<snapdata remixID="13701026"><project name="Conditional drawing " app="Snap! 10, https://snap.berkeley.edu" 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YGKpZB+7t4Z7GkqqZyxYDEf/CQLj9u/t/A3lPfm1nANwH1R/BdEHAOdH00JbLePADxcHF8nq3DcaLVRS98fwUTPN7344+g0ZfMR8sPAigboJ6LLUi9EtP4sYOON/AL0a2/e4UUY3Gyerpl3an34HBP/hMcCZr6YRj55xDALsGxO6Wgli87rVKRFeAujpQKSzhZ+Bm3+JrHn0weiIoqXUzIFHAq5xrgDc/M3oco6Cyo3R16qr2pkSC/PHlfvQvfOn9Y7gdCBtTkP5iU+5tiPvHClrH94QrcZ2UhXL/4bJKfXXxPZRo9gF6DswNP4lQcFJkBcJ1ExAB1LXTIZvDItX8AO4uErW5G6t2UAdNxS3J5pnujQGgMnp85LNvbOOLHlLjAQaF2D/mNDBRVT5/2Roi/Fkju3SgfkDUGd1xAy/ItmceYHHdumZBx4BdX8KxexipvkGhPfZka2D30Im1tUrtkEV1IHURVCpjHajWCFDObMvseUuNfsXd3T9G0T+JcJUc53l1/Vw8fa4HWDqLAxvayMChdmubr2vwslpqg55iN6KvPsJWfPoj5Os1mS44AsnwwV/3WMzDze/qBkDkSTr1gm2GhZgA0EH0g9EPk9S5CAZ3PJwnPCmvvJSfwFk3wj55oGJYyT72P0R0oYm0bPmHY6887mII/Dp/P5cjETz+G4DohuaIbaBIpxJm5Ospkbsz15flGzuTaGVTjBBifC+BcCeCZg2I+Cb4OY/KWse/XUC9miiAwhoJr1ishorPVUxW4eugXRdLYMPbbRRTc2kzZT40R7bvsfG2ijfTLcZjwD7x4T2YatPSnY8ikjW3C6aSd8OFOKbll8KrXA6Uh2RofG+mo14szau/Y78ENg98g3L0sTHvgFzc9+V72BnWOJm/q79qVdC5L88Nu6VbO6UZtqNmrdmDjgS0vU2qLw+ovBWftSUGqvd2zwP1c+ha+Jjcc9ARGXAdO1DwNcXRvRaGbS3xU8HUsuhMlRBUXBMO8dGaJ9eEV7SeATYLya0v+2mveA1qAxTsVErD6MWnC+D9a/D1HjU4i2AfEKyWxJzAAtrel2ePghOIbpOydW8D6Sw8pSVoj91DEQMq+kp/Wq31/xRMxVJbPZpED0TwGtD4pY/A9Uboe7nOSKupRVnVtoAZ9RYHE7rJamZ9FoAy8ruF6yVwZzZMcCrBQjEI8CZtJl6MVMwYVfTpjh16qVtHJW8l/kC7JmcVjQhG0uvMfwpd5jcZxxwaruKx4bdEuGoxV0QfYMMjnvXYGoz2KTUmkk9Achzyh/Q+JcIail+ke3NIcFdnoHojRD3K7K6sTW1KXvyH4CcEFJO46m6WLI5s5+aFwmUEfAVYNWPylD9QYcaQVx0VjTTz+WXaL8Mjq9pJG/eGx+BpAU4Ng9oPwSaSZkDGzwvUn0CopdAHXM2sacz4n0ymPtkLTgL3s7G4Uowy+c+cxrT9cWDrBXdcqvcvuWXteSfZFrNpM0o8ySPzZdLNvf9JMsxbWtqPy/uBNSPrUn2DESug7vj4zL05/G4yqiAg0zqEqj8R0C7Fk1FP8ErrrIxn/Yg4LsGrLpehsZPtFEDzaTNlkKzU6D0+vnks32MjfLQpj+BJAV4AsDhzRxBaH/qCoh80Edoz4Wr7/YJgpHHhB4hd4z/LmoHUX/nJXP7Fqj7Chl6ZH3UvGyn00z6iwDMUWjPXorLZCgXZTYj1uLr8vR5cPTGihH5lBUXqp9t9nqsnpV6MVy8K2Td2eq0YqzQmVlsBAJn4NQ9XIYe+U1shiJkpMvnHQKny2w98obrtRaMKEKxZ2SS5AQ4AYeEYhQa09m9HW8V4HwXcM3xXY6npa+RbO4dUVo/cPuOEd+8s6TV99B66xjguTkk2VwmCo+40mj/gkshGjQT8RDgvlKyj5i9y4lcU2vE3f8bIu/yXx/WjGTHK51bEikdjbQqAd8ZOAtb+zST/nzxpKVSVA9ibm5RO8TEb9X2bUa5khNgIJGRg2ZSXwDEbFkpGdVNrcVoJv0VAMartvTKQ9wjwyIhFfb5dakRgW7P/bvg6sntuHe0eB6pd1/iDszCfnJbzpxy1dRLTejI/gWfgqhfjFpjeydUT7YVp1r7UxmIDPpA2Al1j0l6ZNPUxmjTzDUzvxdweqeKr3dIdvwHtqoSEGWuqctu3rpq//yXQByzxbJ8oKF4pwzljDDzaiECHSjAfg5hul6y4ycWO6dZk/WOkEMfksAQjqIXt6qTVZR+ppnUJkDKo+SonC1DW/47yv31ptFlf7cvuvb8GgRnB+TxW6i+1pb4TpepSqhVxtGtt/Fjuq94sMmdpZ/acPMnJx3s4tm+suBmQD0x1eUfJbvFRMRL5NKB9EcmN16u8hj7M+