8jbA2+0yOuC1yDyjsEbKPJi2lNcROuok3y+xHQ/vBEibwe88SJvPbzpIm8ZvPki72/wrhN5v4X3HpH3U3i3iLxvw/ucyPsivG+IvI/B+7HIez+8X4m86+HdK/IWwlsi8i6B96jIK94tVvWy3F4HuJqXFsf/GAf49W9X+icdYHY/B5hZMKYOMLefA8zt5wAz+wUHmJrPAebmCzF1gJkJHWBmvdILaAeYWdBPwMx6ITjA5H5+AuYGdIDZ/fwEzCzoADPrlV7A+AmYWtBPwNR8fgLm5vMTML2fA8xM6AAz6znA3Hp+Aqb38xMwN6GfgNn9HGBmQQeYWc8B5tZzgOn9HGBuQgeY3c8BZhZ0gJn1HGBuPQeY3s8B5iZ0gNn9HGBmQQeYWe8/Aa7iEEe1v8wzyZXlH1Q+Nz4o+UHlg/CGi7wueA0irxtevcg7Cm+QyDsGb6DIi/ASkReSBeXPlxCXSj5fQlIczghRczgjJLPgrRH9+xWHM0LUHM4ISXE4I0TN4YyQXAjvCdHvtzicEaLmcEZIisMZIWoOZ4RkNLw9ot9vcTgjRM3hjJAUhzNC1BzOCEkDvC7R77c4nBGi5nBGSIrDGSFqDmeE5FR4r4h+v8UFs0qHq6rtZUiS1vLPAVf6B3bhG+9Y0Tfe/PIi1NnDmlDnM+GtFXnT4a0XeVPgbRJ5zfC2irzx8HaIvDHwdou8FF6HyDsH3gGRNwzeIZE3FN5hkVcHr0fk1cLrFXk18Po03mJ8v1ok+n71ELwrRN5KeHNE3hp4s0TeOngzRN5GeFNFXhu8FpG3Hd4EkdefXiaV4lv6+z/ABaRPii4gpW3FxayOFs3FrHQtvJki70F4V4q8v8B7q8j7JbwPiLwfwfu4yPs6vC+JvFvhfUfk3QzvTpH3bnj3iLxr4f1d5M2Dt1zkTYO3QeSNg7dT452P71dPib5fXQTvcZE3B95KkfdmePeJvHfC+73I+zC8n4m8z8D7rsj7KryviLz+9NIBPs4rkNQBruZ12Qk/JnWAuf0cYGo/B5iaLzjA3H4OMLdfcIC5AR1gcj8HmBrQAabmc4C5+fr1jrGfgP0EHFK/BU19yaV+C5rbz29BU/v5LWhqvuC3oLn9gv8MmBvQASb3c4CpAVMHmNrPAabmc4C5+YIDTA7oAHMD+gmY3M8BpgZ0gKn5HGBuPgeY3s9vQVMTOsDUfMFPwNx+DjC3n9+C5vbzEzC7nwNMLegAU/M5wNx8wQHmBnxDA5weLn4G72R/XfPZ0Dp2aekASJBcFHnq8lA+xHH+wyJvJry1Im86vPUibwq8TSKvGd5WkTce3g6RNwbebpGXwusQeefAOyDyhsE7JPKGwjss8urg9Yi8Wni9Iq8GXp/G250U3hjR96t2eE0i7wC8c0Tev+H9l8h7Ht6ZIu9FeENE3svwThN5ffBqRF4Cr5peJk3PxxWVPvDiu0OY9ZNKmQ7huSwvf+KflWeSUB+EN1zk7Yc3QuS1w2sSeU/BO1/mPVi80MmvlPz3eCpbBm++yFsFr1XkrYU3U+Sthzdd5G2CN0Xk/Qvem0Tek/AuEHm74Y0Ree3wmkTefngjRN4heMNE3mF4Q0VeD7w6kfcyvNNE3qvwThF5eGGXa17YPbUQ3hKdl5SegDuGai7QvD2m5afpPyYdFZ+qK+c8hKvh3S/yZsNbLfImw9ss8s6D97TIS+MFxcWx5EnJf480XgzvMZF3BbyHRN718O4Vee+F9xuR9xF4d4i8z8P7lsj7JrwviLyfwPuoyPs1vPeJvL/Ce4vIWwpvgchbB2+GyNsOb4LI2wdvpMjrhlev8fpwYa1G07f/vFus6mXJc4CreSVwgo9xgInxQghpdICZBdPoAHP7OcDcfg4wtZ8DzMwXggPM7ecAs/s5wMyCaXSAuf0cYGo/B5iZzwHm1vMTML+fA8xs6AAz65W+fh1gZkG/Bc2sFxxgcj6/BU0O6LeguQEdYHY/B5hZ0AFm1nOAyfX8BMwO6ABzCzrA7H4OMLOgA8ys5wCT6znA7IAOMLegA8zu5wAzCzrAzHoOMLmeA8wO6ABzCzrA7H4OMLNgOcDVHOKo9hdpqC0OcXT1ag5x1MPrFnmD4R0ReafCe0XkDYD3mshLaotDHLFXc4gjqS0OccRezSGOpLY4xBF7NYc4ktriEEfs1RziSGqLQxyxV3OII6ktDnHEXs0hjqS2OMQRezWHOJLa4hBH7NUc4khqi0McsVdziCOpLQ5xxF7NIY6ktjjEEXs1hziS2uIQR+zVHOJIaotDHLFXc4gjqS0OccRezSGOpLY4xBF7NYc4ktriEEfs1RziSAYWhzPiMc3hjP5cuKqmmSWv/HPAlT54JMKwTxSGrK0Idd6iCXW2Hd4EkbcL3liRtxfeKJH3DLxzRd5