<snapdata remixID="12709898"><project name="U1L3.1 Student" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes 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Em99vxttEU9tcFholGZ8ppwVqfmEsH+5aU3sINhnlHxQYhXWgpsTdf8AzD+yyT4t6or/2VS+TUE5VYQ80EXTU4RBYrPC4LTz73aAzqxIls6FUP/cP1xtRrilV/ZPovcZSxjfMd9buiU4O7IvFxShHJgKuzHP5ElpYlUK5Se1BvPl67OjUZCc3OV1Sq+J+PFWbNIoSViKeCTI7856Q/o80gJePkXarfRmv/5rGuDC8S/o9ml0HnNPLoJWZ+msvgS3cMeVBVh5YNoMuROVNLPkEPJ9QFXtX6ko3LerBwdqrKsokIXGmu3eKdWtNCtmTYvHcdxrEFB1wR4ERqN5eJ1k2T2hrZHa5jZjAacE6+ZtTDNMp1eYx8gpUxnyTpgd1KLfgjfyV2RU/Qflhezt7ag8h3nQPGh9ZBJPieLtcgvieWS+7BWSKzA3+PRtlqufoA0JihyzZXXoTNnf5Ivx84ejUt6VdB5wM2Aw+V3/tX4CiljjLQO32SUw6DTRg825bWtQ8mmNvybIRmSTi5VS19pi9UK1d11pMUuUECw4EkpelAtNt5jmUad8J87xbIKUgS7VFIQOG60hLE0FXvYqnRf4kq3BzuFZ+lD8JqXHW7w7sTUv8dJSLgUFtVOaZ9x1Eb5GnwxulUuoI/6nm/BNoa1fUSqGxQ4g3/Q7VrVITnI9ZsiZxHixWrWlP/GOZGzQdmjIegY91XxN4ldZRohIELg2NEhOEm3S4DjgpROlPUH+t2dbNqkZq+lILTmHSokylr+nY+g4eqxZteUOCo0wAWFHGPahv6wBHxeA4sTkSIWnCocI6i8RxwRONPp4/faFkHKhRFKPLUGi/obqtVzBRt8PL0DxzmPpcsE4mFdM2Parfdvi8xumaxtKtXlMw1/5TIHfI0+23cdIRA8cgcVNhJJELbzdfRTxydlp+Kl+2izUfq+t3H/B89t+MI57X6+afqx9lGPhntqVfVYsLwyPks45sdR1wjq8EZXYFgYo1iapJnW+YO+elCLNQ63VUFyD6toSGm7vCvI1H/XqEKJNEmKKQtCyVQrMl/MdWHunawrPHLMuopE7e7OnsjP3D1Py4H1mWOCifqYe9w5+LOeIo+NApNd8G26Q7Hd1WcMXo8DXo/VRwpzwWbkhFKd253xAig5+JN9+0ix3bPxWSQs55rCIkJm8/4+H/VC/DyrosbpNJL1vXyC9WjN1yL2fXAWe8RFsm1EDtvqgJanJHGwIKuiJRYlOMU47NB/s9CY38PBuEHvXrgSJMEk1Updo2KS8hIsq7tvJwRHj21JB8nZTGnVBwBPzD9LfA5QUXXBiBK9RifPjz9IN1slVPj/VPRRO4mp5/68vjzgf9HU3Nf5V/LE+rNmpkkI7WmD4rSDFSLZPCoXBNZUh+nnTiFib4azVAFNM4J7s2i//j3SDCJcGRMm1Tca4DzmSFOqDRQN2FaHm01MsxNBuzW58WJfI6tn6O6AwJbT+rI5mPVut4y2KySUlRCKSgX0xhpgUPSoRnpy6VJSnQuFOKhIB/ez2FOH9KlNgssyEQUeHYUK28WCjT9IiBvamMnwr8ABjcJtcUjXkP275Fnlm8mUNIRbdItV4gwq91k3PgVGgLOKdFhEN8GWQtVM/VP4kmtuZzOcy29L80ykXhb/1vW9p1wLmEOBEB/fndIOfmmG1nYdfY2i1K2rpFeT983B4cUYvJopyEJH5Ekl2zcYXZAg+q8vSJYUlpS62zAOxUOwNDdOe2SlfdnapjNnoJ3BCsk03yZLLh2D6tTuo/GI/nIjQRvbs+iK0F9GlU7pBnQu9mIlmrtWtUEtkd5nw1WZOZTETklEaUL702e8kSWZgq48Anup96eCWPB9pNotzRWMHPlw+X1cl+zFLV253XhoAGamej7OgCkhsEzO36OnwspYqVVLKaisS/zf/fYJi7S7Ol/bClPDU13HHgQ240c7nkCoHA9upXOxHx7MjtzKzttPhr6HPJe1aETh64N1bcOF7T58801jBjOaIPYHGHPJl5+73mGh1qxXkMSWxhl9J4xxdif0EiqSjtn6Nm63nnVOZmOade4lzqOuAsUdyUXP21podn/su/5FjvUmJnnG8THpZRxRqtXNJFIncMbVl5m5PTokoJ38Lqql7/sMQTR1bN3Qurc1rSZjXBvsvrJK0z1nQk6BT/cYn8Xdj9f0+msgCxf09V81/kb+md724qO1qtB6nwiJPqcKeDD3BXRUguSEbjn62XI5gYhEINdR1wDqHWwGd7oNb7OWTpskodgba0KJmObb+DpXWo/YaERrrBVqljWPCZ/mFqckrPL7jgwghcasG4hjqZn2txOqlXL6T7KQiXgG7Xxt9kIbyPyC3ydDCNPojtaxcN6A0KPy7xrA4b5eyKsDzQnqV5CLxKacldB5wSTKlNUn/dOaB/TG22Oyv/CJji9tqWFsUbqMwvRFpU/u0qDwnVQ/VCEf5QCueJGSBuUt0OaaiVNzKgTUrSWrVK1vc6NOe7z2BxuzwVNlv5WQ/tr31jXu5RxfQALoex1udhL6mX2VsypnqujhflCcBfSGNdB5xDtNU//xaw0+0SnUMNXFYpINCaFqXyKSYCO1FqL/a+hEd0mDCfAl93ShoI+IfpXqaGLtAlDbJSmaqq/DA8X/K6namTAx8j+k+wb5dpi033tZyMloE6ijjPSfkVE5rvizFevpSvtgTUwI+1d9zDT5HEjkxBjhFdB5yTS7aVifprZwKjc8jSZVUoBITVKPMQ+Q9xrcXS6cnSogqlWrnJ6T9CB1tR3hUhf33qigiawn3hOjGlofI69PhAF3kyaGJOcjYi1XqGCLcqyavI5UxoARmJ8KwvKB0+1fev1R09Ee7AYj80adZFVtq7Djgr+DYmVv/na0E2qpGaQ/Yuq8Ij0NjaLcr6N6h5Ql7fLcpxfVsLD01mEqurtat05d/AHplxcDzVO74YBy4ssZKmilZEA/wO5bwyPRL45sIR+JkvJNcmu5Kq5+gJYoKyNH/b0q4DTrYKKX6uNXU7YesnKU53p5UuAua8ra1blH6CWp/i87wjC7dza0insKbVw1LsLpMCLwdOCdtxxi/+QnK2HVwIG5v662Cvh78qTCiEvKLLECJ2nKOrFifvcpbYlvZyDcJ5aO63pV0HnKOrQatrz0BoN8ouR2JcNk5EoLVbVBBb30NkOmLNo9F+S5YPz1vqiRNhSKZTYJj+WOGXKRRTScbKeZ8rjZayb8MCme485drXKFqj39Y4TyD0KyW9s9VVYFncYq+qhtQi1AfW6qh4lDsQTKnhnPnNnDHKFpBSp9fq2psQflzqdrj65wyB9d2iZmDL21gm2CvaadOi/EP1AATTm3V9gYicAe0ARiY1/fxQrdzjAF1SVqHFr1cJmK3YclyTpDiIMt0L+0pYTAW+lEbNXD3R1kSucHVKBEkmuQ44Fyi2BmCZ8P9xOWLnsilLBExalOkWZdqcyRsoJj/0bQkPK+tymYEhOrytzGSfclxWEW4P1opp7VcSY1VAt+4Cd6Bk1TGoJIxNpqRyX0U4vYC5wGzdWiWxLX1uttvSrgNOtkApfq7+2pXf9NVMkcad5iJg7t2AFajORng9EfSlvvckPKQs0qIGDtTedgWva2HK+xX+glL+FZrPIZC4uXL80GodERGeERjheGULoKCArcIPKoJyR7riAnN1Z1VuB/ZNl3b9fNcBZ4rcBnQ6cNEQ4pGcV7vJgWoui5JFQNeASYviP8Tlc4QZEh7+YamZ4x+mpljEd0pN71T0FeELT4QJixbJ4lTmF3tOS7WeKMLd7oPCZivRiJd9KhaJSSNNewRm60lqcTOa/ra064DThntzAg3UnozycA5YuSxcBDpCoBHElNj8D5iGEzKL8Mz3hanmvNlxwz9cf4byU8cplgOFFNZ4YVx93ZYrK+VARM5YKCpRf6K5vNkmL7tWj7kASqE+ZjGuW4OEM+Hnn6vboFwDmE54KZ+puw44E7Q3odFA7XUoBWk1lgN1XRblhcD6tKi3sORjFEekRQWG6xSUxxR85QV3wpqY2pwSXiCPOt029WsgBg8pHOB0XYutnwj/5wvKYdnoEfhEd7E93C7w7VT4uA44FZSSzFF/rSmpt38OWLksXASyR+CbtCh5D9HpiSIiTfJmodKiBgzXkZZies5ulb0xzuOgws3hWvmR8zTbWKOIX/cSeEoLXN/Y6bh0pJ8qN1eGs1/bwGw92VwnwICO5LkOOAdXi/prl5Zwq64cIOCycD4CEgd7CcgMVN7Csuej8ddz3S1q2+20n8/Dm8Bw52OSvoaiPBuc33Epw/S55p4i6tfLFH5eprW2cw/Y/zia3Y2plYvlmWyFmG1phWtFOae9bWnXAWeJsg6e3Z9ohTk3cLHMEkuXvNAIJLpFLQP9CEy3KJMWZb2VTVqUf6i+hHB4oS0pkLx5arFP+HNZViB5aYvRrbVntAu3Aqe5v0lpw7eeYIUP9pKQfJ4xhw0I/Z/qt9R0qoJ9NuXnOo0sEVZ/7fGQaGPlDheBckDApEWtbO0Wxetoy30SHlWfimH+YWoCfcqzG5iyQr2MC39mgt+cOZr9ur0FTwK7OFPDktDKpJPd5xMulaDktNGFf46eAvxqw21p1wFneU1ode2ZSCLCsCzPu7KExyUvbQTitMR7y7IRJiWqw+Efrqdhcz9SflG2AhG1mRJaIC8lw6FYn8eq9RhbeBDoXSwdykDuOuCKipDkrad79XTtY3XhWhVMt6xK1wHn6KrRQN0wND4OsYaiicTsnYGt3W2gHAHssikGAkEJDa9JJti/vX4Lm7eA7snmluLnAtcF6+RGp+reUq2/siwuUy3LiPOCwK6wUGByRUhmFUKgf7buiiS2pd2RLwR00MIBxKL7oAzBkm9j62iEbcu93Ve+8HT5FhgBkWclOKzD3qn+YRow5TSBgQXWrlDiHg7Vidk6dNxYN0gHeGM8IJBV6ozjDCuwQgovVUQ4S5bKkgKLdgOHCg24Dvy4N7Eu347/8IG/WJ8O78lHI5Avt4G4mx9f6LVw5SVBQPWHEt7+N+3PUp9/GK9kU4rP4WvwYRPst7xOHNfVKjJIRxPDROoOcjiGzlVPiKry28qQXFUsJd0n4CIgr9q3e5SKFYA3Ib6xC/LfnZHaQcinw5Hpo5BwP4i2fuwOF4GiIGDJZGkY9mx7sv3D9C5INHAvx/GVBeMb6lJrV1dIACLVer4INyt0K6TcMpO13FZOqwrLC8W0y3XARUA/pv4jbHixQ9FRHzJjFDJ3CPLZYOT9byH1A6CloggauyI7HwJiI5V9JVizfEu2B4bqRSqJdBerDLFptuMcvPgLMfnMjhlarV2jwu+Bs8oU94JgrfCRCsdXBaW2IAI7EOI64AKvwBN9tfuE5467te+4987MRLR8OJKlzx7G1//al6HaRJdlvaCxKhNWLo2LQEcIfCmh4f23NME/TE3bzVfLtMiDolwZmi8ms8Exo7lGh1pxHkMY6xilSk8RRXjQ18wlskySRvYXwjzXARcA5SfQCtvPMcDxKIeNf/iU7v0PMNUrMxvvPHgGz1/TGpRZ2W0d2221FH80Tu8obO9bw9aNHqSxS2ujO3e4CGSCwND62vjrp94AukrxrIgTW1ZJ45f9R6zo7YnzjsAWnXMmohxFI9wbqhVTucgxo7laD7KER9xqe1kticnpvaoiJGbXxjHDdcB5XIpHq/VohMkCk4Be60UdMWtXKvtkXkznhetu4O0H2n+AFsumuusqtrPWsVWLh+HeNfS3Y/iafaDukudxycuGtf2j+4lf9NfN7FEVbNtDJOqjpbmSxqaurF3bndWrt2Llql7cdvulfPJpydaBeNsXY+LChdLslIWMBvQGhR+juGdPGS6KQFCFYyuC8t8MWeSNzP01zjG0TwzUg+x4wuGaCll9N2XfZcBiDvvvHiCZP57eftg/CH1i0ozTG1t5WxjuW514Uh5CMwGrCXOo5Drl9HDsDLPjd92IfXT6uzSTj3uBWR+NLkWIQmozPrxAUqr6lW8Dtb/2jXm5R5UO08DyrUcZ8H81Bqd1DUlJRG66AAAgAElEQVTQiba4DjgHq/Joje4jdsLpngAdN2WumfwMu99+UVZSrxs5j5Y1ual50BWbod619NUIA+NRBnoa6WlrNvcHWdnmEjsAAVFi/52KDjA9RtIb+x7wNvUNJZcZs86j7Fs/X2akZ21+ZrcM1FHEeU5gaH4kdAquMYE/+EJyhZOtdR1whqvzxEAdE49zrMCJCoNTANI0Tf94r3vOaao+4qXxGYplZcjPr/Z6P6/nuxUo20kT/aWZajvKYGlia2JYmT+0Z2quS1cMBHqtJvrp0RlJHrXL54lt6RIaNsp5oflyrxN0jlXr6bbwB6CHE/QpUR1WWXC2NySOr9Gfgt8o0SXIg9pPDNQd25zuyW3t1pLhZyPME/iLwNNTg1IXUf97wJ6ZqvfJi0fyt3PzVqq0XbU8KINoplpa6KeRxBZ2H4niVdcrZ7qWTqXTPT8i9vQP0lbPnA8P2b4hbbpiEqhyW3i+pG9sjpVWtCIa4HfmZsBNMcoCXGGO2hxbGZZ5WXApGGkyB1IwRZwq6G8DdJDX4jgVTlVllCTPezQeaQHC31CmnRAS0+rtmxFRv6mqk/Hd7et3n8c/fnG1Y+AaSDN+WuhLlGE0Jd4rMA1F3FGqCNiX/IX4FX9KW33jgA854lVqa7dPm7ZIBK+E6jgkq4CMHCje1F8HezyYiLcJOWDXWVmoKo80ebmoV72YIkclMcrGAav//W3w+PpJ/W5zskX+4UE6wBNlsmVxGoqJKEmlJFWDKI+q8MwJITFPuZuNiFaPBpmZjX6PnH8XHz+f2fZgNnLToe1PBOOYjTMeQhPm7yrXKacDYVHnxm+9Cfu4lzPQQRi5cy3Nzc7PSxdhgSfC3osWyeIMDM0ZSbRGv02cx1XKNK0rZ0i1z0igGeEGX1BMq7+SGmXhgLX6gx0Qy9RFrSBaMUG+2vnLdFfhkWrtYymTEE5Ri70khc4ioizB4gmUZ78Tkn8nkxlRv8kvzGr/+Dd7v8XXCwcnE+W4z7chxiCa6EOUoTQxgAhdibvFyB23UhB743vokPS3kqNRH9vv+IUDLdpYJYXVXhhfXyezi6lsi1+vErjWpPMXU49Slq3KEluZ2