Y6L5DvPPxMIoWgkcgEZogAF04dOk2Gxu/WgdS1UHlrGSGtfiSfLj1gHmZ1mzWVuR6ybf8SDpiuamqYuuJ6mTmX9DDfnqq4HflnLpY7/vpE5J7cxISaSY34Blpps/jZTURkJWsdSF0GlQ97jCcy0+ZXYc0sWA/o8eW/6alJjsp9/TrQOqfBWekoLWy0EwXYLyKNOYf4chkc/0jAuudW7JpYJOsee9T/wUp/HMD7PL/l4XYtljUPtXW0JF2+4Gw4epvnpfGgZMcPbUa/LW6PMNPe/p7OKp/G0Jb3xHEAeVzl1zPnHQG3y2xx85bZBFM5spmOhXHVoRPzabW9t5pJmzCyqTLWjh4sq8f/kBR/350NivNkKPe9pMpAO9EJJCfACTkjFE8kMc5We5RhENwug7lzdPm8w+F0/cJnGvoTks2934uuuPZrXr5e5y3f9NHRt0ZKPSe9F3bBhMQs5+Xo8c04Hi1wNGlwqLxXhrZc1RpkPJ8kQfGzgchOfK1Yr3YuUysJsB6LWXh+2hwHWvpOVfwpt0c9sQbqbZdW3Ntfb11mwn1JCbBiwjlK7nj4V0lA9X8w9QnMHd+/cC5uJmBE6+OMFTDNVXXEnEQd47ShmbTx6C2PjtOED6bg9VR9Eq68PqkTYuplF7AFbRvc/CGy5tHH6s2X99VHoKUEODP/YMDxnrI2Ltlcur7a1X6XDiw4EKoPeT4dmxb+t/YS8g4vgYQEWL8j2fFXJYU/8EXv6Omyevyuwpru7O4N0Io13YrRjA6kb4NWOAp11KhH+1OXQbxraXqdZMfL18obaEDNpPoByVZkobILXXKqrH440VNi6qmKnnXQ4cjnjROfx8NUr5Kh8ffWk2dc9+hA+qVQnFHIT+BC8rfI6kcT+eCNqw615tNaApx6GSB3l9dB1kt2S2KBODSz4AJAvSfNNS38b63txfSVBBISYIR6GcfZOFVGWldIdrzgtBHg1Vw2sg0+ZUmWSXbLujjLbDMvzaRfXTydqbQYw5LNLY2jXFNOV86PfCNcqQ7I0HilMMdhuAl5aCZ1FSDv8WT9NNz8obZGwbo8fQocmO03pc/zDoh7TNj2uiYgSizLlhLg5ek3wsGXPAL8XclueWVSQAL8W5oW/jepenWynaQEOFHPxEABLgkNF2UtWPvTyyAwAc1LrmensjulYxRZeEdLD0k294JG66jnPm8udsy+C4LFPnkl2i8arUvhw23KI95MNXqPRvykZHNeR704TIbmEXwQSeue7xxaqQgJWkqA/eLhi3xGBrcE7XGPUMPakrQSj9pKPnNTd6oA+3tCm3aewDFyR844aSFsLdg3tGXRmauTuoz2HjwHc3aawBvlDiTbZ+8lo5vNIQR1XdqLbsxJm/3EPqevtG9c5VYbBVf54LR2GEBdHabGmzSTuhyQD3lus/JR1wri1wplqLEJZ3zyzhTg4JORgBLnoiprwYUp84DQclZiJTe7p2ombY4mPKh8sN9YHFsdSH8Zijf4lH0nxD26XadHW20UrJn5ZwJOZeAUi4cBNLu/Fj+g/c4Abx0BVmyH4mhZk/t9Ijz6U1dDxDvitsIjifp2go2OFOCph9PvZKRCk5V1yIC14FVQdzXEqXQMUj3WdnSmZnQ87U8N+xxWUXfwds2kPgTI5ZVlLXg8D8ia3A+bUY+k8tT+1CchcqnHXh7qHpV0iMpgX4XyGZ+k2CRhZ6rOabN9rvw4zYRC3nrrGLD+apIl4rCph2E2XpA2HtAHlH9Ed/YyRBJ9rZk2OleAg05G8gqw/1nG06HcPKcCTYW0bGaD2MpbM6nrAHmzx35dznOaSV0MyFc9U9pm9mEXRAY6wYGtOAreBGAvDzMr0dE0k/YbDZpFhRUymLvMVr9qlt1Ar3pbAjwVX+CnFfvpgTyAlzQ7WIsOLHgd1Jwm5pFfOIsl+7CJDc2rBQl0rgBn0i8CYAJuzCnvkuVhJ4PWTQC8sOI8TdUrZWjcu+bUgs1ae5HiWj/SzIKlUB30OVdXAX2dZMe/VnvpWvOOwPjgwGskm/tWkqUO2K9uitCRU5BVYnRbq6+elT4FeZitSHWfuFZvn9FM2gQL8p71+03J5i6sN0/e13wCHSvABl3AQ1p2+pFvGtHL4cqrIVhU3gTOWZJ9eHXzmyV5C3EI8NR2GB30P9NXPyzZ8SuSr1nzLBbOD86L+cibXWZF8ChmTRwl3/cPbdqMErWiIDWjntN5Bhw4b/2DI+CjrKnBWorb0O6p5C2nSHbLvc1sB+bdGIGZKMCG2O51mYC1mzsAmD2w5V7Bsv25Mvj4k40hb827GxXg4lamn/nGeFZ8WYZy/9SaNW+sVHpm+kK4+HplLi0SfKZTR8D96QcqP5ALrWBtBFz46J/6KDNb+spPXNPmBWsJ+Bj5mWRzxzbWu3l3swnMVAHePQr23+sLs/WmfOoaeECyOTOt3ZFXwwKcSQdt/RrC9tzZMoqJjgQ35fD3bUAuqKhfgqclzaQRsA7s9xzonL9V+BhMNYBVAS6IsL+DngsXp8btfKhnHJRGV