BeMNFXhe8BpHXDa9e5B2FN0jkHYM3UORFeInIOwXeqxrvanw/uF/0/WABvKUiby68FSLvMnj/FHkz4K0TeVPhbRR5k+BtEXkT4W0TeePg7RR5o+HtEXn96WVSKb6lv/8pXGj6vuhCU7yxuJiV3K25mBU/Ae+HIu/L8L4m8m6H91mRdxe8m0Te7+C9S+T9A941Im8VvFaRtxHeVJG3C95YkXcQ3nCRdwTeYI13FN8PBom+HxyCN0zk7YY3RuRtgjdF5K2C1yrycniZyPsDvHeIvJ/D+5DI+x68T4u82+DdJvL600sH+DivQKIDXM3rshN+THSAuf0cYGo/B5iaLzjA3H4OMLdfcIC5AR1gcj8HmBrQAabmc4C5+fr1jrGfgP0EHKLfgqa+5KLfgqb281vQ1HzBb0Fz+/ktaG6/4D8D5gZ0gMn9HGBqQAeYms8B5uYLDjA5oAPMDegAk/s5wNSADjA1nwPMzecAk/v5CZgc0AHmBvRb0Nx+DjC3n9+C5vbzEzC3nwPM7uc/A6YWdICp+YIDzO3nAHP7vaEBjouKnxE82V+//ULSumV2CDHEVZU+tpq/P3lDUj7EsXmayNsCb5LI2wqvWeTtgDde5O2BN1rk7YM3UuR1wmsUec/CO1vkPQ/vTJH3IrwhIq8XXq3I64NXo/EuDIX3hOj7wQR420XeWHi7RN5oeHtE3rnwnhF5/w3vf4q8s+E9K/LOgPeCyDsd3ksibyC8YyIvgVdNL5N4VdOKEE/+hfnQDSE88P7KaR2XZ+UvzJ1ZLgn1RHjbRN6F8J4QeZPzq4oXEtkDkt/v5Hw+vGUirxXeKpF3KbxHRN7F8B4TeRfBe1zktcBrE3kT4G0XeWPh7RJ5TfDaRd4IePtF3nB4B0XeWfCeE3lnwHtB5J0O7yWRNxDeMZGHF3aZ5oXd5KXwFoi8FfDmirzV8GbrvKT0BJws1lzI2ZMWZy1HdyQVn6or5zyELngNIu8YvIEiL6Y9xUWvjjrJ7zem++GNEHk74I0XeevhTRd5y+DNF3l/g3edyPstvPeIvJ/Cu0XkfRve50TeF+F9Q+R9DN6PRd774f1K5F0P716RtxDeEpF3CbxHRd5EeNs03ihcWNur6Ue8EN4TIu9SeI+IPLxbrOplub0OcDUvBY7/MQ7w69+u9E/G1AFmFoypA8zt5wBT+znAzHzBAabmKwXET8DMhA4ws17p888BZhaMqQNM7ecAM/M5wNR65Sc4B5jZ0AFm1nOAufVK+znAzIbRAWbmc4Cp9Rxgdj6/BU0u6CdgbkAHmNzPAaYG9FvQ1Hx+Aibnc4DJAR1gbkAHmNzPAaYGdICp+Rxgcj4HmBzQAeYGdIDJ/RxgakAHmJrPASbnc4DJAR1gbkAHmNzPAaYGLAJcxSGOan+Voz3FIY5BdZpDHMfgDRR5EV4i8kJPcYgj1GkOcYSe4hBHqNMc4gg9xSGOUKc5xBF6ikMcoU5ziCP0FIc4Qp3mEEfoKQ5xhDrNIY7QUxziCHWaQxyhpzjEEeo0hzhCT3GII9RpDnGEnuIQR6jTHOIIPcUhjlCnOcQReopDHKFOc4gj9BSHOEKd5hBH6CkOcYQ6zSGO0FMc4gh1mkMcoac4xBHqNIc4Qk9xmCLUaQ5ThJfhnSbyXoV3ishL4FU4XFXepJq/kqS1/HPAlT62C+FqEIUrH1mEOtunCXXeCK9T5A2Dd0jknQnveZE3BN6LIq8WXq/Iq4HXJ/IivETk9cKrFXlH4A3WeIvx9bZI9PX2ELwrRN5KeHNE3hp4s0TeOngzRN5GeFNFXhu8FpG3Hd4EkbcL3liRtxfeKJH3DLxzRd5BeMNFXn96mVSKb+nvr8EFqVmiC1LpL4uLWR0f0FzMSn8E7+Mi7+vwviTyboX3HZF3M7w7Rd674d0j8q6F93eRNw/ecpE3Dd4GkTcO3k6Ndz6+3p4Sfb1dBO9xkTcH3kqR92Z494m8d8L7vcj7MLyfibzPwPuuyPsqvK+IvB/A+6TI+wW8D4q8P8G7QeQ9AO8qkdefXjrAx3kFkjrA1bwuO+HHpA4wtZ8DTM0XHGBuPweY288B5vYLDjA3oAPM7ecAc/s5wNx+DjC3nwPM7ecAs/v5CZha0AGm5vMTMDdfcIC5AR1gbj8HmN3PAaYWdICp+Rxgbj4HmNzPASYH9FvQ3IB+C5rbzwHm9vNb0Nx+fgLm9nOAuf38BMzu5ydgakEHmJrPT8DcfH4CJvdzgMkB/QTMDegnYG4/B5jbz0/A3H5+Aub261eA0weLn2E82V+f/L9C64wNIcQYVlX62Gr+/mPNoXyI4+KtIm88vB0ibwy83SIvhdch8s6Bd0DkDYN3SOQNhXdY5NXB6xF5tfB6RV4NvD6Ntz4pvOmir7dN8KaIvK3wmkXeDnjjRd7T8M4TeR3wUpF3AN45Iu8QvGEi7zC8oSKvB16dyOuFVyvy+uDViLwEXjW9TJqWxBWVPvB/eyCEG+6tnNbHsrwIa55pQp09CO9KkbcM3nyRtwpeq8hbC2+myFsPb7rI2wRvisj7F7w3ibwn4V0g8nbDGyPy2uE1ibz98EaIvEPwhom8w/CGirweeHUi72V4p4m8V+GdIvLwwi7XvLB7bCG8JSJvHrzlIu9yeA+LvJnw1oq86fDW67yk9ATccaXmgs95sThr+XTSUfGpunLOQ0jjBcXFrORJkXcxvMdE3hXwHhJ5xf9BeEdyr8h7L7zfiLyPwLtD5H0e3rdE3jfhfUHk/QTeR0Xer+G9T+T9Fd5bRN5SeAtE3jp4M0TedngTRN4+eCNFXje8eo3XhwtrNZrvz+lheENFXju8JpHXBq9F5K2FN1Pk4d1iVS9L7XWAq3klcIKPSaMDTMwX0ugAc/s5wNx+DjC1nwPMzBccYGq+0hO6A8xM6AAz65U+/xxgZsE0OsDUfg4wM58DTK0XHGB+Pz8BMxs6wMx6pa9fB5hZMHWAmfkcYGo9B5idz29Bkws6wNyADjC5nwNMDei3oKn5/ARMzucAkwM6wNyADjC5nwNMDegAU/M5wOR8DjA5oAPMDegAk/s5wNSADjA1nwNMzucAkwM6wNyADjC5nwNMDVgOcDWHOKr9VQY0Foc4XuvUHOJIGotDHLFTc4gjaSwOccROzSGOpLE4xBE7NYc4ksbiEEfs1BziSBqLQxyxU3OII2ksDnHETs0hjqSxOMQROzWHOJLG4hBH7NQc4kgai0McsVNziCNpLA5xxE7NIY6ksTjEETs1hziSxuIQR+zUHOJIGotDHLFTc4gjaSwOccROzSGOpLE4xBE7NYc4ksbiEEfs1BziSIYXhx/iQc3hh6QBXpfIq4fXLfJOh/eSyDsV3isirx8XrqppZuliVvnngCt98GCE9YgorNlLRajz0zWhzo7BGyjyIrxE5NXA6xN5g+AdFXl18HpE3lB4h0Xef8H7t8a7Gp/P94s+nxfAWyry5sJbIfIug/dPkTcD3jqRNxXeRpE3Cd4WkTcR3jaRNw7eTpE3Gt4ekTcS3j6R1wivU+Q1wOsSefXwukVef3qZVIpv6e/PxoWr1aILV/Gu4mJWcpPmYlb8Hbx3ibx/wLtG5K2C1yryNsKbKvJ2wRsr8g7CGy7yjsAbrPGO4vN5kOjz+RC8YSJvN7wxIm8TvCkibxW8VpGXw8tE3h/gvUPk/Rzeh0Te9+B9WuTdBu82kfcpeN8XeTfCu1vkvR3eH0Xe1fDuF3n96aUDfJxXINEBruZ12Qk/JjrA1H4OMDVfcIC5/Rxgbj8HmNsvOMDcgA4wt58DzO3nAHP7OcDcfg4wt58DzO7nJ2BqQQeYms9PwNx8wQHmBnSAuf0cYHY/B5ha0AGm5nOAufkcYHI/B5gc0G9BcwP6LWhuPweY289vQXP7+QmY288B5vbzEzC7n5+AqQUdYGo+PwFz8/kJmNzPASYH9BMwN6CfgLn9HGBuPz8Bc/v5CZjbr18Bjl8ufsbyZH99+W1J68rmEGKIqyp9bDV/f+6epHyIY8VokbcP3kiR1wmvUeQ9C+9skfc8vDNF3ovwhoi8Xni1Iq8PXo3GmxMKb6Xo83kWvDUibwa8dSJvKryNIq8FXpvImwBvu8gbC2+XyBsFb6/IOxfeMyJvOLyDIq8BXpfIq4fXLfIGwTsq8gbCOybyEnjV9DKJX2paEZKTf2P7zWUh/N9XVE7r3Hx+EdZsmSbUeSu8VSLvUniPiLyL4T0m8i6C97jIa4HXJvImwNsu8sbC2yXymuC1i7wR8PaLvOHwDoq8s+A9J/LOgPeCyDsd3ksibyC8YyIPL+wyzQu7uUvhLRB5K+DNFXmr4c0WeY/Cu0TkbYA3TeRtgTdJ5G2F16zzktITcPI1zYWhmO4vLlx1jKj4VF055yHEdAe88SJvPbzpIm8ZvPki72/wrhN5v4X3HpH3U3i3iLxvw/ucyPsivG+IvI/B+7HIez+8X4m86+HdK/IWwlsi8i6B96jImwhvm8YbhQtre0Xf/y6E94TIuxTeIyJvEbzFIu9t8P4s8m6Ed7fI+wS8H4o8vFss62WpvQ5wNS8Fjv8xMXWAX/96pRdYDjC3nwNM7ecAM/OF6ABz+znA1H7BAWb3c4CZBWPqAFP7OcDMfA4wtV4I5YdfPwG//hUd4Ne/Xemf9BMwu58DzCwYHWBmPgeYWs8BJucrBcRvQTMjOsDMeqXPPweYWdABZtYLDjA3n5+Ayf0cYHJAB5gb0AEm9/MTMDWg/wyYms8B5ubzEzC/n/8MmNnQAWbWC8FPwOR+/h9hUQP6z4Cp+Rxgcj7/GTA5oAPMDegAk