mWxs6qWpYppyTtgDcw4FJW/gZrWfyDyDwnudniqAKyf93hAH1DljGR0Al8rPIXw3AlB+Uey+Rt+HlH/ncD56dBsOvenQxYQi5RHSmAP4okn5G3anpT9ROhBzHXK2Vwg2dL2aCQ6N+2vT0Lql1/1Y68Jjggk7giFmCrfC8+Xx7KFKlN6Hai9IzZ3inJipjxcugQCb/lsTpbFsqhU8ShpB6z+mT8FvSbx5Lvx+L2ExlyWzqI8Xq1HqfD8lmhUWS3wgipPexbz/FTERDSnPSLqnwuMSJuwjcDk/poc4HIeXbATTtlsX5ugrxqa2Yo4llvWqyDLrqPnEnshs/4K8z4byWFHmuZIzh0KvwrXyU+KpaFW64ioMA0YWSwdykCu2Tq72xfkMkGipWxPSTpg7fNWDyq73AacuuWG9xpHrbMlvFtakSSP+fWrDYpnrEN4BZvHLYvnpgbFlDLLeKgOrooSWwWa8ePrB4+dwNNX/DZjHUqV8My7ziT21h588ch3EgFfg2mmNzFMZLY7couAfd5jxK/O7JTk/f/uxQknPZVbhXLITZRpwflybA5ZpsWqsVpP9Ap3A1ulRehO3hABU8P54oqQ/LkcYCk5B6wDPxhC3DL5XWOSLMBafNY+snD0rFQX6rGAGqe+A8rfejbx7OHLc9cHtFmrD7KQf6aqy5bmvfLby3n11kuzYVFytDtNfJnT7zorEaj65fxhvHTz1cx+7aCE8x1ECwNoSQR5rd/K9rlOOas1jv/mN9gnvpQRj5f/eRjnXnBfRrQFIJqLl31C8+TrAsjaSISiEvVjmjtcDLiNvzNfgFqfh0lSL1kH2mauQm4pS8oBa/WHExDbbN9smyIMDWh8goT3SD+iJEUBqU6LqN94zt+lOn9L8+4/8VHq3twnGxYlRSui/Ojl/ei73fxv9DapLvPfH8eLv7maho+/tZk9ZsvanCVvSyQR7LWtmxaV1prHXj4LHVWXFs36yY88ejJXX+vIQNTl6mF8+DP5LCPDsiBSvwZi8JDCAVmw6fSkpo6CVzlXwpJ5EX0HolgyDlj9H14C8ZtA0stxEHmDYOVBwqhIMfFv0cDTgk7JRodfjP6QNUs3Ky+dDUtH0+79vT8z+dqfblHHeMzHzOcn88/bL2V5sKZDO9anRa2PwO5HBHPW7I5NEOjSTLT20Ixhuf3OH/C7W6/MmD4fhAIRlEnB+ekFTOZCl0a/7uWBpwT8ueDXSXlEVLipMijXl6P9jnfAyt8r8fczpdnO3vJ5byrLon+U0NjMIktSYZ/CnKj6g5rFFzHS2I3rRsxF7XLsf745gF17reRH/7cf3bfp+IY30tiVt/96Gq/ddz6NK79pOJV0Rdy0qM0h0pHzib2SUZvqBDPjfI0TdtAw/V+vC9XKzwqtU9Svlyn8vEx7JhcKzqVxOLFLSEzv6bIcjnbAWv1JDdLyCMjeWaJvg325hHYvSi/I1VrdpwoxuckZe0+z9Wy2oDvLOPLKX7L/2XelbO7ar/vwyp2X8PZfT0E1M5hNWtR2bbnK5ky5s6VF2Wc+RfyGO1LGfNOJv/7tT/jjPRdkTJ9zQuGhUK2clnO+HTD8emvt2aML5nfGyHX072shcclA1n9tDydW1cuCDGhLhsSxF4gOmjWamP08aCBHaDah1kQJj34nR/zSYrNOa3b3YY8FdlXYX5DBoL5Umbzz4Ok8f03Bb+RTVS+n83oHGvjhSwdS0bUxbb5LvxjKizdfxaf/OiRt2i0RbJgWZap7mVe5pkXFf/l77FOeSxu31Wt6cufdFzF9+h7M/DBZbGTa7DMlmNniYb9ln4mJmi3IaPbr9gJPCpRsQ+SCANWxEHM2dJ9PuFSyzDxxgC1JVXCkA9bqmWciaraduyW1IJ0JKl8S94yTL79V9HI9qtVdW/Ds48EeZSPfttA9FPq195T8wvU38Pb9mW8PpgNTseee8KvL2P3YLBqZqLBg+h68ePPVLJq1W87NMd2iBreV2CyntKjYcxegY9IvDvX6G/tz2pkP5xznLBh+5RHG1dcW7umppVqPsYQ/KbQWBHJHJgiss+HKqpCYVK1OMRzngNU/4/eAaZibn3B9ZTrRqv1l6ai1Tlth1X7bRvDsb2GNVPRAgZ21LWfw9sP/QejjnZ2mcs71qdnlIy56fBIeb/b59XbMy8yXjuHlP1zO8oaBOdd1Q4bmYjWFQ0xalAnyMhHYpsJXyaRFVUSJ1h1MJj0nb7r5au69r6ghFhsuRbPaHBReIG/ldcE3YB6t1puwuFxTKF9bKJ1KUM5CYHJFSFJOGy1BGzdT2TEOWPv+tz+Vnj+jpjtJ3sefJTTm9LxLyYGAFg3sLMT3vPPIl3bx+GKTVoar/Wu+2taKR1Pevc6BFoVjcd7DUxm2V25PCSJNXXnnke/x2j0XsG5FYR9QamhJFA9ZnxZlKnxVOjACW4fWE3v9lIwW+vvnPMi/XjsoI9ocE5nKLJeH6sTcxOd9rBukA7wxHhA4LO/CyliAwEveCGfJUllSxmZu0TRHOGAdOHNH4vYLIEMKtADmi3qNhMb8okDycibG3GU3N++w9xsPnDZ2RX3NGI8nPmHJZ9v7v6obLo0repd0lPSoA17h9D+egcn/zcdYu3wbXr37Yt56+DTseH42WFLR26RFmXxl44zNk7IT0qJM8Q1ThCPdEY972XXsp6xd2z1d0tzPV+4JzZdz02Ksx3sCrN4qyrpeXrw9LbSHQnewuypWVwGT9lhl+vUKeDXxEs/Uxw61bvrRlWd64p5cxaikpXZZTBaiovzWF5KrysKeDIwougNW/4fHo/H7EemZgf7ZkESwOFoaxmTSdy0buTmnXakDe3fH3m95qHpk3Zv7HLB22TajV4YDvRdNHyPLFw2iZV1uj9JzbkAbwx/+3/70G1qbL/bf8F22aLvE+fAn/8w85zXXSm5NLHGubHKVTQR2dYG7RcVvvB37jKfTNqshWMO39383bbp2Cbo1Qc+10H0ddGtsfXVthqqW1ldFBCqi4I2BNw4eG8SG7k1N8t1nH7WrWroIid+S7op2F+gK0kXRKmntOlTRGvwo5g7MhMun/Rt48kOTuOoX59KlMb2SBLkDqSw4LbeU07xheaEsrMnQiLQvvgzlbJFM/TN/CfaVIKn0282l6DZeuhy84yS06+d5YF5Uls0aGGahewuy45LPt58Y/nTHHVYvGdC1YdauhD/ZiVVLBuCkbexxJz7McTcWsEa+Cl/MHJtwxAtnmuB0543ubd2ijFPejmYCtOStW1Ts8cvQCem3qo4/NZk1l/4G050klngJMVGivhixiiiRygjRqgiRqhaiXVqIdGmmpev6VxORrs00d2tKzFPLOFNQMcUbFdta/24T99jYlo3taf13zBNPvOLeODFvvFVe4j2a+HfEFyNaEaWlMkbE6JH4d4SWSvPeQnNVJMEnnVHVVMm111/ICY8ciWhRfzrTUdtxcxU+UuH4qqDk/27bcdZvrFBRriINzN4abbkH9Lii4yOmJ2jltyU4annRdcmzAlH1j1Os3cAeY8c9+wY/2mXgknkjvSsaalg0fSxffb4964qwjd2l56pE0Y0efZfmGYHN2dtxLx/9/Uj+ceuVfF0/qODy0xVo0qJMrrIpsZmztChvjOhnh0Nl+sXiPNdci/Xg99I1wznzjcM3/xmnbyl2m+NPOHur1dm3OnybqnVbUdXUxTm6l54mpjDKg75mLpFlhUsPczJMBXfA6p+1faKes+oo5wAjT0lot+Odo09hNFHt2z1Oxb6KjrSR/QXGNq/p0bd+xlhZOn8ISxcMYdEHu5PYxm7sZn6p8jIOv/xXHHhu5gUgcqFUtLkL7zx6Mq/98ULMWXEpjQ3ToqrbukWZLe1Uu0U1bdVIwwM3UDN6Ft7KlrRM905+DPnAMbm/aeme6mTFIo5BueA/l6mqWArzTDe5qytChQmQKwVAjI4FvaK0ZtbB2LFHQQobiprSali/lNDoq1OaWsaTGtUf8CD7WuhIhQMBc6PUY3n9QMz29cpggOBH38L0Jl61OPtt7N7VQa78+4FUdlvnCFRNlLSJln7zL2c4aos+XXDM4aZp25hKWtSHdOev9MfyxhK7EAN2nMPAMTPoVR3Gv8vH9Nu+nROa5ip8wz82e8bpqlcy8218xCnSCVnJoNSxogLBqHBc16C8XyYm5cyMgn1z1D/DOLdrW4MgnDg0BnKShMZkUQHCiXZlr1NEq0eD7EFrhZ8DWqPVtcLUpQ5+vAtL5oxkRbB1G/tLs429fOuUo7Gn/vIK9jz+seyVzDEHsx1tKmp9/PIROeZcXHbmHNm8NkyLepmteZ3262j7qprpXROkZvRM+o+YxzaDFjFo7HS6f9kX78HlGkMjiadeO/PqscVdaOdIfzUGp3UNSdA5KjlHk7w7YO07uzsVzbcDpxb6iTttmFVX47XGSf1uZdNvMm0MUiBQHVwVI7K3IjsLMgF0r9fBbzYiTbx1y9ruCWe8dMFQli3YLrGN/XUiGrv7RtvY/lGf8IMnj8bjy77oRgpqZzBFWPThbrz4m6tY8MGeGdCXBonJS25J19GI0qUiwrYtPrbDZhuUftgMQvHm66yiQHC6W845AdrE5N1WEZLLc8KtTJnk1QFrv4+2wxN/AlFnhplueVHnE4nvLUv36HRJ4Zle49er/0GF07aBr49HHuuD7qRgmvVu9Fhlgr0aZo1mRdCf2Mb+9ncfZMjuzt+VMjnDn7x8GH//3Y9ZtmhwpjB1Cjqz9d0DpTpRrjNOLxQ/ygAHFh/Z0oKY24cY5VnkpoAX4CpVzqkMy+MFlFmSovLmgLX6w/Gg0xA19Y1LawgvS3CMc5JEHYzeeue7gYr/FWJHXS9fftWiA0Z6kHE2YhzyRIHhpqiBmWsyTjzpxfsUHYVocxXvPX4Sr/7xItYs61N0fUpJAePSeqMMxE444z5o4sm5m4OeluP4sN3z3uwuK2GO2hxbGZZ52THqHNR5ccAamP4DVG4q8V6Yt0pozKWd4zLIzMotON/1jL5xwhtyVsXTzIAJHjy7elv012K3OuNSG6bv8Gv3XsCbD51JLOLQkAaHg2p+eH5OM1WOcMBCLBHlnFkbS4dDXSj1TDbXIz4vF0m9rCiU0FKXk3MHrNXTRyDWO6C9SxycOCrnSHi3B0rcjryo34Hz7dAJmw91XeD7iN6bF8UKyHR5sCZRyOOjfxxZQKnlIao7yg00F90Y97w3+yUQaLbhxspQ4qHLHWkgkHMHnPiB9c88DtFHKP3uIOvwevaRRbt+mAamZT81BefbrhPW5b23okvXOYljwjIZ9R/vmnDE898fVyYW5d+ModicT3HPINwUo+zXWZUltjK1y2J5M3tunY9DXhxwqxOeYRodlEGRbQmivvES3rmh810em1uchvPdohPWJv+NKNeUG5YmUGv2qwcnIqaXLdyu3MzLuT0HEuNwihX9blKMzHlv8Rpy5BzQ4jB8y2dzsiyWRcURX/pS8+aA256EnwAt/QpTwpsEvzxIOLy4t+xFvt4ycL6bOWFdObA3vviVSKLnswNa6OQW1FhLJe898V1evfsiVi/dNrfMy4jb8UTZK1E9urDD3XLOCd5xhLt9QS4TpFh3UTkxpNhM8uuAA+9sDRVvoOKgspMZQ36PhMak1+osY1HOI8zC+bbzJDxgEMg1qHVKa3ea8hpNq7bi3/efxxt/PgsTPe2OjRG4mBYGFTg1SfEkgq3ckRUCa4CLK0Ly56y4uMQJBPLqgFufgt/fHrymw3ppFdjd/AJRsC6T0OhbO9u1c70Grlf0uhzYvVl0tK4btBsSu7m1wlb+r8cc2JAWixWhAC/+9ifMevGYtOjKebJ64/S/5AE8KiRaP6tQGfVR2eyjsqWi7eWjIvK/ly/ipSLqwxf1Jl7emAeveY97Wv8d8+CJW4mXZf/v3fzbdC6SeBW2uiUls7muFOoqPBwj9eIWKsoGyA1o8+6AE064+uOJSPRFWvtxlvJoQq2DJDz67VI2Il3dr9d+2ypeU3PQlKPMdmw5RWmd/wjQXyNlsVuyGUYNn+7CSzdfTe27E7LFr+Tp19Us4cV3TyiIHf0X9+WWS37C+Ld3K4i8chWiMC0S59weS6TwLcvKFdRCPnGof4YJyPp5IWXmZd2Ur/Da46R+9wV54e9QpoVwwombtabA90GvL6co6fVLampnz35tIi/95mq+WjDUoSudf7WCh73B2/eZsvD5HbvO3JG7z76B/kv65ldQOXMXIgI3+YJyfTmbWSzbCvIE/M0PkH/Gn4DTi2VsDuXOoKVpf1m2tzkP6TSjYE64NVXpCpQfJCobltmIRSp5/8kT+NddF7P6q9IrFJftcnx81b3MPf+RbNl0SH/mvVO54uYzqWou9U23vMLUIXMB87R7oi8krxZPi/KWXFgHnGjM0PIa6O6lD6s+JKGxp5W+HelZUCgnnHgabqyuQTCBWqea7kvpaer82fGYj8/e3YfF83cg9OlOifrYq8LVZV9d6907fkb9pPz8pndf25Vrr7uI4544NHH2644MEahY3GDHB+xXVS+daqcvQ7QyJiv4FdraoCH6LiKlfuuvoNdJaOzPMka/RAkL6YQTjnitf1dEfo3oRFNGukRha19tgbgP7La01PCnOxGePSrRe9l0lVry2Q6s/XobNF4eeasvvXUSaweHcr6M230R4K6zb2DE3M67vZ81qGJj9X0Eqv9wjPel6c9nzc9lkGyXofAIqX/mOLBfBelSeOk5lRhBOEaCY/4vp1xLgFmhnXDCETcHDkX1ZpSdSwCitFVUC2zjiLdwixFp7Eb9jNF8VTc80dpx4X/34OsvtqN5rWnxWPD76LRtW08Q69bE058dljF9e4QH/XMCv7n0x2y1quxOLHKOVbsMrUY8A3+Ote1fPpFnQqb3tzvyjEDRvrkamH4xKr8v/ScaWY7Gx0t498/yvFaOY18MJ5xwxOuqz0DkRsDvOFByoJB5EjaOOBW/umrxAOo/3I0V9TUbb2O3OPPsc+XIBbz8yhk5QOl/LH5009mcdc93EqlI7sgMAakM4tn+TKTrbBDru/J0w6OZcXKp0kGgaA448UPqn3kX6HnpKOzMuToX4vtIaM+vnalf/rQqmhP+euuedO16GbZ9KSI982dh8TjbXjCvVBzxplqGZ+9E+NNRrAz5W7ex540o+ja2VrYQOu8hFlxxD5XEqSBODyJ0Jcp7+ImmWRpy26+24VdXXMn+r+1VvEUqA8lWr9fwDLkCfF8ZaxbKtJBbS7VA61pcB8x0H37rFdB9C2Rv/sQI0yQ45tj8CXAu52I54cRNXKM/gPBTNBFdX3aBWqY0iXHC8RzUkIg0dqV+5m6JbezliW3s3Vm2YEjOtrG12zrskXOxBy1C+y5Ft15O3Pw9eCG67VK06zpaK29sPt7Hz3JSP5HacfZw7j3zZ/iD/Z37xXC6ZhLDM+AerJoNmxjpBTItfJfTVS8X/YrqgFufgj8KQPQdkJqSB1XlVxLe7Sclb0cGBhTTCSeuo7WBnRFTyINDSv9YYwsLIBAz29J52GVdvaR/wjEvrx+YCP4KztqVlSYae5NtbO21AnvkPOyB9eg2X2P3WYa942zsQfVon6/RqqZ2HWyyS+oTtiVIahsZJz90DFf94jy6NLolPpPh2t7n4l2JZ8ilSO9XNpzyFWtjQ+SfX67LlK9Llx4CRXfArU545rdA3yr94vwaQ+VkCY95PL1lKI/ZxXbCrY645mDEvhnhW+WB6sZWfG15+NBXxSrLYgxN9CeOJ0dN7VcBYWA5sBaoXTCE+kgFjb1WYvdeAZURg3BeYP2MPiygV4e8TU7vtdddyAmPHOmmGGWxCtJ1Dp7h5yBVX2zMRfU6eSZsYivcUSAEHOGAEz+c1TNOR/Q+kDzc4xcIzYQhrMYbHy/1e8wuoFTHiHKCE04sQ5P/lETlNaX0d1Y2WV0beN3TlV/6+hASL3vRxBAiTKCJUbTQC9OsZvNhAhQWAysA84izbAOH2whF6E30Px2/oBfz6LP+fxgvbwsa19ZuO1GTYvSHC6/ZauePdnDMb5ZjvnQpK6JYfR/HM+h68JhbrA2G6mq89jB5colbajJlPLOf6KiLWf3TbwG5LHuzisxBWIC3aoIsHLWkyJoURbxjnLD27U5j5WWglyFsVRQw8ijU5MA94e3Bbd6tCYuXbkToRpQdaGIc66ggxlcoKwHjYON51CVb1nHknZcZdkwYViL/2ahPYbRaJ6pgonK/8dDZyut09FYznppfY/W/b8umC7+Xp0Ol/9tbYgvrKAeceHLxz3wJ9PASw3FzdYV/SnCMOY/slMMpTjhxTTUG/IhejWLyX5yZn5PkKjHOc7EFSwRWCTQKhKX17+Vtf5f2hSZf3C/BIZvaEA3o9Qo/QcswwK5ACyYVi/EMPxvp/mF7Epvx6A7yZLi+QCq5YtoQcJ4D3va9fvh85jx4WBms0h8kNOaSMrAjIxOc5IQTjrhl0EjisV8DRzgtUCsqEBL4qs3BrjUO1oIvzd9Ak+Tr9DWjpc0H0br7JdR9PWPtr31jHv6oMCUfwjoLT+n+4Srv8LO3osIcPrQ39H6ZFv5+Z8HESXY6zgEnfigHzRhJjHeh5LcNzWHceRIc086+j5Muhfzo4jQnnLi+1lZPxBLjiAvWo65FoMFUtxdY0/YKWq0Od7VAS97Cm/KzrnngqhVEet4lS9e2DNRREufZMrkJzwNUKbGMiaflLu/YoeYGJtA+hURR2U2eafg0Ja7upJwi4EgHnPiRDHxwLFiPovhyanHhma3Dq9+WRWNnFl60MyQ60QknrrGmwHdRNUmQA7NFap1AUGBZm3M1TrXBav3b/NvED7ujYwQEnXCnP7QDwh/KsQtWAdd/laWc49kzUInwUBK5L8i00NEF1M0VtQECjnXAiR9I/8yfgf60DFYshOp4CY/ttGcsjnXCWt2VZrkUmyuQ9vNgVraduS6zWiOIzblrqM3Bmu1iE6rrjuwQmPKLa6YfdPc5o5U0S2JlJ7a8qIU5PptjJSzzdIp/LjCiAwNtsPaXaQ1vlBcIpWONox1wqxOeYXJqp5YOpO1pKm/TpceBUjfc7DZ2yuFUJ2wW48lo9fhqW26NCmPWCZbZGjZBTsbRmqfbjcJyO+Xq5d/oKT+7hon3nJN/QWUowYQI2MqjFV4ulHpZoVMGTAZrWhJT35Zpob3LEI6SMcn5Dnjgx72xI2+gslPJoNq+ovdKaEyn/oUpihNW5GyqdzBPA3GsAGgvQUeAjASTJyy9QEv9qKPkvx4H33U+k355VcnbUWgDBJptuLEyJN/UlNQp/veBPTrURfRoeTr8QqH1deX9DwHHO+DEU3Dgw+GobYKytinxxVOQKyS02+9K3I6s1M+1E44hUxajfQS2B6kW6A06CjBO13RMMjnApV3gJSvES4N41L/354LvPVwayjpES1WWWB6m+hrkzfUq6ST/gQivIFusx9I2TT6VacGybOvpkKVJSY2ScMAJJ+yfeSDoS6Wax/m/1dBmlIMkPNakWnXakY4TNmWRzBmr2QY2VaDMy/x7/Ss/xRE77dIUzfBtv9iO6/f5xo8UTY8SEvyWz+ZkWSyLNtRZpwT+AXpox3bISTIt+EgJ2VqWqpaMA251wtN/AvIL6OjOrhTWSb7C4x0n9bssKAVt86XjeiessMd6B2sKTmzoYM3froPN1wo4i2/V2u78bsQ8ZynlTG1MeuPdviCXSWupzm+GThmwG1hm+7mj/lluy0GHrGtJOeCEE66e8QCSqGhU6mMmTdH9Zfleq0vdkGT6n63VfWLIzoJu54E+NjIA2EVgiEI/SKMPXTJh7ucli4CocOuwOnybdGEqWYPyo/gaCy72huTPW2Kvk2qWPR4AACAASURBVP0PI5zcoWhbL5Jnw3fkRz2XazoIlJ4D7vdRN7yxfwO7p2OoM+fqXyQ09lRn6pa6VqdowF+FjFJ0kCbO6c277iTI4Lb6vW7fuNTh7NQzf3z43xn48S6dGoP2jFeow8OkynrZYqMXParfdvi8JvWoo3KrX+GJDJUnl27SjcGFvBgIlJwDTjwF9/9wMJb9LkKJd+NWs796nYTHOroF2Bnab4ji3dGTiBg2AU4ME9jRFLCwYRvBrdNbjC9vOco844I7GfvcMeVoWlY2CUxrjnNujyXSbrcinRK4HfTCjgXJ9TIteENWyrjEOUOgJB1wwgn7Z+wF+hpIl5yhUQxGYook2ZMluPvfiyGeLaTomPSc1jQdN0WnKGvSiYUed8N1HHCfW5b4m0tAiAjc5AvK9R1dFnp83/7EK2o77Kkusho7Olye+fKrTnyJOcr0knXACSccmH4RKrc6rbB+Biu8ArXHSXj3zzKg7ZDkeKWiB/6Rm6boCLKDom6KTq4Bd/llhcCht13M0Tf/MCse5UJsSofHle9WheVfyWzSKf6fAcmqBt4q00KXJuPlfl44BEraAbc9Cd8JnF84yPImaS6q35bwWNMnPeVxvAa69EJ2stHhFtq/9QwWk983HDDBTj3K4AYlZTzciaWNwLdePoRzznygtI3IjfYf+DycIPWSNFNCT9q6J01d5nfYL1loRu0RMm3xRilLuVHV5ZIpAqXvgLnHh3/3f4LulykIjqETnpHgmJTbr52l/lcV9peST8tyzAq4ihQZgf61w7l2fxNj2WmHycK73ydcIkFpSgUFneI3LU9/3+FckT/J08EzU+HnzikcAiXvgFufgt8LgO/tXHS1KRz07UhS/bWEx/44FT3O0sAdoBekMted4yJQCgh0Wd2TW3acUwqq5kNH0+fjyoqQ3J0qcz0eD3H/F63xGu39phAjLmPk+eDHqfJ15xUGgbJwwAknHJixC4pxwt809S4MhDmXEkPtUyS8+6PJOH9fAz9S9FfJ5rmfuwiUCgJiW9w+ZAFWrKM6EqViTVp6LgQmV4RkVjpUOsX/PeAvHdIoL8ozoaPS4evOLQwCZeOAW5+EPzwV4g+AlHbdX2U13vh4qd9ji/l+6y+NMzVwlqD3FeZScaW4CBQGgasn/gv/vI666BVGj0JJUfh7hY8zZaEsSVemTvGb7QLTVKS9YaNygDwTfD1d3u78/CNQVg641QnP/C3o5fmHLs8SRL7AY0+QRWMXtyfp+1o9UZFX8qyJy95FoKAIfP+cexj90hEFlVkUYUJUbW6pDMtPMpGvx1ZPQuWZDmmFd+Tp0IRM+Ls0+Ueg7BxwqxOe8SJQBt9geYXQ6EME2WI55PO1b/8IFe066PxfPq4EF4HcI3D8dTey/wPlUG22Q2yW28rpVWF5PlMEdYr/PWDPjun1GJkWzlhGprq5dKkhUJ4OuN9H2+KNmW5DJhWntIfIbRLc7QftGXGW+ptLv0NUaS+Rq31uETjilss54vdlna76kQ1Tq0LyeabI6RT//iivJmk5OFumBcuhj3qmMDmeriwdcOIpeMCMkVj6LojpBVvKw6QlnCehMfduyYiz1B8CqkvZQFd3F4ENEdjthaM467yUA4FLCTxFeNDXzCWyTNZko7hODvwd0cM65KFysjwT/Fs2clza/CJQtg64zQlPxsPjKL78wph37uuwYvtJw57TN5V0lvrfBfbKuwauABeBAiHgnzuSqw8qu9AGk9N7dUVIOs7XTQFjPd6/K3E+SNJycBHTQtuJ280zBUSLN6WsHXDCCftn3gh6TfEgzpVkCaH2eAmPrd+Q41kauA/0rFxJcfm4CBQbgW4revObnT8ptho5k68QEuHYiqCYPr1ZD53ifwg4pWNGcrFMC96etTCXQV4RKHsH3OqEZ5ic2hPyimRhmL+Db+sDZeF25tw3Mc5S/1XALwoj3pXiIpB/BKy4lzsGLyyXZ7fXfHCqhCSYC+R0Uv/BWJ55SeI+lhJrGSrPL8tqmzsX+ro8ktwmdQaAdPCHvYjZb6CJGsmlPZT7JDzm7PVGnK3+c2z4Y2kb5WrvIrAxAtft+wb95g8pWVgEYsBt3hBXtJfFkIlxOiVwG+hFSX7Wb5BpwQ67J2Ui26XJPQKd4gk48RQceG846nunw4Llucc3HxwV5EoJ7XZL6xNw4HDQl/IhyOXpIlAsBL5/zj2rRr90RKkGUK5S5dzKsDyWS/z0xG370eIzLQdNg5X2xhpi0eHy/Fdf5lK2yys/CHQaB5xwwv5Z+0P8H6WftqPN2PYhsniPN87UAYMEy5Sxc4eLQNkgMHn2iIUHH/PiAG2uqiwxo+b6lCkSFrNNnNOhU/w3Ah3Hs6jcJs8E201bzKlCLrOsEehUDrj1SXjmj1C9idLvILQUS8dJw9j5Z6k/AiUf6Z31xewyKB8EJsXgsOeO0vhldwhx51eWNdHGqjzq83Kh1MuKXK+EHt2nB57KBQh92uXtthzMNex559fpHHDCCVfPvB/RcmjN9SFNPff7/tf71oJsm/erxRXgIlAgBPaKw5kRsH91LfEHvgl5KJD0tMW0CNzgC4m5sc/L0EmBH2DprUmY/1mmhU7PiwIu07wg0Ekd8PSuiLyWvIxbXjDPNdO/fj941EiQMblm7PJzESgWAoNs+GlLq/T4qY9iv7NPsVTpUK4oS/Aw1dcgb+ZLQb0ei0/8X6AM7EBGDGWsPBP6KF96uHxzj0CndMCJp+D+Hw7GY5ugrAG5h7WQHJU7H7jp61mHvLdNIaW6slwE8olAD4XfrU+2W9Kf2PEvoEsc91V922dzkiyWRfnEQicFTsbSh5PI+LtMC5VB/ft8Iuk83p3WASeccGD6nmjiSbir85YmdY1euvgJnv3hX1MncGe6CDgcAXPq+0dTO6pt6Ee7Ejv5KWiuKrrmAnEV7vYFuUyQaL4V0smBixG9GmjvmMnGkgPlqeB/8q2Lyz+3CHRqB5xwwtUzLkC4DbByC23huP37tJd45Of3FE6gK8lFoAAI/KoZttmgD5j957OI//I60KL+bK1B+UFFWB4sAAT/uwH5Xr9urPOcalIQgcGbyH5PpoXGFVIfV1ZuECjqlZwbE7Lnov7pd4Kcnz2n4nCYdfD73PkntxhWcdB3peYLgYsjsHN8Y+7xq36L/WRxitop1OFhUmW9zM6Xzanw1WNrTsS2r0Jo7XSkOkmeCT+XCq07x1kIuA7YXL+oB/9MU/19f2ctT2rafDkkzE/fODe1ye4sF4ESQeDkKOxr6kltONZ1I3biNHTuqIJaITDNG+dcWSJLCyq4A2E62X8k8D15JvQdp+jk6pEeAq4DbsNLA+/40cq3gUHpQeiM2ecsmozt2eRxwRmquVq4CGyGgPnhqQB6KvRVqLHBBF6Zl/k7oNBlg+3nDRnowu2Im6Cslb3yj6wQEbjJFxS3tGP+0e50ElwHvMGSa2D6zqiYyOjupXYlXPrJSazt7dZeL7V1K1d9zQ+LCZfaSmFbBX+bgzUON/G3QkU7DjYVTPS1icQuuB9i3lSmZzRHYCnKd31h+VdGDFwiF4EkCLgOeBOA1D/ze2A/COL88jsb6H7DKxcTHOlWpHS/8YVBwEQsmifUXgr92hxqV211uObvahvy5xpbbbRv+THxP16YL4M/8Hk4QeplQb4EuHxdBFwHvIVrQAMzfoNyRSldHvfefTMfHPVWKans6upgBIyDNQ61t8KAtpf52zjc/uZv2xm1XONnP4T97wNziaQN3L9MubQ6LI25ZOzychHYFAHXAbdzTah/xvPAUaVyybxw6WM8f/kjpaKuq2fxEYiALgepF5ijUKvoSqDh6JgVPTrCJYge5Pj0vKV9iU19Hg3W5ALRdbbyw6qw3JULZi4PF4FkCLgOuD0H3H9mXzz2WyDbJwPRCZ+/euYLPHbDfU5QxdXBGQg0C3yt6EJBPrVhkflbsBbFiM95UMINydTU5ppDsO2bgV2SzS3m5zp3R2InPAuNWdXTWeiDyRKSWcW0xZXduRBwHXAH663V00cg8i5QgHDL7C68GYe/wx/v/VV2TFzqUkHAhC+ZOlEmJeYL0I8FKwz2UkUWxol/8qAsyVm6zP+zdx5wUlXXH/+eN1uRDkuZmYUFUbAroFGx92Ds/i1Bo8YYFcUoilhixFgQW4xYYsUCGk2MLYk9dqNS7C2iUnaGDlJ22TLzzv9zZxelbJl503fv4bOfXXbuPeV3375zy7nn6Br/aThyNRDIVYDcx04mOuFacBPPpyO7vb224P+eOFyOn2yDrXJ1gNuoXtYBtzKw6p9+BI7zNzS3y/2Fhsxlwitj2uhj2r7M0liuJ60CWSTItwIfK+5iF1niw/dtFWs+mSbLV2USFV3SsxMdSi4E9wJEOmdSdryyon+YiHHEcVNBBN/pd+NcNNEcaNfi8iDCNdIhVBk3D9vQIpAEAtYBxwGeBmddheof4miatSauyRLw3TGoY2JILOUyAqJQUg9dqqH3DxBYDh1roHM19Fpp/i/1RRH9EuEZXHmXJZWvyAQ2TkmRFRO1OhBE+T0Op6IUZ0WJ5oTWlhAZ9Tf0451aVUu6/IBv0lhk/5c2bCusxJVbqa65WcqW2nt9rSJpGySDgHXAcaKnwRmPonJinM2z0ux3X5xIdeeqrMi2Qn9CwDFJJOqga9VPDnaz2p8cbt8VUJBYzpQ1wHRUnqHIeVvOmDcz23hrbb9tiERvQDgklwK1dH4/osc+hy5vvjiYDPkC3+SzkIoWbxj9j9LQtiKkvdhCtsfSys8eAtYBx4m9VrzWlfpOb4DkbEDKla+dQ3iLVmNr4rTYNmsOAbPJ0KEOuq+BPivAv6LB4XYzDncF9P0BzCo3jbQY0VdR5z9E9AU5L3tbplrT70DcqAnU2jGN9ibEWv87gsjpj0C9ybW1HoniHPMEvsuvhI5mTtMS6Q3SITw+IcG2sUUgQQSsA04AMA3OHIRigrJ6JtAtY03vvP86Pjz4vYzJa6uCCoyDNZV41jQ4114/QIda6F4FfZdDWUZPX1tF2dzI/R7VfyK8Q2Tti3JeZs+HjYa6NnAyiqkIkpL7QK1a3UoDd/JYoreN/alVSQ2+C27A+fU9rbNWFhNla+kcWtZ6Y9vCIuAdAeuAE8ROg9P3QZ0XIMfOv4Bnxk3ln797IkGL2l/zwmjDmWuPVRBYAT1Ww2bm/6vBv7xhJZu/JHXgfhrbrlbelXNDr2bKFtXem1FTMBbFeL6s3xyIjrkH94WRSO8F+O44E9lhVpxQ6HnSITw5zsa2mUXAMwLWAXuATv0fjkPcSeRGMqAfLXj5jGd44sr7PVjUtroURaDTWui5CsqXNZy9djT/X90Q8GQ+az+kq8Axuzb/At6Q0ZWfpNt2rSr3I64pIH96Vieqy7sTveYqfBdfB30WxGu2OfvdSgQbzRgvYradZwSsA/YInfpn3Yvobzx2T0u3D454i3vvuDEtvHOFqahQXF1E5yUdKZvbg+DqWjr1mEvntVC2EoLLGiKMLTWBgJjKmyxEeBGXNyiqf17OWLwoXVjp6r5b4XPM5XRTNi/xC7rpUqx5vorq0bJZ+OnMi7YS2yMC1gF7HHX1z+iAiNne29Uji5R3m7vdbK55fr1zr5RLSD9DcYWSqmK6LO5E7+96EviqDx1XbBZzuL2+b/h/UU3hT4qceD8M/F/6FWubEkws9mxUnkPkHXzRl+TMcMrzH+uawP6I3oDI0NyGUd+SDuG9cltHq11bQsA64CRGU/vO6o/Du6D+JNikrGt9cT3nzD4WTXMIbpIKm5f+SpCwol+DfP7zO/c5sv8n/u16f9dT/N/0xlefQCGqi/4AxbVJqmS7NyJQA3wE8jSu/FfOnf9mKpHR6vITEXcimpM1t8096z2lQyipKEbdKnA5KqYQlGJ2sUXMVrZitrRVow3fJQrm9xJB3AiqkdjvVOrxaT3q1oNTB766hp+1FnFrkcKG7z6toTpaS1F0LV8sMSlHc+KOeCqflfbCyzrgJEdag9N3QZ3XTPGYJFmlpPuYr46nxhx4Zo/My2AFUAnypaJfgvzgEA0pfBVkwdcT1jtfU//UixGuAxLwuo3GVcyGUTb/dRqH2ozj26i+gMt/ZEz4q2RladjfgS5yPhKrNtYtWX4p7D9VOoQSSKPVtGTdKmB2EEpTqFcirMwRQ4Ozj12EU+P8zZeZ9DZ8CRE05rCN048gGgExTr4OMF/1KHWxzGCYgD41k7La2CRAnbWIW4M4Nbg/npEroubSnUvsiEONnIZJhphJhZFpfif1sYmGI5HYpEKdejCTi9gko44CrSPiM3LqEK1pmGhEa6iur8FZUSOzjQ5tj6wDTsGYamDW2aC358I51+/fOotFA8IpsKqZFwzUCbpckLkufCnwjXG4UZgvRL54QBbFXT9Vg9POQ/VmvJaO3eNV2HujTEZps7zdMzav9hAO/0LlbXzuC3JmeKlXVLSqf18kehnE4ihKvPJJUb9q6iLbSdf4n93m5OpWAeOwcitDWIpAyhE2DZOM2K5CbHfB/WmiEXP0ZgLQMMFo+DL/r2+cAJjokDoc6lDqEanFNQ6fnyYZODWxCYCytmGnYp2s2CSjYXLjiou4ZoLhxiYYscmGa75HcGK7GZHYBMMX272oa5hsmAmO27CrYSYzZhejLlprHXCKnioNzpyMkrbq4PGqedvDf+TT/WbE23yTdoW1hbgF7kLXF5mtyGcKplzdMgdnjov7xX2SmqQPGnjktwi3o7LegW6Cav96MvS1aXsTRC1Vzc3K6WvQZxHepT70spyX+CpFVwW2xCfXI3q4p12Q1Fhzs3QIpaT+t24VNC9Y7890auyxXPIEAeuAUzRQyhM+Apub5dh+KWLpic2Tlz3EC6OfbGb5KhTVFNFpWRd6zutD+RcVdFncnY7LOlM2vxeBryrouDyWZ/9ZCQ07wpMCcXTSwDSz1XcvqPeVQlEtjP0j+OzxVxyQZ6JJNaIzcOVphP/K6MTOUnVtcB9UTUatnTOh7HoylhDRraWz99X8+vrqkEAE8XCckmGjrbjcQMA64BSOg5bP8uPyDmhFCtkmxOqlM5/mjZOfp2xuX4JfVNB5WRc6Le1C2dw+BL8cQMmaOI+nlBslPOzihITH0VgDjx0L0UeS3nbc6lM4emocEm2TLCGwFOF1lJcpjLwsZyz6Ph49tDpwHGDu2Gfqb+gC6RC6NR7d4mmjQwLmnDUfrlzFY45tk2YErANOMcBaPn3bWAUbpFOKWWeanZnJnyaVw1Lm5TTwyKEgJlVX8gFrBz4Hu7ydaUysPG8ImLO6eaj8E8d9h5KiF+S0OT80x0q1ooS1kd+hagL0unsTGVev2Y1JN1K2jaJbBYyt9r0aF/y2kX1Q0vAMaHDmSShTPAcXpUEnbyx1NY7uLvN3/sxb/596afARk8LzOdCOyfKK9R99A3SzqXpTgmXGmcSibr8AeYaovEvv+a/IcbFgmQ1ItVdv1hZcBnJGGiKLFZ8cI8WVT6XSfN0qkN4yHKlU1vLKOgLWAadpCNQ/05RqG5cm9hlkK3NwGCHzh3oOrdbgQ7vg+l5GiB0wL6Yzj7Ebo3iXnngoudppJYwxRdTtuy6DD0I6Ra1BeB9XnkOjb8m5CzZI2qw1wUG4aq6qHZ3CQK13pENoj1QbZR1wqhFt2/ysA07j+Gpg5jOAie7Md/oPoW8PEo5LrIqtidsPPLIDyOvrkvN/Qx8eZk+qKaIPKxnNy2yWaPDsjtPh0L/nO6ZW/+YRWAz6Csp/cH3Py5j5scmfri7fC18sB3uy2eciRHz7SOd576RyEHRritBAm7yvmkqcLK+fELAOOI1Pg/aZVYZP3wIGp1FMZlgLt0vlsDGJCNPyh7fFdd6AhnO8NxnCv9iRyHpBolsT4nSMf06AjnwMtvkogQ62ad4iIOaeJXMQnsXlXUpqX+TE4oNBJoEO9GaXPiYdwr/01rf5Xjqoe2cKS1emmq/l13YRsA44zWOr/hlDEBOUlVNZf7xYbbLrnCuhoXfF01n7Td2aKCZDWC/T/imG8w5bxm6yb0x78DVHkcDd5fOvhs1aK6gej5a2TR4iYFaYn1Ckz7OLswOb6x4IPRKwYy11znbSdf63CfSJq6kO6NWbksKFcTW2jSwCNlovM8+A+mcehqNPJpV0IjOqtialGnH3lcqdP2ipofofGYyIcb59qyjmr+zGFwSa7WIy2B3OTPbi69bkNyTeMAk4LFkEDAIOVfSRQvppIb2ROKa5f5IOobRULNGt+vYHZ44dGItAvAjYFXC8SCXZToMzJ6BcmSSbHOguYVx2lwVD5zaljAYfGYQ6/wEtX0onHmBvFtGlVb0LiHIGrzGIVqrj7fw2HPRcq/xsg3aKgLngZuZ6vYHgJrfNl1Ia3Vpk4ZJ0oKNDAlsi8cwi0yHd8sxHBKwDzuCoaXDmVJRRGRSZLlHvobq/hIdvULpOez88gELnVZQBcyhjCnuzJoG0uB2oYwwv0otVzes96h6oSPnuYbpwsnyziYB5u5m4+/LGg5A+Ol66hk22rbSQDgluh+gnaWFumbZJBKwDzuCwarcZXeggJihphwyKTY8olfskPNTcz4yR+p/oh9S9AmzxX7bgGYZR7yEjXxmrOYeX6BTLj74ROS5ceCUUmaItliwCCSNgHqpZsXKL6vxXzpmX0kwuOrh8OI47PWGtbId2i4B1wBkeei3/dHPcuv8CZRkWnWpxijrjJbzTjRp8KAC+F1G2MULm0pO7OMCTAzb9t2QhZ/AfnFghkvVo8//BCfen2g7Lr70iICwHeQv0RaK8KueG/pcMFDrEvzsiKb3alIw+tm/uI2AdcBbGSIMf7I36Xkg6H3IWdN9IZC265hSkcjzoTut/9h6DeJJdYkVCvdBufMOxbBTrZUoPmhKEliwCqUfAzPYqEf4J8g5RfUHODSWUak2H9KkAn6nyZRKul6AUI1LSWHTEFB4pBi0CKWqomCRFKIWIqQimBQ2Z88x38SEUoOqL/WxCzRAH1MxJJfavId2ltz+u1GNnOXpEwA6gR+CS7ab+Dy9CXHMeledjEHVhjtNQy3tDeo6deJ2tPUFlQBnJR+zH5z/1P+NW6LXAEz/bySKQEAJiCsibgCp9FniXxaGXZUITD3lCTFPfWI1z9vtL6OaUEJES3LoSikuKcSPFIMUQLQKnCJVixG1w9lGnsOFnLcCVgth3dXyIGsfvizl+x3HQmMM3hSUElZ+cvmkvsQlGaWxyYX6OyaI4Jic2ycBMMopi8tT8bCYXmJ8b5CHm/z7YYJJhJhsSk2u+/zTRSD1wOcIxz1/+OYKiRzXUP+NeRExB8jwnc7RmgqJNHvoN6WH24GP6e7LPh8upvIlJ1kHJWrjganASTsblSbbtZBHYCIEqiF1WfxpX/ivnVr5vEcocAjpoUDGRpaV0KCzB9ZWgTjGFTjF1UkyhmWQYx+8UEm2ccJgJBtI4yXAaJxlmZyE2eTCTi4adBRFfY3ICZ71JhvnEQd1SxClBXTPBKGnYwZBi1G347sQmFI2TjdguRmHsqmlsgmEmGmYyE5t4GFnrvtbtZpjbl451wJl7hjaRpMF3S9Fis6e6WxbVSJFoE7kc2oRXDYXcyQGEPBa1KaU+Fhnde5s3wGTAsmQRyA0ElgKvofIyxdGX5DcLmryWlxuqWi1yFQHrgLM8Mtp3Vn8cNZmy/FlWJQXizTtp0yuWy+nIZA5iVexoLHHqThVjDz6T0uEJpqxMXJTtYRHwgoDJEmcc8D9R9x3qil6UC5ovt+hFgO3TNhGwDjgHxlXLP9gZ12e8S/J1crNqj4ljMavgTSscmRXwHRxIbWxHJnEa/9t96VX2TeIdbQ+LQKYREKlD9XNUnsXnvMPCea/KhCbOZzKtl5WXcwhYB5wjQ6KBWWeB3tEQ8ZjPZM5oTTa+TYOyZjIglpbSa2T0nv5XODL4JGz5OfgrodDeB87nJ6Ud6W5mpA3lFkXflHNCtpJIOxr8lky1DjiHHgQNTp+MOufmkEoeVTGO0TjhTQOmnmcHXmFbj3zhYD7lID5pCMYa+A0E58IWX0DPxWASdViyCOQ6AsoihJdx9TXq656XC5ba0P5cH7M06WcdcJqA9cJWmeAQOPxF0AO89M+tPmbSX9mkSmYVPB1vleRMZPQo3mWHWNT1elRaDQO/hvK5MOhL6LwSZKNEHrkFkNXGImAu25hyi98Bz5mqaXJ25ZMWlvaDgHXAOTbWWj7Lj6smm05FjqnmQR2Tx2DxJv3qKOAv7B/LmOWFimOR0S/Rlx+a7959GVR8AyZ7Vvn3YBy0JYtALiMgep+cHf4xvWsuq2p1Sw0C1gGnBseUctHy6dvimhrC0imljDPOzKxAze7apjXKf6ADkzkY890LdaE65oS7Ya5nxkHlcyAwFwZ/Dn3CUFAfRyfbxCKQQQSUU+Sc0MMZlGhFZRkB64CzPADNiVf/h79E3IcaM8jkqJbxqGXOZc15sKmjviEtpGvsepK5K+yF+rGMs3gVsyJOiIzzXf/8uPtSe36cEIC2cRoQiBCJ+uW89JRKTIO+lmUKELAOOAUgpouF+mdOQrg4Xfwzx9c4SOOEI5uI/JRyHmEPoh6Dv4cyh1Ekmf++QxUM+qphq3rzr6GTOb+258eZez6sJOBLGR3ylrfVwpe3CFgHnONDp8GZT6EcmeNqxqGe2Sqe12S7V9iO59k+Dh5NN9mfz2N5o1NE73HSAxfS/5udUHckwgigS4p4WzYWgWYQ0EkyOnyJhad9IWAdcI6Pt/pn9ERMyTSG5Liqcai3AljYZLsn+BnvMygOHps2MRnjj+M9do4FkyZFs6hfO1IWn7FofS56R2BfhN1iEyGJzRRM4nlLFoEUIqBHyOiwKfxgqR0hYB1wHgy2+mcMMVcUgG55oG4rKhoHbBzxhhTB4R7241t6ezKxiAijeYVyEqogt76sz3B8B8v8E8MtKaB3lHXEKT4YFb99egAAIABJREFU1d2BwxAGorFE65YsAl4RWEtpYXc5bY6pamKpHSFgHXCeDLYGZv4C4cnG6ht5onVTapqgLLMVvXaTD02u6Ns5iGV09GRfJ2pihRt6sCbB/vo/tOAACZ84P8GO6J969qWk6Oeo7ItyIOJxBpGoYNu+LSHwjowO7dGWDLK2xIeAdcDx4ZQTrTQ480pUJ+R9CeFYMJYJyto0enkRXWKR0WtjVb4SJz8rYivh0nhLtwrfUe8eIIt+9X3i0jbtobf5d6LQ2RPVw4CfAXl+lSwVqFgeLSKgOk7OCd9kUWp/CFgHnGdjroFZD4OenGdqN6GuWQGbbFabRht/jZ8H2BuzLe2FtmN+rI5wHDQf0f2k8uTZcbRNuIlOwKFPv/2JuiNw9HCQbdBYsXJLFoGfEFAdIeeEzRGTpXaGgHXAeTbg2v29zpQWmspJO+WZ6k2oazJZNZ0G93W24p8M9XwZaG++4nBmtgCRhFF3Pwmf/HWmcNQ/VXSlqO5gxBkBsRVyv/wvvpEp9NqsnOUyOtSjzVpnDWsRAeuA8/AB0fIZm+PKf4GyPFR/I5VNqsqmA6eeZBfeZQtPJgrK0Uxnd5osYbiYgoJ9ZO4JX3pinqJOel/f/tT6DkL0QGBf8JibM0X6WDZZQEDlKTmn8ugsSLYicwAB64BzYBC8qKB9Z+6Joy+BlHjpnzt9zBa0CcraNFez+eQ+9uUr/J7ULSTKmbzKAJas338ZjruPzP/VZ56YprGT3h78GWKiq/VIRIbnf33oNILVdlifLaNDf2k75lhLEkHAOuBE0MqxthqYcSHIjeR9VFbzNYTXUMIdHMhiOntCfzNqY5HRZZjsVvyAOHtL5S8/8cQsg510AkX0CpiV8e4gh4Oae+AFGVTBiko/Aoqvfgs5c/G36RdlJeQiAtYB5+KoJKCT+mfeg9AGKqiYXNEmKGvTGsJL6ByLjK7ymP+iN6s4W19a1amgbj+ZN6qlg+EEkM9sU7090ANHfg5qMnMdCgTzf+KVWQxzUNo8GR3qn4N6WZUyhIB1wBkCOl1itOK1Euo7v9qwUsp3WgWEmjTie3pxN/tR7zHnRQn1b1wXKty3rRQJ1tsDW+Jjf5RDgD3bRpKWfH9+E9Vf7pDRlecm2su2