Who’s That Guy Vol. 3: Phoenix Suns Stretch Four Channing Frye

December 24, 2013

When CBSSports broke the news that Phoenix Suns center Marcin Gortat had been traded to the Washington Wizards for an injured Emeka Okafor, the belief that the Suns were committed to tanking was summed up as follows: “Focus on young talent, clear more salary space, and focus on next June’s draft. Lock them into the No. 2 spot in the lottery right now.”

After the team acquired Eric Bledsoe, many believed they would seek to simply play their young talent as much as possible and explore the possibility of moving their other point guard, Goran Dragic. No one thought that new head coach Jeff Hornacek (former Jazz assistant) would be able to lead this young core and get them to buy in. No one thought that Dragic and Bledsoe would be able to share time on the court (let alone effectively), and no one believed that the team would be able to get productive contributions from the likes of Miles Plumlee (9.5 PPG, 8.7 RPG, 1.8 BPG) and Gerald Green (12.9 PPG).

Sign up for our 1-day Christmas Fantasy Bonanza on DraftStreet for a chance to win $100,000!

Defying the odds, the Phoenix Suns are living up to their new social media mantra, Ignite The Future, with a 17-10 record. The style that Coach Hornacek has gotten his group of young players to commit to is predicated on many of the things that Coach Nick analyzes, namely floor spacing via pick and pops and efficient three-point shooting, while being able to attack the basket with two quick, penetrating point guards. This is a team that scores 103 points per game and attempts the third most threes.

The wheels on the bus take the form of veteran Channing Frye.

ChanningFrye

This year, with injuries to Dragic and Bledsoe, Frye leads the team in minutes, points, and field goal attempts. He is averaging 11.3 PPG for the season, but has shown improvement as he shakes off a nagging shoulder injury. After a forgettable first eight games where he only broke double digit scoring once, Frye has shot better than 50% from the field and from three. His role in the offense is that of a pick-and-pop big, and he is emerging as the premier example of just how devastating a three-point threat can be as the screener in the team’s go to action.

Want some evidence to support his involvement as a pick-and-pop big? Of his 118 attempted threes, only nine have come from the corners (per NBAwowy). On top of this, 35% of his shots come from catch and shoots. The Suns starting unit, Frye-Plumlee-Tucker-Dragic-Bledsoe scores 101.1 points per 48 minutes while only allowing 95.7 points.