/s5wNSARYCrOMRR9a/SXhziCE2aQxyhvTjEEZo0hzhCe3GIIzRpDnGE9uIQR2jSHOII7cUhjtCkOcQR2otDHKFJc4gjtBeHOEKT5hBHaC8OcYQmzSGO0F4c4ghNmkMcob04xBGaNIc4QntxiCM0aQ5xhPbiEEdo0hziCO3FIY7QpDnEEdqLQxyhSXOII7QXhzhCk+YQR2gvDiuEJs1hhbAf3giR9294/yXynoN3lsh7Ad4ZIu8ovEEi7xi8gSIvwqtwuKr8OVXNXzFpLf+voCt9bGzPyp+oSVMuuUCT9xZeVivyjsAbLPK64dWLvEPwhom8TniNIm8fvJEabzE+XxaJPl8egneFyFsJb47IWwNvlshbB2+GyNsIb6rIa4PXIvK2w5sg8nbBGyvy9sIbJfKegXeuyDsIb7jI64LXIPK64dWLvKPwBom8Y/AGirz+9DKpFN/S3z+WxnKkB3YkFWNdjZfeXHgdd4q8d8O7R+RdC+/vIm8evOUibxq8DSJvHLydGu98fL48Jfp8uQje4yJvDryVIu/N8O4Tee+E93uR92F4PxN5n4H3XZH3VXhfEXk/gPdJkfcLeB8UeX+Cd4PIewDeVSJvDbxZIq8NXovI2wNvtMjrgtcg8vrTSwf4OK8YUge4mtdRJ/wYB5iaLzjA3H4OMLefA8zt5wBz+wUHmBvQAeb2c4C5/Rxgbj8HmNvPAeb2c4DJ/RxgbkAHmNvPAeb2c4C5/Rxgbj8HmNzPAeYGdIC5/Rxgbj8HmNvPAeb2c4DJ/RxgbkAHmNvPAeb2c4C5/Rxgbj8HmNzPAeYGdIC5/Rxgbj8HmNvPAeb2c4DJ/RxgbkAHmNvPAeb2c4C5/foV4PTrxc+Anuyvny4PrVc9HUKMQXKIY/E5oXyIY9EBkTcM3iGRNxTeYZFXB69H5NXC6xV5NfD6NN6DSeFdKfp8WQZvvsj7J7zLRN5aeDNF3gZ400TeZniTRd6/4L1J5O2AN17k7YY3RuS1w2sSeZ3wGkXeIXjDRN5heENF3ovwhoi8l+GdJvJehXeKyEvgVdPLpOlbcUWs8I33pi0hfOaxSpkOYXG2tghrPlMT6mw9vOkibxO8KSLvX/DeJPKehHeByNsNb4zIa4fXJPL2wxsh8g7BGybyDsMbKvJ64NWJvJfhnSbyXoV3isjDC7tc88Ju8UJ4S0TePHjLRd7l8B4WeTPhrRV50+GtF3lT4G0Sec3wtoq88fB2iLwx8HbrvKT0BNzxJc0FpDQW//+kHcm9FZ+qK+c8hDS+F95vRN5H4N0h8j4P71si75vwviDyfgLvoyLv1/DeJ/L+Cu8tIm8pvAUibx28GSJvO7wJIm8fvJEirxtevcbrw4W1GtH3l8Pwhoq8dnhNIq8NXovIWwtvpsh7EN6VIu8v8N4q8n4J7wMi70fwPi7y8G6xrJdfj7c5wNW8EjjBx6TRASbmC2l0gLn9HGBqPweYmS+kDjC3nwNM7RccYHY/B5hZMI0OMLWfA8zM5wBT64VQevfZT8DEiA4wMV4o/RGDA8ws6AAz64WQOsDUgH4CpuZzgLn5SgHxW9DMhg4ws17p889PwMyCDjCzXvATMDefA0zu5wCTAzrA3IAOMLmfn4CpAf0ETM3nAHPz+QmY389vQTMbOsDMen4LmlvPT8D0fv4zYG5CvwXN7ucAMws6wMx6DjC3ngNM71cKcDWHOKr9hZLm4hBH3Ko5xJE0F4c44lbNIY6kuTjEEbdqDnEkzcUhjrhVc4gjaS4OccStmkMcSXNxiCNu1RziSJqLQxxxq+YQR9JcHOKIWzWHOJLm4hBH3Ko5xJE0F4c44lbNIY6kuTjEEbdqDnEkzcUhjrhVc4gjaS4OccStmkMcCQ4rRNFhhWRscQgh7tIcQkhGw9sj8kbC2yfy/hve/xR5Z8N7VuSdCe95kTcY3hGRh4uBUXQxMMHFwEqHq6ruZU1oLf+voCv9A0nzMnxhzpdcyMlG5GUv359pvCZ47SLvfHhPibwL4D2p8a5uLrz7t2q8BfCWiry58FaIvMvg/VPkzYC3TuRNhbdR5E2Ct0XkTYS3TeSNg7dT5I2Gt0fkjYS3T+Q1wusUeQ3wukRePbxukTcY3hGRdyq8V0TeAHivibyk+UH07UpJj/rTy6RSfEt/P40X40LOYxVjXY0XN6ZlJ5naofF2wRsr8g7CGy7yjsAbrPGOxsIblGi8Q/CGibzd8MaIvE3wpoi8VfBaRV4OLxN5f4D3DpH3c3gfEnnfg/dpkXcbvNtE3qfgfV/k3QjvbpH3dnh/FHlXw7tf5M2Gt1rkTYa3WeSdB+9pkZfGC9C3JyU96k8vHeDjvGKIDnA1r6NO+DEOMDVfcIC5/Rxgbj8HmNvPAeb2Cw4wN6ADzO3nAHP7OcDcfg4