bzsIWAfcBsZS/TP6Ic67oIH8N8ckotq0fKGx62225GmGo3h8bIU7bqmUNvnC0zv67QFu4/lxLEI+z2MD8v9Jbt0CGSWjKx9tvZ1t0VYR8Pgma6tw5K9dWv7+cNwCcz1ps/y0woRcLQdMVHTz9AzDeNN7WmyThmvcLSG5JT8xik9rvdvfgajvINDdqzror0tr6OEYyy3lEAJSTw19ZGyleegttVMErANuQwOvgZm/Be7Kv7ulxjuY+8BmC7p1msJefEZ56w2bblErPg67eZ687JVBPvWboL17da4qeG5AJbv0D8OgedBp04DzfDKprej6iYwO7dBWjLF2eEPAOmBvuOVsLw3O+jOq5+Wsghsr1mkldPwGFsS/cK+miDs5kAV09WrmClF2vzksX3llkE/9jBNWCp4DdjF691oOFWHYci6UL4Tiunyyps3oeo2MDl3RZqyxhnhCwDpgT7Dlbift+Uhfiiu+gQ7xe7RsmbPjx3D+n6D7cqgrhKVdYE5f+DYAyzvBvD7wnR+im6akXEanWGT0au9HnbPdAva6da40nYorW5ikSe7GTnh9MQNCDY54yPfQezn4Ng1ET5NW7ZmtjJTRlc+3ZwSs7Xl/f9QO4foIqP/Rnoj7LyjYBczthhxNO2wOJEf+G864t/WgZON8V3aEyl7wdTks6wLhnvC/fsyr9nMXB1Dn/Xrsa/NDHPI3pF2sAVtywuueo6L6hm3qfgsbVsjdVrU+RPavMEEElCoKQt3kzCaqkSTIyjbPbwTsCji/x+9H7bXiqa7UrX0Wcc2VlMaa8RW5dxxcXAun3w+HvJAc8ipQVcIHL53I3x6+Etf1WJJXufeWsJiz83ZB8Tjh9YHoVAVbzAOzSh5YCZttWkWyXeCWYiNfl9Ehk3rUUjtHwDrgNvAAaNkTHSmqfRpk/w3NMdmjTBrHHBnmHsvhsmthiybzM3seiX89dBn/eXK0p/4K6sDvbw7JdZ4Y5GGnRJ3w+ib2XQL9F8DgORBYDGbFbClhBC6Q0aFbE+5lO7QpBF7roxU58mZuU7hm1JiGRByhvzdmR2pCdi8gB4qtDPkKxt0IZRvkZU4ZVlNvuoMP3zzCGz+hznU5/tawPO2NQf71SsYJr7NWtGFVPCDEmhEfyxxxGQxamH9oZFhjdXaRc+ZPz7BUKy5HEPjAr+W1DuMd5TTrgHNkULyoobxWQCD8V9BjWu5vshZmqS68eUsf+BL89l4oSt9Ra011R+76/RNUzt7eC5QUlVRHz776+Jn9tpz1HiJzUP2eiMyQXUOVnhjmQadUOGFgTRSOuEZC/9EpFV2pqTsE1xmB6C9sucUmH4IlMjpkZsWW2hkC7wY1oMo4hd+sy9dgHXAePwQamPoIcFLrJpjzUROUVdx601S2KKyDk6bBUU+lkmuzvJYvDnL7+KdZuayPJ3ndyio5d9LRdO1psnFBrBixUBUr16T6IQ6fEJUwLp/Iz0IfexKSY52SdMI/Ot+mzNJ7ew+gvsAUlDgIZR8kF7Zisj4Aj8vo0AlZ18IqkDEEPqjQPrX1XAScKdBxfcHWAWdsGFIrSINT70f5dfxcTUS0CcryGKwUv6CGlp1XwaUTYZvPE+2ZVPvw91tz+yVPUbvW2y2siq1mcOYfT6SouNVoI7OcXwjyBcoHqIZR+QrHnS7Dw3mV6sKjE27R+TbpkO8M7IqyG6JHgQxrn+UW5QwZXXlfUg+57ZwXCLzTW3upjwuA0UjT5dysA86LodxQSQ1MNfVDz0xcdTP5ykARnYHfwfhJ0Dc7V2zNWfCjf/ozbtRb9b6dD3iCE84bmzi8DT1MWi+TXtBEmr2HI3Nx3e8oKZou28xZ6JVpuvsl6IQTdr4b66+3DSqmcO2BuDoCcQ4DHdwOyi26qFbIOeH56R5Pyz97CLwf0B718DuBcxW6taSJdcDZGydPkjX4yGQ0mYICPYEyT7Lj6rTP63DWX6BDdheBLz56IS89fkHDNnKiJHDgcX/mkFGm1HLKyGiyBtV5ODIT1c9xnErE+Vh2nJfZbYJmTIrTCSftfJtcHd/t70m9/ByHPVBGIpjCIm3s/STfyejKzVP2RFlGOYXAaxXa1VfHeT7hPI0z8rWNPeA5NR4pV0YD024GNVsaSY6buZrUJbX6FUTg//4GJz6WWr5JcHv8tpv54JXjPXFwfBFOPP98hu6dkcDoWoQFKJ+hMr3hZ/dLehTNkAFzajwZ4LFTK044Lc63GYc8hAj7IWLKLe7RJsotCn+Ws0Pnexwa2y1HEfh3d+3cuZRzILbdnNDqJskXeY4i0gbV0sBUc0/1kuSdrwHHpHY0QVkpqljXcQ2cfyvs8kFOIV9fW8Ldf3iM77/c2ZNexaVVnHv9UfgHfOGpf9KdlCjCMuB/IO+hzAf9Fif6gQxdmJ77XEAzTjhjzrdJh/yX8r1wdTfQI4EdU/fwJj1KiTA4TkaH/pZIB9s2dxF4sbdu1rGAsxTGAb29aGodsBfUMtxHg49MQMUkbt80KbJnXcx1TROU5e2c9EexwVBDco1gbt7W+WFpX24f/xQrlpiz78SpS4+FnDvpKLr3yqljO5M/ZDXIHGAm6JcI83GLPpLhc1JSYGIjJ5xV57vxqMXKLbrOwbiY+seHI5ht3QxFFyb+DDX0kDoi1WVy3vL4Sn55FWP7pR2B1yq0pCjCGaqxBZHZTvRM1gF7hi4zHTX46CWoe016XjCljSthj4/Bz96HMZMbIp5zmBbO25LJ45+hpsrbXejgoE84+5rjKemwOoet/FG1GpAwyqegM3BMsQn9goWhWTKS2kQMaHTCT0bhSnPPN5G+mWyr9/bqTV3hzxH2iV15EvqgyR7TpNgC0VlydthEflvKUwTuRgu3CXA6cBl4r4e6vvke37x5imCeqa2Bqea8yEQCJblMbcnw7onvnjhROPIZOPXBvEH08/cP4qFJdxONeEvUtOOez3DyOHPMk6cU287WJYh8jej7uI5Z0s+m0Hlftp+3ojmrxuig4skyOyHHnW2E9M6gycayN8KhqLsbiMnJmmXSK2V0+I9ZVsKK94CAovKun1NV+EPjtqEHLk13sQ44ZVCmlpEGpp6FcBuKN4+RkDp9Id7aukW1cO4dYKKd84xe/du5PD91PGoKOXigfY++i1+ceq2HnjndxURnmy2M72IrZo2dN89F5EMZVjk7pzWPUzn9S2B/lN1RPQKc7UCzUCZMD5TR4VfiVNk2yxEE3g7qKJSrIHbMkXLy9iZKuRqW4foIaGDaqaB3Z66eoHkMTFCW2ZJuierhiMfgdJN6Oj/pb3dcz3svxpE8rAnzHCfKsedcws8OzJ1I7zSPgslGEkL4GJeZiC7EdT5HKj+U4flZSk9v696ZgtKDEUbgymGIZqBkmK5idLireLsUl+YhtuybQuBNv57gSMzxbplOhKwDTie6Hnirf+rxCGZvN0UhyvEq0VpQlsnIGIYz/gGHvRMv05xrZ7ag753wCN98Ym62JE4mQ9bZ1x5Hvy0/TLxz2+kRAZYgfImrHyBU4vA/oms/kOErVuaTmXpvIEi9uerk7g+yH5CGPM3ykoyuPDifcGmvur4T0GPVOF5l60xgYB1wJlCOU4b6Hz4McR6PYykaJ8dEmxmfb1bC6wdbmx3KHxqyLhq68Q4YPC9RxjnVftWKXtxxyT9YusAsfhKnTl2Xcu6kI+nZ1wQhW1oPgXUPy3cI5k7a7Nh2dmlkpmy1MC/A0r+UDydqsnPpESi7IHjLabrBYyHnyejKyfZJyV0E3uqrR4kTW/Ful0ktrQPOJNotyNLAVFPL95l1VTKyp5bJnGautJlHw2RVXAxsFKMTWAIDw1D2A5ifB1VC7+VQWgem+lEe0OLKQUwe/zTVq7t60rZv/68Yfd2xdOhkJieW4kCgGqUS4SOUj/ARJlrwKcPmfiQSe9ByjnQCBZQFD8DR3VGOANkq4XKLEovH3knOahvFO3JukJJU6C2/HuYIE1wYmgVnODsLMpNErA1218Bfd4XIS9mrGbgxqMYBm8BREyibQCKmTtUweD70WQplK2HLeQ0OunM1OLn3jv3m4z24748PEan3ViVq25+9xGmXJ1APow0+u8mbJPWgixEai1oQopCvWV07XfZYmlP3vvTOft3A/TnE7h+bcovlrd/N14UyOmyiHC3lEAJvB/XnokxQMFl6Mu0H5whcNSIkD2ZacA4NQW6oooFpO4KakOIU54ZM1j5zJlyfLJOG/oWRhlVy+WLovhq2mA/9F0K31Q2fZZHeeOYMnnvgClS95TjZ6/D7OeI3V2bRgjYr2kX5AYfZuPo+It/jON9TEJ0p2+VGMQO9rdfmFBYegMpBoHvTVP5f4SE5O3Rqmx2lPDPs7X56oERjjne3LDjeeQrXRkI8sC8Se/FZB5zFB0iDU7dD5XVQcxm3PdIKTnvhVI58vSPiBhHZGpdhoP0RMaWbMvJ8/uPua3jnX97ekeK4HPmbK9njF1Pa4/hly+aqxrScH+I4H4OaAs6fyNDsbvPqHf7dQXZDMOkyTdKNUtBfy+iwfTiy9aQ0yn0rqPs4ygRgT01pRsHWDRMIqXD9qhLuHTlbNrhTn5EXXOsqtr8W2m/q1kRjzjeh5N1tBillFar7yoKTZzVlk35qshsV7II6A0H7IewKbNG4yvC2XG0OPBXuu/ohvpxhgmATp8KiGn571SgGbvN+4p1tj9QhoNQjLETkc1w1RS1CuPI1RfXTZYdFJow/Y6RTKkqorTsQX+QDOWPxoowJtoI2QOBtv+6BYLaozB93at8brWGtLFThxlLlL8PD0mR5OOuAWwMxDZ+r/9Eh4L4WS5nXPmkNro6UBSe/laj5OsPfAcc3HHWHgPgRNWc426CYczbPCRaqVvXgjkv/zqL5xscnTpt1WsGYG46gLPBd4p1tj3QjsK5Gs0ks8l9gHqLf4RZOl+Fzs1O0Ot0Wt3P+b/bTrR2Xm1AOSk8a3+YBFhO5KtyiNdy5x1JpMY7BOuAMP6ganLYFyn9AvVUHyLC+qRen1TjO0TJ/1Iup5q0zgtvhY3vUDaKyLcjQ2OpZ6RjPZvaS8AAmX/wMVau8nQj0CnzLOROPoWPXpak2zfJLBwImYF9iNZqvleHh69MhwvLMDgLvBrXUVb6BWF3pTNEygVvrCrl93zkS1/UI64AzNTQYVzBtIFFehVj2nfZIa3EZJQtOeiqTxuu7wQCl7nBcGdB40Xnddra5c7XBttScL4fzlyv+Sn2dtzwog4e+wRl/OBlzNmwpTxBwZYzsXHl7nmhr1YwTgbfK9RxxycS4rkCYXKPcdkBITPnQuMk64LihSq6h9p3WH0dNLthByXHK195ai8ivpfKkR3PFAv28rCNri8wW9uDYTFlkZ9Ct3/n3KX2euufqQnW9HRntPvJhjjnLFEyxlBcI+PRg2TFsrgFaakMIfI4WrQjEVsH90mGWwEqFO90of9proXiqz20dcDpGZiOeGpgaBH2p4SJ/OyShDldGS3jU/blq/QVafpCgh0Wpu+ZWFi++fIvVt9es7Tjai74iyqGnXIcp3mApMwiY3eTqEqgubriCngApqwq7y75z4toyTICvbZoDCLwZ1DMc5Z4Uq7LaEf5SW8st+y6RxhSB3iRYB+wNt7h7adkTfSiqewHYIe5ObathBNELpPLkTGwFeUZurPo/A9kGWApy9S1SedvYgJqqE8d4YVpQWMdpl53OkGGveelu+6yHQL0P1pRATTHUFkDUgbVFjb8rgvrG3xknXBCFAz9OCL4fZFjIHEVYaoMIPIH6/EG+QTHHT0mRQpXAvTjcuMd8MVffkibrgJOGsHkG6n+0J+L+m4ZsK+2RoqhcIuFRN+Wy8RdqcIyit22oo37ufLbdH91DXjB7yZ4mT6WbrWLMpCPd3v3+520vO5dBS4Fu61atVcaxFoJxtOarqhSqixp+F/GBm8BbyjQ9pMmLbc0qPEuGhcydXUttFIG3AvorgYeSMK8a4YGoyw17h8WkB0wZJfBop0xmu2Ck/aZ1I8qzoN7K7uQ9SuqC/EFCJ+V0Ad3faa/ePgrNK9vfBOQu3w/4kFMeGsJ3Az0m5XfnnDLu3N9tv+ez3RuvSg1F2AEliLRa/zFvnwKzKjWrVrNSrWtcoZrtYeNsazZatabayH0+h9IN0h20KOFuGRY6K9U6WH65hcDbATVnwYnG39QITMFl0ogFMjcdFlkHnAZUtef9nSguerqxvFkaJOQ8S+N8r5XQqD/kvKbARVq+rYt7i8IB0lT2rdoilym/dpg8BlZ6yhj6Rn0pB0/eKAuOftJ7ILUFxiH3x2FQrPoODGxMS5qTf5sqDeesG6xa13O2XlatqX5Gdp4NPVfFyVW4SIaGbo6ztW2Wpwi8HdRfokyLR32FWpSH3SgT914k38fTx2ubnPwj92pMLvTT4BOlaP3fQUfmgj5Z0EFRbpTwSeOzIDspkWPVfziIeRk3PVNe1AtuGA+PH5+4HOW+W8JyRjwd9bWuXenUwZTC2wIhiCu7IrFIbZM1rSAeHl7aNLtqNeevZot4vbNWL/wz1We7uRCM9zKI8H8yNGTO+i21cQTeCuhX0nDjoTmqE+OkfVw7Yr58mwk4rANOIcrK3YUEN/srytEpZJtvrG6V0EkX5JvS6/QdoxQXEhgLmAlE08vdT7aHCVfCBz+L20wFs3i88paQXB13p40a6gwKITiUAtekMe0LOhyc7VENIDR7cdkINitWs3L98ay1cdVqfme2iBM9a/VqQyb6DQnBgHiTPxb6Npft59n0ZZkYmCzLeDugxwGm3vqGJNSLyxNSxDW7z5GvMqmmdcApRFuDU6eh/DKFLPON1Z0SOumcfFO6KX3HaCBYiF4JzilN1oCNFsDTR8CN46AyzqRmEosxOvHGSnkyVRj9W/uUuRQO6b1K99+sVg8qcNl6bQFdzJUcs2o1ztVcZ86PKs2pQWXQQtginhhVZa0MD3VIjVTLJR8QeNuvnyGY2w7mbyLiwFMiXL17pXyaDf2tA04R6hp45AGQ01LELv/YKPdK+KTf5p/iLWt8gQZ3EfQWYESTLas6wj1nwF1nQ3Uc73JlleNjxE3z5bOWJD+hFHWm3xYRIpv7kL6KdFXcHhK7S24yeqkp2mxW6KZupKX1EOizAnaK7+TuGxkW2tKC134Q+G9Qj44qj7vw78ICrtptriQWM59iqKwDTgGgGnjkbpA253wSgOZBCZ3UpicfY9V/PMiNjUXYN4XGrIKvvgL+dWirsBX3XjR/2/vPGNNlxw87CVomYEovbi6whYJZTvdoKGWX4eotrWqeHw06V8OIeDYSlb/L8ND/5YdVVstUIfBWUH