<snapdata remixID="9083539"><project name="U2L4-brickwall-Jaaron" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAc/0lEQVR4Xu1dB3RUVdfdM5mZVEIv0gkIAkFBLAhIURT9PkGKKIgUpYlKE5QfARURLDRFLHzSqyhFkN6RFjqhJJRQIx0hPZn+r32GF0JImWRCCHDfWlkMM/e18/bdp97zdE6n04k8tm3YsCGPXVHal9O4ceN74jrz8kXq8hoACb66devC29s7L8sNZrMZ27ZtgwKhZ48pTwGQ4Hvqqafg7+/v2V3l0t7x8fHYuXOnAqEH8s5zALzXGIWT5l67Zg/wkuO75kkA6nQ6udGmTZti6NChqFevXoY3Pnv2bLRv3z5HhfPSSy9h5cqVmR5TATBTEWU4IE8CkFdcs2ZN7N+/H1u3bkX9+vWTb+KLL77AggULEBoaCs1/ImATEhLg5+cn41J+/9hjj8nYHj16YOLEicm/ayBPOZY/HjlyBI888oiA//vvv5fPL774IlavXi3H5X78TQOnAuADAMD3338fH330kbDcu+++mwwkgqVKlSoCii1btghT8vdffvlFpEJmfOuttzBr1izZl2AmoAjUhQsXonz58snsyt+4/9GjR1G2bFm0bNlSAMjPzzzzjJyfrFikSJFbQK4A+AACsF+/fgIkjb0IDIKN4NBASbEQmAQffycACbjTp08Le40bNw7Tp08XluXGMfydx04PgDyGdkxN5SsA3qcA9Oy2cm9vBUDPZJ2nbMA9e/YIqz3xxBOe3VUu7b17925hxNq1a+fSGe+/0+QpAFK8ZBSTySROSF6LBxJwsbGxKFeuHC5cuACLxaJCMB7OiTwHQN7P5cuXxVZjoDevbpwcDJqrzTMJ5EkAenZLd25vsvNDDz0k7Pfwww/j+PHjqF69OooVK3bnTnqfH1kBMIsP+OzZszhx4gR8fX2RmJgoe6tMSBaFmGL4XQWgw+HI/pXf5T1pIpw5c0auomHDhpleTVJiPPz8/REbmwhvky+2bNmK+QvmomLFinjjjTdQvHhxGI3GW46T2/LR6/WZ3kdOD1AAzGmJpnO8pKQkGAwGVK1aHVaLHVevXoWfvwnR0dHyPb3/SpUq4dChQ8lHUAC8ww8ntwV8h28n3cM7dcDceX9g47r1WLTgT3GuzBYzTCY97HZ7ckBdkwfBaLVa4eXllauXrBgwV8WdOycjkIwmb8xbtBRfj/wSB/ftg9PhgNFLD6vdAj50Ak7LMzOmSBvz2rVryO0JqgCYO5jItbMwSM2/OXPn4cL1GMyZNRsPFS2CZUsWQwcHvH1MqFq1Kg4ePChg45+Pjw+aN28udmGLFi1y7Vp5IgXAXBX3nTkZgeWEXv6oauln9ezVC6+374yY6Os4G3EMw4d9CrvNkibDGY3eaNKkCeLi4rBs2TIEBPjD4XDCbrdKgJ6MSrbkZ242m01UNYHOz56AyJN9sytN5YRkV3Lp7JcSgATE6nXrRQUPGTYSj9aoCljNCD90ECHbt8oRNJbU1K1eb0DJkiXxwgsvYOrUqfI7AffUU08IIAsVKiQg1JYs0IYkcLg/x3kCIk/2za4YFQCzKzk3AMh1I2916owOHTuhT7/+GPnlF+jQri18fX2QmBAnRyCgrl+/nuyIAHr85z//wbx589CqVSusWbPmxpkc4i3zLzAwUIBJ0HXu3BnffvutjKGnrTFjdm5LATA7Ustj+6RkQOaN+/YfgMmTJsJmB3bt2oX/vtQUX3/9tZSDFSwQKKA5cOBA8l0YDCYBFzMukZGRAijmnJ1Oe4Z3SmCScR9//HEpNytQoICwIfdl0FxT11rIR1PdKQ+qAJjHwJSdy0kJQD78YydOCpt9+slAFC5cGC1atsZzzz2Hrl26wMfHhD59+uCbb75JcSpXMPjll18WIFGt0sajDZjZpqnrlOO6dOmCSZMmJX9F1iTQ0rIXFQAzk3Ae/53xPp3TAadODzj1YHkZQVepUgXExcZg/PifZI1Lo0aNsH79ehqAaNmiuVRn39z04gnTtuMfQcV/gaxnjTTbkMemzUiT4NNPP8WwYcPSdIAUAPM4wFJfns4JEHT8s99Y3+9wWrBo0WIc2h+GHTt2oU/v9/Bi0+dgMvki4vg5VKkcBD1seKRyNSQ5HDgRcQRwrcES0HK7cOk8ypUpK+qTNqFrczGXp7FBpvuohvkvY41asFuLQ+b2I1BOiAcSTwlAkPUATJsxBfv2huLsqX+kWmbRwt9x9Gg4Wr3eDtMmT0Nwtep48qnaolL9fPyRmBSP4iVK4OKliwJAqnCH0wqdzgiGZCSQbTSCaVoymKebZitqxxk+fDg+/PBDsTX5W25vCoAeSNxutcHobQJ7m1BBbtu+DVevXsORI8cQfigMM2dMh9NpFY9X7+WFN9q1QNjhszh75gLqPVsTf6/dBDsMKFCoEOLjomC3WHDl4jEULF4SdZ5piIiISPx79aqAMrv9U1KyJtmOTJcWi3JVoeaseCCSLO+qAJhlkaWw1nR6OJwO2J0OmK1WrFu3Dm+80R7794WiSeMm8A/wwd+b1qF48cJwWGKgNyWiVMmaqF/vv/ANsMJb74sTZ89j3bo10OtsuPzPHlyIjMTVKDNOnY9G1x69oLc54HRYkbEPnPlNtG7dWpazpqfGhwwZArJhbm8KgB5IXE+1qwNMPt7o3bev5HCPHT2F7t3fw8xp03Hk6EEUyO+Lxx+rhiVLZuDi5cPYueU8Ro2ehYdK+2LnrlBcvh6PxPhoTJ74FeKuHMLTTzyDRk3fRRLtQqMJvl5GWBLjsw1AOjF0QJ5++mnpZUOHJi0G5PLVmTNneiCN7O2qAOiW3OgAwFXBYvQTz5Q68d33e2LiL79g1Kix+PvvLSCLhEWcxvYdIWjy3PPYvHETli/5C2Fhe5EQHYGQDVsxfcpM/Btnwcade/Fi05fhYIrN4IVN69aiRcvm2LknFIfDw2Rp6Llz524Dy62hFpfd6evnJ/FE8WMcNnhxXjgAk68RVocOP/78K/6Y8xvWrGVQm8aCy6PmsaiWGZKhfelJENstMaYxSAHQTckRgHQImNvdti0Ezz//POo3qIcnn3gaY8eMQ77A/LKw3ScgHx6uUgUHQ0Nh0HtJwemob0YiX4Aevbt1xYQfJ8EGJ4Z9MwrfjxmLmJgYyRyXr1AWp0+cRLXgR+Ht6yMLn+bOnZsmWyV3dYBeHAeb1RUjpJ1Jr7lwoUDEXo+C2WaFE0a83bU75s6cjiQzQXoTgBoIqZaZe2b4J7c3BUA3Jc6HxLUgpUuXFWM9Li4GQRUfxpkzkXDY7She4iF069oD6zdtRIUKFRAcHIxNmzahQ4cOSEyMR2x0FPr26YmgsmWwaft2jPhmNGZNmSIr/7gIixuzF2z7MXjwYLCliJZuS3mJvA6m71jQ6h8QiKJFiwpTkskGDBgAvZcBY0eNgcWcCKvdicACxTHg449wcG+ILNz/6ecJt8QUCWB2k/juu+9yvf5QJsDd7A/oaUzLTexkaRi9RKokPnyqJDIDwyEB/vlhs1sREOAnmY1+/frAYnUiOLgGli5dis6d3kH16jWw+e/1CAoKwtx5v4GGv8nHRzzPT4YMxrGjhzB08CBp+9G923soX66UqD6r3YH42ASxJwP8/fDVV19JsJggS2tj/0SCNiLipPxsd9gQHR2LAgUCkWixwosHYh8bGDD+58k4HB6OGb9OkNKvw2EHbwFggwYN8NdffyEgIMCjQoYsCTnFYAXANCSneYr8l6yRmGiGzcqMBFWwHX379UaNGtVRvsLDaNmyFfz98uHZZxuKgX/u7ClEnDiOhMREGExG1H22Prp27YqaNYOxfMUSVChbDnNmzUXb1zvg3Z6d4WUw4fzFSzD5+GHa9Jl4rUUzNG/WTCpf0tvq1KmDkJAQUbdGk0nUNAsS2EPHy+SKapvjE+Dtkw8vv/Ia6tSth/GjvkS1atUQsmPbLQBs27attC/hhFOZkOxOI7f2u33BDQPJ2sZkv9VmFkBQnX388f/h558mkkjEiywfVEEcg3HjxiI+IRoXLpyDj3cAJk+eir1790oN3/z589Hg2XrCkG3atJHv2ezosVqP4tXm/0H37t2xeuUqKTK4di0KP0yYIDYlmfaJp56U/O87nd/GyJEj8eOPPyZfm+Z4MCBNkPP6aI/eHMAAsg4Dh36G4Z8Pht5hhZ43pzdh4fINGDN6LLZvWH5bOo+AS5nyUwB0C0g5N0h3I/VFw1znBSTExyIh0YzixUtBBy+xtSpXrioesM5Lj8uXL2HnzhD4+nnLd3B6YfXqNcI+tAuXL1uGadOmSYmUlnvl1RYrVgQJ8dGIjzdj+/bN+OSTT6T9yNhxPyQHhvPly4e+ffti1KhRkoLT6vvETrpRE0h7jcfWigvIda45xAs00gvBrv27UTO4KvRO4KeJv2LRkhVYv3I1ypYpLLaiK6+ccuLdDEwrAOYctm47ErMJt2/ad05cunRJHAezxYm4uATxQll3l5RoEbY5c/YUdu7ahdq1a8lhrDar/Pb3338LoFhAOnbMGHh56cSe4mo3bmzrNnbsWPj6GJA/f37pI/Pqq6/i888/x7nzl5PZjHYjS/M1W4xAYecFtgB2VcPYQXX522+/3SS+WwCoh5e3DwqVLCtt6EoVL4Chgz/H5k2bsGfXTgRXrXRL2RcP8ueff6JZs2YCdoJPATCHAUgmYWhBSo90zhthCojXqtPrsfjPBVIKRbBERJwAyaFCUEVhFIZHWC5F1rl48Ty+HDlCAs1DhnwqudnNmzejerUa4j2ycllLcVktSQIYnrdMmTKSD86Xzx8jRwzHwIEDUaJECfF29+7dD7vjJrux3ducOXOSC1P5f7ac0+oB0xONBk6taMGrQDH8MvF/8PE24fzZMxjUrw8cdguMRle8j+P5R+dHWwylfa8AmMMA1Bb6UF1WDqogD5Ng02rsGLFNSrLgucZNJI3Gz+XKB6FwkYLYvn0rKleuhLj4GESejcSuvbtw/FgE2rVtj6joGGzbGiJdWSdPniw9Cc+cPi0AZ2C5XLkyEp7RtjFjRuHbb76SczO217r166hZswYiTpwR9qGnzTJ8BpNZocKNnvKiRYsErDyPqzImhdl3Y8ET9+cksdts8qPB3x+FipZEr159MOyzz+E0x0PvtMFiu7WekBOMap+y0Mr6FQBzDIAu1UqBNmrYUJgrLjpKbCmLxQaLxSoe49DPPhe1uGLFCgwaNBiRkefEptqzdxcGDx6E33//Ha1bt8QPE76TfK8Oeqxfv1FU9L59+3Dq1CkcPhSOy1cuonGj51GocAH88ds8UcNcSMStceNGwpZGvQ5mix2HD4WiWvVH0aN7F0yaNlPUu7bYiNfLxeknThyH1epyNrTfyFI3N738Fpg/PyxmM+LjY29WdAFo8NzzyF+gsISHvJnBSUqQ++L9E6xccTdjxgwBvxZrVCo4O+CjE3Gjlk4nLi0Fyn+5zhZo3KgRLl+4KC3Vxv/0My5evIz27TvA18dfQEJmXLx4Gb77fiw2b96Ec+cihQXpCNALZbyNXVTJTAsXzhd7jrE5MtkPP/wgRaVs0WGzOW6oOAfe694F/fr2FRuSwKaNyJJ7shxBw/UfdAZYFb115y5xRlatWoUpU6ZIL2wvpwOtWrfEnn2uDgkCY+abjT4CxsD8BXHpylUpamXr4LWrVwlrHjsaLlUzRqMffv31Vwz9dDDYxyZ1IWvK/tap47CKAbMMwpvFmtqaCWajer33Lpw6A06cPItJk6bA4XTCxz9AQLBxwyZ5kIcPh+PIoQMST+vTtxd2794pXa6YmaDKI3AOHz4sLEHnYM+eXQgLC8OVK1cwdep0sev69+8vQCSgeEyySZI5wVW/R9TodXDY7FKwarNY4XNjbQZzyocOHBR1L47OjcVE9Jx1OgcsiYkICMwPkp4GQPaT4TqRIkWLo2r1YNSoUUNilAz/fD1yBGbPmiHLQPfs3ocJEyZgytRJt1RSk/l4L7T9NLZTAPSwOdHNgDFgsSaJwDeuXSuB1f9Nmgpf/0A8U6+xVKvwYdHTZSaDapfl8qePh2P37r3CVGQmeo9PPllbMgNsPKStv6VDsH79WgEanYjPPvtMWIvl7Qzu8qFqeVSCzd0tZRxS28dhTYDB2xuzZs5Bx47vyPpibmRPtoQrX6EiqgXXEI+9cNFi8t2MaVOxeNFChIeFoc1rbeQ+t4dsldBQTEwUTCYuWHKIE5LRm9kUA7r75G6Mo0CZneDsXrN2FWrUCMbGDZvR9s326NjhbRgMRqxauRZxiQkoUrAQdAYd4mKice3aFYSFhaNhg/rSMd/fPx8qBj2M5cuXw8tAOzHplro5l+eoE7ssKupaMmvxMlys5VoiKSrzRmW0O7fC9SOpN6ctXuKPb3fpgXz56IDYcS3qOg4dDBVnJ8lsRYtWrSXdV7h4Sbz1Zlth0H59euO/L7+E40ePYfSY0QI6TgoCsGDB/Lh06YqAL6OqZwVAd55aijFWq1mEfzbyNI4ePYLXWr+G81diMX78Dzh98hQWLVgAk5eXMAHHFS1aGOXLl8WgTwaiZ88e4oXSE6SNWCB/EdjtDsTGRYndRGBqXQhq1aolXrFWusSHSNYj+DgJNPUm5poEt91rc+bUpXQsXDem11vxv19+RNFiZWAweGPIkOHw9fdDv769MWbMGOzZux96g1EC0tVr1UaloIqo98zT6N61i0yak8eOYfee3clrSPz8fBARcUzy2QR2Rvl3BcAMAJiQ4CoXioqKEkFyNp86HSEebbWqwTh48DBWrFiF+X8slpRWq1avomatYLR7s42oy4R4i9h2pUqVkqqW1GsjaIsxNKF5z1rHAi3llVuFEzOmjEfvD/phwMCPYHV6YcmyddIvu3Kl8hKKWTj/D5yIOCZpwfbtu0lBRJky5RAVG4V27dtg/54daP5KM7kPLXWXmerVxK4AmAEA6bESQBTSv//+Kx5os2avYsaMWbLg20tvxNSpv6J06QrCaDabFTZ7klSInDwVgeXLVkv2gSEZPsj0ArxkObbd5ZuR6JAwM8EttwC4b88mHDpwAHXrNUKlKsHw9gnEhx8NwKCB/WUxu7fRgB0h21zZjlKlULPW09DpjXina1dMnjIJ06f+Cji0tcSutBvv151WbwqAGQCQDgaN/4IFC0pLXDoKX40cJS+g2b49RMCyd99evPP22zgecVRSWG++2RadOnWQGjuz2RWITWvxNr9jl1PmWFlAyk1L+mtgzS0Ano88huFfDsPb7/RE3boNoTf4oHTp0jgcFiqMRrvx7JlTUuxQqnQR+PgE4OKlq5g2fbbIY9vWzQgPPyyOFsNFmtngzvUrAKbTIow2XNOmL0vIgczFbgL8vHTpComUNW/WHH8tXSwAZQA5KSlBVCzXQDz//AvJsNbULgHnCjK3FkDSnuMD4nnceVBZNFWzNNxijpO1GUFBFfHCCy/D2+SPnu+9hzHjXP1fJKftdDW1TIyPkRq/hx+pgg/7f4xNG7ff6BNz6xpieu7//PNPctA7vQtSAEzBULS96PWNHz8eJ0+elPeHFChQKDlZz4JMo8EbFYLK4cCB/eK5OmGHt8