wt58DzO3nAJP7OcDcgA4wt58DzO3nAHP7OcDcfg4wuZ8DzA3oAHP7OcDcfg4wt58DzO3nAJP7OcDcgA4wt58DzO3nAHP7OcDcfg4wuZ8DzA3oAHP7OcDcfg4wt58DzO3nAJP7OcDcgA4wt58DzO3nAHP79SvA8R/Fz5Se7K+bpw5tvb/xtBBDlPygcvZ8b3GI48xajfcivCEirxdercjrg1ej8a4OhXd/0HgL4C0VeXPhrRB5l8H7p8ibAW+dyJsKb6PImwRvi8ibCG+byBsHb6fIGw1vj8gbCW+fyGuE1ynyGuB1ibx6eN0ibzC8IyLvVHiviLwB8F4TeUnoKw5xhBpJj5KQwKvcyyTe17QixJN/4B3nDwm3XzCkUqdDlk8swpptk/xGsnwsvF0ibzS8PSJvJLx9Im84vIMirwFel8irh9ct8k6H95LIOxXeKyJvALzXRF7xhZ5nmi/0LMcLu0zzQixbCm+ByFsBb67IWw1vtsh7FN4lIm8DvGkibwu8SSJvK7xmkbcD3niRtwfeaJG3D95IkdcJr1HnJaUn4OQazUWlmP6tuHDVcV3Fp+qKNS+9Ikl/C+89Iu+n8G4Red+G9zmR90V43xB5H4P3Y5H3fni/EnnXw7tX5C2Et0TkXQLvUZE3Ed42jTcKF9b2ir5+L4T3hMi7FN4jIm8RvMUi723w/izyboR3t8j7BLwfirwvw/uayLsd3mdF3l3wbhJ5v4P3LpGHd4tlvSy11wGu5qXA8T8mpg7w61+v9ALLAab2c4CZ+UJ0gLn9HGBuPweY2i84wOx+DjCzYHSAmfkcYGq9EKIDTC1Yfvj1E/Dr39ABfv3blf9HD34CpgZ0gKn5HGBuPgeY3c8B5hZ0gNn9/ATMLOgAM+sFB5ibzwFm93OAuQUdYHY/B5hZ0AFm1nOAufX8FjS9nwPMTegAs/s5wMyCDjCzngPMrecA0/s5wNyEDjC7nwPMLOgAM+s5wNx6DjC9XznAVRziqPoX2nxR+dBAmPy45HBB2NwCr03kTYC3XeQVh0LCZM2hkLC5CV676N9vBLz9Iq84FBImaw6FhM1nwXtO9O93BrwXRF5xKCRM1hwKCZsHwjsm+vcrLu6EyZ041FYAABhuSURBVJUv7lT1NfwveG8SeTvgjRd5u+GNEXnt8JpEXie8RpF3CN4wkXcY3lCR9yK8ISLvZXinibw+eDUiL4FX4XBVVV9rpQ9Kktby/wq64j+w+VJ8oT8i+caRb8/KXjYh13ht8Fo03uLNhbdossZ7CN4VIm8lvDkibw28WSJvHbwZIm8jvKkirw1ei8jbDm+CyNsFb6zI2wtvlMh7Bt65Iu8gvOEirwteg8jrhlcv8o7CGyTyjsEbKPIivETkhc1XoR8PSL7fh83z4S0Tea3wVom86nuZVIxv+cdF1uOCz/TKsa4CTKfFstOxIdF44+Dt1Hjnp4X3VIfGuwje4yJvDryVIu/N8O4Tee+E93uR92F4PxN5n4H3XZH3VXhfEXk/gPdJkfcLeB8UeX+Cd4PIewDeVSJvDbxZIq8NXovI2wNvtMjrgtcg8o7BGyjyYtqDftRJvt/HdD+8ESJvB7zxIq/6XjrAx3nB4ABX8SrqJB/iAHP7OcDcfg4wt58DzO3XnwdWB9gBDn4C5r7g/ATM7ecnYG4/PwFz+8XUT8DUgqnfgqb2c4Cp+YIDzO3nAHP7OcDcfg4wt19wgLkBHWBuPweY288B5vZzgLn9HGBuPweY3M8B5gZ0gLn9HGBuPweY288B5vZzgMn9HGBuQAeY288B5vZzgLn9HGBuPweY3M8B5gZ0gLn9HGBuPweY2+8NDXB6bfEzryf76872Pa3Z88+FILoAktc2FIc4erskP/ic18Dr03iLk8JbFDXeQ/CuEHkr4c0ReWvgzRJ56+DNEHkb4U0VeW3wWkTedngTRN4ueGNF3l54o0TeM/DOFXkH4Q0XeV3wGkReN7x6kXcU3iCRdwzeQJEX4SUiLyT1xaGL2C35fh+SwfCOiDxcqIuiC3X9uJiVNF0XV8QYTvobueXfB8KtBw5U6nTIs0NFWPNhkmHy7DC8oSKvB16dyHsZ3mki71V4p4i84nRalmtOseVZ8Yma5ZpP1DwbBO+o6PdbfKFnueYLPc/wwi7XvBDLF8JbIvLmwVsu8i6H97DImwlvrcibDm+9yJsCb5PIa4a3VeSNh7dD5I2Bt1vkpfA6RN458A6IvGHwDom8ofAO67yk9ATc8XfNxac0frO4cJV8oeJTdcWahxDS+BN4HxV5v4b3PpH3V3hvEXlL4S0QeevgzRB52+FNEHn74I0Ued3w6jVeHy6s1Yi+Pg7DGyry2uE1ibw2eC0iby28mSLvQXhXiry/wHuryPslvA+IvB/B+7jI+zq8L