data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfQAAAHWCAYAAACBsnu3AAAgAElEQVR4nOydeVyU1f74Dz+4ggZfxTUFFVywVFQ0QZZRczf1Gnm53bx2b0abZotYKprJoggIszwzA+6KS4vd6jqhoiLMEJUtZJSRWkY3wwVNhk1W+fz+wDMeHmdggJl5Zvn88X695Jkzz6zO+/l8zud8Dvng9ddv5y5bdsVSqFetgo/XrAGxWAwfr1kDlnxsxP7ZtXp15aKNiyonvz35ij4WJCwAR+Pfm/4NizcvhieTn4SnUp9yKBYkLLhiiCWbllTuioyszJ08+QqCmAL1ggXw4VNPwasJr7b5/TM1SzYtuU1yly27AhERKkuhjY6GL9evh3379sGX69eDJR8bsX8Or1xZLIoRFZNYotKHKF0EjsbfJH+Dx5Ieg7nb50J4RrhDMVA8UGWIeVvmFR+OiCgGQlQIYgq0IhHkL1wIK8Qr2vz+mZoFCQuuoNARu6K9Qjc0zp6YFDOpYGbCzOqHUx8usOQPjBCg0BEhQaFbgQQQ+wGFjkJHoSNCgUK3Agkg9gMKHYWOQkeEAoVuBRJA7AcUOgodhY4IBQrdCiSA2A8odBQ6Ch0RChS6FUgAsR9Q6Ch0FDoiFCh0K5AAYj+g0FHoKHREKFDoViABxH5AoaPQUeiIUKDQrUACiP2AQkeho9ARoUChW4EEEPsBhY5CR6EjQoFCtwIJIPYDCh2FjkJHhAKFbgUSQOwHFDoKHYWOCAUK3QokgNgPKHQUOgodEQoUuhVIALEfUOgodBQ6IhQodCuQAGI/oNBR6Ch0RChQ6FYgAcR+QKGj0FHoiFCg0K1AAoj9gEJHoaPQEaFAoVuBBBD7AYWOQkehI0KBQrcCCSD2AwodhY5CR4QChW4FEkDsBxQ6Ch2FjggFCt0KJIDYDyh0FDoKHREKFLoVSACxH1DoKHQUOiIUKHQrkABiP6DQUegodEQoUOhWIAHEfkCho9BR6IhQoNCtQAKI/YBCR6Gj0BGhQKFbgQQQ+wGFjkJHoSNCgUK3Agkg9gMKHYWOQkeEAoVuBRJA7AcUOgodhY4IBQrdCiSA2A8odBQ6Ch0RChS6FUgAsR9Q6Ch0FDoiFCh0K5AAYj+g0FHoKHREKFDoViABxH5AoaPQUeiIUKDQrUACiP2AQkeho9ARoUChW4EEEPvB6oW+mICl8X/RH6bFTgPflb7QO7K3RUGhI44ECt0KJIDYDyh0FDoKHREKFLoVSACxH1DoKHQUOiIUKHQrkABiP6DQUegodEQoUOhWIAHEfkCho9BR6IhQoNCtQAKI/WD1QjczA7cOLHxE/kgZ+xr/JvkbPJb0GMzdPlcnusf2PFYemB74wyDJoExLSxeFjtgrKHQrkABiPziy0Psn9/+GfW1h6WFNE+UTy+clz7sxJ3FOw4y0Gbcfz3i8iRXeI2mPnBVawih0xF5AoVuBBBD7wVGF3mNzDw0bmY/jxpU+mPTg1yS25Tr0sYqxX87YNeMaFd68PfMqRstH5wstYhQ6Yg+g0K1AAqYgys+vqL+bWxUhBAgh4O7iUh/p63uxZP78LDpGM3WqekbfviV0DCEE/Dw8yo6Ehua3du6MwMAzfh4eZez9ZvTtW1I4c2Y2RESoSubPz1rk5VVMb1vk5VVMH7dk/vwselwzdapa6PfJ3Jhc6Mx7fh+LST6JJSryBDlDepEWnw8ZSkrIcpLd6rmDSRHxILrvDOlC6sl4cpGsIlkklqjIUqImXqRUd1swKdLd9wlyRnc8lqj8Zf4l9DUFKYIqXeJcjtGx/MYy3mLvzDl75tyi0puxa8bVjv6I9I7sne/Sx6XFa3fzcyvps6KPuiPjKK6DXUsNve8eUzyKej7V84xzd+cqQgg4d3eu6vlUzzNU6CMWjABCCHgHeTuc0GMJKexP7n2n/AgpiyKkqISQrChCigy9p4GElBo6ZxQhRew53QmpjyTkYgkhWUCISkOIOpA0f0/dCamPIqSI3jeDNH9P3QmpF/q9sQQodCuQQGeJ9PW9SCVeMn9+VuHMmdlUwIu8vIohIkJVOHNmtruLSz0hBKL8/IogIkIVO2pUIf1PQuXMJyMw8AwdcyQ0NJ+Vd383tyr2PIu8vIrpc4kdNaoQIiJUXEBAATvW3jF7hD6XFOh+CJeTbJ1YqeBXkSwykhQTQoB4kCqD5xlPLuqEvIpkkeUkW3dRMJI0P/+hpPniby4p0N22lKhJLFHpHmMkKXaKccoMTQttoGl2zy2en7KPpa9T3AhuRM7j+x6/E54RDo9nPN40SDzoaHt/QPqs6KOmr71HeI+CATEDsrqO7VpMJTsgZkBWe8a1Rr83+2Wz53BydaonhAA9t5OrUz0V+gN9HwBCCExcNtGhhE6F7U5I/RFC8gsJyfYjzd8bQ8Kmol5EiN73IZI0f0/dCakvISSLPSe9zwzS/D3lCCmgt2kIUQMhqkWk+Xtq6Pz2BgrdCiTQGdgImAsIKKDHWREXzpyZTUXLFytf/Hz03c5/zEBPz1J6oRDl51dECIFAT89SiIhQ0YxApK/vRaHfK0tgdqGzIo4lqvskHEtUZBXRfT5kLim47xyGbmcvDpYTncDIYpKvi9RplN6F1BNCgDxBzvTa0usz+nrGy8ff5D+eodavs3bPKqVRur/C//P2/oBQKbv0cSmjxwbEDNC9th7hPQraM641ej7VU/fedJ/TXXchPFA8UJdF6R3ZO39a/DSgf89TznMoobuT5u+EvgiZlSylhNz7HsYSUsg/H3s7R0iBvnMWknvf0yOE5NNInT4H+pwyCDkj9PtjCVDoViCBznAkNDSfjaANHafSpaKlGDpOoeegUb2+460JnWYFHCHdDhEWEDoVqxcpbZGSZ9PhrR2PJSqymOi+G7q0vb7jhoS+lKjZi4pBKYO+p6/nYcnD9712Q0KfsmNKMRV6YHrgD+39AaFp8a5juxazx+nz9pjiUdSeca3hMcVDly7uHdlb997whT7umXFASHO63ZHm0I+Qe9+XI4Tks7cZknZr92ntdv5xQ0LXkObvqaOk2wGFbvtCL5k/P+tIaGg+fx6cL3TN1KnqI6Gh+fzUeltCp+dm5+Ihwjih0yyBo6TbIcICQqeSHU8u6iRMU+3GCn0VydLdrzXRGxI6zRLczQp0VOiTd0z+lQp90rZJ7Ra6sUJuj7jbunhw6eNS1prQPX09gZDmdDsKvaXQ2cgdyL0UPSEE6Hw4SwkhWUcIyeefz1ih03S9o6TbAYVu+0I3BJtyby06pin1GX37lhh7bjblHjtqVCFNq/OFTufaHSXdDhFmFjqNjImBVLq+lPo0Umj0+dmU+1Ki1qXV+UKnhXRPkDMklqhapNw541PuM3fPvE6FPkY55gtrFjqdM+86tmsxOyfPnr9HeA9dfcM85TyHEroh2JQ4mzYHcm/uuz8hVe05Jz+