n1ousvvxyJoUM/g7e3UQTfr19/+Z6VKwQcwaZ1J9WWK+bEwu8soS2NwU5YUbdOHSxevBRVH6mO6JhYPFSiFGbPm4mGDRqCvaZ9vF29pK0JNhhMOmzcsgEXLl6GxexEr169xENm7NK1nlgvk4ymB9N9yglJIXSmt7SNICFDWcw2+Pp64/Llq9Ilisl8qkFzUpIIVGuuw+/oBWsbQcUsCB2MoKBKopIZmOUDIFuwCTiBnNffxM4ozscD/w+xMYlSVxh1/V88/nhNyXyMHj36RhyPctMDDj30Bq4wScKECb+g1wcDRDPQjEiZaqMTwgKMhIQYmEw+rlIy1p852EvEVT0tnRG4mimXt7taEZ0SgFziGBMbI84EZ2nHjh2x+M8/RRxvdeiAVStXShaCayBYQsQ3YjI2p23chw2+WYHCoDNtRQaXOfvpNVM9kx3utorN7PkSgGvXrceA/oNk6IHQvaj5eA3s2+N6qWLK63epTNq2Fpw7fwmnTp7Hli3bMHbsaIkWpCxaLVG8MB599FGs4mtnHQ6Xjat3aQvNLn7wAJgiDktZ/v77fKkWHjFihIREOGs7dOwoDX5C9+8XO4aMyLL4mJhYSYdpG2vbunXrJu3JmHLbsWNHcsNGPjSyH415d7zBzEByJ39n3+i6deuLOj1//jyu/XsZOi8HunXpLmm/lIFku90JsyUWp05F4NChMLzdubvYyIx5Enw0MwguRg+0qfrVVyMkhkiZ6nWu9JzBaBRQPnAAZJ6T1Sl8CTULAKgGGOuLi42Fl8GAdu3aiYDmzJ4tz5zCZZ6zW7cu8n8KOjw8HK+88oqALiIiQlQtK1W4qoxqmQuymVbr1KmT1P5pOdvUbHInQZWVY9udNlSrFowqlYOliiYm+hoCAn3x4w8/SUGq5tXSlIiNjcfs2dMx97fZ2LljN8aN+x49e/YUM0MLWWlrPWg38nvKieYJFzF56b2kDzVVPTe9IXe78gv73s1VcQRgjx7vy9oJ5mYJDjIhvTaqF+Y7lyxeLMLhZzoely7xJYE2AV+jRg3E2OZYsiarVRhO2bhxo+zDh0DGoFHOPC7ByN84nufKi+o40ZyAAQM+xsSfJ8sktNvMssp865atMqmYoaFNx3wvJy7/z3z21q2bJSTFItaUvf/4mWaJn4+v1BZSNTN+SA3D4Dv/+Eb4Dz744MEDYFaYQY29PyWQLQYcX+pmbC09sfQ+twZhv6/C2n6jM5Qcx3HL7Jjujnvqww6o079jpsfjOXnMaXXeQkzkpUyv8Z9toVjYZkCm43LyXqq9/iKajPvI7XtZ+NoA/LM9NNNrjIm8iGl1OmQ6zp176RwyE4FlSmR6jaWfeQyt5o++bZwCoAJgmkB0d8IrAKYSn2JAxYACCaWC09dw7rKLUsHpyDAze00BMGMbWQHwJrCUDahswHvPBrw/AwLqru6GBLLFgHfjQtU5708JeATA1Lagu7aNGpc2mB5EuSgApoGFBxEI7gSd74RcFAAVACVkpgCogHBXgaAAqACoAJhVP0s5IXdPdd0txsrp8yobUDHvXWVejwCYVcZU45UEUkvAIwBmlhN+EJLpaUGKXuXafqMQ9vvqDBGX095nqz9Go3TdxzKtzQssUxydQ2ZlOk7L6YeMmYGdYzN+j1x270UB0MOCSgVAlwQUAFMhwV2BeFpQqQCoAJimmlMATF/7KxWcjud5L65pUAyoGFAx4A0JKCckFRSUF6y84NTskNo08sgLVlEtJQFPJaAA6KkE1f4eSSBHAJhWTtjd4KUad/vzo5p6UOSiAJjB/H2QgJDVrEdOTRAFQAXAZAncjQmnAKgAqADoTqI7pyj/bqkadd60Z7piQMWA9z4DeuSHq50faAnkCAM+0BJUN++RBHIEgJkVprpbmXIv5jLTk36TcQNQ7fWmbhd9ZiZDzYa835p+KgDeQJC7k8TdcQqA7nWdVQBUAMyUpe9k008FQAVABUDNjlI2YMb2/P3YdVYxoGJAxYCKAddkCgLlBXsU7VE7KwncwVQcD506juWu56TGpf1gHhS55IgNqAAIPCiA0aZLTt2vAmAmrx3LKUHn9IO7X46nAKgAeIsNkNsTTgFQAVAB0J23W+b2zLxfVFxevw/FgIoB7w8GVHEuJYHsSCDHGDA7J1f7KAnkGAAf1IJK9Rb12ydRVnouKgCmkh8rTqapN2imSc3uFuMqAKYSn7setJbwVwBM2zRQAEyDrdJKA6YWnwJgaIbGJoEVE3kR0+p0yHScO/JWDKgYUCRAYOX1rrPKBlQ2oAD1nmdAFVBQEsiOBHKMAbNzcrWPkkCOA1C9wFC9wDCtaZWeB60AeBdf1uyOR+lu6ONeHacAqADoUdDZU+ArACoAKgBqMSulkm7HgqcMk/qI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gFBYWa9EPS61WO7l6uFa4YPPnzdHDI0cZQX7rrbea5cWgJIePeu6smjN9yncqKixUJBrWqFGP68UXX7TBBilO/iDnx/oBpHAV+T3v+W1ttkDAq0aKteQGKIUD4ZtI05kyZcoWkUE36F0t+igrvu7CzckgHLDESzrgv7C+cKmPOeYYCxoQ6WRzZaG5TtxNVwfMudJ85vixret+xUdF428t3sV2QtcdLb+TAKxd2FkSh95+C2wPsAARomYzZs+xqNvvfvc7U5FjSeVuWq/BpwzW1VdfrT59emvRosU2+J555hnNmzdPTz31lJYvW6b7RozQH/7wB+O+XJ12QA7QKi4qMKKa0jNs8D8IPL///vuawn6/dBdYWFun8HDNDH64LDfQtxZvOislHPYKBu6qLT5quC0Zhzsv32FdEszAlUXLhgUbvzk9GCDI/gCTqyFGG3hBBG+hDgdaTvLhiH4nbnXK/R2teZ8ArF3VUxLHrVULbA+w6PCBgF9ffzdNl156qRHZyBduuOEG44k++/gjkTtYUeEtqUUdd0q9QJpTWI8KoEgeIL4p//L6a6/ZdaWmpXnK8ipvGS8GI4Pwoosu0nfffadZs2bVsryx39xTXFAGLAPzww8/1KhRo2wRjPiBGt8gTnG+qwFr64ewNV/mhKyOkGd/R/4zUeDeAly8AmbxEUbn3jl9F791wtX4tCJ3DfFA5pZRS7iEtRomiZ12lxbYHmBxnYDJ5G+/MzePqBudnKjgX//6Vx05oL/69zusppLDuHHjdOKJJ+qBBx6wATbqsSes1Mtpp52m/v3768ILLlCdnBwVxhZHDQa9+vCudhUAhyyBBObabd6CE473wc0kQodLBXBtrX+KP6ZnjexaC2tb97C1uj/+f+4lHoDc73EBAX0sWHImqUzRtm3bLazLeJ0Zv8N9BMSdtRUvcP21koqEhVW7XpnYaxe1wPYAyyULT/hisllXrLzcpnUL1cmpr9tvv03XXHmFVq9ebXwRVg5ROuQLuGMQ3mvWrld1KKR69esbCX/pJZfYnaRnZBhIVYc2F/DDJbrwwgutYqlLRo7nfLbVBMnJqTV13xmQcFnwYLibDFRX1vnnJRK7lnR3RLirNhHvAm5RCSO2YIbjpdjPgW38MZxFhFYNcMbyIrjAZEDbuwnGgZM7X3zOpPtsR60ru6ZEPaxdNBITh61VC2wPsOjoyckBTfzya82fP18XXXS+KiurjZNasWK5Jo3/3KKIkPCubDGAQ3I0of1ly1fUFOGjigPuJPl9tuCEuYFeiWT+Z8UdOKwnn3zSrn1rS2RbN5Se7q2uw+8BNxZuXb58eU1l1K3LLP8UuHYtYLlrtvI8sUViHRDFFyLcGtDY37nK8aDtOCdnUeI2cv+AHxFS0pFIL6IdkFBgdTli3SV3x6cG1VauUQO0CcCq1bhK7LQTWoB1BKlH5V69Q24esFEWRY19r6inTSJKOGXKNM2ePVfd9umuRvXrGceE+rtLl46aMX2a1VFHhJmRkaW1a9fr2WefNdAhZI9b5gYci1IAgETxnNXAdz6/Xz5/VAcd2MMsNdY4rN3mXaNbbQe3CQ4N+YUbnPEJzQ4otkz52bWA9UtEu7vH+Bpf8e/jvwdkfk7mwW9oA5eoze+INuIyEn3EfUTQ6iwwe+qRiElUsEh3ZEtYWDvSWol9f9ICAAybLWoat7n/jTRPCihUHVIoHFYKlgiF8OStXFNZVV7DAYXlU8DnrZa8auUaK4AHYc4f3Mm7776rjRvW2QxObav6DerqtNNO1aOPjlJFZUipKZnqdUhf/fOfd+ueu+/VhAnjFUwOqLAoX5lpqZbWwsz/zugxykjLUHF5uYK2Uk6lsuvW0Vm/P0Pjxn2qBQsWUqBLLDlY7a2vuo3NbzW8/Cz7FQ4rNS3FXCRI+5tuvFGNGzc0t5DB7A10D9y4N4/T4X9qYG1uuHjra0ctj921azprCrAi+ZzUpZNOOqkmuujAKz5lCFkJ2QAuEsk+DngTgLW7Puk95Lq2B1gsDV9aVqpktDz+JFWFvGgen1dHqhTw+1VWUar01IzYIParorJCV15+pckTAIO09HTVr1dPK1f+aJE/On40GtKjox7RjTf+VQsXL1JWZo7Wrt2ov1xzox599DG98NyL9l1K0K/S8mJvWXpJw28dboR8fmGhwgJ0fMqok6Xs7EzVrVtHy5cuUVlpuTIzSeGp9JYFi4Hy5kcC2PBbG0lUsrJ97n/gAXOJAMWqynIjqRGgUsEhPkmanyX5g4oqrEjEW4XaDcqtH/ueDlwAFqDtxLNYYgQlkJhQN8xtfI+VTN+AS3RRW2eh1vBpCZdwD0GG3fQyawNYJaUlSklL22LxB8Crooqa6ay2HFFyIEWvv/mmVq9aa3xUuCpsKTJ7772P/vWvf6m8rESffz5OH3/8sa6++irdcvONGnrG6UpNzdTbo1/XyScO1j/+cY8aN26mw/r2U4f2LTVw4HEaP/4TNWrYQBs2rjOb5o3X3zA918oVqxXxSeVVIYsS5ufnqmu3zvpy0hcCpTwF/FaNXgNcHmB5W0T1G9ZT7qZNWrtunVKTU6zuFgOMfEesK6slH1fVYcujbnmSeBEm77dH+u+m3aLmspy7DPC4goOAExYXaUt33HGHEfduDUcXVQS8kIvE5z0aqCcAa3d/5Lv39W0PsKyWVSBg7iAb7iGr13iiw6B8iqqsokyvvPKazaxLFi/VF198ocqyShNf5uTUM05o/bo1Wrp0iX1388036sorLtepgwfryaef0vXXX68VK9bo7LPO1SWX/EnpaZmaPm2a2rVroxNOOK4GWK4edpUR8a+98ooRymkZWSqvrNCPK1aprLTYZv0nn3zcBg+ghfEU46njrCwHVN5rcrJfVdVVOvPM3+vFF15Ufl6eFeQDBOFneI/a3QFcvMwhXtawdcqKe+q/JpK2u/YYp+9ymi9nPVF4kSocjsCnLWg7or7ONXQWaAKwdtenu4dc1/YAq4bDiuD+RBQMBBWJemsDBgNJWrJ0kb799lsTfgIUM6bP0vr1GzXoqEG2ICmKcyytryd/qVmzZpj4c/jwWzXus0+0dPky7bvvATr3ggttNm7ZsrX23+cAAyNWYCa/7+uvvjI5xD333m0D4MUXn1fnjp3MUgM4U1PSDbSaNWmqowcdY9+b++jzWd31ms1RTbFggOOggkGfqsNhzZ83z8AJVwYui/uhptUhh/SyIEC8vMENPgZodYwkc0S847FqVyli9+8ktCPPgwlqa2vRRWGZ0KjAihAYcp52cSskOQ1XArB2/2e9R1zh9gALrqqyqlLB5BS7Hzis5KC3tmBuXq7ee3+MdVaAadbMOeY6UU30iwlfWGIz7hWJxMuWLtHzzz9rCbu33HKTHn/sUU364iudeNIp+nbqNItEjRkzRp07dLacQ6o5IBh95qmnDSjvuecevfnW6zZorr32alvVJjMjTaWl5UpLzbCIIi7c6DFvK4DkIRQy4KkRkP4EsDx3kI/vvfcfuvqaa3BYtGHjBrVp3c5K4pDi0rPnIVaPi+NtJty9R+vVx/LXlLHhOrm+35JVtfU9O/By9+ikE7QHFheFGbGYvQmjytrIgVXCJdwjIGH3vsjtAVZNx4sBFguY8hn5euT74RbB8VBHCvAgHP7tt1O0dtUaU6rPm/e9Fi5caC7hPffcbQnOAwcO0GuvvmylkVPTstSyTVtdccXltt9pg0+x2XnTxjw9//zzWr16pW66abj+8fe/KyU1RZUVZTriyAFasGCeVq9co5SkgDXwUUceo+KyUk2cNNEAtTJUZeS+587Fb5s5J8DqkJ77auLEz1VZGVJmnTqaNnW6evTspYYN6qt+w0bGpz3+2GM1AOWAK1xdbe6x/B4xtrWFtXs/9R27OoDIuX/xFpOTNGBZYyGj56J9yGN8+OGHTWLi9k9ECXeszRN7/0wLbA+wTDiYnKLqqFc8DjDAypo5c6ZVXcBtWrBggWbOnG1ELGBFZO3QnoeYWn3p0h+MhC/Iz9XJJ59o+qozzhiqF55/Vtl16kq+FCWnBlRdRVWBoE4dfJJZW1QnPeywflI0oPHjP9eXX35pxHhqWqq6duuotLQUffvNZAUVUChUrT//6Uq98uqrWp/r1cpq0LCh8SdbVm3wwCpewfHj0jlq2baNcVzRcNRSiPr0HaiuXTuqRcvW6tihqx5+6CEvMur311QGjTpGPyZc/a12MIDGlYh29+hErM7Kcot4YF16NcLKzb1G1jJw4MCEhfVb7Rz/H/eFy4divKo6tEUZEnRYfMeG61e3Xn0RLczMyNTkr731+hByzpgxywZxfn6hhf/nzvne3L7v58wxgSdpN+FqdEwRHXrowabJOvroI/XmG6+J0i5ECcsrQ0ryV2vmrGk65NC+Oumko9S6TTvddOOt6tN7gBo1aqpAUrLVWq+sLFXzlk3UqdNe+nryZIXKvFy+a6/+ix548EFVsPafP0n77Luvlv243K5J0bCp7SkF4/dFVV0VUXKy9OknH6hr5w6qWy/HI9WDqXrskVG65PJrdfDBByorO0fHH3eyRcIAS+f+JPn8Sk0OqKyy4qeKif+Ph1jLczorJ55f21Y2gEuAZrKK//7XSDTIDcW1BsQsYTwRJazl00rsts0WKCkqVnadOmZ2MEPijhHtw9GBu7KsfH+SNublqn69+po2fZqB0IknnGh6KxYi9ft9euKJp0293rxZCwOzxQsXmptE2ZcPPxyrJYsWKy9/g9WquuOO29Xv8L4adOzxiob98tkKViGt27BKzz37hG68+R8a99n7KisP6YRjB6tBw6Ya0P9IA7sVK5aqXoM6OuywXvpw7FhFK8Lq2/dw7bffAbr/oQfk8wfVslUrNWzcWNOmTVNSEsLPSilabVZUKvRbVLrrrlt10QXnKHfTBssdzG7YWOUlpbr44sv10qujdeVVl2vCxC+UnVVPkyZOtLZDTxYJVZuF6Ufh7/NbAOInMq/dtK/FK/XjLxGryKXqAFIAC6p/l7LjgOrXABYFB5G1UFbIStMkAGs37R17yGVhRcHHVFRVmgXhdDThKGVhPFW3zYxJSUZgu2qhvBIdvP/+B7VixSrNn/O9HnvySYvM4QpOHP+58Vz77Lu3Tj99qGbNmKncvPVW/vihhx4wq+fyyy+Xz5eswsI81ckhxSOkwoL1Oua4Y9W1S3dNmTpLy5asVjicrI4du+jww/rrwYfvs/2eefYJXX/ddcrdWKA7b79DY8a8px+WLtXGggL1H4DlN0MFWFfAiR9haFQZ6T5VlkZ10QWD9eAD92nsB+8ZWd++Y0eFq6NKSs9U88YttG5TqW6+5Ubd++8RuuW2OyxiOWPqDJWVllrBQDYAKz0j06zOPQWwttUlnQuHVYUr3q5dO3322WfGSbr8yv8EsDgnei0Ew0yECcDaQ4Bhd73McKhaQfwjn7eKsSNYGYTIBnD30tPSVVpRrunTp1utKqJ4rCO4aNESlZVVqLKsTNdcd71VSnj22eets08YN94Aq7y8RB07ddSaVatVv0EdA7nFS+br+Wef0+NPPKFQeZWCqUFFQsWqjpbJ4/Z9atSohTblSk0bN9DatXlKS8nR8SecoKpQmabPmKL+A3rp+zlzNWPabF1w/gX66suvtSm/QHvvu69mzJplvFl1VYUUjSgtzVuCC77u9NOO0AP336Pnnn1ShxzUU9nZORYVzGzcTBM+Gacjjx6q0/9wqgYccYww/Z5+9nnj0yJVMR2a3yuUV1VRZpYW8LUnAxatDVhBlFPBgdI88Qnfrn4W+/0aC8vVGmO5tL/97W8JwNpdgWBPuS4sLAhk46z8fnMNbMmpQFKNfOHjTz7WwKOO0ldffWUWEtUM6NQ//LDMhKGBpKDuvvsei/KtWrXGiu9N++5bq6oQqq7U3nt307IflqqktMC0Olde+SedfNJJenTkw2rauKkUiKqieKOSM6IqLtykzDqZWr8uT9269VKo0qeqiiRFRHg8oPnz5+iEE4/RylVL1G3vLkZlV4wAACAASURBVFr4/RINGnScpk6fabmB7dq312efjpMPuUGEShF+q/+O13nkwB56/plR+uddw3VQj320797d1aZ1R61as17tO3fTjTfdqnvvf05PP/eIVqxcr5tvvl2BlBRVV8KTJXnWJyAYs7B4/S0AFpY0lhWuPBviXKquxtcJ+7WAxe+w3OE7x44dmwCsPQUYdtfr9DtJuM/LwHfha2c1HHb4YTr99NN17vnn20IQ5JEBWpCoSAHQK/XvN0CnnjrESHFEo1hi4apKA7bGTRqquLhIikS1avVyDR58ikY+8pAuufhiXXfNNerVp7dCxQUKZgdUVrxWkWi5hcbr1m+qbybPVN/epyqnTn3lF5bpgfse0nffTda30yZrxcrF6nlwDy1d9KN69z1cH370mZq1aK758xYqJT1dleUl8gUDiobKlZ4e1ME9uuv2W6/XY4+OUOcOrdSyaWNbrdmnZB169PGaP22W9j/oOKVmStNnzdKhvfopL79I1aGwAilp8kW8ksLBgBekAEJTUlL3OOLd7NfYYhO8EkkFiBHpUnYacS78FROSS8X5T11Cjk8VDMpiJ1zC3RUJ9pDrYkn4zKwsI49xo9wKxfc/+IBVB6X6JzXYr7/hBgM01hWkowNOuFOBpBQNHXqGsrLqGNhhZaFmX7tqtaXiDDiinz766EO1bN5CCxbOVfPmTbVq1Qq99OILeu2Vl/Tue++pZNNaZdZPVSRcqOpwqfIK8lVYUKZOXQ7Wu298rMG/O1f167RQh06dNX36VGVlp+qwfgdp3bo1WrVmoyJ4a76gVqxaqdT0LJWXliirbh0V5+cpLT2grl3a609/PFf33XOn9unWzsBL4Sp17dRZWTmNdXCfATpj6Jka/f5UXXXdheo/cJCOPmaw0jPSLIJJ2RyFIub7IacA5AFEQH1Ps7CcTMG5/gATE9LatWstquuSnV1Klkt6/rUWljve0KFD9cILLyQAaw/BhV14mVtn+Lpcudqdko7LrArXwPbBBx/YCjaz586xagVorcgFfO6Fl5SVlaGxYz/y1uULh9WoaXNzB/92513Kyy0woMINXLVypVlZ1BIvKipQUUGe2rVray4aIs033nhDJ510glo0baS3X39JPfserNU/zFMgmdpW1TZ4Pv5ovGbMmK/HH31Zzz37uq65/kaKuSg1JUXllSVq37GN+vbtq1Ur1+mb76aoOhQxAnyLJMKA1KZVMw0dcqpG3DtCTRoGdebQk5WeFlDj+jmqU6eujjtxsJ57/lX99aZ7LFq5ev1KXXDRJXrjzQ+UmZWhkrIKKQxx71dyIGjuJTqurPQ0q2KxOwLWVpWCtuDYeN4mWwh6urJ2bdpa3auPP/5UVVWsIUlBQ2/hkJ0RJXSBG0oLUQkjYWHVblz+RveKWOE6NkhlTHifvFVPNq/24gn/cN1cWJuVlVl6C/KYqgYUwEOuwLLsCDSJGjZs2MTAB8A644wztGD+QrMn0tIzVV5WpiuuvFL9BhyhJs2aK+pLMncJVw7+qqy4xCQOdFZK7zZu1MDO3a1zF02bPsWqjd577z818sEH9dorj+vLbybph/lzFKkOKVwVUklxsUa/867at++kObMX6oQTT9GYdz/SI08+qbS0DBWVlytKlYX6DS1cPnHCF5o3f55SU1Itn/DLLyeZbqpZsyZCM7V+7WplZ6Wr32F91KRJA8uBzMnOUotWrZWenaPht9+hJUtW6vwLz9E111yrA3ocqOysHK1bt8EGtlXzRCgax67XZPpsp2fF65jc+oEuJ890Uf6AleCJ31yNrqQA2rGofc97ngsZ3QYCVqMLwpxqGVHv+qxeV42CQ4Ekj1CvrA4b5nL9viSPs8TN5bkuWbhIbVq3Vof2nfTFlxOt2gZ9insm5Qqg8bZtFyqMT83hfpw7yTU50CNFiqwI5CMJwPqNQlHtbiuiqlCFWR3x+m30UwAXAMKMyWswmGzVC0KhsGmh6tXNUXU4oqSAX5dedqkeGzWqZoHSAw48UPfec5/pmB55ZJTNtHBXhKexmsjZa9q0mS6/4gqdPGSoiktLLDLIQqStW7YysSb7c565s2YbmOXl5polN3/u91aK9513XjaFetfOzXT1sMt05umn64uJk5STkaXS4jKVl5aqsKDYZv5QOKLDDj9C7334kSZM/kbpmVRpqLJ7GTxkiPEt4z8bp/KKcg0adLTlNebnbjLB4scffugBeTRiZPLe3bvaoqutW7RUSXmZPvxkvOYvXFCTDwiYvvTSS3aP5EK6peF/bX7gtoSZ7tnadwhWa0pKeN8AWGxcN5MDG5OKAyV7H416QtZKT5CJm0p9Ln4ZiYGTuXEcJy2o8vKQvQ+mJCsiv8KhKj3+5DOaMXWaGjVoaBo3SlgT2S0rL1OrVi3UtGlTi+r+EmDZtXEfsXuIzwjwADVJp5xyirUp15sArNqN7N/oXogWwybsjCrqDa6wVxXTzebk92FJhcNRK7DGrEfCLr33jjvv0h133qlQqEIpqamqrKjQoEHHW9XN8ePHW5VQLBo6MZ0Nl+/zzydYfh7c1ksvvqi/3DJcjZs20ZxZs821ILpEx0dgyaAnTE4t9ubNmllS9A+LFpvwlCJ8U6dMlj+pRFde/kfd8JfrTOcUKqPyQnNbiMLnS7KZef2GjSqrqNYbb4/Wfj0OUl5RsVkm3ffbVz3272HAsmjBQstppD0AMPRSjRo2UnZmppYuW2rVUdu0aaMO7dvZvQCaS5ct00uvvmGyDq7H1TJnZWUsBeQbHGtbq9DsSIfaWrC55f+xSqZBb31E/gwAtirmRUJ3fL7iliDnJXEb2MVegwGfIpGoiXorqz3TECAkF5S9LrviKovU3vTXG1S3To5FCJf/uNz2w1KtqCwzwMI93x5gOWBylqNb35D+SG7pY489ZqQ7/ycAa0d6zm9wX1w6zHVX8sXVUqdzY1lRJ51Sv2hsmASxst55Z4wu/9MVyi/IVUVVubUKA+SDsWMtiRi3DpC77rrr9M0339nvsbI818Vnyngihs8895wOOrSXfnf6GVq7eo1FBQE3W3U4VG0A9dCIERo8dKg2bthgGq7qyioTJn7++eeaPWuqSks3at730zX2/Q/0l2uv0aZ1GwwkCnLzlJmZZTP/d1Ona9IXX2v0B+/r7/+6x5Kmjxx0rLnBJYUlRvTv1badCVtz8zbagE8JBsxSaFS/gUXB8vI2qbIqpEFHD7QqDosXL9Y3305RKBzVwKOOtMoQiEixAknaZnDhDlvrxoDk13afGm1b3CISNeDk99y+ra0sHpQjrIlK1my4kTGLhtdArFZ7wJ9ki3lUk2ZVVWH7hCNRJQcDqghVm4WWmpZhk0Ldho309juj9dUXX2rpksVq27qNVaQoKCyoOQ3VW5ncmFx+CbBcDXmulXbmmThri++IxGKlwZFaFdKE0v3XdqPfyu+8Gdl1Ypcd7/d7VhYdiMGBonnChEnGU6FEr4n++CLq07evJk2cpIKCIt15550aPXq06tVroKmxSgfMzBmouktKzEphQMMdPTRypFq3badulBSODaqKsjIDDtxBlNMvPPe8uZKkaGBxMWMTPu+x/wH68xWXqX+/Xho9+nU1b95Sp5x4gi4452x9+vEnatGsuS1W8dbosRr7wWhNnzFLN9xym0JR6ZTBp6rnIb0sODCw/wAr9ucK7bk0ExZYRfAKaGExtNurjbmq69euV2qKV98JS6tTl26aMGmiBRtYrYf7u/vuuy1Cihvzc+v87UjvcRbV1r9hYPtjK08DWPBU7GvP0LlYsdV8jHeKLfTq3FSzmowD86qu1quXo8ryChWXFCslwCpAIcWMK6XjapcyOfnU5/D+Vu11+tRpJoBt3rSpHnzwwZpSyAhiW7RoZtYRGQO/BFiuIml8H3SrRwNYUAiTJk2ySYjPE4C1Iz3nN7hvRUWZDTy3fBMA5W3eSiiY6Vg9l1xymQERG9n1SBjYPhv/qfFNDz040pJ82SrKy9W1W3fLA2RwsGhpIJhsVhqRQ7ig448/Xk889ZT8gaAO799f7dq0MesEUACUODdA+cLTz+isc8+1JaMALD7DuunUvoMu/uOFuuvvw5WZnmZVSJODQV103nk20D784AMDISyxW28ZrodHjdJppw/VPvv3sEUwrhl2tTp16WpE/rtjxtjKO1wvYGjgGWVJDM9K4ZwpqUETRyYnBcwiq6isUvd9u2vipC91yy23WCVUBid5b4T5AS84JJYb+08sLDd4t9X17DsLM3ouG2stMsid0pz3DjB5jlwPIBevRKf+mEX9fH5l18kUMhUW7Qj4vGhgZXVIwUCKqfarQiElJaeqZas2FviYM3u2DjpwX02bMkXvjH7HroGSOVjXSQGftT9VOX4JsNx9xd8nv4d+YHPgj4VuXGLCwvoNotAO3JJTp7tFPxECeosGRGzw3njjjcYjsWF9OJMdfoql2OGurr76aitxC29TXlahzl26GCghTfD5/KbNohNy7EYNm9j6f0SYIFO7dt9bBx96iKW9wGHB+wBcrOwMUL7zzjs6//zzbdADlFheRIsATBaOGDbscn31xVdasHCe6mRl6/zzzlHDenV13bXX6k9XXqE+hxyiWbPnWH7hCSedqNN+d6ZOHTJEH439UH++8ir9uOwHvTt6jPEt8FKffvqp3SsAyfnd8lWufhVuzpAhQzR8+HBri9tuH27XgnSjW7dutsT9VVddZeJYFnJ1K1X/WtI9fiC79f3cpGIWh39zxA89HJYKg5v2p935DcEMt4IPz9Z+X0PU+42Dw22kIoVpxEhaj9UJI73KY7b8SklNVzJpVmUVdm/ffDNZ7du2VGpysrnpiIEJnhC8OPjgg2JW+YRaARaTJlRAfCka3ED6EBMF/TNhYe3AwP6t7upIWkeyc5+4ZPfee58effTRmuoLAIWb+bAgXnnlJY0Y8YDeGT3aOumypUut40POAzYM4oULFliCL0DHTA/HA2DBS8BhAVAHHNTDardzfGZVOA90WmeeeaZZbJTMpTPjatFxKepG9I6KonPnzjaQad6imd587XUNGNBPJcWF6tXrEJWWlJgYtXWLpnpv7Af646WX6NXX3tA5511ghP+CRYs93mzpEv2weImdGwAlfQigii805+7brK1w2Ja6v/LPV+jlV18RBDv1vOCrsLCwZK644gqTd2AdAPj/iYXlOB7awK3rR9ta+hMWVDDFQJVrxAXjPpYvW2bd1YAI+UI0ahMLzwW5CIDPxsRQt259FRQU6stJk8xyZLEPAjCu9n5yMFWVVoEBizeq7Jz66ty1qw4+9FA1alBfWekBrVi+3PoAljHXAMe3avUKS/reDNTbljW45GmuJ752FmWxmdRGjBhhfZD9EoD1G0Ah16E9q6i6xrXzpAjB2AKjLKElAwVmXOfq8RnBJCN1fayxJ91++x0GVLhHbnMdyemixo59Xy+++LJZWDNnzbGZlYFCCL1ho0YWHXz/vfeNU8GqYj1AhJmAD2CAJQLosD7dqYNPtmsCxFxE6bDDDrMVmKnG0KtPHwM/wIrrgJfCBeVesb6G/O40GyxHHjFQTz/5hM466/dWVfSiiy6wZaRuvOF6jX53jNXD+uKrLzXu84lWNHDYsGvMPX3y8VGa//08s+yIYjIocEud20vbYFXRZgVFhUoJJltZnIz0DHN5zjvvPOPCAFiKC1Ip87777rP2YLCaSPY/2BwZzaDt0aOHATrtRJsxiOGwqB9GoIN2xXr6fPx4DT39dAN5AARrkckBt7dOnSyTcwQCSRZAIQwSCkW0cd16i5KWlhR5Eo2wF3GsDrMyNuCXKl8gqPy8Qo37/HM1bd5SX06aoJSkqDIzUs0lzM7KVlFxkc76w1nmElLLfvO2bcByJZAtnapuXa/+mGSRYSbGY489dovWS7iE/0Fn2h1+SqeymcfWx9u8OfEnn+AO4K4BHmyQ3x5vlexVT/FLo0Y9aVE9wCcc8USFbPyGwbc5HyxsUUJWR0a6UEJN9LQ0mwXpdAwaQGnZsuUxIreeDfh2bdvb/5yX8D/WFgT9VcOusGsDdBzZzn50Xgbh/IULjaR3kTIHymih+L5Hz4MVDCbpwvPP1p+vGKb99+muxUsWatDRR5ki/tjjjjHLYdjV15qrVlBUYmAJ2XzKiSfpyIEDTGbh6jdxz/EDB4sOF6uopNiIf0AN9wmLBe7q26+/sUUuAFXcSawseCvcXhcl3Bn9BODBbaWduD6eIZxebl6BtTc8YXIMxLBMAE6uOzMz3XI2WaGIjcAIbYk7zUIZSgooOeituF1dHbaooUWO40SuZWUhVYXCyspJ1fQZi3XzrbcqPT1bocpSZaYG9PXkLwxEWSyXLSszSx06evfvgik/Jxxlf/oE7e94UaxWAAuqYWtXOgFYO6M3/T8ewyJF1Jvy+Wr4JWdB8bABIOcCGBiFwzXARe2pD8d+rGHDrraBWB1m9WQ0NF5FAd4Hgn4bHMzogBTcCG7TM888ZbWrTLleXm77cOzevfvo/ffeMwLYBkxGtrkhDGAGGC4I+2F1PfLIw6pfL8dKk1CKGAsQ0IIHIh+QGRZu7LTTTjNURZ+FdcS5cBkASepwXXDBBQYmCxbM16233KQ77/ybpnz7tQlAATWABHDE0pg0CSV+1Dgm9D2sb5ienmpJ1wxqwJdBjTApIzPTeCA4IMSobBl1slVaVKRzzj9fg08+RWeeMdSWY3/qqaeshjxrHnJOQJqJYmdsTs9ExIxcTKwQ2nLJkiUmNSDIgfvHwMcVZrvuL3/R3Xf/QyUlHmhxT0wEpEexefq6tJp1GX0RLKmokkxUykIYnuWN7AoesrKqWulZQY24/0mNee89ZWbmmOq/TlpQL7/0vFmSSGMIVDAZ5eVvitNgccZtW1hOze44LNKlcNmxJuk3bpJ17ZgArJ3Ro/4fj+FcQS7BhYZdxQRnZTHA3YNnxqNzYB3dccddJlXIzMiyPDoHVkTbXKY9AkC2Rx55xHK5GJC4TyzigOWzdp1nvTHzM3BnzpxloIZVhkvSvFlLc0sAIl5xR5h5ASy0TWtWr9TZZ59dk/SM28m+S5b+YC4d4IjllpaRYSvo8D0pP3wH8fv4k0/oyCMH2r0HAj6deMLxqpOTpbPO/L25T4AWAwg+CZf0rD+cZ1n/HTt0iJVAkYEN+8LRmPsTJFcu2QYwYljP0qxjynYGPRYiVhvbD4sWaMH8BdYmuGOs+kL7cg+mJ/vJaqw73lmcBQtI8yxZxw+r0NO3VWxOu5GUU7durPCgdNjhh+vpp5+25+Dp7aAFSu3ZQrDHw0ik2hMRo8ei33jtGbBJyZ8UsDzJyipp8ODTlZaRqUAwTa1aNtXUyZM0Z/YMe970Owj3o486WuPGf2rHMA5tizNtef/xJWiIIjOpIHmB++O+ExbWjveX3foXdBK3EotzC51imIftOALe8zmKZER+8AvJyakKVSEa9W6xbk4dGxB0nMrKCi/qV15u/NEbb76mDz/80MhuCGVmYWbVE08abAA1aNCxBgwAG5136pTp1tnQbHG8bt26G0/FhulPBcn+/Q/Xk088plNOPskGB6k8JaWlZmkRoYSr6tSls1V7aN2urR2He8AaZPUcNsChS5dOptfZuHG9mjVtpu77dtN1V1+j+vXr2uCGBL5m2LV2nd99N90EqVO/m2az/py5M7R+/Yaa+T89LdXas3nLVsaTbdi0SVUsrCq/0jIz1bp1W3Xt1s2sm5TkgNVmH/nQw+aWsTwVqnnaHECLdy1/bSdyFgjPAj4Hbg9VPc/B2/wm6mQ/Z11hGbLxf8dOnQxEsWK9DAZ0WhF7RtnZWaoIVRpQIRjGmk4m6hiuNg6L/oEr6PcnqTIUNffz6KMH6eRTB2vW7Hnqd3hvvf/265o1c5q1FZq15s2aG0B+NfkLa4ftARb9l2foiHX6G9wlFjH3FB8M4p4SFtav7Um70e/iZ0TcMP4namQPOCYKhVCFDH7xxRfNVfNmtqgHWBEvZwteqLKy3IDo2GMHmZuGhYIAslfvQ2ygcBwG5bnnnm2LhLLYA0rk0tIyGwSsngwHMe/7BXZMLCnIaWq3M7MzsBl8RNZwp94bM1r5Bd5nWDlE4OjEvOf1vAvON1lF1O8zDgfwBJzOOeccszJw/8455yxL3WDANW/aXI8+NlL3//s+s+SwJFl9JT+3wCKM3bvtZzzTH/5wtn78cZkefAiCvNjyGZndcYEA2hNOOtl+ZwnDSDoys+289Rs0MlkDEcw5M6crEq7WJx9/bAALsGIFkvD7n5Lt8d2LAADPCwEtYMDCDDwDnq0JOmNuIAJd2hyOzaXicP1169UTFTsBeadvw8Iy+YKztKIRC7wkxWQNVJLlnMkp1Gs3GZaGXXOD5s9brK57d9fG3Dzt1baNvvr8Uy1eNN8mIQj3Pr37GHjNmDnNk0/UbNt2Cd3XXDcWLdYV/ZRn7fp1fFskAGs3Ap5fcynxK5M4a4vBz3vn/kHA8sesj1tGRyQKSHkUAIuqnwxSOt0hh3hJx1gxvLZs2cJWSWaBUY7JElt0LPgkKjisXLVGCxZ47hEWBVYYESmigqTa8AcvQV4fgEUonY6MWzeg/+H6ZvJXmvLtN2rcrKkdg+sA1OCmGtRvYHKEv//979p7331E9JDrh+N6/4MPdMTA/la7ioTkwYMH67A+fbRuwzoFgwE9MGKEAfAzTz2jZ555Rg8/ONKsum6dupt73L37vnas358zVFSfqFu/nlatWmdkM9wObg8DhqXnmzRvrk15+ZYadNqQobrtpptYEkhj3n9Xb77ymp54fJQt1EqUECsSTRJWQ7yI89c8W/eb+Fr5DGwmHDbP+qowro1nbVqqlBQrYRObrbzqByyb1bq1WS7nnnuu6tevp5KSUuOzQtGQYNxRwgOAQZ+XV6qIz66fhTyo4QXcDPndH9S71+FKSUtXVXVY1VWVBlhJ/qj1FZ4d14qlTIrTliWRtw1YzitwVRuoeQXh7vpuwiX8T3rOLvnttupP/fJsFH8ZrlCae7B0EgAJ0/r77+db5I8BTufjOwhkuAE6MhobqjBg+sOP8D3cFIQnx502baqF7K+9bpiWL/9Rbdu2Nl0MBDoDBwBs3KSF/Rbu6uCDe2r48NtNEuAAEGDE6tin+35GRgNWfE+nRuT54/JlevXVV71l7OMSdJFE4M79+coraviMtRvWa97sOarbsIHyN23SkKGnKT93o5o2bWzuJTKFNm1b28DjHFdfNUyFhUUGXB3bdzJrcco3U2x5ejRJWJAfj/vQ3KSqUNS4KyJl8Fip6Wk1y3Ix4Nvs1cFShbDYiIg99/yLOo06Wf++R5O//Mp4OFwvkq0BRFzrX6q0sCNdiefl6uU7q8XVOreBHqpSSrIn6sU9dM/alZ1Jz66jMgIVDRtaahWghQVuSew+qqB61R18BHAoec0akhQctHIzySqvqFJJeYVeePEVHXjQwZoydYbV4y8pKtSUyZ9r5Yplxk2effYfzLV8/gVPzlAbl9A7h7dYCZY4fRUg5r4SFtaO9JJa77tjBe+2PqxbiPTnTkexSohfHj4mf0VFqZecm0qFzbAi0c3pI54miwhQqbksj416osZqAaC8eushAxg6BW5Mm7Z7eZqj4gIDDawI+ISqqkp7hZAmisa+1DnCLYTwxnVs1KiJRQGxlgA9SPTXXnvDBisgBddFx4MzwpUDsOB+mI0x+YnsJQeTjATnXK60CAADV8N+7A+Qwr2lsshmWZktcsr91G9QV3t37aK09BRzPXHp0CThOjGgJ02YaJYk1U353wOSMnM5sDawHBcuXMxqW2YBcv/OKjBrI5YeBKfTq3dvG0y4X1SouPCCi01d37F9Bwu/9+vXz1zQkSNH1jxKF/xw0hOO59JiXMpPvLLb/XBb+XXcGxYwFrWzRuKXgUfUslmJEOuT3BilZqy0aUTBtDS1bN3Woq7nXXCh2rZqbHKGJJ9Xhz+YFDA+q7oKGUSKqehNsxUM6rU339HUaTN1aN9+GvXY4zriiCP17uh39PXnHys5mWXlq9W9ezcrR/Ttt1/X1LWqzTByWkI0bQQJnIYwAVi1ab0d3mcnAJbraVuXerTCeuU2UNko42Ikeqx8iHXelDQb2BDKbG+++baBypdfTlarlq3M9Od7l9pAh2JwA1pWZyo/38CLQU+nZXAx+B544H5RlpYltQCg1LRkG/AAGOQv2fjsX1ZaZcfCTcF6g/eBf2JQYYkw67PkO78lQZjPOB+/pcBbl86dLe+OTgtQASxwTZD1hO+dyp3BSiQSNw7+BquDazjxhOP02GNP6IYbrrPrJZePRFxc0zFjxpgrfPHFFxsQcy0MfEAM9xUZwoaN+TWyENrT6Ya4Htqa/fmM8wMurigdeZWsSszAhtMCiHBliQ7Gq7d5Ji6l6ecihpzLaemcPMX9ziyfWLoN7zkf9+HU9z9fHdQqK5rOymYxVgkJBBRITTNh7wUXXmykeb3sTGWn21JDCldXxYTHFByU5Q6mpKSpojKk62+8SWvWb1K/AUfq08/GqXHjphr99lvauHaZ/JGQTYbdu3e3PgCdEA+mtRlSTEBEcv/85z9bX+I+XR5k/O8THFZtWnOX7eMJ9n5+oyKoB4iAlYWamfXDXrictIxo1Ku0sHz5ClsGCfW3LQCQnGbWgnEboZACgaC34Gd2jg1EfmMzm8IWRYNrAgwyMzP06Sef6NBevfTVVxNtRWYGYtNmja16wfsfvG+Ddq92ba3Eb2pKpvFShNgZRBDPWENYUAgqOTcWj6uG4Nb7Y7FSOvZll15qq6GwMWj5zIkInSUBJ4YmBxDC1QUAvBy5PP3utMHq1q2LEf0A9bhxE7V48XzdcMMNZglybxyT7wAWCHEGLFYG1UwP7HFIDdhClHMv8cnBCGEBbBeVo4wMVh/XBDdHVgBWFW3kwMVZTa56ZrxrxHXz7OK5RyPPifLFEn6ZALgWJxDdn4mW2AAAIABJREFUHGlzvNVmDssV6HN9aAsry0xHV+AvZm1FokrLyTFye8iQU9W5fTs1adzQA0xb4TpZfjPJvCRqiywGAjqs/0D985779PqbbymqJFuxG8FouKJIqq60ZwJgYYXS53ZkSS9+y3MieEMkmGfsJjWXlO/uLwFYuwyMandgXzTeQoM34P/NHBadGy2UF6qOmEtk5WNjUcDc3HyNHPmo3nrrHXNJnKCyrLTCiq2hOmbgpKdnmAgyMzPbBgvWFeQy6SYMGL7Lyso03ROWDhwTHQ+ew4tGpdpAo74UwLT//vtaVVJI37S0VK1Zs9YGLe7hbbfdZposKhgwQLE6PN1Vnr75+mtrmKzsbJ166qka0L+/JkyYYEDHzMq5GDQeSG/WMaF9okoDwkk3oBs2rK8NG9Zpw/q1xqvxWwYZgb1PP/3QonpYaoAprgazP64p18Q93HPPCFuNmft0uYNWuSBWoQGrASCE++KaAE2kGwA73B73h7XpCGI3UF1+ppsYHO8UD1yObK6p/Bkrr4MrTTtZpYRKTxTL8xs1apRZMQ7Ya8okb9XNtukWWnm+GGBZfXmfuu63n444or/OPuv3BhIN6tZVagqR44i1RZpxSCyG69fIUU/ojTff0vXX36B/j3hAJWXl2rhhk5YtmC8eVVVlqU1I/JE6xbXFc6q/NBKcbIP2hAN0G6Dlkr0TFlbtsOS/stcWFpYP051ZcTNgMQhSbH10TPZqzzJK8mvJ4sV66aWX9fobb2nNmnXWIc11S02tWRPOpA1Rv7lZfO4NVC/6Rac0cjM1RZs2bbQBjBXBLM9CD/vu292igAwyOi2RIwYXsyDXBAFNgizcBb/BfWvXro0++2y8dbzLLrvMJBRYbnzHLIpLRySrd58+RlLTuV9/7TUDSDoowBZfdRLAckpzQALAADABJQBx1KhHbMCxEg55iSTb5uUVKSsrzTRcaMI4HuQ6gAmvR7kTkpPhtd54402lpGYYMG5OIfFcMDbul3YBDAE+2pHzXHPNNfYZrjORR6wAJ5J0fAwuOq642+L1Rnzm9nPfe5VcAzXpKQAk7hHaLhfipw25Tu7Jabx+0SU0k8/v5V4htjOiy5sgkzMz1bJ1Kw275lpLPm/VorlSUpIVxIMMQb5LVB0FANHaoePq3Lmr3npnjPGVn3zyidavWa2Swk0qLfEkI66qLH3L8X/uef7SYGJfsigoOcSkRV+Nz4tNANZ/BYpqdxIDrDiA2vJXnkvozH6sgZUrfrQwPYnHWDW4haRZoKnyLCKIUlzAgP01a9rC+C1XdjY52eOqvOTcsMorK8xqACymTZ2q1WtWGQmPJUPULTU1xSJn1eEqpaWmaeasmQY8RPAAGSKNxoXl5ZlFwHkY1AAKpDZ8FgOXAU2nZkFMBj4ddNHChbY//+NOAGCOv3AF2+jwjgNCqQ5gATy4dSeffKLxLoBm69bNzaIif9CTdET0/vujzdVgIAEsACMWC4p9XK533x1bo1cCnOIHl3OZ+QzXEdCDz4JgR0IBOOJWAmiuDDJWkZOTOB6L49COWHdwb1yLO5ezQhigrmwPx+OaSabGqjzyyCPNWnGcmsu3c5bW1gtQbNPCMgD2xUrK+L2VJiDhM9LVp98RBoz0AYKGLZrUM1xD1Z7mzZN6860xatOmnV3/+2M/suthcizI26TlSxZYsjntBDforMwd4bBIyoYqoA/BddJGbiWmhKyhdjhS672o/f2fbz93DK/YGkC1ft06I7QZ6Ig3bZZMTlFxSYWBFeBhE6rPZy4THd+V5HCzOZ2KPDpXcZJ9W7dto+XLl+rH5cs1cdIk9e3bW9OmzdDc72frqKOOUtMmTU1gaAMmEFRefp6R5+T52UwaSKnhleAvAL4rr7zSeCvACksAa4RXrpta65SdYcOtdZ2dQc2AoKM6Yjm+UgH7U4MKoIWTov6UAUXMTcrISDGgpdMDLLi0AA3XQZoHlhruLteAaBXg43whK84Zq1key8l0WQGck2MyiAAV5B5IMDgvkU/O5aQLzqLgf+deMvAAH/6YAOJzCx0gOu2ce3YEB8iXxKJDIsG2pTxANVanyRdiqT8/pULjIoVbmCh+JcUkA/7kFNVv3EwXXnSxAWOL5lQJzVEKgcXYooljx35saUdXXXGFPXO3slHehg22uvfeXTupc6cO1qb8xVuqtRkXtC2WOJMcm4vUOh7QRVrdsRIcVm1a9Rf2+c8B6+fBitMyaxHpIuKFpWKRubKymBtTreSUdAsCMYgYqHQoBhkP3C1q6hKk+Q5AsPXifAGL/KEsnzdvjh555DENPHKA3nl7jK22zG/OOfscy8AHqNgArpTkFN034j6zAOA+KDcCEGJBICYFeChpC5dFgi4zJ0XYGIC4g44zcgpyeDkLJgQClpsIT4W14XgsNwAgt+GSEGc6AaotUQWJnJassrIqAVpYflhBqLpnzpyr9u3bGIDAkblqEFwjLivHbta8tUUuATLuwQEE9++AB/CnfhcuKVYV1h2A6HRjzoWkfRlg/PEZFh3uMMeizZlAXMVPng/t5iYT1wac35HsLnLIfvyOwc018+dczp9fLizm+qXgRm4WknpdOWZt+QMSmrRevXXxBecbaAGAyclBNaiTouqwdOutf1P9ujnKz821yZL+k7dxk0lsIiGOG9aJJx5vrrabSF1+oLP2f2mIMQmQseAmUZf/6pKhE6k5OwhQdCjXcelUbma0AczAClL1ccsllBiY/IZZ2RGwbgaNP71Xk3tLBc3KFStsMBBpQ8dERIrOTuoL5+MvRGHy2Ma7hg0b1/AtliiclmZcCDM7Fgl/TZo0sg5FJ/IGjk+FhfmWTnHSyScaUF1y6cVWix3+B+sIOQDn4/ysIINAkUFKpA33zCya3AIjoQETAIxzMbAANCwKrBgGrbfyTtgWMXCbrZsXqa4haPkdoIvL6VTTXCsVR9Fw4YbxPNjPq5BabtUF0Jbh9Vx88YXm7qHncTmR6MewOBngzOTwdAApbiUWISs+01bOreManYXHdbooFSVj0G5hCeDqsm1dAdQJRrlXeCdkD5Dl7Le1S+cGYm04ntp0WWeJWC0rV000jrPa4hjwWrYlSclpSqvfwCKotB+LblRWlGuvNk307HOv6Nmnn9GjIx/RyIceMKu2rKRYVQQ2qLeWHFTA1jX0SHYHrJzfgXi820sbw9XhDbhUHPo6VjDP2QVZ+M6BXQKwavP04/YxNyocruGA+Mp1ChMExhYSda6JWxPOpTrYSGIxy1jqg5MpeKeIaNVKD6AwuxlMbuUYBhzcDlxLeXlFTfTLAz4GEtG0VDVu0szEfQAFFpWLlAE0dGIGTyhUaeCBZcFxmSV5xULJyMo0YMTNA4joUITsTzzxZKsbxe+aNG5i1Rw4JkCBe4cUAZerqrLaLBMU4HQ4rCxAB8Clg7uoJedDABuf7+bawKWx8HtAnnvhunG7mPVJdcHdsCEWW12FfUktKaQUjKSRIx8wiwYVNxvXwDl5XbJkuYYOHWygxz5oyZo1a+HJk2LP2glruT/a0A007pVIIeDP54Aery4xnJ9zj1yP45c4B2CFBILNRQm9Z+FFaH9Ok7WD3bNmdzeZxgOFB1y/oBP0JSmpTn35/B5AoIcD8Nk+Hz9Ojz86Sief5C2v9dCI+6wvVJWVKinJ70UCKUeU6nFy8YAVfw/OtTPhc6w8s3NxmViQhABWbM7idL932sH44yVcwu30EEei0hEcTxE/g2Ah8ABrtnDYXAwGLK+4dHRYZ+l41pJn9fD58pU/1pj7WEBE8RjArsgesxGAFG8yO4EnsoJgileYz/3hNno8kLcOnWmyYiK8nJxss5b4HCAsKirRAw/db8CFZgpOpnfvvhYBxFRn4HE8rqVF81basHGDWVoLFi6wzk0Eq6S4zBZ6wGqBnwIUcP+symh1tdWicu4d12KcS8xStfSL6s2SAjo/bUwJFNJt4NAACDfbetau50JzL9R4IqpFXSsswvvvv9+ihBDw/I8FSPuhpSIS9tBDj6pbt06msHeu9cxZ39uzcJov9xydy8Z9YAEgGXEcFGAFENKWWFKANCDPMZhwACbOzQSCq+SsK6eLc1HFeLfz1wLV1r+Lj3Bu95i+gGU1p9TzKAA4KpLX9+veQe+/P87677GDjjZQef3ll6wfLV+ymDXdjBogWIR15QArPlPAm1i9BVKd5ekmHICJCYCJiGfD5oIsrpabu4+f3F9iEYpffqxu5mIvZ7I6V4CHRcGy4oI867REuSBz6aTwJS7/y5nodFRXopjj8XmdejmW9sKxebDFxZ40AUuHBF2+Y+bGrfKslJD9jgeLhYUsAVesxuWKcSX5+bk15X5x2UpKUIqvsTQbLDYm33/fd7eOPOoos17QJx2w/wG29h6DHeuGc2Jh4Ir16NHT0m2cKBReCv3UoGOOM54K8MXS4noBLfIMSVaGzwIcGbTcf3xlgQiVTaNYix7nw0ZHpi04FhUxSbz1UoqoHuA3oNiwwSuM16hRAw065ihrjxdeeMU+y85Ot/0Bi9WrvTLPb7zxilUHXbBgif1ft26W8vOLlZOTqZJSXOzQFgp6QM6JPnElAbetc/h4jvwBTE7lzz04F4/74Hni0rNtDYjbBZNa7rBDAPWTY/rlS0tXtCqk9HoNbIJCD3X6aSfp4UeesefNcmfPPfOslixaoPTUFK1eucIsK6u6mpyi6ojXH7cGK3cqB1peu28ugUyfgm+0/MdYu1k6kI80Hy/a7XIi4y87YWFtp2O4UL3jMuLDtrh0r7zwosaN+1QTJ06MreSS7VV+LC2t0UU5FzI+MlTDNSR5gxVwQwSKG0iIGTdkzep1BgDM7Mx2ABdyGgrtedGrbKs0yaCihrbjBRhsEyaMtwFz4IH722+xnrCC1q1fY8X94WIoBVJWUa5NuRvNEmSWa9O6rQkiccUAnd69+mrFyhWaN2+B8VbuOnI35Xt1qlq3tvw9wJpr5TicC+6Ke6QciqXZ5OWZO+hIZq8kcXGNT0bJXjo0QPzDD0u9BORU6iR5i4A6i4r3JClz3ksvvVTPP/eMZs+ep0aN6tVUDPAmFwhtmfyDgMVzz73kvHP7HJ0Z0ctPP5tgg43B6kraMDG463SDCKDEcnUAxns3SHnetD1A58L5LGiBtQXAOwU7x3Qr/wBstQWxrUFp6/8dye+Aw1k38XmK28j68paex00thzz3qXGrNpbWhIqdvoPmLiMt3XI9Q6U8K7IrAlYltqiAYEtI4aiXf/lLLi6Th/XdmDwDqsFVr2V8xQtEOVZ8LmEiSljLmcvt5hoMQKHR6bhscE4jRz6k+XPmGnnteC4eAB2ehqfDFBYWm8vlCTC9Ko9859TAqRkeCVlREVLPngeqSZNmBiz16zU0cMBS42/16rU2YPgt+V0uPYWoGwOdBST4HmuGmfGAA/YzfU1u7kYrhsZ31FHKys4wYMHqevLJJ0yHxXXCXXBNbdu0MyuRagZeaWSPX/j4408tFQXLh9mxbZu9DJzgaVi5hnbBpXV1vOl0aJfgzdgYuHRYLMcSJ6j0RSzdp337dgbUWCMAHW6faR0979GWS0e6AajhxiK9gCPCBayqLLcIobOcAF0G28aN+brjjtusna699q/2fb162Ubg8xn3Bnn+/bxFBqoEGrg35AfOKnJaKgYUbYqcwgGYc7UdL+WqY3KPWKcEHVDXc9+AIQALyb8t1fv2uqTrgw4Utv5/W7930cqagNE2djL+ziRafqVmZCuYmmquc/sOnazteYbLly7TuI8/RLVsZWhAOaz0ZL9PoXDYC1bERMVbnwJgBZTj62LRftQ3I+8TuoF2i88ZdKDmqJhEas72esdW39NwdGQnESAaRl4amh5clNLCIptpnJ6GfcvLq2ygsWElsHnqcq9WNoS5lXdh5eCu3WzAo79BWNl+r472gLFKOEf9+g1t4FNVAOAyczkJd9Bb/DQ9M90GUjA5yTgIQIrfL126xMAEIaVZJ4VFOuig/a0KAiQ/pWAYpHvv092y6087bajSYuD06uuvavCpQ6zDzp07Tz0P6qm5388zDRLCT8LQSf6gDW46JddJyJ//AQsnH+C6uG8sRkDA3EGfzzopaRzkJ1aUlZsObN26DdZOFJZzg8wFu8hvhNdi++MfLzIr5Z57/m37hqqq1aFDWy1e7C1thZvnkpwZfG++OVo9ex5g9aoAe8rtWLXQFE8CgayB+0HzBFg6Ut9xjByTz9zAc1FjJiCOz70htQCYmQi4fyYcrFPHXSJo5XusCpdEzX5MIrXZto4oxv/vVOGuzZy15ay/bVlWW5zTJyUjXKUUtM+vE04eokP79LYCjFwr1nb++vUKpiQbYIXKKRkdkVfXwStHsy3AclSKBaZiEg74PiKtf/3rX2MLZHjRXmehOQ+Be+A9/e83HCXcMgevNh1h8z7xOXxbHgcAwnpgsCHcJEvfrSJjyt7yshpC3IuiRazov1Mvs2IJDR+ORG0ya9CgvoET6t5WbdtoQP+B1sEBRMedMOCxchjYWDYMfHghXEaX9+aSmrGwLrzofEt1YRDAJ5EaQ0IwRDpyBmoXMbg7d+moDu07aa/2bU3zNGjQMWrUpHEN+Um1zkg0aoDDzNmubTu9+NLLOvzwww1oST5GMQ7fRUSTfSDdi0sKNXvWXDVp2kgbN+QqvyBXFeVV5qZSwXPAEf0s7xC1fN2c+gauRYUlmjVzutatXWvAD4BwPM89Rpu15ROsWzfHBJV8zzVgaeEaZmekK7+g2PLgsHZy8zwQePyxR2yiId0DPomB8vIrr+uC888xt462njYTgez82LJXHr/Ibxzn6OQNzgIw67CkxCYKQAiOjknhtNMGq12bvXTxJReJ3NBwtNosQqzE1FRWrfGqRLgqE5x7awvol/orqzO7SY9XXGuah8mAvkNZaeQicKpUdvX5orZSDtHh7QGWi5IGkoM6tHdfPf74k/p68jd6Z4y33qRbuRmeC/OKCbiqqkLJgaDp8kzSEy+liKty6ygQp0+DiiBLw+nXnOvnIujODQfEmCAcBxzfNr8BDisWobMUl58+dld8f0tw2vwfPystK1ZGOuVZIiouKvGWQIJ4JdzKQgRl5abbsdVtK8rMfVm8cJEdJCkQVEFxkZcwmpZmi3cSWXILgzIw6axwUrhZ7dt3tIgSFgbHCSYHYjWsyi0HzjafNGvWHANI3E0GIlYRxH583hvXREUCFoYgukN+HFICZiVAEQCDw2GW5LPjjhukK68cZiBGZ+I66GzLf1xq14+lB7DYCjrV1eYq0WEBZq4XFwc+A7B0M+jGjblq0aKZLZu1ZMlideu2t1VR6NSpizp16qCOHTvbK8UEP/74Qy1YsMiOz5aZkaaK0nIvxe1nRmx6WrKVp6EN4Mk25Raobo5XSseBtxsY7LNxU74efuh+E6tiseKeUbkhL79I9epm21JftJdNNtVRy1PgGYRCDJJgTd6el2ZCThwzvZd07DbAn2cNYLRr29b2KS4o1pr1a1RRWqnktKDKy0OqUydDhYWeZfiT+4vdtBHLuMoZWeYyA2ZGVMdOxvdWex9RajBgOqm0zAz9uHSZ6tSrq9YtWlqhxSFDTtOcObOsugYln9HZlZV661CiV7NuFZPYJLHQRIQlvQKK+jydId99+dXX5sICwkxSd911ly0ftuWKN1sKneMFsI48j1fmO05v2LBhtpYA+zAxuWjg1i7fLwG33cMeHyXcotrBT0GL2WbLbcsGLywuUJ3sOlYqhdmzSaPGtju1uumQs2bMMOBYOH+BzawQ4KtXr1SDBo2sc61ev0EtWjQ3jgKzH8AiurZ2zXobMHBDWCQM4MzYEkvueiorqs3y4uFR5ooqA9Bcr7zyhmbOmm7HX7Nmlc103rLv6IOqzf3CLcUFY41AQsMAImpwXBsAgc8AIGYqys7yW9xBhIy4MRwbUCXShouExYSUARDlvilTQ8Irrg3kNpwXx6OWOjwZnc6JOK29IhE7L2Y/1+WK72ENcQwilGxUiOB+sToqyiuRLgpmj0kCYCfi6ZXBybbBRgQO7ofrc6Q152KQsT/HATyWLvfSla64/DKzoOC3Sssrddbvz7A2QUFfVFKmQ3r2sGdF9HJD7ialZGSqIlYFFa7J5cRx/R4BzKKjnp7NrjkWuUR7hRVdmLuphtvkeleuWmvXkVOPNCFPI/azgGVVPr3vWQbeRcVMaBoLUFBY0PIpMzLte6w0LEbcyYsuusgmESpGfPPt13aPR/Trb8EDl0heVOjVO6PfmAVrQwRA9Ny5cNSvzIxM6z+IY6EQCKY0b9HUXOXN288vhOo0WPSxeKLfyRmYGHkGzuWjT9KnmUx2VI/22wGsn7F9twdYfI/VRGIvG6Y1HQbL6dlnnqnhHSpKy2xG56GXlZcaj0QH7nP4Ydpn3/3NomGwoQ3iYTDDEVUDxBiMTJko1CnZ4Wm6SOGQysuxzAIqKCixgc6gp1OSy8dAZWDiDq5fv9YG4q233mw1ryEuGfiDB59mZDeWFpwMvAOg6mqrk4IC+MCJASYIPhl8XAP7deiwl4Ea1ho5d5wb9xQrhOt3ZWEYoAwSTHo6n9NdMZiICjpuxpHmDHKnmaJdsUIYOAQh2FjRplXLljq050Fq2aKFASxASiemmipKatobFw3rkjZwolesH87DubE8uBeeBXopQJcB9913U0wfx2RBxI42YCA7Pgr+aeq0adqQm2fpSTxzgABgxpL94YdlBlTcPwQ/IlnnugPqgCQAUlFSrFGPPWoTCu0ZCUcNXPMKkacEVFHhLWKxTQuLdomtUsPKyrafBVXQOHmDPyMjy9q9RavWNrFQIcKtfg23CT0BcBFAIGVo6nff2n5cN3110cL5Wyr3CWBEwnJWVjCYbuckyg3gUT+f50RNdvqic49/aSFUJwFxRQW5D7eWIlo6KrzSdkxClu1QVlazFJwTjW5pVPz8f3s+YKHk/Rl30LvtrWeGuP99rBTiU35Bvurm1K1ppSnffac333yrJtGWjgMoWAZ5Zh1VVofUpmUrHTXoGHXfZx81b9lCLZu3soEG10XnI2UkKUClBZKXU1VeWmVFH4NJQa3bsF55m7wlzAEkBmIo5FW1ZHASDl+1eoVZaoADs9D9999n+W9/+cu1NijptFgvuFr8D1gBPJ4yvtxU65j3zL4AG64cA4xOSQfDmmBgn3DCcdZ54LvgtRiMnI9XSGQ6LWDH7zgGYOxpZbyBCOhakbcYscrncHheCeZNBlSAHUDAAg1cK/wdAA9QsWS6aRhceWLeIyyN+fJR1sijzC//R6Mqys83ng0dUD58UySib7/7TlmZmTq8Xz8dOXCgCouKtO8++2jN2rWWHE3Rw7Zt2mj1mjX6evLXQnvK/Na8eROtWrtOTZo2NZEq1wfwADiIZ2k7XGEnCgUcXfTX7j2JkugRm/AQ0tI+69dtsGdaHY1owwavqN8vAVZyUtDyNZNYhTuWCmSDOCZUxh3k+azfuKkmN5GJkWeFfo4gAmV0sGawoL+cNNEqX5DLSVQ4Iz3VwN2lxVSUlZp1RZ00+l1ESRpx3wibnMgScO7/nLmzagB02+NoM6g4eYaV2o5VZgWYADD6KM+aje9cGR3aMT5n9H8LsLZ5t78AVG5/yrqgDSGfjwasqtT9Ix40S6dLl65mEuflFRhwMMAZCF07d9M+++2r4489zrLV69TNMUisKq9SMDVF6Smp8iX5lLsxXzPnzDbOITunrkrQoVC4Lj1L6zdt1JqVq6yO+ppVq1WvnlfJgAdI5wIcvpvi1SFn1meVYgrmYa5D9sJXoSqnk/EbiHYGFSQwbiipNlgnyA94xZWjgwA87IPgE1DCbQBQGCB0Lo4PmHENnJv7Z+ZGqsCs70x4rB4vkZqyMZ7sANByJWecq8gAwtVgtgW0PLGrp1lyAkskH968ErWZnxWIIz6y3Hy2tBdr4hUVFSo5KaDUTOp7xdz+2CtRq2BaqiJVIeUVFmj2jJlCKsJxfli+TBvWrrP2rlcnR127762J4z/X2I8/0uIFS+w8B/U8yFYapg0AKqw8SuNgoXiA7CUzszHoXRqRJWX7IkpiibSUoCrLyow6QKBq0a2gt9aey/v8OQurhrHweRo1BjQAhUvINbVtu5dZbnBNABF9k3YFWLHesYbpCwRasGR4rrT3vLlzrO/wrJHHVJSX2vFcPS1PNhLR0UcdZ1QCEWBoBlxhuMt58+fGVuXxqpv+nIUVz1e56B6fYUVxTGgF+o5T9ceXnXGZI7UFK/b7bVhYvwBYv2TSUmmBYngiATcctrIoZRVVlnLy4IMPmRsCJ1VUXGqd5eCDD7VQdrPmTW2GZomrmXPmau+9u5qIkxmGjgBfw8zCbJWRzuKbrW02ozMQ8WHAA1CE81OCARXmewBAB0c2sXbdWjVr1sQKzV1//XVaunS5vToXAOEdAQDcQGYtiHFSYKgogFUEIHAc3rtl5F24m/OwziA6IYBo0qQJRmpjyWGdIRakw+I+4W7AJ1GszbMyV1nKD8Dl1PlwOsOH32qgiBtKFBWrBGuQ66Ozct9YAE4gG0+0Uk3VuA+fX74kP8uCmiVqkh/AkFVcFLWFEYhkRarDqqoOKSWYbOF0iGOALlRZpVC42o7jqrGysCc6L4tmxY7HAqGr165RQV6+nW///Q60++Y6AW0XoXIWAQDl1NoeAe7lzllFBV9ErJLNVpiXZ4BAkOP/2jsPMKuqq/2v6X2GXqUIUkVs2DBC1M8eYomJxs8YjaiJPTHx/yViNMaooBhjL6ggERMVrBQBjRqaogioCEpR6czQpvf7f37vvutyGBUEiYRkzvPMMzP3nnvuOXuvvfZa73rXWrDFV6xaHS+mGDpHb0thgSmRYsX1uQfGCoUVakNlyjrte8CBspq8bjqKCosQSglKlmdAmeHWU9d+7px3dS7RZmRkfdE6eQiOM6GADj74EHv4oRH6HBY2Cgx8caXjAAAgAElEQVTXkI2MQNTWidnbLqPkisjBdMp105mb8fQKDK78PVd0R/Gr/1CFtfXAEurd6ogUy0OIk2L1NnP6NLvjzuGqc332//7E/nLnnfbU35+2Xr32tXbtO2gH3muvjmqimZGRIktpzF//ZnPmzbUWzVvaoYcfallZgQCKIkKxYJWxU7Kgsc6YJI/G8B64z9rVq/T9K1d8rv/5YcKp+4Tb5GFfWjOhENgpcRdRJjfccL0sJrAVBBklhICjDBU8iNcyDyTKQt0LiojdmL8J8+PuEfoGP0Kp4O5hWaHIEC6eIzRVPVk7NffteX3QHK688nLhdliERJaw9mDI07QTPMVz5thtsRw4vqzyBYsZ165WXUxjUiRSYMnJVlRYqC45bBBqpl5TK8uW98X/oaRvfZ0UmBtfGzdv0nnNW7QQSTUjK1NheMpBF+TlBzZqvKKAj3FURngOL+HC656Uy2L39CwB5FZnVWVlltckP3yc2lwpaXbV5Zfbgw8/8oWqGlsLYrDaMDBRgpnZOdoUmBvmDDeWDRAeHkGWTz9frjnFglZKV0GB5q9n730VfGCj4TeyjPJl82LTqKuplkyiHJCfzIxg/XANyJunnXqG5hZMlMgg3z123FiRnX2D2ZaFxXvMMz9suFjorBfgBuSQ60mhA6cUFOi7kQVX+v99UcIvZKPviMKK2e+HDLFmTQrs3PN+op3mkUceVdPMk0/+nvXs1cv69OmrCA7RLULVk6e+KnzIGxGwuFBICDIThOXh5YhRAggcgsgCYKdkwaIQlOKyaaPlZGXa0iWfSEEwmZjnEECZYL4HKwuOFYuGnQ+hRMAA8sExBPxWVso9QLlAbWD3Rfnxnc6Oj3JdeB1XDYGcO3dOIirn7GJ2bqJooSAeXWUC0dV5ZlT6xEIDQ/n972/U+u/f/wjVoQILciHlnvmMKytvIOHuFQsLpSOKRISTgkXF/fLjtbioFqGChPGQvGfyu4XlhE6u7Z8h8puTHTpgr9+w3po3ay5ri8VCelNFZYVlZ4ayJu7O8J6nvjipUdeMW1LRc+GVpaakWFnxJssh0bq0VM1A4H7hEjLfM2eGSNtXFdhD7TG2RAGRE8YOK4vSO8xjhw4hUTsnL18bjgcZaAQi67Us0Gy4byz59+cFGgqbGvfftnUrdQdCRhSoqA2dkbCcSRrfvKlEFuHyFcuta5euOk/VPMq2RDi3pbCcO+UWPGlauKtuVXHvzDv3yKaNLDC+X1VR9EudpciLe7xL6CBolLwWir7VSxA4BJZanaWnBWATQV20aKFddcWV9n/XXqvIC/4/btSFF12sHelHPzrbcnLDzkn+3vLlq+z5F1+yMWP+JkyhZ+9eMrURZASL70cJobwQDA52Tjg7CIebvwqvFwdh2Lxpo21YR4JuvZ1++g8UgUNpkkoDdwoXFXCd8+FwsaN65AbFhDXTs2d3fT+WF5/h3t0NdhNc7kv8cICURYFFSZoFVhf4zWefBX4UuytuH8/JvbPDI3DswFwfPIrvwppDmXpzhignh3vwHXdbQojbtzuP7fWF3Oa9JdVbfTWpTUmWFAfNhw8bJlZ+tx49ZbVMnz5TtfEJyDAelHvRHDAnKMd4UCg5JU2LGYWlwEcsprFv2rS5LNv2HTpKYaGkGH82LqyTZi1aBtpDvGY+uCaW99LFQc5QHpw777059tGCBYnO0JdedpmwsOfGjhPmCQwx4KgBgheokRb4Z0FuApi+qQGm5VkJYWNB1rgvrH3kwOui7Yzbt60x3+MVlgOiHuJ2UFQdZioqtHjDDl9vYBpMOFGVN954XUS2jxcusltvvc1uuuFGO+TwwyRUiz5ebIceenhIWk1KEYlz0uQpcnto646SWrFqpSYJcNYZzA42I2DB7A0NKrGcvIIiFhis7aVLl1l9dZUNHDjArr7qCjUlReGBn2H9oAxQSriDgOGA6rgE3B+4BDsoltCvf/0rLQzqUbmS5DfjEcUgXJk4e5tzAqjfShEx3EJcQr6H3RvXBAuPHDqeC+XFd3NN7g/WOdEfT+LleuzoWFR8l5v6Pj9fJYR7usJKlsart4rScj03gQ4smhdfnqIKqGVlVaJwFK0PMgED3nEdiMlVFWXWpKCJbdxcLMXA+PGz/wEHaNyzsnICvpYXytWwkXiSOL/XrCsULIByYcyx6okOn3TC8QoCsAEiK7G6Wln/NC/Zt08f5VQiY0XrClUfDGsQ937e/HnC/corSjVlTlWgByRy7a+xEUNS5fDON3gAHjTwDSua2LwrNqY9XmG52b4lsRiiX0gyDgdtsgLwieK45ppfyVIgEoRrNnr0X+36ITdYK7oJZ4X25HQvZleiKzK0AayvpKQAiM6ZO1+ChXKB44Npi6AiTCzqkpKQoOwmMOYvhFEmk7+VZ7bgA+20l115ud191522dPESgehYVDQ4CKkcLRIgqIrZte8oocLCQfBQpjDUPXrDM3NeND9N9abiLZeiVleolODRny0j1aJFM907KUAclHZBkTFeLAoilFzTGy/wPAikfwfjEMitYdflaJgL1lBoiX7tzgMMcacPaDExUmAqLS0j20Y89JDdfPMtmoNj/ud4mzPnPQVt2OAWLvpELdFIjRI5tXCdlZUWC8Pi/UqlvoQD+aqNVz5t376DNqrc/ND5iA2S8ffNsqKq2lq1aacNBh5aTlaIyGExA8h369pFGzTyitysL1ynSrLIETK+euUquf/klaLs5r8/P04sDUUr3cqCquJVJ1yWsMJIPeJzRATBxHjP2frc75ag106P8lYf3OMVluMuLAx+KirKEpUTeI9BpXEC1goYU6dOHTXpWA/9+h1iHy9abD8862zLTM9QlIl23aQoULQMC+LVV/8hbGDWrLckFCuWr7Kk1BRr2ay5Lf3sU8vJzFKqhNXVW9HGIsvPzbWMrCyrLC+3kvJSy0rPEG8rgwYOGwoFZhQ0b2Izp81UTfXzzv2JmOAoKsx6EmQHDRpkixcvlVCxY6HkamuotZ0uE99BVLAedjqSm73ML7PLfYauOPSV25JM3FBktrhwATh1bhXnnXfeuSKoeilk/6wXWvPqFK6sAhk2NGhtmBu2LVHd0xVWrKbCUtJTbdL4iVqwKBjY5397+lkp86HDhtv1Q4bYoo+XyoI9/LD+IuVW1VTbueeea7NnzZQlnp2bp8iyNw5BVjnoioSr1WWfbgLc2Qi5Lq5ju73aW7u2HW3Z55/JMmYDbds6uIiBpLvZbh96mywy4A5kvk/vXkqQZ46wnmdOn6HvxSpbtTpkI3AgV15P313ChrIUrK7AuGe9OJ2B85DVXe0Ocl//AQorWE4cDu6GyA9JH2bPPPuMfPTBgy/UTsAuw/lYDU2bNrO33p5jfQ84yPJzcu2DjxZY0doigdnsEoDfbtpSCRRQmwUpt66giRVtWG+5RHfSUhW1wr0h7F5WUSYCaU5utoipfC/Kc/8D+9r11w2x004/1W76wx9t1KjHRQHgfmfMmGU//vFZNmvW2/qfkDPC6wxvkokx7eXq1ddZVma2CItYWFG8YWuO0xa+k4Oirkwc+6ujbIgY1mZdu+6tRUTpWk9TYUyx+JSGEo/0OHju2IULuSsv/vfv2/6+unstrG0xuLd770n1Vl1ebJk5WXbi8cdpM5s58y3l4N1x5z3KER048CgplxkzZysy++trrlUji/wmTSwnJ9vWrFxhRx55hG0qLhGfjs2IgA7WvsiV1ANTd6MuqjuGYvKxbdu+nVVX1Vvrdm21QTH3bHZt2zSxosLN+l7Io2RMzH5rlvBP8iqJ4r3w4vNWXlIql9D7ByBrKEMwXh8XL7ETHadAUYkJqwO/pNSSK8loZNAL8W13HHfghD1eYZHY6fR+FAq7Ece8+e+JE8PCYxG+994cGzlypISJ81u2aGlVNTVWXlkvJdGyRSsrLStJUBLWrlotn548PIBECIxYFy2bt0iUIfGwrxMiKysrtKibNW+SUKIqCxyrkwX1s5+dL4FAIHEfIep5i3PuGXwDZQm2AI3CFQLsd7rcQAhUekox2EGS2PTpGamyKjmi/e0aKi6EP+qmRfEtup6QSQ+Iz/ihoBRJy8zULsvn+DuaXR+NyrnbxzWd58NnGhZn+3K53LMVVnJSnU0c/6JkC+7R7cOGS2nBpkf23nrrHeVfPjH6KY3HD888K9BcKiqsT599bczoJxQ4OajfIbK0gQ7AI+tIhNZG7OOTZPv06KGNlrlARrCwmjRrFUpYxyvEgj9CgenSqbWVlFZbXm66jXh0tI16/DFtwngaQA9VVFxIT7eXn3shUe2W6CLKKkRiQzOTIL+hSoMnLTsJlM7RlPlBaXFg5WONcfjc72ora49XWBA1neLv4VKAT8KyYC6kfrDQ2EWwdBAeyIjLPl1inTvvY6sLi5Wp/+yz46ywcK2ibZyXl5OrsH3/ww9XvaO6mprQi279eu1cKBrMcyYJE9hZykwm/v6yT6nPVG/fHfhd8ZKgHXz8yUIbM2aMjRv3rPAoTPV358zVTgwhk5IguHPgYWBz4A4kvyrcnZMvwYFtT1pFSSk5efHmcbKytuANjAPC5panl/PwUDOCimJi4VBfCioC7gbf4339ooQ/ns8F0CN//O8pOQhoNAE2iiFuT2Apx7LNRgk7sPvu+Kn1FvvKJrZf42pK7aqza355hZ1wwomSnSuv+I0df/yxdsGFF2ksZ8x4S2zvl16eJHIu1TtY1NNnzLDDDj/MBl9wvi1a9JH1O/QwzRfpPVjw73/wgSqGED1UBLw+ZqkZGeK3USmVOWzdto0UFoTa2W+9LaKolFWXLta9a3spLOYUjAqFBa4Fx48gDfgVP5MnTNA55E8SHeSACgJx1I9AXQiWuCc0s8nh2rZu3VayGi1uyXlsdC53X2Mkv/Ype7jCCrs44DBAsWeEa7FWlCaiMbDTiXAoJNysuRY7uWel5ZU266159trrbwjDIkG2deugSGBsV5aVibx4991/samTp9gLLz5nzZoEigITwvWcHEmiLz491hgg/5H9j1BaC6zrqVOm2KuvTZFLR/kXLCJPDFZtIxESKWS2ddNMnoMkard4WNgtmreQawp+Bd+oppbuOEFhcEQVl7OyUVQIPYoQIUU5USIZyxP8i/Oc0OfuHp/xVBQ+G436uVvpSso5TM4I35J2k7Id0DU5Xq1gd1lZKCyp26+9YKInQkkoXPe53XnncOvZvYfdfMstsmKoc3/vvffb46NG26BB37e8/Cb2+utvKpWJSrK5+Xk2dOgwmzp1il3zq6tVjue4405QahOUFkigbExeoVQ8taSURF4kGzGKifIymVm5VlFVY1077y2rHdfQG5726dNVt/vK5Ndt9KgnBDkQaMLC55pv/vMNw5P4/qBTRNcBWqAwI9kH0URmrgF1g3n1KDPBJZQX1SyQTy9IyCbuMvRlBfh2aqAjH9rtCgtfmIHwBcHDqryG+s1Vb7WYHARkgXE4VvXhgg+ssrJKC5KBGzp0qJ1y8iCB5ixQdxnhG/Xu3UefZTe8//4HbfHiz62oaINqCLFD/fXJJwTonHjSiXba909V9KRb9642bdqbIth5yQ26uoTW45kCLyEMYllhnpPXBbCJkmTHZGHDvyLczW6ENcVER920r5rIrYHOkNcW5Zx5I1I+76RHj8z4ZxlPxgDwHkUFdwpKxL9CoL6pQO5Jn0+yWpsy6QXbtHm9bSxab5dfOcTOOON4u/Cii6yyotYmvjLFevakrFCB9e//HRs77nm5/ccef5y1ad3WZr/ztlWVl4ksfOBB+ws2ABIAtiBFCfoKlo+7YGzMcLog6p566vdFSu7Yqau1atlWrmRqarq1atvGaqrrFFgiW6JVq+a2ePEy+7/fXmtnnfVDmzBpvNYU1BrSdf4+5ik75uiB9tprr0suuT4y5QqrYa4gskyEnfxWZMoJtd/WvO12heUuHYsHgNexEQaGgWXXAEvSPhgnqDmhUY0bNhRaeXlIe/HSLeS+/fS8C2QpYZWgEGWOFxfL9QMLAuAMQPYaReDWFa6xCy+8UEXuOK9Vq5ayhsZPeMlmzpyu7z/88ENt7y6dRK776KNPVCMcwcQ6QSnAbRk8eLB4SuyOtKgiZYbnIjRNmJnvxuTfOu1h29PNubiKPIeHlqNuH4rJlZiPIedxvpfQhZZAaVryEKOpJ9tz2b4tQdwTvweFNeqx+61l8wJ76aXxNmbMWHt81Ah76qm/qeTQkBtutLv/cp+t37jBOnTsos1s1OinNCfHHX+CLf/8M9urbTu76KIL7ckxowUTAFlQ4uWD+fNk4QLC48qVlpSpXE3gG8ase/cu4grWx1KsR/feknXSwDYXlwZF1rGj1k5tfcw6duygZGbVzm+ab92708brZVuy+GMbeNSR9szfnxZW2/DAAAArQyk5fYj1SSSbjW/rjfPbmcHdrrAot+qMdLcSEsS6OFPdQ/QoBbeuGCysllcmTxQQKTZwuw7CilA47GRMLm4Y+BWKiyhIWmqGeFXgN3xvt249FbXBumKXYpdBuV188UWhgFxFqSIifJ+6hNTX2YAB39H3zZv3ofCwO+64Q9wWdiW+G/InChHGMRYjh5fecLfp605vw1AyeIPXH3KQO8qx8mYI3t2H50SJEnrGwvIqnVzD0yq+7r00nrf1CKCwHh9xr23asE4WCu7QscedYMXFJbZ4yTI7/qSTbX3RJvvHG6/bvPkLpJCOPe4kYVAF+U1s2vR/2sxp061Tpw6ysJAZLCyoJJMnTVRUDyCeQE5RId2I6DcZqqOCAPTu3ct677u/paeF5rOdOnW2bt16qGw13ZCY44KCptpwsepOOIGmtJNV7O8fr79uC+bPtWP/5xjlYbKZOofPFRVPi7y6vLmcheYkVDINxRO/zWO3KywiaCxCdhN+WPRuZkZbagWOVYgIsuNAtMRqITpD+VX8eg64RIDmpLmg0FiwsNNRWriEHTt0TjSUuPrqX8a7wEyQkqJxw9x5c61Tx44q2vb6G69JyWEio8iE2dSHRhKUaLruut/ZFZf/MmEB3nvvvbLKAEYpiIdlyD0jTJ6fFiXSfV2F0fCzKDGEiHHydlOcw/WceQ5uhzVFLqKy/5OTdS+BPR2EjHFivBuPnRsBFNY7b71hE8e/YB99tMjqYkn23ntz7fyfXWBtWu9l64o22NnnnGN/vvMvStVB9oo2bhLVYNnST611m1aWmZZuRNsKmuQZ8kMqFtHGgrzQTAPenVrGlWzWBuiBk9WrCy07O906791NwSBkXJUlLFUWPSWXnctFSs+Ao7+rDkqw35s2a2ITJk609WtXi9R8+qmnJSwsV0Qum8iaE4F982RdoXSdXb9zo7dzn9rtCguX0LEqfwRcLAbHS+nyG4UFoE3IF78efArLCosGCgALjw7E1Axnt4DEB4jO+QCdhF6pOgCmsP/+vW3Bgk+E5XifPbAurCZ2l/r6UEWTMrGQ/bCsnPELGxxs4Lohv1UxuvKyUN+c7ybVxyseoHypduC5e75LOa/FX9+RaYtSFbDYcAPC/YWKFFiJjAk/tORyLpX3y3NL1jk7/N/oEu7IDHzRwprz7nTVkM/OyhXeOXjw1bZXx2Y2ZfI/rKBpc7vlttuksG686Y92x+13akOl+GCnLl3t7B+fZf0OPEhcLegpeBZYVQR8YMB7LiikT1KAkHXkkPXhNcpWrVpnffv2FsEUZdOtWy9t/Js2l1jbtqGmF4rryquvlozi4m3YuF4YFJU6YnU1dsFPz5fC8qYPyASy5krL5cvxLBRqou4XO/e3eOx2hYVL6LQAdhQGy3d9302wIq699lpZCJS7xWLAbCbtgdeeeOKvctmwkkIlg3yZ1xcNvkQWCEXrINSRPjBt2nS9h+LA/Ibl66VzKX1MN1sy+rGqQq30A+QqwvcCqMbd47fyxyor7KY/3JKop0R0B3zLlRuKjGfzCY8qh6hFtK35dkXHOU4Y9OsxTrDwsaQAbEmQBuvyw3kzzpOKpkwEazR02G08dm4EsLCWLvnQbv7jjeoWhGysXL3a7rn7Pmvdrr09/fdnLTUt3U466RSbNGmqalwRpMEjOPX0M6xtuzZG6e2WLZsrWqs5qalWkv7aNavETkemodfQbdkVFooJbCs0q60Xiz6/INsOPfQwuYdEoFkbcLnoK4nFdfb/nqNAEwqLlmcchWtXK7Mf4ioK0F1Czw30UYla+PzNRo2sI1+7OldwezOx2xWWM65xTzhYcEwEBemYMHYcGL4AiJDiWJhevgTriRrqdEimVKyH2YmQYGFcd90QRfBIlcBFo0RJh706yCKimzFHt332kcIiMZpsday47j32EWjJ5NJwgsoEffv2EVaFq8W90kGZHSs/r5l2G/K44LuEgv/1iUoFPqnOY3L+ErvZttJmfOLcJI8CnLia7OZYjZAAwU4c23NrKhq9cdcgWvaFe9yZio/bE6j/pvdRWLNmvGETJ7xkCxYuFLcNvhydeZ56+hnLSM+y+fPft8ceHy0gHDoKWOrRxxxjvXvva507dxKudeKJx1vzFoDmlYlyOJSBQU6x9IFA3pn9llxJKAnMN5+jZv1nny8zrH5oDwRzqqtqLTc/3zIzghxSWvk7Rw5QYb/Bgy8W1gol4rFRIwWBtGvV2tasWSWSNQcKyDFk9wJ842UjZgNFjmC3gxd/2xb6bldY7PJRFjVKgoqJMHKxHBhArCoGB2sIBYSFAXZFS+2XX5qghU93GnhPMLaxphYuXCQaARMM1oV7hCsZ0g5MGen77ddHVhS8JPCBDRuLZG5jUaE0sdQ6dGivygRU1cSaoSIj9wsn687hd9nRRx8r3AHBinJX3PVriD+5kogyzbe1yPk8CoqqkliVKEwEjnt2F6+hQvKaTXzWc/74DpSes9X9vr5tgftPUmgorJXLl9qTf31C6VlgO1WVNXbaaWdYm3Z72bhxz4nftGrVGnrUBGVQF+pWLV2y1Dp17mQjRjwsGcwvyJVMIp/Ic2pyqLvj80eHazZvqroSpWOd0OMyN48MhCoFmULGRaZAd4oVpqamKUOCPEXwsYL8pjZlyqtSfI8/McpitTXWs0cPO//885R1wWbtB0oRi8s3Vd84XabAiKkB/23LzzdWWFHBd4zFiYYsDieVOTHRy6M6jR+FhSXFdcCesGy4DlYNuVcoAqwWgEWsB5IsyT5ncMkUh5KQmZmlz2L5QCVgtyDhGdMaExvmLsrJXU8AQ8eY1A5+7SoJBvgV1ln//odLWQJWoqwCATPgRFAmYL6j/MjrevnlCQmyJvfNBDqw3tDtcw6VR+icohAF3/kMrioWIlgZViX/Q4dwK8tdPMb22+bB/CcpnG/6LBBH62rK7U9/+qPkE6hh+Soaw6bawQcdYh06dLSpU1+z0aOflMIKLPFya92qtWSZDIN77rtbWCeUmfoYzPlkWfsUdkQmHVfy3Fi6CeFtEHQaO/ZZW7t6ueXmZQsvwzvhfJp/iGqTSUPfLMvLLbCbbv6TNmWS/bHYHnzgIRo9q9LrOeecreYn4KEuk4yNV9/wstFOlnZvgRxdvB/WR8OKomyibNquH77pWCfc02/al7ChwmoYUWDyQuGykOvGQ/PADC6Ln7AtkQsGh9A70T4WKkqHCB2uHqYu7hgVEim2h9WEwiKV5ZKLf2EnnXSyavqMe25caA4JBaG+TvmCKCB2InYxrCYUGy4gSoKcP6wWTPIjjzxKtaFQWg3dqVAquFB+O24o5jgTxLW8JpCn5jBR7qJ5IT/GyC0rLxHsE+AdZFBQuHmkVWDZObYULYLnDHOux9/uVu4qYWi8zo6OgNqP2PBhQ7XgH3jgIdv/oAPtxBNOtocffkRE42nTZthbs2ZbcmpaPGqXbL17Bd4UnsPgiy+UnO/bp1coxJeZFZqcJocMB6wy1gzK0Q0BsDCOkuLN9uLz4+zJJ0fbhws/UuQOxcn5ZH6ohntyqnXuvLcNHHC0tWjVWjIz+ZWp4iNS3oZgE9V08Vx4Bo8+s/lHN1w3RqKBHyrMEmiKlsB28rJbh/92CivKvPa/PcrAb2/1zgP4BDAx+Pkoqq5duylFBGVA8q1bJzQw4DyK5mGuAj4ymAwA0T2UDud/8P4Ce2TECE0gk00Fg1O/f2oiv5DzSIR2RQFgSAlbFB+AOrsA/ecg3dXWVifwMQes2TWxBjGBid6wQx5yyMH63JtvTtsq4dhBcSeFgmkE3GLLgTtAFA+3FfoD3KioReZn+u7qRf29JLBjVV4fflcLxI4u2f/u8+utuqpcaVdkNxDkoZkDzRc2btwkbwC5mjRpsqWmhOYVsNHZ8IApvnPUUTb8z8PUtITu2QR7CPpwoKA8eh6CT6EOvQdOHOxOSk6y8pLNwmnxPLCQCAplZGdpDZQUl9kBBx0koid/06l7+fKV9siIx5TQvHrVKmvWrIkseDwdP5BljqjL5+6hewQ8A8UlqVwaCK01CX6WB4tcXneVnHxjl7ChwvKH9Afm/2huEQOLtYO/z4QweF5+l8RgBu2GG26QgkF7M2BYMl5W+MwzzzR+vMomApEL56Ss1AYOGCB8AHcNy402WhwoCGo7QfiEWMdcBAwpNDX1FBV2D3e72J3Asshg554AGTGBXQGTiuOH41W4iJjIL7zwQgLPAtfi+8HYmFivxe07kacbRZVddHJ5399zy8+DC42g+a5aBjt7HUoDx+zxx0fYiEcekyfA/I8dN84efuhhKaf35sxTt20qhyKjEJdRHmRDkOA8dNittmHjRuvStXOCxoAcptHNKZJU7i6hXoz3btTfdfUqGpnXpImtXbXKhg27TZSFnPw84Z6A7yijvbt2VXSvaZOWYbP953Sl/kCXYGPFi2D9NZTp6MhEI9ZuaWElgqlFOZPOBXRi886O7pd9bpcoLNfCUa3Ma+7WeNlX3EC4UUTXvGDd5MlTtePgX4e0lgPs0ksvV0oLVg6KC5AZ94oa5FwT1xDXi7979R7AR/0AABmXSURBVNxXOwnXQPkAzJO8yf+0xqJZAqB1SC+gVEpI5BTpTd2Xk4UbcNTW1Vp5WSgDTJgXlxWaBFQF7oMJxx1ds2adwtBEKL3aKAoVIBwFBUkVkx+rjPLDXnLDrSR+8/3sPp48HZ0cd6t5zXGEIKeBce/K7usST3elwDRea6uZ0uY37rmx9vsh18utOuqoAfaHm26yR0c8JnD76O8ea5f8/BJFB2l8gawiz9Q7o/P03ffcZZVVVdZ3/z7Wtk3boKRi9eJh+SF5qAtNXB0WkK7C8rIUS8eNrCGqGLPk9FR79+237b4H71OACPyTyOVPL7jATjn5FJsy5R+KwIOtsalD12GTJ2Ga6gtsyO6NeJQw+pv33IPiHpBB1irZIh5d9I3UDYBdKTPfWGF51IDf7vPyQG4e8hBYKGhwLCVAdCKAAI4oAsK9KKIf/ehMJSOj5VEWKCQmBCVw1113KZ0GUJBICUcgyXWzfXvvZ+PHjw/KrS40DaUO+nHHHSv8CgGJtqsX/hMLpTLc/I52UqGMLfeFUuW+UYCffALb3VSNwVskQQAMVRJMmNuxxx4rkxxrEt8eTg4C7ALGePjO46C5TySve9TQyYLu6jF+LgDOLI5agrtSGBqvtaMjoMZjVli4zn5w+hlasHfcMdyOGjDA1qxeK9hhvz77CyAHSgCb4qA7zT77dNcm/bshv7XikhI7ov9hNnDAwC03EAsuFnKhqGFcgyU6YgvDpKtQplWXl4eejsmk0gSlRS2tmbOmK5rOmhl80SV2yCGH2vLPV6q/JGXAWZPQdnAjwU+RXbyThjirE0aRTf8bufb6a7iGrBOMBO6X1/mNgo16Wjs6uv8SC0uWSS2LN1gpTpT0NBswJNwqXLi77757q0L7mKJksROqxyL5xS9+oWv4gxMxhGsU+FabBCKihBhgAEaUB7sEB6A12NaFF16QeM5Q2ynUllI4Pz2UcqmtrUlE81JSAsOYSOKmzZsE3mPCL178qaWlJUkhYkJTpQEBocsMz4ai4m/CyXCwUJ5gXChLOF8eOcGqbBj6dcsz6u65so9OkisxV3ANAU1XZrtCEBqvsTMjQKpWjWQQ64QNlQR6GtNS54vN86AD+2njW7FylTDWWG1IRSM7o33HDnbIYf1sxcqVduR3jhAlx/Nlaf/lVpTWViwoAA+4IFPJyakWqzZLzUgH9LJYTY0lpSVbbTWbd41l5uTY4sWLBKe8+cY0a9euvXXv0UvKhaKVBLYcXOfaZIeQWsa6QuadyB0dGe4F2XaMF+XENW699VZt1A0xq11Ne/jGFhYP47wfHtpBYrQ1i5VFSfb5PfdQMrZeg+FgIr/x7XGjCNVCX+Bz/I+PL16LLKSkRHlid4P8N/gQmBcANuU33FrxHYDaUwxiWPT1AjZRGFRVxAXkday5stIKe+bZv9uNN9xkGzZuspzsLCsrq4jXAUJQUMYUAwy7JG4lz9qp0966V3K+SI2B+xVNCI2S8HgOZ5dz/25eO0blJj/X5zXujfPdLXSl5m5ho0u4M0pm134GXTLnvXdUEubMH/xIpVfYfH/zm/+nyPb3Th5k64oKbfbbbwt6wN3jaNa0mSLCN/zhRpv//vu2X9995bKFXNV6S08NkUCXH+gHqleVmh7vLUjts0zVcKyrRnmZlJUUm9XRP9uqa6ssPT1NAQCoOOBnP7vwYluwYKFgC9YB5Y9QYDDnyZTAu0GuWRNR+YriV8439PcpqwSzfuHCBZaf30T13uCDBc8GQ4Zn/rLfOz4XSbX1dV/s8Ri5DoMMl4lF4i4Ug8qC5/W62ph2BRY0PySBomigC2BBUZAMrY3V9MqkSZaXn28lxcUqbIdyqaqslGJDS2OlQFdQGDe+uFn8TGxIQg7K0cE8IhSnn37qNp/aFWAA/kOI2JUZ1/LWVvSPAxT3iWlYwMy/pCFnCp4Wzw+3BbDdTWvuO2p57vjUNH5iTxgB4E+aN1C6p02bdvbdgcdo4d94403iZdGode78ebZJXbPDJkWDB+QDL4H8VtYJbtttt92WqNLpGOfWFkrDhW9BCdaZJaPfVD213mrrqqS4UlKpqpVkxaXFNmrkkzZ+/ESVu+nevactWbJMGO3Ysc9orZH+w71ATOVenILkRgjnRLM1wqYdigrm5mZaaWmlPfroQ3bBzwZbZUWZZWblSLHCwIfDiDWIAsMzkTMWL0iYnJwWggh+oET8iOO1UTnYrsISeJ4S8s1g4SojPI5XKRwfC74zf06YMFEuH4nJTAgRQSwrTMXLLr3UsrCgysstn9LCmzcrt4rOuSgRmOjsSAwiVAYGzPuguULDRWQn4Dc7AxEZhGBbBwoGcih8ExSL42vRXoFMFm4cALtXNODZeFZXkFGFxd+MAROGMuU78OMxsRE+5041Kqw9QeV8s3vcVLzRmjZpapddfoU9cP/99sknnwoD/eGZP7Su++yjtUBttBXLP7dkR9KTCEglW3UVzVRNeCfySIMINvaGxSy3dYe1NWZJydAlgDvA1Gqttq5SyiE1OcUK1xfas8+OlZJ6aswzNmzocFU+nTljtsqIYxl+/vmn+gqiiRCmoWYAwTSEJKJBtUQ+a3amciE/+2ylde3aSZDKgIEDrTren9LvXR4Oyiga4ZT+SA2vR5RUVHlhWe6QwnJQnQFFcaCxKc/rCz41hdZOpsL7uHU8NAqFdBUmgJ2HXLtPly2TgpIrFO8oSzvuungUEKUCLQAqAedgbWG1AAw6C51BhENFEnNoHQ+xLm2bEuepP5zkHT3w6bkWOwYREhQMoWaCAigot674zed9chiLqNvG/wDrnAN+RnAAhRh1eXc1D+WbLa/GT+/qEcDCohb6KacMUhT5gP372QXnn2/t9+pgK1essIP79ZM8vD9/nqXHSxTV1laF0jKZmba+cIMwLziFJOkTVY4mqW8PA1KEm25N9fxUW3JKzOpjUGFwwpJt1tuzVK7mmWfG2upVhTZ/3ofWr9+h1rxZa3vo4QcUKFqy5BNtvsg59Bsi4XhJXpNdROy6LX0KvRclLmplRZWdfvogrYOHHnrU2rVrJcwOXRFNjo5itM47ZC5i9UEnuNJCQSXAetbbjiosBsRdQL6AtAEsh/y8kF0OzkO/M6wdFBUPA18Jy4qaUlgd/3zzTZ1L6yIK6/fs1Us3CfbTo3t3ZZFzDW7Uw6ooEqwWOtfy8Pym/RRKwUsoM2Dbm1Ded4vHWfdYVLiggKK8P2HCBClVFCT4A5YdvyF1Eslxi8rdQQYfYcOKdGIoAQXKIjvnLAqQ7upF0ni9f58RQF+wPkaOfEKb36tT35B8Pv/8CzZ/3jzr1LmzeIYLFnxotTVUAQmuG3WoyI8tWrdesAmVRpFLLDI/vk4J6ySKKatEE8n0uFtbGpPgHr72+mt2661DbeTjT9grr0yx3/32erHcW7dqb9U1lYJrZsyYpuggQS0UE/wtiNx8v2/S3JNHCL30kxSrGu6mybOifRhric8TgMKjilpODYMGqpRbH7A6j4pHlVn0u/0623UJOdF5ShDf0MREOwAP8dGXLvlU6QCeroLygfXLbsMDPvLww8Kr+JwqMsRiUlgoOCYSDQrYDo2AAnuujBgM3DgnpJGyM3nyJN03k0OkEJrB9hQWA8B3e64TuYZELSGSkobDgWLFImQAndOFMqX6goP+nMdkhuhMsj7LD4qUHDEULmWIo11l3AX991lejXeyq0egrKLUcnNybdjtd2juU5IzRHguKQmgNTgVHML1RYXClwSDpOEOVllqWoplZ4YqtdR192Ri1oMv3OgC/rJ7r6tNspTUkKoVKgURWCoXToYnhOLB7SOY1LfvgarbRbmbR0eMsrHjnpE7CsYEVxH5x6Phb+7Jq+Xyunf7dmwNutHmzRtt44YNiYKWuKXehoy1S4YKOoBx8HWYmpamNS8uFzdcvyX/NmGFxS0rX2vR596uwvLIBguXhU9CcVl5mSILKh5XGxOOg9+OUsDS4GG4wXlz5yZwq7T0dPGV8OexTuCmoBA+XrRIPjO7EzfIADv24yFU3E/wJQBuDq8dBLcFasG2Du4D5cYOgPKD8wU4TlkWrDWuSw4jihZLDusKsh2Jz1R/cGIn9+LpMnwfryNYTCxuMFYl4+Atx3A/v4zSsKsXTOP1du8I1MUCpWf+/A8kT88/97IWekYGVRNKhGMtWbxYbpuaSJSXW3YuLdjKhF+1ad1G6wr6j8skXoZvptvbkJOSkuVNhcWNB4SiTLLMjHSrrq20835yvjiCgOyUWzr7rHOUXQKEAyP+6af/Js8CbNhzfqPWFH+zIWNcsDZQWHwXGRuqOf/ZMkXMUVAUE8Tawjths4Yk3je+ZqPYFTBQSKTOorvmVmToqKX1ZTyupNq6KET/xclnseflbSmj+/HHi6WcWJik2GAZUWsHZeSlUxmAaINQIglNmjaV2QcGRTSCRY7ZOGrkSA0E1gl8JqKEmMZgWV4jC7oAiZkBWAxuKEqtoOCLHKeGT4AwMTgU3SelB14Xyon7I5UCJjw8Lw4ifLyG1eSgepRE54TNhkLEZGJtgsFpl41jdV69YfcuqcZv/1eOQE1dKLg3//0P1IRkxfI1ghrWxTsqIxtsdCgoevthWYVoHmC5WX5ugaARMFsgFfIQHQP1Nmvbun+4gcF1ooltzKqqKyw3Xvb6/Q/m2ZVXXq2cRgyFYcNuV7GAq676pdYv740c+ViC2uMWDu9xRKvkeks7jAdPdub3Xu3bai2/884c0S5YbxQlQInhZZG6w/sYABgCrVq31rXBsbG2aqoCtUgJ3bFYgurDa1hgX8SwtqOw4nxQgwGO28PCR6ngVrErEN0DbMc05AvkMmZl2eZNm3RD3FjTZs0ELJIqACsds5MfCJp8Dg2ONcJ1sVqYcAiinMNAsxPAb8GyggfFwBJlKS4uVWutbR3sHEQr+V5cTnfryKPiXgEZUV7ypyPgImlC4FPcM4rTm5LyXW7i8jc7C9fE4nQyK9fBhG4s//KvVBX/HteG64TsrF1bqCg3tdxZJzOmz9AmTdCFxTp79tsWq6+13Lw8WUFs4jriEX3cJ5jxYFgoLC+2uD0LC4UVeHwB+qA2Fopj7bq19uCDD8i7AK75za+vVTpQbm6+jIa+fQ+wn//85yre59E/ZNw3aqUDxQFvT3omAs69ORFbCfhm1qpVi0SDVUrbBGUHuRQrKvRCqK2ts+bNm2ltg3HxG4On38GHhqIGcUUDzckzQtx9jM50Uk1tfQxtCC4UTEFwHL4I+kKwZnDdcNWwplAgUBLCDrHFN41SHRQF9G4bFRX2vUEhikD04ZJLLpFLRsIkoPqK5csTWJXnB+JDi8xZViZzdvLkV9QpBL+cyCCmNXYhg0B+IArSsS4voo9FRgoQ9wULl+sxoUwKeBj1tvjNOSgdB88pHsg9ch1+MO/BILD6YLFTNYIJQKCcJYwryPg4pYEB9+41Pvhu3nqqDvf1dUDVf49l2XgXXzUC5ZVlmmt4fNRvO/+ng4WHvvvuHG1YyBVyl5+fZytXhIT5lDSK+aVpk+6+Tw+5f3SHZhHjTTjx2GXF03NkmcQr1ao7uSJxFMAMfTqDZRQaptx+x+2i/uD9oEBbt2orS+7cc89Tzi7pZqwBcgldMSGjWIQoMAwH5BnLj+9HB/jGjoLxopHp8cCXr0HkGpeQe/HSS85m4L4CERYaRmiG0rJFaz0zSuyMM85QVLWstNRycnP1TAnFHgfmk6pr6mJ82BUBigvFQJVEQp5YN1AOuGmK53Og+Ti8HLAK9cVrXmFlJdpQ1dbagQcdlHAd8dFxJ8kXFLequFiDghJxgI+HcKyIgSTlgb5t7CTOueKBVW4jfrjpzEBzfdi6kN+osoj1x4DgrvId3CtuH7gZDHzSKpgoMC4mBZzMAXqP+Dlhjs96AjT3jKBxLt+LsAJuumXldYwAHT2dwnEwV2KakAZh20bVsGeNgGNYpLoAml991a+1XubOnSe5xgsB3sCUKt68MTxcEoBzWLDpqRnKq8XSx8IigOUWDLKkBOeUlLgyCta9V+1wuQTLxdOgosi8ee8p4k262+bijXbzH28RnALFCOWGUrzsssvsrrvujqe11es+vIEx1Aq4kG5hOXEU7wT4hLXFwb1pzcaZ+5mZobQy57OZOywC3ONdzoFwPADGGsaooga9uI71dQpenHDCCSq9BMTEvW5lXcH/LCmtjHERmjRyFBZuFBUBwAw+BVrVFVUY7JCSwmvB5SPaEbraCJBzUxeFlpMjIhqv4zpKUUycaOkUJauqsiP697eiwkK5gl7pMFpaGJ8ehjvKCYUaIodNlEjqHV/oaOM7EtnxFNgH0MdKg9NCmNUjd/yGk4LZjYLhftwiQ7ldeumliRb07CAeGYmm2uCmeoQTYeTwe6ZRBmxlFBTPhFvLs3N4Uih/Yw1GFdmetUQb7zY6AkQJmcvZs9+1AUcdZSeffKqUDr0JHUwH36wQHSikWdXUwkQPviA5rFhXRNeomOBNRFAYzv8LlUZCDwAOx0mxnlgfYKdUTECe2Zyh4sBVfOihB6xFi1aSd+6BdQFswVoDKgkZKklSrE5ZAAJh3XCfDfsD8JlrrrlGxG7uBcVUVhKKFDhe66A5ihVLC3Ce+8LS5DuQ/UJFTLccaalp2vwxLohsUtWCe5gydeoXLaz6WCxWVVVnGRkpNnbsCyoxzEUBokNL66ayIlh4SvqNKKSgvIKicm4SGhauFUoJsI3FDNOdXLsHH3hAfj1pChw9evaU+ccAMiEMkE8M14PXNHz47QnrL1gkpvvBIkKRMVgoV5QNnyctAquJXc27f3h5DABAytpAZiXC6YqGqqZYW06ec8HwieC3g/eehgMmh6voXBHex5xmoHF5Pfwb/ayy7lNDsrVbXWIANx577Ag4raG4pFQBnVUr1wlcBlZhrgnkAKWsXbtGOXYhWhYsLJGQa2MijMIxJPnZLRrkwjdapza4MvANECsEi4eNnQ0S+cOyCjmunSRjYGNci3sBgkHmgTX8cHnkfzA4FBIKBmXE+uHASkLu+R+5xiggOMCREsmP5H8CEJyD4iF9zytU8B4163kW76sAA0GwS7zPAql//A8Rl+OZp0m9Oz1xr4KdysqrY4Qihw4dLi3MQ2NZsUugvdHWbiUw2A6se+oKFg7WDAoETc0iRuFBumTi/DyupYqG8Z2lRcuWsq44+KzXcufzLGgGDd970KBTZFFFGeO4rCUlZYr2jR//kixCsLXARUnVuc7E9wJ5DDKThWWlnS0nR4oSYYE8h8Xm3+H4gIPmCI5Plj8Prip8M66JpRXNXscfBzdj13SmPZ9zxc73e5J4VAj32FX7X3zjFVWhsgHBIKroPvjAiDjcEbpA9dlvP5Ey6+rAiOsTCktoNUZWzCSDWOYoG+XXVlUl4BY2QocmfDNHznE7Ac1J+sfy4X82cnAq1hq0BSwrXLlQ/LJeeDCKkXxB1jXvcWDV8TmMFL7Po4BYPKwnp1g4tQlZhvIDFpabnZOgJfBZZcMkJSUaWCDzjA+vu8yzJlyn8FoYvxrpAf5HabH+oSD5euU+pbBqamOxe++9T1YByorF6uUjAKSxlnTEkTMB7VvhLvVisDvGxfvgUgyqdyXWDhFXVPCxFPqsrFQo06n40Tw/l39wJyIsTBS7BNZcUdEGWUd//vOfVRmBiXALyt27qEJC8XIfuKSA/n4OO4iXjWE34mBCPDXHS7e4kHio2XEwBhdQE6oEhzPktZNkZ2vSiWzCS+P63GOUIuFWXCOGtWdrO6gJ8BJzsvNs+Yrl9tqrb8ab8ca0SJFbYBVacrG5izqQYqLkKDiTka11hyvHBorseACJTZS147LojVs80g1sgTwCPcDd4oe/8S6omsD/yBcBr6KiddqkCTCxxp11zhrgPNZHw6IDzAxrFSOCz/EZ5NapDRgquIRRCpDoD7h+VVX6rOPdXAv+layyhr0w49F5XgdqQkdwELzzCGZCYd13/8MxeFMsVB6EGyMMymuQIcVIjScou+JwEUMblpeXyhpjcBlQzmfQGVQfGK7NNZk4Z7BzDR64ID9fn+NaDp4zKAw8KQtB4waQH9AQOgK7CdYVOwu4APfMwY7AboDy4D64BjsHET5oBygZBsCjkYCPWIKuSLhnr5XN9bh/nsWji24iu6vIcwFoEhXCV+c6Xg7EJ5UKEJ6ypMmK52w556VRYe35CqukFDnJlQvEvhyq2obnCjl+EI23PGcoaxRKDWWmZ+kN1gX/o7y0WBVNC1CEg+x+hYbnuiILmy511dNUDRcaEIA3GzG5t7ynAn8oktRUKUj+dow2iq3CRST67YdbXaxh1hfyq3pzTZtZbU2dWPvg70G5QhEKPDONQV2o4+XeDs/DPaEAs3OyxDqQpZWdLYiIQ1HCeIVVvwdZWJVVdTH8X27ctWw0LM/Dg+ZTPgKF4hqPBw5WUa1oBj453IT73B7Vc8oErlw0wqfwZiTaB9cL5jruXm5uzlbJ3bzmBFa/hkc03VR1qyUKULoweAOLKN2fCcPycXzKI5QNFVS0KwhKysfAAw0MNkKDQuMeOMdBTBc2B1GjriDXaVRYe7bCgocVyi4l2+bizVaQX6C1EkquhK43gZ7AYg49OCF3sq60iCtDc1J3+5BJZAS5jDZt8c0u2kXJrX7OY80G6yxE+QN5E+wKFy+sKz/cavMsDiwsFKXDE64AnZflCs1zbPkuvluvx0wJ0ALw1TZsi6Ly73OFFp1pfy1qUZEF4PmHvN4Q3+X+/j/09asYRibdqwAAAABJRU5ErkJggg==" id="31"/></item></list></costumes><sounds><list struct="atomic" id="32"></list></sounds><blocks></blocks><variables></variables><scripts><script x="150" y="88"><block s="receiveGo"></block><block s="doWait"><l>3</l></block><block s="doThink"><l>Time to stop crime</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, length: %&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="rowA" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>6</l><script><custom-block s="draw brick, length: %n width: %n"><block var="BrickLength"/><block var="BrickWidth"/></custom-block><block s="forward"><l>6</l></block></script></block></script></block-definition><block-definition s="rowB" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="forward"><l>6</l></block><custom-block s="draw brick, length: %n width: %n"><block var="BrickLength"/><block var="BrickWidth"/></custom-block><block s="forward"><l>6</l></block><block s="doRepeat"><l>5</l><script><custom-block s="draw brick, length: %n width: %n"><block var="BrickLength"/><block var="BrickWidth"/></custom-block><block s="forward"><l>6</l></block></script></block><custom-block s="draw brick, length: %n width: %n"><block var="BrickLength"/><block var="BrickWidth"/></custom-block></script></block-definition><block-definition s="%&apos;firstValue&apos; divisible by %&apos;secondValue&apos; ?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block var="firstValue"/><block var="secondValue"/></block><l>0</l></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="even? %&apos;inputValue&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><custom-block s="%n divisible by %n ?"><block var="inputValue"/><l>2</l></custom-block></block></script></block-definition><block-definition s="draw Brick with with %&apos;#&apos; rows" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block var="#"/><script><block s="doIfElse"><custom-block s="even? %n"><block var="i"/></custom-block><script><custom-block s="rowB"></custom-block><block s="turnLeft"><l>180</l></block><block s="changeYPosition"><l>-15</l></block></script><script><custom-block s="rowA"></custom-block><block s="turnLeft"><l>180</l></block><block s="changeYPosition"><l>-15</l></block></script></block></script></block></script></block-definition><block-definition s="draw a brickwall with %&apos;Rows&apos; Rows with Bricks per Row: %&apos;#ofBricks&apos; of Brick Length: %&apos;BrickLength&apos; Width: %&apos;BrickWidth&apos; Gap Thickness: %&apos;GapThickness&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block var="Rows"/><script><block s="doIfElse"><custom-block s="even? %n"><block var="i"/></custom-block><script><block s="forward"><block var="GapThickness"/></block><custom-block s="draw brick, 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var="#ofBricks"/><l>1</l></block><script><custom-block s="draw brick, length: %n width: %n"><block s="reportSum"><block var="BrickLength"/><l>0.625</l></block><block var="BrickWidth"/></custom-block><block s="forward"><block var="GapThickness"/></block></script></block><block s="turnLeft"><l>180</l></block><block s="changeYPosition"><block s="reportDifference"><l>0</l><block s="reportSum"><block var="BrickWidth"/><l>5</l></block></block></block></script></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U2L4-brickwall-Jaaron" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>