4m8W+F9R+TdDO9OkfduePeIPLxbLOvltfE2B7iaVwIn+Jg0OsDEfCGNDjC1nwPMzBdSB5jbzwHm9nOAqf2CA8zu5wAzC6YOMDOfA0ytF0LqAFMLlt599hMwMaEDTIxX/iMGB5hZ0AFm1gsOMDefA8zu5wBzCzrA7H4OMLOgA8ys5wBz6/kJmN7PAeYmdIDZ/RxgZkEHmFnPAebWc4Dp/RxgbkIHmN3PAWYWdICZ9Rxgbj0HmN7PAeYmdIDZ/RxgZkEHmFnPAebWc4Dp/UoBruYQR7W/UDL7yfIhhLj6AslhhWT2bnhjRF47vCaRtx/eCJFXHDKJqzWHTJLZxSGTuFpzyCSZXRwyias1h0yS2cUhk7hac8gkmV0cMomrNYdMktkB3skP1VT99XExvMdE3kXwHhd5F8J7QuRNgLdd5I2Ft0vkjYa3R+SNgLdf5A2Hd1DkNcDrEnlnwHtB5J0O7yWRNxDeMZGXwKtwuKrq7wdJaC3/r6Ar/QPJ7E34RjRFEpqrZ+dl7/7VmcRbAG+pyJsLb4XIuwzeP0XeDHjrRN5UeBtF3iR4W0TeRHjbRN44eDtF3mh4e0TeSHj7RF4jvE6R1wCvS+TVw+sWeYPhHRF5p8J7ReQNgPeayEtmP4jvz1dKvp8ms5fBmy/yVsFrFXlr4c0UeevhTRd51fcyqRTf0t9P40dwYeiOirGuxjsa07IzKOmQeIfgDRN5u+GNEXmb4E0ReavgtYq8HF4m8v4A7x0i7+fwPiTyvgfv0yLvNni3ibxPwfu+yLsR3t0i7+3w/ijyroZ3v8ibDW+1yJsMb7PIOw/e0yIvjRfg+/OTku+nabwY3mMi7wp4D4m86+HdK/LeC+83Iq/6XjrAx3nF4ABX8zLqxB/jAHP7OcDcfg4wt58DzO7nAFMLOsDUfMEB5vZzgLn9HGBuPweY3c8BphZ0gKn5HGBuvuAAcwM6wNx+DjC7nwNMLegAU/M5wNx8DjC5nwPMDegAs/s5wNSCDjA1nwPMzecAk/s5wNyADjC7nwNMLegAU/M5wNx8DjC5nwPMDegAs/s5wNSCDjA1nwPMzecAk/s5wNyADjC7Xz8CHA8WP5N7sr9urp/een9tY4hBc1Hk6tBZHOIIjZIffF4Ab6nImwtvhci7DN4/Rd4MeOtE3lR4G0XeJHhbRN5EeNtE3jh4O0XeaHh7RN5IePtEXiO8TpHXAK9L5NXD6xZ5g+EdEXmnwntF5A2A95rIS8LB4pBEGC75fpoEXNALogt6ARf0guiCXjiK3+8g0e8XF/SC6IJewMWsKnqZxH83rQgxnvQ3csfp48LtQy6o1OmQ5QPLw+TZMckwWV78RvJME/4sL4bOM83QWV6cUswzzSnFLC8+UfNM84ma5cUXUp5pvpCyvDiVmWeaU5lZXrwQyzPNC7FsKbwFIm8FvLkibzW82SLvUXiXiLwN8KaJvC3wJom8rfCaRd4OeONF3h54o0XePngjRV4nvEaR9yy8s0Xe8/DOFHkvwhsi8nrh1eq8pPQEnAzXXKSK6RfLT9NJxzcqPlVXrHnpFV36MXg/Fnnvh/crkVdcZEk6NBdZYroQ3hLRv98l8B4VeRPhbdN4o4p3X5K9os+/C+E9IfIuhfeIyFsEb7HIexu8P4u8G+HdLfI+Ae+HIu/L8L4m8m6H91mRdxe8m0Te7+C9S+T9A941Im8VvFaRtxHeVJG3C95YkYd3i2W9LLXXAa7mpcDxPyamDvDrXy+E6AAz84XoAHP7OcDcfg4wt58DTO0XHGByPweYGtABpuYL0QGmBowOMLefA0zt5wBz8/kJmN3PT8DUgg4wNV9wgMn9HGByQL8FTQ3ot6Cp+fwWNDefn4DZ/fwETC1Y/uNf/xnw69/Qb0G//u1K/6QDTO7nJ2BqQD8BU/P5CZibLzjA7IB+AqYWdICp+fwEzM3nJ2B2Pz8BUws6wNR8pR+T8v8KmpnQAWbWCw4wN58DzO7nAFMLFgGu4hBH1b/K8qbyYYUwr11yiCMsHwFvv8gbDu+gyDsL3nMi7wx4L4i80+G9JPKKQythnubQSliewDv5IZiqP/8ehne5yFsLb6bIWw9vusjbBG+KyNsKr1nk7YA3XuTthjdG5HXAS0XeAXjniLxD8IaJvMPwhoq8Hnh1Iq8XXq3I64NXI/ISeBUOV1X9/SpJWst/BlzxH1g+Ad8ot0u+ka9cnpW9OfNyibcG3iyRtw7eDJG3Ed5UkdcGr0XkbYc3QeTtgjdW5O2FN0rkPQPvXJF3EN5wkdcFr0HkdcOrF3lH4Q0SecfgDRR5EV4i8sLyq/D97wHJ96uwfD68ZSKvFd4qkXcpvEdE3sXwHhN5F8F7XOS1wGsTedX3MqkY3/JFqp/iAtItlWNdBTgnjWVnZUci8d