NT9PqfKHT+XlHSbcDCt0+hV4yf35WW5E3RNxf8Gbs+flFeIaK4mi6PSMw8IzQ74mlMKvQ2YI4WpymD37BmzHnXkWy7kvn6yuKY5/D3XPfLYq7I0oXQWha6J3um7tr2hL6cNnwbFoUF54RDj4Sn2PWKnS2IK77nO6FrODZojg6t+7p64nL1u7CRuGFhGSzt1HhziCkxNjzlRCSRaVNC+30FcVx5N73VF/0b6+g0K1AAqYk0tf3IhVpoKdnKT9VDhHNy9doZO7u4lLPFtO1BhcQUECXxvV3c6tiI3/+sjV6seDu4lIv9HtiScwqdCpqQvTfby4p0EXPHqSqVenzz0ujcS9SqrsIWE6y71u2Fnz3B3ooKWHPMYYbc5W+ponyieVOMU6ZhoTuLfbOnL179k0qvVm7Z13vyA8IfS+oXCn85WjGjjMEWxDXO7J3/kBx8zI4/rI1mpYf98w4FPpd+dLomZ/2Zgve+Kl4Q0QScpGeL5CQUirqQkKy+cvW6IVEey4W7AEUuhVIwJSw0vXz8CjTtxytcObMbFbAdIlZW7DFde4uLvWtRfU0UqdRO73ImNG3b4m+iwx7waxC50fQfNjUeBdSf98ceWuRP70Q6EXKWl2/TiP1aaRQF8F3IfWuQa6/T1RMLKeva4xszNW+iX3P8IXur/D/fPqu6SW6xjJ751V1pMKdFbXrYNdSKmb3IPeLVN50OZqx4wzBFsQZGsNWzQdHBQOdS3fu7lxlqIre3oVO57D1RedtFcTpgyOkgEb1foSU8c/JQiP1WEIKaQRP168L/b6YExS6FUjAHNAI3BIpd31j6EUFvXAI9PQspffjV8zbE2YVOo0uaUGcKVPurKwNXTCwS9noOvRgUkTv1+f5PhfZ1xaaFnpnAjfhz8eSHiudkzinYVr6tAo2zd7R6na+0PmpdBo50+PGjjMEWxBnaAydP/f09dTJPDgqGFq7aLBnobPC1heBt1UQ1xptrW1n5+3pOvQoQoro/Yy9gLBFrEbolu509re//Q3yV68GiIhQ1TzxRNY306cXq0JDQRUaCt9Mn15c88QTWfQ2evzGX/+qEVoYxkIbuhBiuGkMX7zGnrtw5sx7hS560vWaqVPVuv/Md4vkovz8iugFRGsXGbaO2YTOFsTdLUYzCCve1orn9EXq9H76ovRppFAnfJoJWEzy6QWEU4jTTz4pPucClYEVbW3OMm/vvKrg7cFFPlKf46YWOhWw62DX0vaMMwRN1bsHuV80NMbNz62EEAKjnxyt+40JzwgH2p2OpuodRehUnoYK3mjU7EdIWXvPzc6P64vSY0nz9zSQkFKaij9CSD7NGBib4rdF+EK3eCfF3GXLrliy09mvr78OiyZMAH9/f3jnqacAIiJUF+bMKaQi/27mzIuq0FC4MGdOIUREqC7NnVugCg2FEyJRtdCyaA+G1qfzMaZ4Th+ssPm30c9zRt++JazQ6XNCoXdA6G3J1lA0r2/ZmiEMrU/Xl25nhU7n1e8+Vrf4bqfGcGOuhqWHNekT+qzds64Plw3P7mxEYEjUNEXu3N25qj3j9MHvEKdvDJtuZxvLhGeEA/3hcyShs9G3oWi4rQ5xrdFWup5Nt7NCp8/LUYTOfhct1knx46VLr+mL9szV6UwbHQ0no6LA398f9i1aBJfmzi3Imzq1VBUaCudmzSo6N2tWkSo0FPKmTi2FiAjV59OmlahCQ+G7mTOtcumVNaxD59+HRv1cQEABCt1EQud3iGMlbK516IaifrZYTo/QKc4xzkd7JPTIm7Vl1u+zE2fXBUgDfupINXtbkXNbojZ2nD7YgjhD0QpNtzt3d64KzwjX/Yg6otBpMxdCCBiar26rQxw7zph16OxtbLqdLZZzRKH7TvMFQizcSVGycOFNfZGkuTqd0Tl0KvRzs2YVtSb0Y2Fh9dacbreGTnHscTYdXzJ/fhYK3URCN1QQZ0jcrQnd2E5x+jIEvUhZi+fTitAphtahdxZDKXP+cWPH6cOYgjj6g+ge5H7R0YVOo2Pae13fGGML4oztFMfeh6bjaSrfkYXez78fEGLhToofL116zZIRZnuE/vu8eV9ae7rdUC93Oh1Bl40ZynDQaQxDle76MiDsHDm/aQ19XNqoBufQTSR0Q4LW18udnW/Xt3TNUC93OkfOzwLEkntr0mmjGj1z6JYWOq1U50fYtNiNrhk3dlx7LhpY2DXpfKE70hw6nbsmpPVmLmxKvrXzGerlTh9HX0tXOjdPI39HnkM3VsjtEXdb/08MVrmbq9MZP+V+Yc6cQppW5wudFspZa7qdwtYgZAQGnuECAgqoqKnk2RqERV5exUdCQ/NpgaGfh0cZveAJ9PQspfA/h9hRowrZAkN90xz0Nvq4rMSxyr2DQm+tQxzb3W0aKWyxlSqVPN0G1YuU6irk2RT+E+QMmUsKdGvR+Y/BXgDQ+XtW4vTxDCyTM5fQ+fPb7NwfW1lu7DjXwa6lFL6s+dELhaYa6cVCeEa4Q1a5FxKSTdeIt7X221CHOLoNaiAhpTRdz+62lkHIGY6QAvo4/M5z7AUALZZjJe5oVe6WFLqux4M+oZuz05k2OhqeCQ0Ff39/OPj3v0PNE09kGSqKo+n23+fN+1JoUbRFlJ9fERU2vcDhvyeaqVPV9H2l0XqUn18ROz+u++EmRLekLyMw8Ay7AsHPw6NMX3U7m25nMynsOnR2r3R7xCxCb6tD3BPkTIt9zXuRshZSZlPpbMo+mBTpJE5Ic7MYfVKmj89ux7qKZLHr0FsrvjOX0AeK76/OdXJ1qjemilffOPa7z78QMBTF0wsDKvzwjHCYFj+txTp0ule6PQu9tb3Odb/Rd0VqqEMcm0pnl6RFEVJEJU7vp0/KNN3OXiiUEJLFrkO35+gcBBI6+//kPqGbu9OZr2fzf7SwsDDQvPGGTlr8ZWs03X4sLMyhOp0hncPsm7PYIOYUurXBrrF39E5xiOXRJ3RLdlK8T+jm7nQ2fcgQIITAxIkTITcqymBjGRqp06idRuufT5tWQteoIwgfFDoKHYWOCIU+oVuyk6LBOXRzdTrTl3LXN+6ESFRNhU7n1Knkz82aZbdzwEjnQKGj0FHoiFAYk3I3VyfF/xvwf/UGhW6uTmfa6Gj46OWXW6xD54+58de/amj6nRbJnZs1q4im4emSNgThg0JHoaPQEaEwRujm6qQ4VDS00qDQzdXpTN+yNf4YGol/Pm1aCSv0awsW5KPQkdZAoaPQUeiIUBgjdHN1Uhz3t3FlVrEOnX8fmm6/NHduAQodaQ8odBQ6Ch0RClbof3ngL2CMqE3VSVH0suiGVXSKY8drH3/8NE231zzxRBYKHWkPKHQUOgodEQp9neIs1UlxQcKCKwZ7uZur05k2OhoOPvecTuj8lq50Tfrn06aVQESECufQkfaAQkeho9ARoWCFPmLBCNAXYZurk6Ju+1RLdjo7/Pe/w8P9+4O/vz8cee65+5at5UyZUkbT7RARoWIljlXuSFug0FHoKHREKFihz0qZBdR9luikeN9+6JbqdPZw//6wdu1a+HL9+hZCZ9Pt2scfP02Ps+vQ2b3SEYQPCh2FjkJHhKKt/dDN2UmxhdAtBZ1D37dv331CR5DOgkJHoaPQEaHgC92S330UuomhvdRbG8Ou729rLNJ+zCp0uie5sceNPQfbK55iQ0KnkYKh2527O1fp2+2MjU7Y165v/+e2HgOFfq+Xuu63xYj70P3LjT2OtA4K3QokYArYVQGGxvCFH+XnV2TPW5kKgdmEzm6wYszx9pxjJCm+b4c1GxE6K2N9t9MqXENCp6Lu92a/bH1/G/MYKPT7BRxFSBG7wYo+2M1YjDmOtA0K3Qok0FloXQGVuqFx/DX8hTNnZvNXDSCdwyxCZ/ceZ2Vs6Hh7zkFvo9ui2pDQaYUtFa4+WTt3d65yHexaakjoPcJ7FPC3RnUd7FpKo/S2HgOF3gzdrpT9m789Kgu7TzkrbkPHEeNAoVuBBEyFMSl3lig/vyJjW+YixmGTKXdyd2tUGr0b2Nfc2oTOilufbGmqvTWh64Mfobf2GCh0/UQRUrSIkDZfG6bcTQsK3QokYCqMFbqxbXWR9mNzQqd/sxG6iSN2IYTuMcWjiHa+ao/Qnbs7V+nbjAKFbhxsulzfnuV8UOimBYVuBRIwFXyhs1vMGorEUeqmxSqEPpLoPncykhQbdQ4WE8+pW1roNNVO/2aFTtfX0rWz7HkIMbyzFAq9/VCpLyL3vo/8qB2FblpQ6FYgAVPR3pQ7RDRLn+3Qh3QOqxB6R85hR0JvsT8zQ1uy1lfdjkLvOIsIKeYIKWhtDArdtKDQrUACpqItoR8JDc3nF8H1d3Oram17WqR92JzQF5N84kGqWozh/21jQufTWsqd3retlDwKvXWOEJLPL4LrT0gVv1iODwrdtKDQrUACpqIj69Ax3W5abE7osURFgknLiNbEFe/WLHRD0Tw/Wkehtw1/HTrOoVseFLoVSACxH7BTnOWFbk04stAR4bEKobNV14S03HVNH2xf9vZGmCh0xJyg0FHoKHREKFihT14/GVrLOrH0CO/RIrvSYaEfWLz4OiEE6DwuTRsbmtdli7j0zQm3BQodMScodBQ6Ch0RCir0yNhIaKsDIkVfUWlre6C3KvToadPK+EuqAj09Sw1F6e2t4uaDQkfMCQodhY5CR4SCCv3vK/4OvtN8W3z/2A6IfKHz/+bvjW600PXNoRuK0GmrUnZ9dXsrtFHoiDlBoaPQUeiIULQ2h24oQufjMcWjiN+jocNCp3uc6/uxpHPtNHrvSC9yFDpiTlDoKHQUOiIUhoRuqAMiC7sJUXtaJRsUOiEEWJnzO52ZYh01Ch0xJyh0FDoKHREKfULnN1VqrVsipSNS1wmdFsK1Vd2uLyJvb9odhY6YExQ6Ch2FjggFK/RZKbOgrep2Q3Qd27W4vfdrUeVu7PKzQE/PUjq2cObM7Pbu541CR8wJCh2FjkJHhIJf5W5MlN07snc+vwjOubtzlTHz7fcJfWlgYIW+Tk2tRevsOvT2/uCi0BFzgkJHoaPQEaGgQl+4dCEY0wGRwl+HbpI5dEuAQkfMCQodhY5CR4TCKjrFWfIHF4WOmBMUOgodhY4IBQrdCiSA2A8odBQ6Ch0RChS6FUgAsR9Q6Ch0FDoiFCh0K5AAYj+g0FHoKHREKFDoViABxH5AoaPQUeiIUKDQrUACiP2AQkeho9ARoUChW4EEEPsBhY5CR6EjQoFCtwIJIPYDCh2FjkJHhMJhhb5jxw7Y//bbcHjlymIEMRWS9esrFsUuqhDFiIr1sTB5IbAYGmdP/D3276X/2PyPxoUJC/+ct2VesT2zRLoEWFob+/Tmpyu2vfRSRZ5IVIwgpiB/4UL4ePFieG3ra44l9J3bt8OR6GjIW7asGEFMxba1aysiN0ZWRsREFOsjMjkSWAyNsyeWxCwpeSPmjepX41+t+NfmfxXbMyvEK4CltbHL4pdVSlaurDgcEVGMIKbg48hI2LdsGbye8rpjCX3/nj2YckdMzuGVmHLXR0RMRPG8LfP0btVoT2DKHRESh02579+9G75BoSMmBoWOQkehI0LhsEI/sGsX/IBCR0wMCh2FjkJHhMJhhX5w504UOmJyUOgodBQ6IhQOK/SM9HQUOmJyUOgodBQ6IhSOK3SlEoWOmBwUOgodhY4IhUML/UcUOmJiUOgodBQ6IhQOK/T9CgX8sm4dCh0xKSh0FDoKHREKhxX6AbkchY6YHBQ6Ch2FjgiFwwp9r1SKQkdMDgodhY5CR4TCcYUukaDQEZODQkeho9ARoXBcoYvF8CsKHTExKHQUOgodEQqHFfq+1FS4gkJHTAwKHYWOQkeEwmGFnpGSgkJHTA4KHYWOQkeEwmGFvjs5GYWOmBwUOgodhY4IhcMKfVdSEgodMTkodBQ6Ch0RCscVemIiCh0xOSh0FDoKHREKhxX67sRE0EZHo9ARk4JCR6Gj0BGhcFyhb9mCQkdMDgodhY5CR4TCYYW+IyEBhY6YHBQ6Ch2FjgiFwwo9fdMmFDpiclDoKHQUOiIUDiv0bSh0xAyg0FHoKHREKBxW6Hs2b0ahIyYHhY5CR6EjQuGwQt+HETpiBlDoKHQUOiIUDin0L9avh33x8Sh0xOSg0FHoKHREKBxS6J+uXw8ZKHTEDKDQUegodEQoHFfocXEodMTkoNBR6Ch0RCgcVujvotARM+BoQnff5H66X1K/L31SfM49LHn4N3+Zf8l4bvzNCdyEP4OUQdVByqBqUboIIpMj4Z+SfzbO3zu/es6eObdm7559c8auGVem7pz626Rtk34clzbuyxHciByhhYxCR2wZhxX64dhYFDpicuxZ6B6bPXIGJQ/63l/mfyVQEVgRmhZ6h/96DBGZHAlLpEuALzw+j2c83vTYnscqZuyacTVoW9C5h+UPa4SWNAodsRUcUuiat96CwzExKHTE5NiT0N03uZ++K/CSEGVIrbHy7ozQ9bFw38J6Kng/zu+00NJGoSPWikMKPfutt+ADFDpiBmxd6N0Tuqt9Unx+HMeNux6WFmZ0BG5OofMj+Fm7Z5UGbw8uGikfaXXROwodERKHFfp/Nm5EoSMmxxaF7hzjfNRrq9e3Y2Vjr4WlhzW1R9RBiqDKsbKx10ZIRlwalDzo+z6Jfb7otaXX5903d9d03dQ1u1t8t1Mktrko7q9Jf/19uGx49kPcQ2p/hf/nY5RjvpiYPvF70Q7RLzN3zbw2b8+8ysczHm9qj9xn75p945G0R876SHyOCS1zFDoiNA4r9CNvv41CR0yO2YQ+khQTQoB4kdIWx4NJEfEgVYQQIIQA6ULqyUhSTFaRrBbjVpEsMpIUky6kXjfWnVT3mNHjGk2nT0qZBP0n9wd6e//J/WFSyiSgt9Hj/V7pd9Fjs0eOU4xTprHP39gqd2+xd+YIbkTOI2mPnJ2+a3rJgr0LaluT+uT1k8HT11P33Agh4ObnVtJnRR81e97ekb3zXfq4lLU1juI62LWUHcviMcWjqOdTPc84d3euIoSAc3fnqp5P9TxDhT5iwQgghIB3kDcKHbEoDiv0oxs2oNARk2NyoVMRU6GwQg8mRYQQIB6kiiwn2S3G8sXvRZoFNZSU/OXNv2QPXjP41wcGPdBECAHfcF8QpYtg2OJhQEU+cM5AIISA99+8K31SfM65LXS791gdyAJ0ZtnaCG5ETtC2oHOzd82+wUbw0+KnAX1fJi6bCPOU88Bnms+du5KtHhAzIGugeKCqz4o+ajquR3iPggExA7K6ju1aTGVMx7VGvzf7ZbPncHJ1qieEAD23k6tTPRX6A30f0D0nFDpiSRxS6KfeeguOodARM2ByoVNp6xM6jbbnkgLdseVEJx7yBDlDYomKLCU6oQ1aM+hSSFpIvShdBA9FPqQ776SUSeA5sjnS9V7gXdNjZo9rLR5vKCkhhAAZTy5aWugsQ6RDTgZtCzr32J7Hynyn+QIhBDx9PXUR+zzlPN1rGv6v4Vd8JD7HqLxd+riU0fMMiBmQxQq6rcft+VTPM3R89zndC+m/B4oHqui/e0f2zmcvMqIFbOgAACAASURBVOYp56HQEYvikEI/9tZbcPytt1DoiMkxudCXEjVZTPJJL1LWQrCLSb5O3ItJfov70OPBpIh/UcA+9thVY4Ee94/yb+g6tGu17n70PvTx6MXDUqIWUugsXX26/kkIAZ9pPnfYNDx9TaOfHA3z986vcR/qriWEQNexXVs8PptCb+uxPKZ4FLHiNiT0cc+MA5puxzl0xNI4rtDXr0ehIybHbHPoNGVujNDp2GBS1DOhZ36fuX3K9AldlC4Cerzbv7qdZe/XQuhPkDOdSbebS+j0ufea0euXkO0hP83dPVerb56djus7u+9vHX0sOqfu0selrDWh0/n8icsmotARi+OwQj8dHY1CR0yONQndbahbZWhaaINveHNqmhV6iDKk1ifF51yLaJ6m1flCp/PyHUy3m1voNMIeJB50NGhb0Dl+IR0dNzJiZFPItpDz3mLvzPY+Fp0z7zq2azE7J88+jx7hPQrYdDsKHbE0Div0vLVrUeiIybEGobsMcrlFCAHPkZ4gShcBK/QQZUjtcPHwn903uZ++Lz0/jTTPDY8kxWQ8uUgIATKNFOrS7XRO3kqFThnODT8Vuj30woK9C27zU/DhGeEwfdf0ktHy0fnGPg5bENd9TvdCVvBsURydW2fn9FHoiCURXOi7Vq+uPLxyZbGl+HjDBti+cSNoVq8GbXQ0NP3jH8eFlgBiPwgtdK9krwKPER71hoTeL7Hfly3Oy59vZyvqR5JiXbq9C6nvqMzNLXQqVwpdjjZGOeaLaTun/UGP/+WBvwA7rod/jzJDy9ZY2IK43pG98weKm5fB8Zet0bT8uGfGodARi9Pk7HxUKxJB3l//Cq8lvgZLpEtg3pZ5xZZiyaYlleQ/CQmVeUlJxZbi05SUax9t3Vq3/26Ve82LL54TWgKI/SCU0J1inDKHpQ67EJYe1kSr1anQBz8+uFE3ln9evtD50EidRu00Wh9KSu5b6y6Q0F0Hu5ZSMbsHuV+kkqfL0XQXM/79YFr8NGDXirt0dbkzIGbAydYehy2IMzSGrZoPjgrWrY137u5cZaiKHoWOmJJab++zWpEIDix7CTZJNzXEp8WXvq18u9hSbBRvrCS5iYlXgONUluL2zp0Xbh04ANtiY+Hi2rVQsWpVWePixSeFFgFiHwghdOd/On8xnht/k56TFfp4bvzNv4j+crHDQqdNa9j17VTyhu4jcMqdRs70OB03LHxYJTu3TteLDwsfVu0j9Tlu6HHYgjhDY+j8uaevp07mwVHBwL+4QKEj5qDJxeV4ZUDAjeLp00G6fi0o1UpIUaf8siF3g8pi7N1wxeJCb0xLU2szMqqPymTw0d1ucbUvvvi90CJA7AMhhO67wvcme04q9K5Dula5xrlmtVjL3h6hM+vXdecIJkW6NDy/eY2VCJ0K2HWwayk77v8e/b/zIdtDflqwd0FNeEY49PPvBzRyn7l75nVD8+o0pe8e5H7R0HNx83MrofP09PHCM8KBdqejqXoUOmIOaHT+8XORIElPALlGXhufG59v90IHjlNV79596eq+fZAWEwOXo6OhcuXK0qYnnzwmtAwQ20cIoY9dNbbFOekcum5sR