+2Z6XkROky64CTHFUNTr0dpU1su3qDQv9K6KRfCtLmdzkv1p6dohRfrHA+DU5zAxKEzT7YmdK/HUtxQZSCzqso7LaCzbb4htJ+8yjquZSCTmuQgnpvUNtecSFQXA/7xbOhqFwmw0MT42JqG1kE0oCAdcBJgKqBaTeDmoCj9omjyNNUFh4vHFeXBIx50fVfWtZHKB6saL+VyM7L0d+UQqnZdC5u3Af25YUlbV9JR+HgD+Oy8zQZFnowrpa2kUUgDQi0T8eRAiDVP3UiEouUbZ8YCi/gVh0j4TObLDSdAogzwuLfSrES3NKHOzCK9HWQrlG0pwNbAxUCvUA6K2rPWjMyIqkRctBH4GutIJU4O8vQ+TNSI9FysQgkjkD7dB6J47RBDw1Om4DqFe34jO411nKkLD8p3nQHSSLurfsL2rOvUjJY0PIolAnaUZEtBAYJBFzoIQ1nrfbvwBvEOdtr96+gS0tTQyXCsFCJCNGcNcIq1uYRsC+eBIdYA1MvBcxdzva64/guUnSYVB63PEHoUtb83zqoWKgZrLgDiUUI09WBni66NUhs1SpIJ7tqTRnkecfIREGbaOgWKCzDQpks1p53GOaLwuq//g84TlgqL74vX3Rep6d1wAmMmAYeGQvOJNC0ZSNKQJ3MNxWZQX30UFn0q8XpEv6SlvvrcAc7UK7QE7STiQ4GMdmpzAuze2OEsH120zUIbYDv1vOhf8sVWl+VYaED2oCp7doE7XtTf5yICbnrBDILcS+UyktfzxdQ7EsszpFS/9TRONyKttd7l/IJBe4hMvfkBXFCtkGz17SiZA31gwsaz1oF6eJAmSJbC9pfY2etdE5nqkUvets++YnAlmHYvKVKrQ7XyU6hy/PTOqv1OgQ0MPFhkJPXQySK8jjR+t/Loiviuw2eRTitA44DfPU/chqO/AWlKI7mba7J9wOIXHtp/Sn3H3rao00Z96oGA7XoYBfKfdDDRToL7haCDHIhIGDqrdqz1jb3ZOSuQeVLiGw7P3aPuulSkKrnyPDwnblrgdWsNQS0/Lo9cZ3/ND1p1zUgt1IrN8jS8atb45Wtz60DbgV59T98AiIPgpjbJu2K3JJ65u2ymBtuWMrq4KroYL5/cRhfmLJeW4H2p2HV2smuWtvVY5Evxr7683dqj6JT8c7UMxjB5MveBTXR7dILcUfK0PAr+WKM1XNTBNR//XSE4S1jI/NQ92IJX7ppDugcANU64BYGQf0PHYH4HmtcveXAcKVHhdVbLWDhyM+oGriU6opl1PZeSX3XtUSLI7SD/BrpAdVyzTYCs0dKaIumlFDF4f3uHWXX5TkdxZ9tAHNZvvqvOw1xHohfR3kHYaxUjv8g/j7pb2kdcDMYq3/aAYg+DXgsxJ7+wUuVhKV7fcP0R/MugDBV5ls+bROBlSMl1LVtmta+rdJ+E7sRlc+BvgkhIdTj6kOIc5WExlcm1DdNja0DbgJY9T+yOyIvNG6vpgn63GG7tnwFr//3+txRyGpiEUgegehICbWp2wo9dXCnIjqeHJaZ7frsWoOTbkB1nPdHRH4A9wZC4VuEybXe+STf0zrgphxw4OH9UOdpJHa+2S7ohbmXoL42n865XYylNbIBgVqiA46ShXPaCh4BHfoXwBR9eTxCye8Wybtpuw6Yq5hpcOIgVD4G4ig91qoVs1G5UMLjn221ZZoaWAfcDLAafPhnqPNis0XZ0zQg2WL78pdXEulUky3xVq5FIOUIKHrQoRJ+OeWMs8AwoENNMXlzC2FdAqC5ijMqLDPeyYI6WROpwev/gXJUChUwq45XcHxjZf64FkuEplDmj6ysA24BVQ08sgOYMHc1yR/aNL3x9o1UVyxt0zZa49oXAor++lAJT8l3q/vpzgOjRKaDbPQeUrN9ekNIPvxDvtsYj/5aPvEgXHk+TSmAaxG9lzr3Gll8+aJ49ElFG+uAW0FRg1O3Q+VV0LJUAJ6LPExN+WfeuIduvb/NRfWsThYBTwi46LhfSPgmT51zqJNfh74psGfzKunrUYpPWyjvtZnt9qZsVf/1nyFsk+ahWYrwR6m8ZHKa5cTYWwccB8rab+rWRHgVoU8czfOqSXUH+M19EYJ7Pcu+5ESN6rzCzyqb0whcPVJCeb06DOjQa4HL4kB5qQtnLpBZ/4ijbd410eD1Y1Buy5jiyuf4dKzMv/SldMq0DjhOdNU/ZQhSaM6TgnF2yflmNSVwzh0RXjxYGckbHEWbOC7LedytgplBwIHHD5HQCZmRlnop5brTXi5i/ijjzcAXBb0nQnTcIvmkKvUaZYej9rq2N4U+cz7bM8MauAjPgF4slZfOTods64ATQFWD07ZA1cyIKhLolpNNa4th7C1RnjmioWjqfrzHifwzJ3W1SlkEvCAgMPPnEmolU5IXzunvU6Y79ynC/QC03IO0zwrguLky60sPfXOuiwYnTkbl3CwqVo3IHTjuRJl3acs1thJU0jrgBAHT3tMGUqDmjnCTWXYSZJc3JqLFAAAgAElEQVSV5vWFcMnEKI+f8FPF8uF8xpn8NSv6WKEWgTQhsGCkhPxp4p1WtgHd6W8gxyYhZI2gl1fKh5nbtk1C2ea6avmN2+JGZwC5kAp4AepeLuHLUhbYZx2wh4dG+07rj0//3ZBXNr8oUgBXXhXloVN+cr7GggpCXM5d+WWM1dYi0DICNSMlZIqA5BX11WFDHdSU1Es2D4G5YvO3egrPWyzvZyyyN5Vga+B6s+N4YCp5Js1LmYHPHSvzL3srWV7WAXtEUIMPBVDnXyA7eGSR8W5RH1x7eZR7fruh8zWKFFPH7fwx4zpZgRaBdCEgoBG042ESrk6XjHTx7atDt3KIbUltn7wMme+go+bLrKQdRvK6xM9B/ZMOb0wHnIt+KgL6GG7hFbLgornxW7Vhy1w0zKstGe+nZVP6UFT4DLBLxoUnKNB14MZxUSaP2dT5rmN1JxMoJJIgZ9vcIpC7CDi4ww6RBbNyV8PmNfPrsA4OeoPCWesl4PBqirkzfFNIZv3eK4NM9lPGFBMImMCrQZmU60HWakRuod65URaNSzjwzTpgD4iv30X9j/ZE9CnQPZJklbbuKnDr76LcfFHzztcIv4lJdCFnS2emDR/LuO0ioMixh0rlk5m28PsK7Tpgjsk5nDz5dccjBefeVEQBK7wZpeDURfJBTher18DES0GuSx69THHQueBcJKHxf09EonXAiaDVTNsRcx4ad/14uWGPt5uu/Z0CEZ5ZGOd719ku110WbZXHFdxJP8KttrMNLAL5goCDc+4hMv8Or/rO6a99o7UE8dHbgR4IXWJ5iF2K1KGXmGuJSh+EnqJ00YbqacUKTw0MJRVEtYHKfXTHCh/O/bELC8nTMnDPDslHf0ueVeo5aGCSuer5KWieVbMSRfUtCnSszLt0ZjzIWAccD0ottKnQKV3r4avNquh952gf+7+aQ05Y4N7fuFx1ZevO15h4Fo8xDFPly5JFoM0gcHl/qbypsB/B4gh+4zRd6C5KJ4FSF0pECeAQEI191kOgs0IHgcIkkhW9OyAkI1KNYlB3ukphPEiyUcFRkHvrWDtuiXyxJtV6JsNP/RPvReQ3yfDIal+hDtUHkegfpfL3oZZ0sQ442ZHSCUVB+p3lIpeW1tDntvN8jPx3bjjhB091+f018TlfA8ORvMKhmOBLSxaB3EPAqdqMwrAf36LeFCzrgW9VZ8zvpLYYp7oDhaEABYt64zOfreyCs6YjUlOiEvVl4z33vwEhGZwOFAO6024gpjBD0vkIFPm8APe4efLhF+nQNVGeGpy0C+jbaGzyk++0ApWJhL+9VbinviljsvFg5juoTerfTZ/oshlrz/dF3PNvGevrevQ/suuEp41yGT8pfudrjDqYtzkWc8XZkkUgfQj4lvakcEFfCpaU4VveHWd1J5y1pUhdEb4V3SkM96Vgca/YZzEnW90h5mQxkYT5Q4sHhKR3utTtozuVFcCtipyYxCp9nXomeOj3IZl1a7r0jZdvTl47ilf55tv9D9wLJXTZJpmOrANOHtwNOJTplD5FyMW3jZEzj37Kl4qalQlr+PhxLhfekpjzNUJGMJNTeSphebZD+0NAogUULOhDwcI+FCztie+HrrEVp1NTgtQWUbCo8TPjZFd0+8nJmiwwJjCh7VP1gJCY8+C0UkB3OhucSaApuDOsT9ZRMGaJTF+YVqVbYK6B63qAY3Jfnw3k3R3ulkxD9EXcwgskfNFX69q1i7+EbDxMfXRKxdt7F9y++bdyaCblP32ky5jJUU/vuG2Yzfk8mEl1rawsI2Acptm6Xbet65it26rNcGqLEbOtG/ZTuG5bt9HJSm0JYjK6mDQPlppEQCBaEZKCTMDj12FDBDV3hlOQk8DcGXZPmi8fvpkJ3ZuTocEbtkDdmwHz/syrrY9WcKtB9B4ieo0svGyJdcBpfsqi5VNvF1fPkQwUnnrhEJez74piFhleqCcrmIh55i3lGwJmlRnb1m3cunXM1q3Z1q0tjp2Hxs5OF/eiYHkPnJWd8VWbs9MiMNlZLKUFgVUROu6wSBK+G+pFmaDuVgq16+4MJ+v460BvDsmH8VRh8qJu3H00eMMhqHsLsFXcnfKioSxG3ausA87AYGlg2s2gF6TgrKZZbV/bz+WMe6KYCkfJ0N1cgWOXNslA6LmvuE4siKhgQV/MOalvRVd8azohxpHWF8ac649np2Zbd5U5O+0Q+yzPzkc9Y5RXHZWtBoTlx+3GTOju16GHCZjrSknXL1d4qwDfqfNk+neZ0L3Z1TATHAKl54GaJCI9sqlLqmVbB5xqRJvhp/6HJyLOxenYTnlnhMvp90dZ0zF5Y27jakoxSXMseUXArDrNivPHiFyzdWu2dc35qNnyNSvVxrNTs+XrW90p9vuGbV37J+kV91zrF4X9B4XkP5nWq6/u1N9B7gMOSF62LldkdFhmPZ48r+Q4aNkNfSiKXgFyeo4UZ0jOoHSuyJLWrA0y0OAjE1Axs7iU7ftN31k59cEIK016gBTQddxCGctTwCn/WZgI3ALjSM227rprLyYit64oFlQUu/ZitnWXmW3dhrNT43zFbuvm/+CnwgLlhAFhyZrjCurQKxUuAZLcF8NEdN5XS+m4pfJO1lPlafDG7dHon4B9892H2el2Kv7QEuChgamXQqzqQbLnNHy8g/KrhyMsS+GmzIU8wBCyuuOUAJpxNFVp2Lpd2AffxhG5dYUULC2LrUhjn5lrL+ZKTKOTtdu6ceBrmzSLgANn9Q/J3dmEKKBDdxXkUUUHJKuHwBdC5Pj58onJ0RwX6aw+ZYjvUFwOQaVIhlceHVfHOBqpf9KROHozysA4mudkE+uAszAsGph2AaKTkrls/uVWyqhpERb3Sq0Bo3iWffggtUxTwM2cc/64rbu0R8O1l6p1115KKFjQm8KFjWenP3T9aVu3/Vx7SQHKlkUqERC4qCIkWY9q9OuwnoKaQKaTUrBiNEFlV4RkllmBNkn6QfleONF9EDkaZRvkx8VGFd0Le8qAOTWpwlkrJpRQX3IRYL5StA+YKu1a52MdcOsYpaWFBh45G8RcfC9KVMDsLZQTH42woG+iPVtvP5I3OIqXW2+Y4hZm27bshoubzmYU29a1115SDLlll2YEFK4YGJJr0iwmbvYBHXqmwo2SfJ1hc6fjKR9yzlyZuUBn+HuCHIqjB6FyUItFI1SPkuHhp+NWOs6G6r+5HOom4MjJySxs4hSXsmbWAacMysQZaWDaqaB3JXJGM6dCOeGvESpNuvI00H68x4lskrAlDZI2ZblVv3k2mjcjSFshGUJg4oCQZP0qz/q2+nX4YMF9DNgpGQx2rqrnwBW1C0cvqlqIyDag8V5+/LMMC52fjOyW+mpg0q6gZnW+a7pkpJKvdcCpRNMDL/VPPR5hSjxZXyqDyvGPR5nbP30ZEIbzKWeSnbiRIYNmx6KBLVkE2gICqkwbGBaz7ZtTVKEVJRG6TTLRzfHGonSLuOy/qo49V9Wyz6o6ekRaLm3arMHCHBkaSvo8ujVANXj9L1EmYapV5TBZB5wDg6P+Rw5HYsnVm01dt7wbNUc8W1/0/YD0ZoUZQCWX8ZesoLLl9p/EAqEsWQTaCAKvDQhJKsoHpgWOoO440sWZItBkJMnwqnp2W13HyB9qGbI2QqGmZOKvULCNDJv7ZVqMWo+pdr+tM6VVl4Cc19K7Nd16tMTfOuBsor/+wxKYuj/EEjFvmtNVWIjr7BsM1QVArwUxFUPSMnYl1DE5FqSdedp8j7cpmpN0gZfMK24lWgSaQECEzyoqZbtcBsevw/o56L0KB3WNuuy/so49Vtex78paenpd5bZqsIyRYZW3t9osRQ2038SBRGUicEwqr4CmQr20vMRToVh75KGBR3cD9/mNovmW4nP2kXm//LFQb7lOOdJFrwNJS3q2u5hAAZGMD0HF4c9SOmtoxuVagRaBNCEQHhCSQJp4p4Stzgzsisjes4t9l/WvjXZO0Sq3Zd2U12V4yNzhzShpYOJ+ICYaPAU5s1OjunXAqcExZVw0MG1H4FVQsxe7AmFvqTzp06YEBPTBX4Ga5Wr/lCkA3Mz1dCbzNbqDp99PpxcPTqUplpdFIHsIKKsHhKVz9hTYVLJ+0q8b9e5I0P1RRiKkrWRiC3ZXo1omw8PV2cBGA9efCVwFWbF9A5OtA87GE9CKTA1O3Q70KdQ5VkKjPmqpeYVOKamH0SDjQVNyK/gP3EE5CzKOTJ8rrqbblNMyLtcKtAikBQGhfkClJHzNMNW66PTgLjju3ogci8qOoFnXiagcI7tU/iPVtsbLT/0TeiKll4N7FkjWIj+tA453xDLcTnnCJxwXd1HffjqtW5T6saBjkr2QfhaPMYwfd7wzZnnPW8+n7CZzn96SRaBtILAsRNFwpD6T1uhrXbvSpdPPcXU/HA7F1b4ZKMaWmImit8nQ8O8S65T61uq/ejBScAvIIenI09+axtYBt4ZQnn1ervf7oziXCPwmnqtNTZlnEnGYhByZph53nEOviSZTpyWLQBtBIMqAAQtlTrqt0Zl9h6HOPgjHNt7xLU63zKT4C3NlaChnIi41cL2pO2yylg1Oyq4EO1sHnCBg+dK8tz48oIDIFYIzShPccjqYtziWFzNuarcpv6bPFdmJwM64sVZgu0BAlBEVYXk31cbqe9074ysZiSPG6R6GYvLi5dP7XIn6tpNd5mV+q62ZwTC7jgS+N0lCLmuMwUn1sG3CL58GLO1gtEUBQX1oe0WvBjUzvLiqMO3BTE6J3YjKLHX5+7H4zzfZOS1ZBNoGAuJydMUCSckfk37k3wmVvXE5rnGVm7Wzy