4M7z6R9054vxd5H4b3M5H3GXjfFXlfhfcVkfcDeJ8Ueb+A90GR9yd4N4i8B+BdJfLWwJsl8trgtYi8PfBGi7wueA0i7xi8gSIvpj34/lcn+X4V0/3wRoi8HfDGi7z18KaLvGXw5ou8v8G7TuT9Ft57RF71vXSAj/OCwQGu4lXUST7EAeb2c4C5/Rxgbr+YOsDMgv15YHWAHeDgJ2Dmyy0EPwFz+/kJmNsvpn4CZhaMqZ+Amf2C34Km5nOAufkcYHI/B5gb0AFm93OAqQUdYGo+B5ibzwEm93OAuQEdYHY/B5ha0AGm5nOAufkcYHI/B5gb0AFm93OAqQUdYGo+B5ibzwEm93OAuQEdYHY/B5ha0AGm5nOAufkcYHI/B5gb0AFm93sDA3w+fmbuZL+FnyRLWxeF3SHE1yQ/qLwyGVsc4oi7JN4aeLNE3jp4M0TeRnhTRV4bvBaRtx3eBJG3C95YkbcX3iiR9wy8c0XeQXjDRV4XvAaR1w2vXuQdhTdI5B2DN1DkRXiJyAvJecWhhvi05PtVSEbC2yfyGuF1irwGeF0irx5et8gbDO+IyDsV3isibwC8yr1MxjbFFTGGk/7CN4XHw6fCoxVfZuRZMXSWa4bOs+ITIcs1nwh5VpyizHLNKco8K76QslzzhZRno+HtkXwi5FnxQifLNS908oXwloi8efCWi7zL4T0s8mbCWyvypsNbL/KmwNsk8prhbRV54+HtEHlj4O0WeSm8DpF3DrwDIm8YvEMibyi8wyKvDl6PyKuF1yvyauD1abzFeGG3SPTCruQlpSfgp0QXY9K4tHxJpCNZILkoksZ18GaIvO3wJoi8ffBGirxuePUar6+4ONZRo7k4lh6GN1TktcNrEnlt8FpE3lp4M0Xeg/CuFHl/gfdWkfdLeB8QeT+C93GR93V4XxJ5t8L7jsi7Gd6dIu/d8O4RedfC+7vImwdvucibBm+DyBsHb6fG+8+7xapeljwHuOJz/Yk/II0OMDFfSB1gZr6QOsDcfg4wt58DTO3nAFPzheAAcwM6wOR+DjA1YOoAc/s5wNR+DjA1nwNMzucnYHJAPwFzAzrA5H4OMDWgA0zN5wCT8znA5IAOMDegA0zu5wBTAzrA1HwOMDmfA0wO6ABzAzrA5H4OMDWgA0zN5wCT8znA5IAOMDegA0zu5wBTAzrA1HwOMDmfA0wO6ABzAzrA5H4OMDVgOcDVHOKo9leJ2aHy4YckHyY5JBGzw/CGirweeHUi72V4p4m8V+GdIvICvJMfWqn6v+9CeEtE3jx4y0Xe5fAeFnkz4a0VedPhrRd5U+BtEnnN8LaKvPHwdoi8MfB2i7wUXofIOwfeAZE3DN4hkTcU3mGRVwevR+TVwusVeTXw+jRekhRepcNV1X4/LXnlnwOu9A/ErB3fyJskYZie5WVvfZ5JvCnwNom8FnhtIu8CeE+KvPPhPSXymuC1i7wR8PaLvOHwDoq8ofAOi7w6eD0ibxC8oyLvFHivirwAL4i8mD2I7y9XSr4fxGwZvPkibxW8VpG3Ft5Mkbce3nSRtwneFJH3L3hvEnlPwrtA5O2GN0bkVd/LpFJ8S38/jb/Ghab3VYx1Nd6qmJad1qRD4uXwMpH3B3jvEHk/h/chkfc9eJ8WebfBu03kfQre90XejfDuFnlvh/dHkXc1vPtF3mx4q0XeZHibRd558J4WeWm8AN9fnpR8P0jjxfAeE3lXwHtI5F0P716R9154vxF5H4F3h8j7PLxvibxvwvuCyPsJvI+KvOp76QAf5xWDA1zNy6gTf4wDzO3nAHP7OcDsfg4ws2B/HlgdYAc4+AmY+XILwU/A3H5+Amb38xMws2Aa/QTM7Bf8FjQ1nwPMzecAk/s5wNyAaXSAmQUdYGa9EBxgcj8/AXMD+gmY288BZvdzgJkFHWBmPQeYXC/4CZhc0AHmBnSA2f0cYGZBB5hZzwEm13OA2QEdYG5BB5jdzwFmFnSAmfUcYHI9B5gd0AHmFnSA2f0cYGbBNzTAu/EzfSf7DXwtvKN1ZWgOMUTJDyrPCNvKP/i8LkyUeFPhbRR5k+BtEXkT4W0TeePg7RR5o+HtEXkj4e0TeY3wOkVeA7wukVcPr1vkDYZ3ROSdCu8VkTcA3msiLwnFYYUYNIcVkvA0vPMk31+S0AEvFXkH4J0j8ooLhDFoLhAmobhAGIPmAmESiguEMWguECahF16taL8+eDUiL4FXuZfJ07FpRaWw3hPmhF+E+RVfZGR58YmaZ5pP1CwvvpDyTPOFlOU74Y2TDJ3lxQuJPNO8kMiWwlsg8lbAmyvyVsObLfIehXeJyNsAb5rI2wJvksjbCq9Z5O2AN17k7YE3WuTtgzdS5HXCaxR5z8I7W+Q9D+9MkfcivCEirxdercjrg1ej