35zxYevyOtlcIvxw+DVwgRmqgCbJpnaahTsTeltto5eT4lBgFdOvns8Tmv4JbbuPFXu+fPWFn4GGi6annvAPOzq/iUU8zyZJXZa0owS4P70yycDu9wa0HD2BXgqWIufg94OqHtsnF7yvrEKgMfwx9xB8luY/serhQnMZAHe/aAGepCWN5z1B7uZ/ahJAtzRzErbIyCcp0mSzDYUf2/+lhgRxt1vq2z5aZn6+p47PgUiNi/54K1HnessGndfsp1fMgKsaiUiT5VRQdmDWsWD9Nn2UTlbhrZUBjuw3YIx2acANw7S5mlJM2sE7LsHe7oBW+Kjr+pHgujFMjju4zdQWx8M2Hq0C/mug2XtQ+ZsYl4tTiApAV4vQ8nvn60qwKKXy+D4R0z7aCb9msltR9+o0laKDnbAKjLwm0KO/DJrVMBb/DmJVDybpyXNKAHOpL8C4PUBjRK5z0Zq1DoTFZ0S/fYFmxx3QdzFjUaC49ajOhunhW6LR4AHUldC5QNV61USgzmp+lcXYNwug7lzCuIztYm+2tFtHe2ARQGOr0cGRshy84tlzaO/js9SeU4zTID9g45MIWkJAZ56pg48Epp/K0TeVtHuDZ63za1HzXqSks03HgEODvv4bG0sROSpPgX97KlGAYcRlLZERztgxSPArRMYP9lHyCOEgQ44zT18YoYJsNnbelIrj4BLyxawNNHQhwK3Htl8yuOz3bAAa/+BJ0DcKIepN9Th6qlyiLMG4OaXyppHh4sCVHkYwbRRRUcewOB5STQ6BT0IIFPWTg1+5dfT5q1wT5UIWU17BmbSiUiaSW8A0NNGAtzQs+Wt59T52mKmt8vf39x61AqPf01laFyAg/d/egvStJdPUI11WerF6BZz9OAevmlKRuUBhxFM35Z42WtqxRgSN7KGqwM9e0C3mcD45XGRVU+ToXETmm9GXcVgDP79TrRfBsfXxA0kyhnYcdu0lZ/2p/8KwXNnogDrCjj4cWodIL2e+nPrka0O2YDdxgV4IHUZVD4coQxWRKy4VrLOJ7CGKXLJViTfwwgowNmc+XqvehXiP0NN9LDSKyfZ3IKwezv1dx1ILYfKkE/9dsDF4riPqNNM+osAAqKNOUd1SkD+4hnTu6r0GyvvmWr9uJGPW2/L14NjAAAgAElEQVS+2p+6EuLnb6Ofkuy493SuTn28OqZejQtw8P5DLyRrD4YOpM+B4vsVrVayPSrqlqWOaXlPRRp5SWh/+mMQvN+T5Vckm/M7C7hTEVZ2r+Bn4/OSzb0zThCaSQevi3bQUkDxFKpHZqIAF899Ng5o3vf2DuyaOEzWPWaCf/BqIwKNC/DAgadD3dEIdbYnwIVoV6m/ALJvWTlLDiynAKcr16kirn1rJm1iQB9dzhYXyVCu2tauCF2m/ZNoJjXiM134NNz8obLm0cfiqqFmUk/4H4Jh3HE750xYHZh/GNT5TQcIcE1RsTQz/2Co83OfqXdzxGdGBrcUfFlsXDqw4CSzlwTqOQVK4UJxL/bNDct3Cscy8vIQaFiATX4axQvaUjCO6foGRrsqbo+iAPvGcg71/tbl8w6A02VGJOUHV7j5+XEKTLs+uXrmvCPgdpkTk7xH1H1CsjnvrEFd1dSBBQdC1RzG7n+pLJahLb+sK/MWu0mXp06DI3e2mQD7x0mPuDOk6GNhTjuqPFxB9V9laPwzSTdT4UMIXRdB1Theeo9B9BRHn4DI3XDxM3Q5/yWrH6625TPpqli1F48AB65LlNStZLRpo8YatFe5ODqgAKfPnRzFfs/TNqH7n7U/feHkqTTeqD4/l2wu5KG00Qvs2NRM6ipA3uOxHtsRdZpZcAGg3w5Q3/WSTT4ITrNIayb1CkBubisBnooz4BeUI9KsoGYWXAfomyvrrN+V7Pgrm8U68HtuahbCzHr5O7dWL9AERM9qhiNi0hzisBePAEddB7YQjGP3CDg4WEjhIZjxAux/wkxoBDD1i0qk+LgM5f53HB20E/Iorls+CGBPT30+Kdnc+xqtY9XtdtpZcYF1IP1OKD7XTgJsylqvj4VmUhcDcpNPfR/A1p3H2TjoJOAAiFq68QSg75fs+NW13NSJaZMV4IhTLs0AXWWanAJcBD45mq08Y9WVc2TNFuP44XtpJm1izqbKf5Rlkt1iPM957WbrG784D0cOk9VbHmgEVMjH42skm/tWI/m30r3an14FQSGEbMAVaVSZdJ3qEeDi8oWJseD9cNsGJ3+SrH7UylRupCXHKIAV38CTziVy78PPREneiWniEeCB9Cpo1Ydimp2Vh0P7558AcYKChUwLcNB5tqbsVsqddIfTTPqbAF7tsVs4ttGvLHpm6jS4Fetx2yB77SeDYzuSLn8r2yuOgv2OqGvYI7qqAKt7eJzH39lmHBABqrRYLfms1irA+tLnzcXc2Wba+oUVzGM6zKGetiwGAbmv4l7FLyDIAph67kUdQI6G6qkVzq/lN/8cqpfI0LiZ0p5xVzwCHHUK2pKQRTm+LGAtc6pDWBy5J9kjA0YXgS80X66KrAzlBpIsd7vYCoiQ1bBHdBUBVmyfvZeMbt7eLozCyuk7S1N+U2cIcCZ1MyCvqOQh10t2y1vCODXrd//pZ/mJZLec4PuRbnagPJk6A5D/M3mG8+KAcu1AXk6StVuMs+KMuuIR4LPSpyAP46VX/VK9VobG3x6WLO7fo6zvVj2QwcW5siZ3W9zlarX8av5Kz/gEL4m4danV6p5EeYoRssy0YZfHXkMe0VX690OSzb0gibolYUP9/RS8pttegCe3lL17ckvZp3zE9yeQPU+1ObvkP/2sV0h2vGowJj0nvRd2wQSLMSfP+V0PQSaWyOBjG5PoS61iIxYBNpWJuC6Qh7hHNnoMV63wIglw78FzMGfnNp9N7qGOSLWWp1XT1yzA/alhiCzx1Kej1hzjbqtmeERX6d/Dks0tjbsOtvLT5enz4OCWEPttLcDPLF/YN8fZNgRId1k9FX+DuEdL9pHN1vgHxf13nCOjbi3S/gWXQvRjPh+hplozToTjE+D+1BUQ+WCEzhG4phjh3rqSaPU16pJwlGm/AxlCt+LUVagWvKlmAc748OqwNce4m6kZHtHBAqzXSXb8rXHXwVZ+oYerTBWsbQX45hNXnHTO39145yzsnO1hrIB7tmQfWW2L/dQgyydWQB3bS7U/lYHgtoqPjKnKzSgRjk+AM/N7AWckQgdJ/AHRM1OXw5UPBZStNB70MFAxogsNRhGhzm2RpBYBDjjCsePWHJvRcH5nBrtw3N8+ffjRR9ydvb9Wm0ECvN2ds2rPNZtCY3nXas9W+pCZrKliWQ74E8Qm7NnqXaiZN+7/iW+/dr9Pz63Io0Xq5FuHOsumy1PHwhEzm3GQD7MZI8LxCXBQuMdKuskLcHUnseoHMsygNc2wl0RpUwasmXfUmmOzhCbII3qnzl6xx9Dmy2q169duW919sTJ3/apP/frUmSbA62Wo9QKPVHu2ehfqWxzg8xft95muN+7/8bLmV8iozN2yrBVCOdbyfojSh3XggIXQbjNo8xXh8fyBr0ivXW88wTv2ik2ACx+fA+nboDi7Ki0LjlhRvKCLUyyxntvZbr2mlgcsIEBAR605NrP9JvoPuqZL8m8rtbHd3WvVnmvGahZMv3a78fH34KuPX7pqeExqzq+Z9W4k70gjYGPAYsCfWkbAE9p1ef/GP+4D4N3mvtSsP+C6g/qxt7O1kM1OnbNtw87DTjl85PaWCCNay/shajtXE+FdusfOB3e+8IQXjQy1RP2j1qmWdDELcPjRhC6c/B92HX7Moetqn2qrpWJlo7WpA6wr9q497c41nb10DZgCDJj90KWX74yF/8PYWWuO9fa3KPe99/A7V65Iv2XFPs6TheRPuc/BB3P/ueqzvz65ZsGkAHuIt+C2Qb82+sZf/3nrl/7yb2VTzkaEl+5zKw7o3nLfAc7Drz/hnm9WO3giSleLLY2pw8O7DlkxutVErQV6534fB856sOEZzWoivH5b3y0n3vU1n+1YsVXLakaxCvDvejMr/37O/Sse2XUQ1j11PlQFF+332clttFpWyQm3e+WsNX/0De7QLBqaSa0H5PjS/G96/N3Yv3vLqrN++OnCS8/vIZnQWZfPGvpDtcg7zSpy4vnW8oA142s48QpbNNjXoyvndT+84oy5ZrunYt3W8zG+63/VNWItbTcRRe8+t+GOrefP3BFwCzpi+T1bps2/+njlEb4KfG+fbbjwtpyYXRktc9172sUrr3jk2hXPuGbQDuzpPIUPzX/bqpPv+lrNH43eSgWJ8H/+5f346l/+5eLRTeKNN98yXBopSKwCfPYLt6789ILzV7xny82FL3pz/fPzP4Tz9v3PsjLudGev2mPN5oYbrZaK5/sXXOmIfqD0nhsfvxRfffw9u196O5YfvHK2s7NsBPjDp/pvf+kP/vOcWmy1a9paHjAKcGOtbAR48puvYrahninj+0571cqVj3xxhZnRMdcc2YaX7j1kPoLrEvTGata8u/2WklQdiLjW3y9htfZ7tk7Ze23hw6v0UuBTI2N4H+CpVJiBBH7P9DyzcifmlPXZ2di+Kju2Zyzv8twZJxy3v/PnH86W7bNMdba5e+NtD2Xx8K5DXQG+IC6+cMcmsRJ+s1l4YxXg/p5dH1k055erfrv92VOzFsx6sLCusafzdKEOz7h744pHrln10fvPiKXRooL5W9+Rx8yd/ZefODAh0gBXu/CWh7LYuPOwy0bGpNCpPnDkupUfnP/WFXsVy2o6wDseGnzi6d8t3P87kI4/z7KWB6yW0XLUNppJ6eIU4MwLn165092r7MXYJRPIa3dnCXB/ehkEax/edQimp0Fftk8W87of3v1+Mc/s5Y9cs+rfE36/hPVdv2erCxPIo7jdV5F3gXeMbpTrwvKy9XucfTaoDlcf85WL9u3629fM76NPnWPEtzTpDgWOHRmTlpmWb7QtYhXgtx3+qyP/uPOQnzzj7l22j+3AWZsK02LmZPCRp16OLbsOsfJi+MQxN618fvdjhRfVj7YtxQPbjzJF+ubwRrnQ/JvpYAtmPbhiyT7fL3AdeepcU1aTZunwRrF24HWjjRz1/loesFpGy1Htz6R0tbAO47K8Z9eKCXT7fdBaec7Cylvv73oBuh56/NTH3/bQ6ueUToMeNuc+vHiPqSiGxWe25eod0N7TKLa6ileNbhQTS7llrzj7bLVK9i3U70JQPjVQvEGAFevGpOadAq0KNVYBNpU8e9GTb9imc79crcIK7B51JgkmoAM9MDwmL5oWYJ9pQXPSfEc1ehDzWh6wWkbLSbZxu9iqhXVYnc5/0V9f/kT+ubf6pGs5IQqrS9jvHz5q8PZ7ns6cVZrOQR5ueXTPlqv3kh5dJfA/sMbW+zCMtff3OPtsNdunHapHdDsw24+8AUnMbS3XtrVyLE0fuwD3LtTDHUH1efqSUWcjha/13oAOpE8Dz/3xmDxZ5Su1oxo9DgFO6mGstY3bJX2c/E7s0efsDfzNJ4xqx/Xb/kW7Ltul3VXjDrfaS3rpIl2mipsBTDnGlFwKqOPixHWb5Cet3nfj7LNhdV16iB6pXfg0AG+o247q0/EL8ME6x+mGX0zlUua7R51hDRHn74ECqzhzeKMMUoCjOwYl+TDG2QdaJa+4+fX1qDlTeJGnfh31sjJ1C5nKna5+y9S7d6H+oyO4HkDBscgjvg85eVy07kG5u1X6ZbVyxN1nw+qctL2w8jTj99gF2BRyaY/+Uf2jm0zXYfeosxmVqnGEZ9Z4rxzeKB+iAFOAk+qPcb9c+hbqNyEVZzm3jBDFxbWdBDhCWduqfeLus2F9Iml7YeVpxu9NEeC+HjUOS96pA+/nX2HU2YxK1SzAwPrhMTmRAlwpwAp8dGSs8pCNAFbXDo9J4sdNJtmH4rLVt1CvhcB7UELdL+SANca684urnnHnE0HUjEmr9e7t1e6uLfiiKl4fUn+r5ay1bZIWxL4evRrAv3rKuXJ4TBKNIVErp1rSN0WAly7S61Tx5moFseHYVO3hnQCO6QZe7ueEZfuBrqVBG0nb16PGQ9zrTVv4OPHm65tW4argyE7aJtAIz6B7l7xQj5I8fgZBYUvc7mkhYMVInR6eSb8cm8ElSp6tLsADPfqc7YqbRbAsQn0owFUg9fXo/wXwKk+SNw2PiTlXuCOupghwwIvcC+yLw2PypiQpVnt4zQfBpDeieSF6gyNY/6JOilFfjx4DoCJkpwMcc8eY/Ly0HEVnOxOj1SsiVjzck2LUqJ0LoF2P9+AOBXo9ebmu4qjRjfLremws7dFVk2fWlUdsE3xueIO8q578WvWeVhbg3kW62HFxIwRHRuTXVqO5pD/y+hbqXRCcWvaR6mLZyCZZF5FvyydrjgAv1L5JcGGQ7h0ek1OSJBTy8E5Pa8xYATZt0dejPwZwQmm7BM1W9PXoNQDKDhQAcPvwmMyIyGH19N0lPXqVAO/x3ivANevG5B315FlsN7/IWrcNj8lU4N4OuVpTgNVZsgiXiOLzwHRkjXLgCmwVoCzuswr+YWSDGO/otrgSF+AeHQOwsBSOIzjsjg3yu7YAFqGQTRFg85X/lx78BcC+Vcrw5PCYVPs9QvFrS0IBDue1pEevFKAsZGfQFPzkF6rfh9YT+49hRkQOC6dZnqJvkb4Gim/43LfdVRwxulHMC6euy69vK/DrkTE5oq4MW/SmKAKc5PJW76F6nOMUhLfso7UE3y5X8SZH8FnvNiQXOGh0TB5uUdQVxbIgwGY3zZ5lAuziuXdskifahVlYOZsiwMbo0oV6uwrKNsx7C5N0B+w/RD+5qwuV0c+nCsYRcPA2D9+1qsAPLcHpwxvkrrDON5N+7z1UX+Y4WON9oZjorFAsG94oP2yER8Ca/LbhjbJ3I/m22r1RBNh1ccboJrmjmWVfdqgekRdcKoLXepdhSuw+KYJX5hW/d4CHPOVJfADSKI8kBbj3YH2u042/lpVZ8czwRtmr0Xq00v1NE+BqkV+mAaiLV45sku8mAWRJj54uwGgVWxTgGgU48ENLcMXwBgkLlpBEs7eEjaULNaMCE4u1GPi3pFiCC4c3yDcbLeiSHj1XgO9585FuPG/d78XMRnXEFUGAn9x/DPs1K3b70kN0HhxcqlJYRuiqAnWHCk4f2SA/Xtqj/6DAdzxpE1+Ca7QDJCnAyxbpiyfDc/7WU+aNw2PS02g9Wun+pglwkENPaeUbXfeqBWTI6NdkRQGuQ4ADPrR8Padraa9OSbt0oV6qwMcglS/rqZNvJGhGpiYExWhYlVNzipc2OrquqSBNThwmwKr475GNcnbcxTAOVl2KNykKI96ytVyPLbMT4CYoPjG9GyDAKTVxJ9RGmSQpwEsO1aXioHwWQ3H3ZEz+0xqtRyvd3zQBNpX0c+gpq7wiL4Ij142J90sndkZhD241AW6XWK1xQKv1IQv60Cquadbl0RtHPWzncWxa99p3T3wRgtf4lWXSC3r0eWNYFudIrW+hPgLBPM8z9q7hjfI52zzisr+0R6/USh+F3dk341ldeqgerw7u8Ytm5anXetfFO0Y3iYljvPtaskivk8ptmW3lAV18n8d2hGZYf