5SMjsh5MrRyckp4pZCJ9v9TXyJ1fwD9tZdUwYmoYh1wImjlcdtyfXAvRa9R2KO1mfI2fMP5PJRxazu+uj/lp2RebsYNtQLbDQKq/GZgWO73YrC+3bMTpcU/B/ZGOALF39rfrhc52epT7cgHm+1U+bNsyW9Nrvon7oTEri3tnS7crQNubRTa2OcBfeAXINcC2zdnmqkHbOoCp4tcHGooYjUdWUZXFtKTlXSi2yeDOXukKV9qySLQNhBwYezmIWm2ctDGVuqswA64sg/o/wHDkKRr+eYskDUiDN++531VPsbNkY9+yFVFNTjpaFTN+XDKz6ytA87VUU+zXn596HghapJ5bFJL0zwUd3MFQqKp54R6CqiihB/ozGJ6sIge1FDMGjqwgi4soifLm6ka1n1JKc/udHyaLbfsLQKZQ0Dg8oqQXNecRP28rCO1RaZW7j6ImlWuSdzRbt7LZw7owr+6lXwN7gkh+ajFK5eZG7VNJal/Qgec4nEgY1FSdre73Qx0NgcvZ2XrhAI/5WcKvstBNyhueBtXU0rtj6qvv2pdGlu1lrGKjqylhJV0ZCndYr+rI96iKE2j8lb5qUiifj9nAbaKtXsEhD8OqJQr18dBZwS3w2FfcI9BZWevtxXaArZTyjpwRXks+261woSwzLoxl+3Svtf0RwomILHaygXJ6modcLIItoH+3fW2zqV0MnfyLgC6GZP24YOYMzWrVbNqXZG6SV+LiL028GQK6+KKFWsDyFsT2gEC91Q8E7gAx/k56u4DcjhQ3p5WuS2NcbjIYZdty9Zv8pwQPbtSPg7l8rOh/W4YQdQ153S7JKOndcDJoNfG+vbSe3sX4jPbLGdlq3rI89v8kk4rs5+op40NrTUnOQTMnkydWaUBK4HlwCJVQuIQUqVOoFqUVQrLBRZ3++0VXTsf/NfBFK0128q7IJQmp0Lb7G2APXCrHnxVusFiMgz6q5B8+GquW62B638FmCMGTzm/rQPO9RHOgn599b7+DgXmLtwpQEYv9P991/+jT2WzVRmzgIYV2VYQEDCZ5WoVqhRWCixBWKhQKS5LcahVl2qElY6wlCgL3SihgYtlUWsY6LvBUoo5JLbKFTkC6GdXua2h1vD5lcFO3N+rwwaNBUz2sD9X0vlS5PXMV4aJT/VYK62Y0JW60ksQdwzIhoa0wsc64ASAbm9N/TpliGBqE8pRoEmfd8SD3wOHHMaWn/WIp6lt0x4REHB9EaLFtdR1XENtl5Ws7bGMqt6LWB0IUfxDl4+3m3rS1KhQ5TiscKMsLSgg3KGa+WVLZXUqIdMZFUOQyAGgRwPmOk1CL99U6pLPvD7oWMjRWzZbB/x9wT25Uj76Jtdt1PIbNkfdSShHxptzwTrgXB/VHNAvoFN2Ba4BEziCk06Vbjr5QHZ9zdNuTjrVsrxTj4Ap715vtm6BVbFtXWERSligEqhRWKvCageWu8ISnxB67oFzV363/9MmVsHELHRsQi0FfctH4QU3ytxZqVRbX6sooVPdIaZ8H8ResqYKmX2HJglyrSNsv30ZVY6wNfV8sWkg5w+gvwvJhw8nKSoj3dU/8YDG+8Ot1oK2D09GhqRtCCnXBw9qqEPMsHRZdMm4EfzisS3Sxd7yTT0CrtnWFbOtK6xEWRo7HzXbusoinMazU2WlA8vEYZHrUNl/LgsliXj3i7T3ABfftYocJ01meJM60CkFOH+8QeaHvZqt7we2pMA5EHGPRNktW7ERXvXPl35nDejCrt3q2I8azqYbH2/ihNVVnClFRC/K5TvD6+Ot/uvPQTAR8BtEma3fxjrgfHlCc0jPoD54jDY44i1TrdbpN+/EaX/KmXrZqTYvZ/mZYBhz0GYO3moav6ogVhXaXEYzh6fmMxOJtBYwn9UJN11VKeOyadT5GtzHQU006k7N6LFC0YlVhG+9x1xTb4X0c4qo9R8CJuWjHIWoWeWmddenNZ3aw+eVmzt06GLmcuaZk2acsPlUv1F8x4dlxof5gIv2ua2MgrW/R/W3sGlSFeuA82EUc1RHvz54uqBmhmeuVaSEfjV5e347aWhKeLVDJsaPGiezVmG1wHKFxQIhsyJ1GnznWhfW+Bq3dZ90OWORMCruupcbghpR5ZQ/heXRbGM9VoNngGviFfo0o8v/gAtvkdA/N/5cZ/TaHAoORpwjQHdvZms72ya2WflV/aF2o7CPlp2web7lj2GZeX2+gKJ9J22FT/+EctD6xxbWAefLCOaonn69uwMUnyswDrRnsmoef9/WjJmQ1NW6ZFXIen91lPpCl5rSCFWd61nZrYblZWtZ0reapb2qcVz5YbdXg/dt+XHPL9zGs9NSqAyEzPmpNCwj4qTf+rVDR+ElYEScXTZutsaFPW8NSdazGJ2jgR6lcJkLZzeT3MJV5MVudYy/4jPtj2IqCZmz3AF2letx9JPs1pTzXceyFSdsmv0LImeF5BMTM5AXpP7rD0NiZQ9j52zWAefFsOW+kgF9qAfohaDnArHUNl7InP+ac+C2QK5PqSuOsrZDhNWd61jZo4ZlvdayyF/F6i611BdFqVn3WffamJNd3LeKld1/ykDWAg6rFe4QnJtCcsqyZPAaE9BgIbzdGFTkhVXYjTLi1gzUvY1HubEaMEcj5iU3cp1jNZAOWQXbrIQBa6A4oWlKPFJtm0QRaMn5JuCEFyjuKWH56OVE5WervXJ3IcHlY1EZbx1wtkahjcoN6L1BofASRU9v6syjNbP3fr4/155hgq1zhAQiBW7MkVZ1rI85zhU9a1jWu5pF/mpqOtTHPqveLBL77IfutQ2fBapiK9j0kyxVuBFqbw/LmSai2BNd0E+3kSjvQDOJulvm+qET4ZibFsn3noSnoZMqvpfDwVsLXT1725X4etTa1UYaYPbMMh7nG68TNneGFbktBJciM1s95/esdIo7avCagHXAKQbVsmtAoFwf3NxFrxQ4QYk/QfR203tx11Fm4ZJaUuNIC6PUlEap6lTHqm61LO/ZuK3bu5r6YpeakkiDk+3a4GSX9KlmSZ8qogV5kZx6viJXheVUT6XvDNpj/Xo4zv+3d+7hUVbXGv+tb5IQgZCAhEBmCFjtTY9tQSvFqnihtLaiVK2nBbVivTzYY+ulalutj61S7enxdnqxiiUg4CMgYm1FEW1RKyICylFpVUAgM0MggCQhQMjMrPPsmQkSyGUu30wmyV7/wey99trv903eWXutvRbzUZIpRTY/ks9VD2yUTu9mo68NGUah8w2Uc0FPRSTlkxh33z6r7WAEkiHfREk4Nk5WCOGLu8Kd4eZ9WQK2342MIjBMp48MI3cqfCORONuQqr7MH31hmzZFTHy0IMzePiF2F8WPdc3Rbfkedg3YR1NBhMYj4p8Zb7R0L9uHNLBzoMnt7RHygSA/98tlC1LZ7Q1e/ZnCVOnYYQwj3H/fIVnQQ7VuQphIQ1BKMn4kqHfgMN43DomcHstY5phE3rFUcLFz3EEgFfJNjoSjpUKvC8jqGe5YnFktloAzi6/VHkfAqzPPADV9iL8Cxh9tXfJCDhf/4Xgao7HTJnYX72fXkY3sGGSOfBvY07fLnDB19rNf5SA/r5LLTIJVUnK9Vx8WMNcm2pI9AtffG5BHDh3g1dpN8TKMHwj8MYTzeLUU1SRlQDuDdbnXR340tjse1dMQca01nFs2Wj2tI5AO+SZJwibCP9ND042b5Z2Pc/V5+M7Vmy0B5+rT6aZ2lev080CMh3VcN91iLm0rAroU5NaATF6eqGFXofl9vTwHnNXKnJoInPdAQF4/9LNyrTtP0KcP+X9zZXiB4FT6pWhpojYcPE7fHjqOiPFyOT/u5dp2WakA2Ylz3CDfJEnYDF/nge9ultWrOnHrhy3t+6aOUg8PmbvrloBz6cn0IFt8OmOSoqa85fAetO1O2qqEQBcq3B6Uyf9OxIibSnVwqIBXheixbkyE9xQm3O+Xda3p8GrtIuDsNvSbY49/KeHfC565fik2HYVaFV05bAgSPgfhW0TUXBUqTsRmOyY3EXCTfFMgYXP3/a6ArDaFgzpVfN/RATTyS5SrlFiehSXgTn0kPXxxnVfgo2GKmuxFKOvhaGRj+yYXeGaE0K+3yBXmqLhdubFcP6cSzYw2lfL/Jsrke4NiSk0eJuW6s8LB82HzH5b2FJsiIaBPgDMzKP2MfnR1xVg0bNLfv43yGQTr5Xb0gLrA55kg3xRI2Lxhz0HBVQF5o1PuDJeP1wki/A7Fd/BjswTcBV7i7m7icK0sCcF1il4HYr2dzD/wBtA/NRH+7Ta5st1WezdU6FlEOO8+v/yoPbO8Wvsr4BeJml7atJ2xtUv1wp3PVI/avdL0yi1JdK4d1zUQyCT5pkLCilR74PtVsirpvIh0EfeeozfEC3C0UGUJOF1k7XzXEBiulYOb4BZiCUC2tZtryLapyCSo3L+X+gd3yo9MR6KUxat1ftB221h9tX45J9ev4OzaFzl630d4NMUCmClbaSdmC4FskG8qJBy7M8zvA+z7KbLWlDbPmpSP1zcFTrQecNYgtwulgsBgrRzuwG0ClxCPlaSix85JFAHZYq4eBdn4MHJH0tVDfFp/gRJ58tDVSkM7OKv2Zc6ofYVTdi+nOJQWxye6GTuukxHIJvmmQsJmjsJKIW9SQFaYGuFZkYoJekI4VuymV/OC1gPOCvR2kVQQqNAZx0XgTkXPTbTBdSrr2DkHEPh3gE1fRO5IyjPw6q4XQaIZ08bDHb17BWfvWsKn922wXm4Pe7k6g3xTJWGgVnFuDMrKlIvXJPt4fefoAyrRXtZRsQScLIJ2fNYRqNAZXw0TmQpymn1nMwm/Vgbk8suTWeGeqnuOrzli0Koxda/ln1r/OiUhUwfBSk9EoDPJNw0Sjt4ZhrybArIirZrqiTzz4RO0pCnMmvhdeUvAiYBmx+QGAj6t/KY5KgW+lBsWdSsr9obwHLdVLu2wnrOu8I3BEzkd5HzgWCCvWyFhN5M0ArlAvmmQsCHC9ULke1Xy9ptJbz7JCeXn6rkCC1Ec6wEnCZ4d3vkIeHXGRcQ84k/uqHa+WV3aAoXfBWVyq5nO+n75QHbLOaiMw9GvoaTddrJLg2WNb4FALpFvOiRsemWD/jogb5n6BBkV73g1ORMXWALOKMxWecYQ0DscL8NMtvRtQLvZtxmzofsornWIHFslPwg2b0nfGHpq1Mt1OJ8I/4FYL7f7PG73dpKL5JsmCRtveHEEz5VBebPKPaRaaho8QYd7wrxtCThTCFu9WUGgVOf1LaDBeG43xgtGZGXd7rWI3OVf9fMHceSbRHQcjoxDKe1ee7S7cRuBXCbfdElYka0OeplfVj/vNm7N+szdYEvAmULX6o0iUP5dHSoezmzsxVPbp0t9pmAZrNNL85CbFJkC2jdT63QnvV9u2MzJ9RvC12x55cM+2nQ0aH532p/dS+YQ6Arkmy4JAyGBPxRSd8s6WdeYCTQtAWcCVavzAAK+SXqzwm9M+UGBvwBzA3Pkb5mCqFynDzXt+EAngxy4b5ep9bqS3pLQXs6qe59T69dzRu0HHBkyfRKsWASSQkB3D4P9R3atBN7dCFPoz5rEW5MfDMoqxZkUlJXvJ4VUAoMtAScAkh2SOgLeSWqK/3/2EA1bRJkjHuZWzZKVqWtve6ZPKz+t8CvQC0F6bJbuyIYqRtd/xLd2vcfn91aTb6tPZeJ16+46jff3FsL8us/ynVBv01K060k6JKxQ58BP/LJ6mps7twTsJppWVwsEvJPUfFGXtXl3V4iI8m+N8GfJZ67/MQm4DaFPHz1J8ZisRlMownFbf67pKw7v5azaDzilfj1n1n3AwKbduWaitSfXEdDoN3YLqn9D+Qeyd5Gc+HHtDvVWApfluvnt2ZcOCccKaOksyL/BrTvDloC78tuU47Z7J+p9CNcnYma8RutrKJWNhSx0O15coTPHhtGpoCclYk9XGjOiwc/o3TEv99g9W6yX25UeXs7YKvtRfRuPzqfJ87KcVNXiPmx3IN9mqNMkYXP2vgFkol9WvZHu47MEnC6Cdn6bCJRP0mpJoc1gNF6sPI3D3MBsebZDiFXzBkJpLxhkMqEj0N+Bfgp9gCME6gMiDxs9Pp35bSVieoN+rkO9OTzgtPp1jP/4HcbWvk+p9bYaWCAAAAy6SURBVHJz+EnlsGnKViT6/fo7Tt6zMmLjrtas7U7k6xYJA/sUuTsoq0wXsJTFEnDK0NmJ7SFQPlHPE+HptFFy2MYxvCnfJl+Pp3+8bZ3JcjbdkkySlcnc7ah37MaAyFEH2+LVSnOU9svmknBp25llBZdsX8Hdm5/J8qp2ua6NgOxHdA3oAiLOUjnR36EH1x3J10USNqfSSxTniqCs2pzKu2EJOBXUeuoc1YJyKFMoFRggUKLQz4E+ESgUKBDIU+ivtzNWNnCca1CZN9WU2zgdGAVRKm4pKhBSMI0E9gIm+FmnsEtgU0Dk0kMnDNfKwibkh6CmBWKXuvfq27+LZe/ei2PCUlYsAm0jsA1YBPIS+c6z8oXNpgVlQtKdydddEmYbyOUBWdXxad0hyFsCTuhV7MKDVHsNgcHAwDw4MgLFAv1oSZqeCBwJDBIYaAhUoBjoq7Ej3GZPM7Ekpj3AtUBGbs5F/d0IZQQ4mr9yBo/s/wzra0RSzjby6aMDFOcGRa6NY9MlHvir793PUY0Zrx/fJbCwRsYRUGlCIv+HygIclsrIwOupYNMTyNdlEg4J+sc8Pr5lo2zclyjmloATRSqL43yqR4SgLD/mlQ0IQ4kDRebY9WBP05CqxuKehjyjpBmPezYfz5rrN4mRZuL7ixzkae4R2G1S9AHzy9qwwTaZzzH6F8YlrjL1kWZtU9hclHn+x2VR6ppMfPghLxTeonCFiR2noysbc28NLGbK1lezsZRdI7cRqAGeR1hCE4tkVCCtX2U9iXxdJmGj7i1FJgZllbl+2aFYAu4QosQGlKn26QVlkThpxskwSppAoUK+QL45vo0fd5qC9oY0m5OFepsjXI11lnGdNE1Vl7hP2kyapm+cSbrYLpgjFHZo/AjXAfMLrsEkQzlgxu1sgppCqN4o0uGvu/KJ+qoIpySGnIujlKAKs1WYu2W2rE5Vc4VO/1QY+YXAJPPcUtWT6XnmmtFj6x7L9DJWf84hIE2ovouwAEeXyoigafLuivRE8nWbhONFh24KyOpo4md70qMJeKBqUWEspjkwHtMsjsQ9TXPsqlAQT/IxR7OlGvc0iR/hxjNszThDmm5jafpUNik0OrBHY4Ro4pkfK2w3nqYDOxXCJu5pSDMCu03GrxmnsFOgJgjViCTVYL2jl6a9z03pScfD+k4mLnO/+F84TJMQ86uekANNBpLZm1cf+RIU3Al6dgKJXsmodmWsif+uXXMXfcOZOut3xUyrxB0EtqP6AsgLoM/KiUHzN8BVqdGKExxCfwcxIaoeKQ2ITqFE36YgXSfIJGfMUeT6oKxq81m5TRoZf2j9VYt7H0KaCiYr1sQqo54mMeI0pDnIxDZNstAhpNnsabq9/wOkKWDq/LUgTeNpxgk0miwUJ80GiScLGS/UkGbAeKRZJE03H5pvot6iwj1u6kxHl8B+Vf4JzNjfxMKa+cnHin362BglchfoVzPwQyud7TFz/SzOqnW9Ql5aNtnJLiCghBDei3q56iyVE6qyEmvYod6vgC7uySTciDRdTf89q8k3eTDpykbgewFZvbw1RW4TUKvGVqj2NzFNkwQUggFOy1hlYbyht/Ekywxpmrhnc4atSRYyR7jxKyfmuonbNoeNp9l8PAuYhgG1AjsjsePZrXGCNKRpXI3o8axzCGn6Y6Rp9PRoaaP0ZE5gEo8XPyUwzz9HnkvWqHKtHC8wFTg+2bmZGn/x9je5Z7MpsW2lGyBgYrdLgMVI+FkZWW1iu1kXS8IQhoYf0v9fyygY4cLp1z6Be/yy2lx7bCFtkplX1WTMDsqDgeFPsmINGR6c4GM8zsHmePYQ0jRjTBKL8UQzSZqGDE3ObZQ0m49dDWma/2uOaZprKcYjjcTqeX4ssKMRttVADSKGgK24gECHpSddWMNFFQFVZgs8EXhc3k5G71Cd/j1Fpiq0uFucjA63xpbvr2X5u/9jryO5BWh29YQwoRKJ3st9Wb7sX5rd5dtezZKwwUbrfknJowvodRnIABeezUsR9Adb5K1NzbpaJWCf6gCNZbS6KYboTCzyYNI0SUAme3abxhKBTAwzmiykcdJUqHViyUI79sO2bTHSNEe9VnIMAe8kvR+4LsfM6sgck9W91sSLPcr8TbNlS0cTop/rw/k+Cq+OELlVYte8Ok1eXvsAR+9zPSTYafvpzgvX5RVFaj39Xhva6K8kL/ysfHGr+buXk2JJOEbCT9P7ml/Q72qBU114UDUKPwjK6r8aXe15wIbkmo9nTWGDZk/TkOFOwCgynqbJqjWkuU/BuNrmWkqtJ+5pGtKsNklDIrZigAtPL5dVeCdpNSmUnsyVPUXjxfCqwIwmh4VbZ0mH/foG6Ox+vQldp9EfHnp4eZAsbO5nwRf4YfUrWVjJLpEsAmHxsK7wUywqGcvrfUexrChaijwM8oa5N+qn3/xczvewJBwjYZCvf4Gy8cBP4ie7yb4KB483fYb/BL1udjuemo5Rdm4XRsC10pO5g0EtylPiMM8/W57vyKxBOq0sn7ybgavjeQsdTXHt89PrPmT2upmu6bOK0kOgNq8fr/X9Cn8vPpWXisdQYyqVty01gs6M4DwalH45mU1nSfgTEv4SgwoiOLNBh6b3lkRnr7EE7AKKVgV4J+lc4KJUsBi6v4ofVf8vDwy+jkCBqTeZc+JXmC3K3I7ixUN0zjBhvzmWNqUvTQWxjIv5EpvrSEXhDq9oZ9yWnriA8XLX9zqK50vGRj3cfxal1C43BPKaEnkoyAtPIhflVG6KJeFPSPhzlG8sIPQ7kAvSTQq2BNwT/2K4vOfhl2lJUxP+VD2/ezfdwH/umEeD05fpgybzUNkU6jw5eRXRhGXeE5jmEZ5sL148TKd9PkzenYqcB2ruiWdUKjfM5mu7Eiq+k1E7eoryOk8Ry4pG8VK/03ip+HS25bfr5SYFi0K1IJUhItO2SslHSU3O4GBLwp+Q8JESWO7TE36s0Ran0Zs6KYkl4JRgs5MORqD8Yp0syvRUUPliwxr+8sEE8vSTG1zb8gdx35DrmT3wklRUZmeO0IhiKn7NiPRmYfARMTkSh4lXZ46G8FSQMRmocHZgvUnbV/Kbzek3n8oOeF1vlTAOHxUO5zkTyy06iVeKTs74JmI9svVlEy/0S8mCjC+YwAKWhFuScIWOODaEM0/QlBrPWAJO4KWzQ9pHwDtJTaELU6QiaZn34UWcXL+s1XkfFn6aqd5bebF4bNJ6szzBXIFb4FHmVT0ui1tb26eV31DEFPM4IRO2lTXVseKd3+Kx3ZFcg7feU8Tyoi+zpN+YaCx3a74pUdBZogFB/hwh/9Gg9K7qLCvMupaEW5JwqR7bt4Aj/hv0qmTvDFsC7sw3uRusXX6pVkiY9fFiKknt6Gu1S5i+/nKkHdJQhGVFo/m19zbW9P5CUvo7abA5ip9FiLmBubLmUBu8OvNCiJhjq8+4bd/StQ9yzL5Oqd3g9lY6S18YZR2OLkQ9S4eNXJMfxnMl8PVsxfM72ng8U/9FRR4OSr9OawhtSbglCZt/DdERFziIqf9smuMkJJaAE4LJDmoLAd8k/anC3akgtHTtGRyz78OEpoYknwUDzuf+IdfjL/AlNKeTB0VQ3lWY1tTEkzXzxVzROiA+rbxSkdtBXdvMLcElXFv9cidvu4str9ErJq8iPENYn5OTgod5l17d4YO8yYAhYzeyX90CaRPoNCE0wy8DA24pTVSPJeHDSbhMTzoqj1AlYEJOHYol4A4hsgPaQ8B7sb6PJu/NXbJ9Fndv/lnS4O5x+jCj9Pv8sewaduWZEt9dQEy8OMIrAjMj9SwM/jUWLy7Tx/rkE75WkRtB087iGVO3LjJn3Yx0i8h3AUDTMtEk0q0HWYiwlBH+xSIkXNinXOsmgF7tIGcqair95YI0KrLIQR/1S3FaLTmT3Ywl4cNJ2PyPV0feFb8z3O5NCEvAyb5xdvwBBLyX6mjCmFZoSb1HxeFa/rH2dAY1pX5cWpNfyoODf8zM0u9jjqm7jGi0ZOp8jzC/ao7pbAPl+vBAKPiJwDXEunGlJAJPVa2+7UxizUesNCOgWo/IP1GewYk8JyO3HCgFmCpIQ/TjYQ7OFSCXg5anqicD8zYo8qcmnFk10rfFqUsG1oqqtCTcOglX6AmnhNE5QEVb2Hehv1yZen2s3lQR8E7UBxB+nOz8nwbv4b+qf5/stFbHry88Opqo9ULxOFf0ZVlJFcIsUZ7wz5F3vDrNHHWaY4HL4w1IkjFnvwcdsWnV7VMRnZDMxG441ni0G0CeRnUp9YHFcka0Wl9GxKv1F0J4CshpqeRCZMQoZC/oM4r+OSglpsFDRsWScOskPEhHleXT9GC8RsJhfPv/MkKpDj1BZ0gAAAAASUVORK5CYII=</pentrails><costumes><list struct="atomic" id="28"></list></costumes><sounds><list struct="atomic" id="29"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="3"><sprite name="1: Experiments" idx="1" x="-100" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="27,46,255,1" pen="tip" id="34"><costumes><list struct="atomic" id="35"></list></costumes><sounds><list struct="atomic" id="36"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-100</l><l>0</l></block><block s="clear"></block></script><comment x="383" y="14.666666666666629" w="154" collapsed="false">EXPERIMENT!  Change the inputs (arguments) to the repeat, move, and turn blocks.  Observe the impact each change has on the drawings on the stage.</comment><comment x="183.6396484375" y="161.33333333333337" w="90" collapsed="true">To make copies of this script, right click (CTRL+CLICK on Mac) on the top-most block and select duplicate.</comment><comment x="209" y="12.666666666666629" w="128" collapsed="false">Slides 6 - 12&#xD;Part 1: Exploring Motion</comment><script x="10" y="150"><block s="down"></block><custom-block s="polygon sides %s size %s"><l>5</l><l>120</l></custom-block><block s="up"></block><block s="setColor"><color>27,46,255,1</color></block></script></scripts></sprite><sprite name="2: Polygon" idx="2" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="243,255,64,1" pen="tip" id="57"><costumes><list struct="atomic" id="58"></list></costumes><sounds><list struct="atomic" id="59"></list></sounds><blocks></blocks><variables></variables><scripts><script x="18" y="20.00000000000003"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script><comment x="228" y="31.666666666666657" w="119" collapsed="true">Slides 7 - 18&#xD;Part 2: Angles &amp; Turning</comment><script x="18" y="158"><block s="down"><comment w="90" collapsed="true">TRIANGLE</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>80</l></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script><script x="22" y="311.66666666666663"><block s="down"><comment w="90" collapsed="false">PENTAGON</comment></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block><block s="up"></block><block s="setColor"><color>255,29,128,1</color></block></script><script x="314" y="315.66666666666663"><block s="down"><comment w="90" collapsed="false">HEXAGON</comment></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block><block s="up"></block><block s="setColor"><color>243,255,64,1</color></block></script><script x="310" y="154.66666666666663"><block s="down"><comment w="90" collapsed="false">SQUARE</comment></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script><comment x="396" y="31.666666666666657" w="189" collapsed="false">FIRST: Make a triangle, square, pentagon, and hexagon&#xD;NEXT: Look for the pattern.  Write an algorithm that would work for any sized polygon with any number of sides, then code the custom procedure in Snap!</comment></scripts></sprite><sprite name="3: Epic Challenge" idx="3" x="-108" y="-52" heading="83" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="45.24000000000001,26.99999999999999,255,1" pen="tip" id="123"><costumes><list struct="atomic" id="124"></list></costumes><sounds><list struct="atomic" id="125"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="17.00000000000003"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>100</l><l>0</l></block><block s="clear"></block></script><comment x="226" y="20.666666666666657" w="125" collapsed="false">--EPIC CHALLENGE--&#xD;Slides 19 - 20</comment><script x="22" y="154"><block s="doRepeat"><l>20</l><script><block s="setHeading"><block s="reportRandom"><l>10</l><l>150</l></block></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><block s="reportRandom"><l>1</l><l>50</l></block></block><block s="down"></block><custom-block s="polygon sides %s size %s"><l>2</l><l>180</l></custom-block><block s="up"></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="doGotoObject"><l><option>random position</option></l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3.1 Student" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>