8a7GC7v7RS/sFsBbKvLmwlsh9JLSE/AY0UWbmC4sXxJJOpZILorE9BJ4j4q8ifC2abxRxUWvZK/mole8EN4TIu9SeI+IvEXwFou8t8H7s8i7Ed7dIu8T8H4o8r4M72si73Z4nxV5d8G7SeT9Dt67RN4/4F0j8lbBaxV5G+FNFXm74I0VeQfhDRd5R+AN1nhH8W7sIFGPDsEbJvL+826xqpclzwGu+Fx/4g+IDjCxXgjRAeb2c4C5/Rxgbj8HmNrPAabmC8EB5gZ0gMn9HGBqwOgAc/s5wNR+DjA1nwNMzucnYHLA6ABTCzrA1HwhOsDUgA4wNZ8DTM7nAJMDOsDcgA4wuZ8DTA3oAFPzOcDkfA4wOaADzA3oAJP7OcDUgA4wNZ8DTM7nAJMDOsDcgA4wuZ8DTA3oAFPzOcDkfA4wOaADzA3oAJP7OcDUgOUAV3OIo9pfpS4/o3yYoid7QXLooi4/Hd5LIm8gvGMir7h40pNVvnhSzYZ1S+EtEHkr4M0VeavhzRZ5j8K7RORtgDdN5G2BN0nkbYXXLPJ2wBsv8vbAGy3y9sEbKfI64TWKvGfhnS3ynod3psh7Ed4QkdcLr1bk9cGr0Xinh8J7SXRx8VR4r4i8BF6lw1XVfK8vfUzJK/8ccKV/oC4fjtAclITr6Twre+dlucTbB2+kyOuE1yjyDsEbJvK64dWLvCPwBou8Xni1Iu81eANE3gB4r4m8U+G9IvIGwzsi8uryq/D1+4Dk660unw9vmchrhbdK5F0K7xGRdzG8x0TeRfAeF3kt8NpE3gR420XeWHi7RF4TvHaRNwLefpFXfS+TSvEt/f2Yvh8XpH5VMdbVeJ9JY9n5bkci8b4K7ysi7wfwPinyfgHvgyLvT/BuEHkPwLtK5K2BN0vktcFrEXl74I0WeV3wGkTeMXgDRV5Me/D1Wyf5eovpfngjRN4OeONF3np400XeMnjzRd7f4F0n8n4L7z0i76fwbhF534b3OZH3RXjfEHkfg/djkVd9Lx3g47xicICreRl14o9xgLn9HGBuv5g6wMyCMXWAuf0cYGa/4ABT8wUHmNvPAeb2c4DZ/RxgZsH+vGPsJ2A/AQe/Bc18uYXgt6C5/WLqt6CZBWPqt6C5/fwWNLNf8J8BU/M5wNx8DjC5nwPMDegAs/s5wNSCDjA1nwPMzecAk/s5wNyADjC7nwNMLegAU/M5wNx8DjC5nwPMDegAs/s5wNSCDjA1nwPMzecAk/s5wNyADjC73xsY4HfiZw5P9lv4WHJX64ywPoSouXjSlhQ/2N4SNT/Yvh3eBJG3C95YkbcX3iiR9wy8c0XeQXjDRV4XvAaR1w2vXuQdhTdI5B2DN1DkRXiJyAvJ1PLXW4gbJYcGQnIhvCdE3kR420Te+fCeEnmj4O0VeefCe0bkFYcfQtQcSgpJA7wu0b9fPbxukTcI3lGRV1xIDFFzITEkxUWvanqZvKsprogxnPQ3cl24L7wt/D8VX2bkWXHhJcs1F17yrAh1lmtCnS+Et0TkzYO3XORdDu9hkTcT3lqRNx3eepE3Bd4mkdcMb6vIGw9vh8gbA2+3yEvhdYi8c+AdEHnD4B0SeUPhHRZ5dfB6RF4tvF6RVwOvT+Mtxgu7RaIXdg/Bu0LkrYQ3R+StgTdL5K2DN0PoJaUn4N+LLu6ksbt8SaQjqZdcFEn7iotZHTWai1npYXhDRV47vCaR1wavReSthTdT5D0I70qR9xd4bxV5v4T3AZH3I3gfF3lfh/clkXcrvO+IvJvh3Sny3g3vHpF3Lby/i7x58JaLvGnwNoi8cfB2arzz8W7nU6Lv9xfBe1zkzYG3UuS9Gd59Iu8/7xarelnyHOCKz/Un/oDUASbWCyF1gLn9HGBuPweY2s8BpuYLDjC3X3CAuQEdYHI/B5gaMHWAqf0cYGo+B5ibLzjA5IAOMDdg6gBTAzrA1HzBAeb28xMwt58DzO7nt6CpBR1gar7gAHP7OcDcfg4wt58DzO7nAFMLOsDUfA4wN5+fgMn9HGByQP8ZMDeg34Im9/Nb0NSAfgKm5nOAufn8Z8Dkfn4CJgd0gLkB/QRM7uf/ERY1oN+CpuYrAlzNIY5qf5mu7NXy4YyG/BTJhZKuLMA7+aGQqv/9FsJbIvLmwVsu8i6H97DImwlvrcibDm+9yJsCb5PIa4a3VeSNh7dD5I2Bt1vkpfA6RN458A6IvGHwDom8ofAOi7w6eD0irxZer8irgden8Q4nhTe0wuGlar+f9sCrE3lH4Q0SeX3wakReAq/S4apq9yt5/y8W0JlFdwpcMgAAAABJRU5ErkJggg==</pentrails><costumes><list 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