+jr0UsA3OAZsP3fdWPy6rB72+n35grwIr0Cig+GAEmkI/YdYs5SwberlCV4BGwpdrWNjlSrAAd+aM3gaWjjmNPl4AYFFvu2oWLbhGLxXZtkQ5xtHOB30VZ7TcN4VP2oV+S78zh8zWb5fVg+UX834us6uFmqR/abgOLtwxvxJb9zfP0CE4niNes2yreilqMV0tXzbqi33AFOhV8fGZOL682zFe9rqgAv69FeFxgJqXgiL4iiw9BT5rzygPJUm4K2ErvaRoep5yHrW6hXQCo+tGbkNPSSHu0X4PYq21F+gTz+ceRBMXuoY738lgNUcd3IRvFG3IrVblKZ9b1QT4ALs03O/1JcNbxR3htHeUrWes0SQdle95L8zdaim8IOivcLzavA4e0WsMZ3rzmwXfNYPPKg/E8c3KfzWNqjH9FnlwWn/9kV4IgkZkzjrEu1vJoqwBG3IyUiwAbCkoWaFUF/HQJsJXZ1Up2g1E49Alw8uaRCUPwCeNioU1I2IyxzfOOZ7bjk3oflmWaUKcD+8PCYLG2GvaTzrBrgR7GtGzhkzUZ5rN5y9R6s87u60KsCs85oRlpBa715UXwKLq5a96A8Ws1er//hNOpOYK/RzbK93rLauC+ofzdj2r/ohGWWsMo+fpLcYpYE46YKsKlAhO1IiQnw0oV6mQqCvHNXdeex10QX3ucH3hWcM7pBzMimo696BNgA8Z0aVNwyvFFe0dHAAJzWo0d3AZ+a9LL3Rreaqroir4L3j4zJp5rJImDa7qGRMXlBM+0mlXfIB86uyfNjP+pXlslzeF1XMGQ8kkt/P2ORLs67+Idi5KpjAaTD6qLAQ46LV0Y9PtDveFaTRzu2yemH6vFdDn5UEf2uSY5vAYF+EtOLsL4Qx+9NF+AI25ESAxoWiEMAqQjn9yzlRNaq42jURvKoW4AD1vtd4OLRMfl6I2Vq5Xv7FuoAgNv8vJyL5Z5Q4OyRMRlqdj0C2q4tR1t+rCLMMIQh/hlQ2Iu9o5jw/w849D0on50ATp6MLmbyiXT19uhFDvA1T+K2nZVYulDPU8Etnvo0ZetXQHvvUODYdpu+D+osTRfgCNuRWkKAzak/ApivaL9QlIZfYuWM9GQ3KVHALIEL4PhqL54lh+iLpAv3+7zQdilwdKc8MKXYq20xmhr4YlQF7x7dIL9oUnOVZVtlirDt1hv9eC1bqJe7gg8lwdJjo7DWm5/ADaOba2vLvoV6OTxlbud1+eKy4uPeqF7ahBjNQUsOnTQN3XQBNh156UJdr4LjAx6cxIQt5JCI9eLgnTrl5OHHJbFyWnjB7DZZZZQRWv/eQ/Uix6n42jdC1FEHNIRtMSrCDOUVdzsHtp2LC4c3NR7sI+7y1ppfDCPg2kyabZKIttYblPGShXq7eCICtruAJOVtX5y+N1u69vDwTfzZqq3jRE+diAAHxBeeLmViMMNG4+ZIwlmKy/1CaAadixsddXuk7Fuop0DwA5+PkEjt1LdQvwvB+Z7adswBDct69GgFvhy4xQjYKYKz122QtUm3eJBACXDZujEJmtlJuph12yuG87y77gyi3ZgrnAgmuL8L+K+1DcxeBI0WRdG3bqOE7Q6JVloLqZYs1MvE60vTpK2a9S6JWcBSl8lEBLi3R09ygHttj4CN/Wr7CM2XKRTdAY5aM2ZbTSOdvvdQXeY48IpP2x/QUHiZLsKboDBBLSpDSk5NOf9iluKSNRul4kjHup7OGm+qMkLsiA+gore9ORazfFuQYjUEPwnAZUZPZufD0VVwmrXdS9wJrB3dLI/UiD0wecCz0JT10rjKHCWfpYv0bNVCaNXSqylbNRt5F0Wpi+00iQhwiPBFGlnFBSpsNA7BH6D4sp89M0K+y3MublzlaqV8Gun0QVvPFMgk4YjUDI7FsHhXA6h2slBTtxhFqVcVAW77D6DiO6Ty+MuI24+WLNITHUV/8czvUpzGSe17ta7tRmoPn/3xzQqVGaU8caUphj39m2eWrClbNRt5F8VV32bmk5gAVxG+RAU4YDP5NONVros7HAe+01ztvnYTtSM12un91ojM1gsozh+xNDqMWvfSdKcdqou6HHxCgJcH3p/QFqMo5a+6RtrmJ1QVDrtXmJmFstGvAteMNHCOchSu9abxm23rFH+Ivh59AMCiMjaKM4c3ymC9vPzua/RdFGdZmpFXYgLciHNPnBUP24rkTuArTjceDLCZ6MdCnPWuJa9GO32VrWc7xOzVzOPWdQ+K8Zhuycs4fwjwThG8odo2FQV2OYKzbKz31vCymkra5qFBA45bzE9M4Ii7/tB6B7QHRe1SB4tHHog/ClrSD1LfQv0mBOVxmQVXDm+QWL3U+xbqtRB4I7l1zHu4FQT42uExeXtSHWjJQj3WEaz3mYoyRVj1xL64ct8nCvsE6Qld3iiRO/1ph+oR3U5hTc7rvTid444J4ORWnM4vOuqZs3mDym7qsNMsU6jgP1ppe1XIx2Vb+zAE1C3Rd0ct76iA8rZ1G5TWv/n1U6d3Ed7kKK71vosVWDEyJpfV0h6tmrYVBHir5LEoLKRbnAD7FmofBOt88iyIzNKFmlNBKuj3OMvSinkFTNNHFmBTJ/OhA8EtQUHszZS0AEuGx2RjqzDo69GFCoxUC7w/uaf5e6p47+hGGWuVck+XI2ybTjuHBm2nkZDxlHdR2M44q7SPdNJOiiUv1KPERcX+9jhOQTOHmTgOPg/gBJ9nzHUVR41ulI44aa0VBNiEn/rEuo3y/iRfaH0LdT0q9yYXRCbgt8II2fyeZDlt2IpDgE25w0aTRoRVcG5SgSqqsQwVX8H9cPHuyfNIh220SRSbYQKMNg0NWjwOsDIEYouOhJb2aFanPK/Lrk7zIfHdUdLAUsfSQ/RU18E/iRTOXPY9ACPJM+SjPHONpklSgM0+RH/xSvBc4GlgAU5h0wJ88+Q+QL8YxjNCgBtdAy6bqpraV2xEK2hKd/ukF+rRozEeIVfrQxEivhNw8c/7b8INcZ7dW2sZo6QPFWAzl+fi4nWb2ic0aJW2acmR0JIefXcheEfltdNVHNspI7fCB3YDp6CZQyq6HRw34eClDvDSyRChpwDYP6Sfb+9yceTamI/xjPJsNStNYgJcPN3C7OELehEnGms5IKzd9BT0Z1TwLh/oFOA6euLSF+mRyOM8F7jEb3rXhGyE4N+8wfLrMFXzLdXEtzhNfl4tsX9rLkCMN0QRYLN+PSFYfNeG1nNc8qKo1jatOBJa2qOHKQq+D3t56rILit7hjWJ8CzrmquUUtFN79PmzdUpoVQr/NYdfVPOzKOXkiuAmAT52Rxv021oaODEBLnwx9agZAbdErOVqo7xW8diupSHjTJs5RK/a2YX3ePK8dXhMvBGuajIbMtI08aYvNyfXJOUlXe2w9VZcow6DHVGATcSQlj+lqlrbmMMUHMHRcbyMi2uZ5wU4XYYhL/1doXgNBC/y3iSK89dtlFtryazZaVdAnfU92GdiB/ZxZ2EfdbAPBPtoHnNVpv7epXhu4e/+DqnqKjY7U3Gue8rKq7ilGMzolQIcjKkRrtmyVI/erHddvGN0k5iQlB131QOkbgitJMB+Ye1cF6eObpIfzHQBrhLS8LXrxsR7sktN/aG4LmxGCUGHnJv8zHalJevGJCh6Wk02/RIX299MjZc5ypi07Si+ET5wvRheNzwmNzUMMuYMzBawLsHbFIWtJxV9JM5ZieLe4vV+fSDmaplDXv4C4HFVPC4Cc5hB4f8BPBWzLTOq3AeKfVQw1wH2UZ0S1MK/mzOOp/7fO0qPuRiYCIoYF9HQBBRvH96ILxUWTjr0mrECXHhhLdLToOgzf+9W3LWm6GBDAfafqTCjU1Vc7wKfb2QtK+CcT+8j1rStStVevO0qvlUE+NtAITZ3xYcGgJ8JkBXB1+IYTTb6jixOaZqPs9l+ecXdNiGHszRaHd5fGwEFsAHAPQps7nJxyx2b5Fe1ZdF+qWe0AAc1FwW46lKBwZaH4oZ6hfi0RfriboU5U3VOtUemWdGzgl68cb/gk34dBC2ruIrfOYJvVSmPObP4LZOHxPuGYE2qHtU+zJrRNhTgpFrW146JtXCfKO4B8MOdgnvuHpM/WS2RBeNJC3CwJ3QLbfGZ6QIcEq6ztJtun3Bxwl11fKkahxUA/6DAB0KcMcyD+u/FteF793sQw7V4Iy/r0ZPcqS0hu/u6Am/0cQar+bB1C89rVZNV/Rr8T6kqy0+AIRf4cpeLH92xSf6YVP2WHqLz4OBSFbw3YJ2wKW1T5bi7pKo+k+yYKXfjhHaPKn6gedw3ulm2zyQAfnVNVIBDOnzLeBjPdAGO7MwTw3rptId0MTLZv0XwjHxi8ojpuxX4mZPHzSak5RmLdLGrONcT3cyshS0HcEzEh7xuL/wwR56kHMuqCXDvwfr3Tndh1mHPiDy2Avit+SPA5glg7Z0xrsn3Hqzzu7rQq4LTAFxcWJusvMy05BfcCVzfjMMSjLmS/hf2IVgonfHYn/RPuLNYVOO8dZRPuXLaG78AAAycSURBVM2JSmZ9d7/i1hq/6f+IzdDEZIptkMIatGnrp6B4SgRPucBTotha/M38bj6Cd18KiPmAVcEi0YJz1byQUroCfEFcfMHWtPKrnq+v//O+OKTQhhMYGdks023YRMDhWScqwKY47SBu7VDG8KatP8Xph+rxXQ4qAh8E5VicHvxyPULjEU+zNeHsGkq+QxVfEcGbQpy6wrKse49mDY48Zv38BhHEctydH+uw/dvFWYeLzclUIcfzBfEaE8VqBbJuHiPVRjAlAmu8ggvvGQVmydSJUqad02GNkuRWI7P+jC6c5/mI6wVwuqecU1sVq2w5clwcWyo0L32Rzt1zF/4ODvbPu9jP/FcU8yAFgY77HayieCov+FtBUM2fLmw1f59wsXWPXXi6ew88NThmhDce56ZC/fLocRXHGe/nKpHkzEzGOcNjsias7eP6vcSpryzcsU6gtxVEOO7GD+XWDuJWZW2oZUbpoaAbTFA8w9m8qAvvTgE2qtnHJ3hziNi5UFwvii+v2ySFM1qLImVOFCrrb6qYH4N4NlRT8/HQ7eIVa+vc5mB5HbEwPT8NYDKM5ukCGNEovXz7rJmanxxervSL2BQR6LbJiKN3mn2vkxGezEi1ZoENsRPbVqOI9alIFvRB88Q2fHzfvWC2xbzYe1Mrbjmqt/713BcW/a6YZyLv0RCnvkTKEMaQAuxDqDBVDvwCgq4oL7MwyJ30u4nTKg6+Wy1eckl9zZSn+dq9NIGtHvVgNttDTmok0EYt0/X1FDCGe6q+aJb06BtFcb1PX4/BdF1ZbBXgprzi2kY87euy7Lkp6AAIAGbt8t0+Nq4eHhPv/vk4itJWefRNRb8bCTlJbBR5/OvIg807GSpkt8XMFOAqDj4tAWS6pwc0XkuV0dZTGRo32VbB6rM7/ZFQts5VQ1Zm7bA11/imKhHaZ3sP1sVOd+HM4/8FwDjHmT9+a7I1YKkxqQlHa0I4urgqyYNZqpUyYHbD7En128P+uye24bj7cmJmBmb8VVxbf4vxrp8MsOMdyEzzacjBshrkwujXwc8h/vEGOAVdSS/0RZFkr15ysJ4u3RgttTnpgNE7MtYai/dJsvCzFXGqyXYxrdgvc9SZWusLm7ZvZjnreq6WHaovUAcnuMARAhxvVhJqcOCKWp+c2YoyGXf9/i7gv9ZukIrTdaJm1Ix0RafRX0bwL9hmGK0bE+O0xquEgHFQhItP+yyN+HEqOFiK4ucqKAu+UesuiIABVMGp73lP4Mff/pPc2AoNZWMK2ncrUiueFLKkR82a2hLTUHvk8cPBB5NzHmiFzhFWhjIP5imhMc5QQV+71bIrrBtD8GiYzd2/N2Yvspl6Enr7cpiXdB02PhxBFKazrUuAvWU6+UDdc889CiI8AMFARfhB/0oUBFaBXwlgpvvNZZyE/iefx+joZonFIa0OfpFvCTgGsex+Bd4zMiZXR850BiaMcakmUKQ9WCuekSSd+qI2ceICHLAVqW4v1KgVZbrmE1jSoy9xgIuqeNkaL8j/4ymJdk3ge2s31z76iWCv+ZWutND0vuxxkCstQcU2rmbN2izt0ZMn93Se4fEabjuBDesgYcJh9k6vG5NpZ8Ww7Gb07309arYF3lZtbbhpgBT5iQkccdcfWusQksQF2AD27P1UdXDryAPNW4xvWqMy40ACSxbpiY6iv+QFrZPHDn6vWfs5fexVax2zR9gE5zg65ibcqYq+kY1iovskfnmeK+yxCz8e/IMMJl6QDjIY4uW+03FxnK29re2IueigVe140mZV69rhMSnbitQsQ7Xka0WAaykg05JAswjUKNphxeCHZBihNvw9YMYuP7mP+XpXcP1oi61btwPi0g9FUTgqhQ/hUwHs26zyt+ISp6krBbhZLc58SYAEOoIAZ+ya34wXQLseX4Q+KE72LmvEINJNXxaqlxAFuF5yvI8ESIAESCAxAtVEukohWnpmigKcWPehIRIgARIgARJ4lgAFmL2BBEiABEiABCwQoABbgE6TJEACJEACJEABZh8gARIgARIgAQsEKMAWoNMkCZAACZAACVCA2QdIgARIgARIwAIBCrAF6DRJAiRAAiRAAhRg9gESIAESIAESsECAAmwBOk2SAAmQAAmQAAWYfYAESIAESIAELBCgAFuATpMkQAIkQAIkQAFmHyABEiABEiABCwQowBag0yQJkAAJkAAJUIDZB0iABEiABEjAAgEKsAXoNEkCJEACJEACFGD2ARIgARIgARKwQIACbAE6TZIACZAACZAABZh9gARIgARIgAQsEKAAW4BOkyRAAiRAAiRAAWYfIAESIAESIAELBCjAFqDTJAmQAAmQAAlQgNkHSIAESIAESMACAQqwBeg0SQIkQAIkQAIUYPYBEiABEiABErBAgAJsATpNkgAJkAAJkAAFmH2ABEiABEiABCwQoABbgE6TJEACJEACJEABZh8gARIgARIgAQsEKMAWoNMkCZAACZAACVCA2QdIgARIgARIwAIBCrAF6DRJAiRAAiRAAhRg9gESIAESIAESsECAAmwBOk2SAAmQAAmQAAWYfYAESIAESIAELBCgAFuATpMkQAIkQAIkQAFmHyABEiABEiABCwQowBag0yQJkAAJkAAJUIDZB0iABEiABEjAAgEKsAXoNEkCJEACJEACFGD2ARIgARIgARKwQIACbAE6TZIACZAACZAABZh9gARIgARIgAQsEKAAW4BOkyRAAiRAAiRAAWYfIAESIAESIAELBCjAFqDTJAmQAAmQAAlQgNkHSIAESIAESMACAQqwBeg0SQIkQAIkQAIUYPYBEiABEiABErBAgAJsATpNkgAJkAAJkAAFmH2ABEiABEiABCwQoABbgE6TJEACJEACJEABZh8gARIgARIgAQsEKMAWoNMkCZAACZAACVCA2QdIgARIgARIwAIBCrAF6DRJAiRAAiRAAhRg9gESIAESIAESsECAAmwBOk2SAAmQAAmQAAWYfYAESIAESIAELBCgAFuATpMkQAIkQAIk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