4VOI/GhpKSF0OljW6nQaYrcubtzlb5xAcqAr2fvnn2DyveBvg9AeEY4zN4z++YY5Zgv2HPxO8S1lW5nG8uEZ4QDvbhAoSPmoomQT6rGjLl6depUkK1dDfJTckhVp/5mUZkLKfSGbdvyy/fvr3t/61Y4cTdKr3vhhW+FlgFi+1hK6N3+3a1An9AncBP+dPJ2utFC0sYInb/0jU23zyUF1ih0Gjm3JXR943ykPseHhQ+rZoUenhEOC/YuqB2lGPUpHccWxBkqoKPpdufuzlVsVT0KHbEEdf37f60VieDU00tAlhoHijxF42b15i8cRujAcarqPXt+K9q5E7bFxMD16Gioev11iy6fQ+wTSwjdY7NHzuio0fV8oY+Vjb3mEudy7L6o25DQW1vLzraQXUWyrFHo/NS6oeNtjevn36/l/usZCxuo1I0piKOtZd2D3C+i0BFLUzV69OU/J08G5RurQJopBbFa/IfFZS600Ou3bz+jPXDgzr6EBPh0wwbQrl3bVPfss18JLQTEtjG30F0Gu5RNkE/4U5QuApduLkAIgYciH4KHpA/96hbndrKFiGmbVnYufDnJ1p1zLmmO8vUtSaNr0oeSkhYXBVY0h04r2mkkTqFFcXTNeFvjhv59aCm/u9zc3XO1Y5Vjzxi6GNCXKeizoo+aL3ScQ0fMSX2fPl+Uh4Y2fPG3RSBL2ADKPCVsyd3yjcMJHThOVbV37x+fbdsGu2Nj4VZ0NFS/9trvQgsBsW3MLXR3P/c6el+6uYqLp0u9ywoXdYvd1kaSls+BHqfLzZaTbF1/eHZzFwr/NlbiVlLlzp/fZndRYyvLjRh3MnR76Pm+o/s29fPvp4vYZ++ZffP/uf2/BkLu7wPPT8nTi4XwjHCsckcsRvVDDxVrRSLYufJ1EH8oBolGcm1D7oZPHFLodTt2fHMjIwN2bNoEZ9evh/I1a+rrly79XGgpILaLuYTuPMj5T0LurS2nDFg6oEQnX0Ka+60bEi1/7/RepExv9zc2ymcjenYdur491y0s9IHi+/c5d3J1qjdmP3R943Sv+W50PStllu5vGu0bSrdT4dNtXdl16HSvdBQ6YkrqPT0/LQ8Orvlh7lyQbVwHyjwlJOYmfieIzK1B6MBxmZV7915XKZVwIC4OtNHRUL1ixa9CSwGxXcwhdKcYp0x2nTlltGz0ZaMjfIExl9BNzeSdky/x0++zd8/+09j+7/z7tjYWhY50htvDh/+sFYng4IrlkPJOCkg10psbczced2Shq2p37Pjuf3v2wPb4eDi/bh1UrF59u+Hf/84TWgyIbWIOoQ9LHXaBf79RklG/u8W5nRRa1PYmdB+pz/GpO6YW88Us2i76BYWOWAuNHh455UFBlcXTp4PsbiOZZHXyD4LJ3FqE3qRQZFXu23fzkEQCH8XHgzY6Gm4vX35RaDEgtomphe6V5PVtSFpIPXufMbIxJbrNVWwEWxH6QPFA1VDZ0FOP7nz0MivmxzMeb5yYPvE7FDpiDdQMGfKTViSCj154DsQ7EkGmkWnjcuNOObzQgeNUNTt3nvthxw7Yvnkz/LJuHZS/+WZFwz//mSO0HMxBlJ9fUX83N908qruLS32kr+/Fkvnzs+gYzdSp6hl9+5awc4p+Hh5lR0JD81s7d0Zg4Bk/D48y9n4z+vYtKZw5MxsiIlQl8+dnLfLyKqa3LfLyKqaPWzJ/vq45h2bqVLXQ75M1CN01zjUrRBlSy44PVgbXuMa5Gj13bS3YktAHigeqfCQ+x+btnVfVYjnbvoX1w2XDsx1R6LGEFPYn9+ov/AgpiyKkqISQLDqG/X/P5wgh+UCIKoOQM/Q8/QmpyiDkDL1/JGkutpxBSInQr9eaaezW7VTFhAlll6dNA9m6taDIUcBWzdafBJW5NQm9UanMLt+/X7svNRU+2rSpedOWZcuKhJaDqYn09b1IJV4yf35W4cyZ2VTAi7y8iiEiQlU4c2a2u4tLPSEEovz8iiAiQhU7alQh/Y9J5axP5rr/vKGh+ay8+7u5VbHnWeTlVUyfS+yoUYUQEaHiAgIK2LG2iqmE3iWuy/HR0tGX2bEhaSF1A5IH3F+RbgPYmtAHigeqAtICvpq/d34NK+jpu6aXDJENOeFIQo8izUsW3QmpP0JIfiEh2X6kuRAzkJBSvtCpvPXhTpqLKjWkeSmlOyH19DYqeo6QAqFfszVTM3jwD1qRCD568TmQbtsCnIaris+Nz0Whs1H6rl3nv925E3bejdIrVq261fjUU3azaQsbAXMBAQX6RFw4c2Y2FS1frHzx89F3O/8xAz09S+mFQpSfXxEhBAI9PUshIkJFMwKRvr42Pd1hKqEPSRnyI3/ssNRhF4QWsyMJfaB4oCpoW9A5vqRDt4decCShUwlHEVJEj2UQovvd0BCiNkboR8i9Rkb88VTwhBBgo36Eh4vLsYqAgBu/T5sG3Lo1zdG5eqtlN2GxBaE3KRTHb+3ff2dPaip8lJDQvGnL88+fFVoQpuJIaKjuPxObOucfp9KloqUYOk6h56BRvb7jrQmdZgVsOd1uKqH3TOiZH6QIqmTH+Uv9S2wx1W7rQh8sHXx06s6pv7OSXrBvwW1+z3d7FTorYb6o6fFYQgr5gm7rXPzxsaS5kRGm21un/sEHv9KKRPD+shdBvGMLKPOUTTG5McLOnVuj0IHjVLd37frlm507YVdCApxfv745Sl+y5LTQkjAFJfPnZx0JDc3nz4Pzha6ZOlV9JDQ0n59ab0vo9NzsXLyxQqdZAltPt5tK6P4y/yu8VHt9t/hup4SWsiMKfaB4oMpX6pvFT73P3jX7Bgr97v/tu5F7Z4ROU/iYbjdMo5vbSbpFKo3OxRpxseAit1ahNyoUJ2/t339nl1gM79+N0m8vX35BaEmYEzbl3lp0TFPqM/r2LTH23GzKPXbUqEKaVucLnc6123q63RRC99rq9W1YelgTO8Ynxeec0EJ2ZKEPFA9UBaYHFvJlHZgeeF+zGXsTuiEKyb3mQ1TCbQmdTauz4zlCdBsNYbrdMHTu/L3ly0CyJxmUecqmOHXcacFFbq1CB45T3d69++JXO3fCnqQk+Gn9eih/880qe12XXjJ/flZbkTdf+m1VurPwi/AMFcXRdHtGYOAZod8TIYXedVPX7PHc+BstUu0y/ysucS7HhRayowvdW+ydyV/KNnfP3FsjuBG5jih0WihHCIFCQrJZQdNom1ays3Pv+oriaLrdj5AyoV+XtdLo4ZFbPnFi+cVZs3TrzlM0KZcEl7i1C70hLS33z717y3dJpfB+YiKU2Wn3uEhf34tUpIGenqX8VDlENC9fo5G5u4tLPVtM1xpcQEABXRrX382tio38+cvW6MWCu4tLvdDvidBCH5oy9Dx7W1h6WJPHZg+10DJGoTczXDY8+/F9j99p0XBmR8uGM44g9BJCsqiYFxGie/6s0DWEqNkUO43ijxCSz1+2Fkia9ymgc/HI/dCucIdeeRlS9yUDl8dVxufG5wkucWsXOnCcqmbHjh8/37ED9iQnQ+GGDVC+Zk1d/bPP2nz0aEi6fh4eZfqWoxXOnJnNCpguMWsLtrjO3cWlvrWonkbqNGqnFxkz+vYt0XeRYe10VOgemz1yAhWBFextw8XDfyaxpOU2p8TAZiqU9oy1caH3juzd4rX2CO9RYGgs3bOc0tHHDNkWcp4V9vy986tHykfmOZLQ6XpxNjoH0hy1RxFSxB5bRJo3BTIUfZcQopuWyyDkDI3u+xNShfPpzdT36vVZxaRJt8/Png3cva5w5wUXuK0IvUmpPPHnnj03d8tk8E5SEpRFR0PVa69dFloW5oBG4JZIuesbQy8q6IVDoKdnKb0fv2LeFuio0PntXUOUIbUucS7HdBul0E1S+H+ztGesjQud7qDW781+2fr+1jeW/u0xxaOote1QW8Nb7J3JbzgzeefkS44idDbqZlPphqDpdDpvzofOn/sRUkZlTpfEuRNSj3PqRFU9cuRvWpEI9r36CqQeSgWZRnYrLjcuW3CB24rQgeNUdTt2nP10xw7ISE2F7zZubN4v/fnnjUo52xK0oQshhpvG8MVr7LkLZ868VzijJ12vmTpVVyRDi+Si/PyK6AVEaxcZ1kpHhO6+yf30RPnEcvb4kJQhP5FY0rxnOX8rVC9Sqjfybs9YGxd6j/AeBfwtTV0Hu5bqi9L5ku/3Zr9s/t7o7WHStkk/sNKet3de1cPyhzWOIHQ2gjZmfGtV8kCIagYhJfTigBU/fZzWmtQ4AnUPPvhVeWhow7nHHgNuQzQoNUpIUid9L7i8bU3owHGZN3bvvrpLKoV3EhPhVnQ0VK5ceb3pH/84LrQ0TImh9el8jCme0wcrbP5tNBKf0bdvCSt0+pwcRehDUob8xB6bqJhY7r7ZPcegINsTddtphK4PQxE6H48pHkWG9jc3hqGyoafm7JlzixV32I6wC/YudFa6xoq2NaGz6XZ+BTydV3dooTs5ZVaNGVNSNnkyZLzcvKOaRCO5LuiOajYsdFXd9u1f5aWl3dknlcIXdzduqXnxxR+ElkZHsIZ16Pz70KifCwgocFShO8c4H+X3a2+1I1xr+513ZqyNC925u3OVxxSPotbGsHPuvSN753fm8fgd5BbuW1jvI/U5bq9CZ4UbSchF/u2FhGTrm0Nnhc4eB3Iv3U6jfRR6S2q9vb/TikTwRcTfgGve77wpUZ1YILi4bVXowHGqsl27/reX42Df1q1wlbaEtcFmM9bQKY49zqbjS+bPz3JUoQ/cOvA79u8gRVClwcp2QqCFoEc2FxwRQuC+VDt/rB0LnRACrMy7ju2qe18MReKdlfpw2fDsuXvmall562sTay9CpylwQ/PahiJxfiqdhRbM0QsEFPo9Gt3cTlYEBNy4/uijoHxzFUg+loBEI7ksuLRtXej16emffbV9e80BuRyyEhObo/Tly88LLY72YqiXO10bTpeNGerlTqvPDVW66+vlzs6R85vW0MeljWocdQ59rGzsNb2V7Sy0uM2YufD2jLVxodNit9aq2w3RdWzX4o7cj4Vf8T579+w/7VHobGEbuzsaC5s+Z6vTqbT1tXRl16Tzhe7oc+g1Q4b8qBWJ4OizzwKXHAPyPHldQm7CGcGlbetCB45TVe/a9fO7CgVkiMXw87p1UP7GG5W22GyGrTrPCAw8wwUEFFBRU8mzu60t8vIqPhIamk87vPl5eJTRlHqgp2cpBSJaVsLHjhpVyG6lqq+Qjt5GH5eVuCNVuQenBdexf/dJ7POFXkEvJvlGy9yYsTYudCpzY6Ls3pG98/lFcM7dnauMmW9vjVGKUZ8uzFjYwKTdG+1N6IWEZFPxttVnnV2iVkJIFtsBji9mWsnOFtdhlXszDR4euRUTJ2p/mzEDuLWrgTvJQYo65VfBhW0vQm9MT88t2r69cm9aGhxOToay6Gi4vWLFJaHl0RGi/PyKqLBphMyfV9dMnaqmKXYarUf5+RWx8+O6VC8hQI9lBAaeYfda9/PwKNNX3c6m29m5enYdOrtXui3RXqGzBHABN+67T/C9lGUL9EXg7Rlr40L3mOKh97Uairr569A7O4dOmbFrxlW+xO1J6GzK3BBU1iWEZC0ipJheAFC564vqqfzZxjQaQtRsFb2hbIC9c3v48ItakQgOvvIySHYkNm+PqrayJjK2LHTgOFXNrl0//jctDQ7J5fB1bCxUrFlTW7906RdCCwSxLjojdN1SNTvEHjrF6SMwPfAHexY6YlkaevbM106adPvb8Mebl6mplbBVvfWC4LK2N6E3cVzmb7t3396jUMD+rVvhenQ0VL7++jWhBYJYF50Ruq3vqOaIQveR+hznt4NFoSMdpXr06Ms3pkyBbauiIPWDVJBr5LUbcjYcFVzW9iZ04DhV7Y4d353avh3eS0+HbLpn+gsvGNUOFXEMOip0vel2O8JehT5Q3HraHYWOGEutl9e32rCwxlP/ehq4LW+DMk8JyerkHwQXtb0KHThOVbpnz629cjnsF4uheN06KF+zpq7pqadsbq4XMQ8dFbpvqq/VLDFDobePiekTv0ehI52hycXlWHlQUPXl6dOBW7MauGMcyPJk5RtyNmQKLmp7Fnrdtm1ffrZ9e+07O3fCf5KSQBsdDdWvvGJ0O1TEvumo0Htt6fW50NJFoXeMkfKReeEZ4U0odKSj3Pbz+0UrEsH7y5eBVLkF5Hny+i25W74RXNL2LnTgOFXFzp0XDsjl8K5SCWc3boTy6Og7dS+8cFZomSDC0xGhByoDK1xiXY4JLV0UeseZu3tuGQod6Qh1AwZ8ow0NbSiaNw9kb60FRY4CUjQpPwsuaEcReqNCcfKH9PRbB3bvhgPJyfc6yD39dK7QQkFsT+ijpKMuCy1cFHrnmLJjSjEKHWkvjQ88cLoiIODGjSlTYMfK10D8rhikGumNuJy404IL2lGEDhynur1t29cfKhR1/9m9GzK3bGlOva9Y8avQQkFsT+iDkgd9L7RwUeidY4JyQgEKHWkvt4cP/1krEkFm5LMgS9wI8jx5Q4I6wXr7tdur0IHjVCXbtv2aoVDAO3I5FG7cCNo1axprn3vuW6GlgtiW0D02exjeWc1OsHehD5UNPYVCR9pDXf/+X5eHhNSdnzMHZOvWNHeE06RcElzMjir0RqXyVH5a2s139+yBA3c3b6lctepm49NP5wgtFsQ2hB6qDG3oEtclS2jhotA7xyDJoMz5e+fXoNARY2js1u1U5bhx129MmQI7olZC6rupINPIbsblxuUILmZHFTpwnKp6+/Zv3pPLG/6TkQGZdzdvqX75ZZtsC4tYXugT5RPLhZYtCt00zN4z+yYKHTGGmmHDLjRvvrIUuC0bQZGnaNyi3vKt4FJ2dKEDx6l+TU//X0ZaGryrVMJ3zan3htrnnruvh7m1QHuptzaGCwho0fta6OdsK7RX6GNkY64KLVsUuml4dOejl+1R6OzWqPzd1NoaK/Rzt0bqHnzwq/KQkNoLs2YBF70GuBM2svmKowi9SanMPq1U3jq8fz8cSElprnqPirphjfums/ufGyv8KD+/IlvcytQWhD5CPOKS0LJFoZuG0O2h5+1N6IWkeQe/QkKy9f3Nh92sJYqQokBCSoV+DdZEo5vbycqxY6/pUu2HUkGWJ/szPjc+V3Aho9DvUblt27cH5fLGjw8dAtXd1Pvtl1/+WWjBsNAd1KjUWxM6/2/+/uiIaYTuCBXujiJ0fZXuti50jpACdkc0IEQVSEipvij9CCH57HaoVP5CvwZrombo0PNakQiOLX0GuIS3QfGp4k6iOvGs4DJGod/PBaXy8oH0dHg3LQ0KNm6E8jVr6uoiI78WWjL6hN2eNHqUn1+Rvj3Nkc4L/b79z+0URxC6v8L/c3sTuj6MjdA5QgowQr9Hfd++ZyomTbrNptpT1anFgosYha6fBqUy56hCof3wnXdgf0oKXFm3Dqqioq43/fOfp4QWTUeEzqbn+XumI6YRur23fHUkod9tAWvXQu9PSFUUIUVtCZ/uaS7087UWmlxdsyrHjLnanGp/HcQHU0GqkZbF58RrBBcxCt0wZUrlV/vlcvj4nXfgvzT1vmLFL0KLpjWhL/LyKqb/CQ1F4ih18wi9R0KPPKFli0I3DSO4Ebn2LHRCCLAyX0TIvd8NQor58+scIQWYcm/m9pAhP2lFIji+9BmQbX4LlHlKsLle7Y4odOA4VaFSefmdnTvh3d274esNG0C7Zk3jbSvaZrW9KXcqfS4gwGor962F9grdfbO73TeVcRShD5cNz7ZHoVNRt1bdDqR5Dp2fYm8tPe8o1Hp5fVseHFz3w/z5zan2kxykqlN/E1zAKHTjaJLLjx1RKOr++957cEAigV+bt1mtt5aq97aEfiQ0NJ9fBNffza2KXyyHdF7ojkJkciQskS7Ru8WoPWPrQqcyp/PixoxlI3RHT7s3dut2qjwkpLZk2jRQvrkKJB9IQK6R18bkxmQJLmAUuvGUpad/e0Amq1MdOQLvJCdDaXQ0VL7++jVrkHpH1qFjut049r/xxh+LYhZpRTGiYn0sTF4IjsiyzcvguaTnYIl0iUMxb8u8YkMs2bxE+/7f/156u2tXtdDiMUQUIUXs70Bba9H569AdOTpvdHM7WTVmTEnZ5Mmw/5UVwMk3gzxPXmfzDWQcUejAcapf0tIu7VcqQfXOO/AJ7SLXvIHLJ0KLBzEPGW+8UfJszLNlETERxfqITI4ER+SlxJdgWeIywZ+HpTH0PYiIiSh+Pvb50sML59SV9ejRaiobsU1u+/n9rBWJIOuZf4M8dj0oNUpIViefF1y8KPSO0cRxmRqF4o8P9u2Dw9u3w5n4eNBGR0PNsmXnhBYPYh7aSrmHpIXUC53+RixDaFpoQ2t1BZNiJhUcmRFUjUK3P2oHDy7UhobeOUfnzU9wkKpJ/T0mN+aY4OJFoXecWoUi9wOOu/XJhx/CfokEfl63DspXr66ue/bZr4SWD2J5oQcqAyvYH31HKYpzBLpt6naK/WyDFEHVKHTHo75v3y/KAwMrrz76KKTdnTeX5klvxOfGqwWXLgq989xMS/smQya7ffToUTi4dStcj46GyqioG43/+pdaaAEhlhX6BPmEW+yPvqMsW3MEPDZ55LKfbVsb76DQ7Y8Gd/ecynHjrpdNngwHX1kBcvkmkOfJqxPUCV8JLlwUuun4SaG4cCA9/U7m++/DkcREKIuOhqpXXvm96R//OC60hBDLCX0cN66U/dF3lMYyjkCPhB557Gc7gZvwJwrdgXByyqx++OFirUgE2cy8eZI66ZzgskWhm55THPe/jw4dgg927IDP6Hz68uXnhZYQYjmh+8v8r6DQ7ZNeW3p9zn6247nxN1HojkPNkCE/akUiKJo3794uapqUXzec3vCJ4LJFoZueWo7Lfk8qvZGVmQkHpFK42Lw+va72uee+FVpEiGWE/rDk4d/YH31H2ZzFEeif3P8b9rP1l/lfQaE7BnX9+39dMWnS7avTpkH6m6tA8h8JSDSSa3E5cacFFy0K3Xxclcu/3ieTVZw8eRIOJSU1b7W6alVZwzPP4DpvO6Atofum+haxP/p+Er9fhBYRYhqGpgw9z362w8XDL6LQ7Z+GHj00FRMm/Hlr8mR496WXIHlHIsg0sopNuZu+EFyyKHTzUyiTXTy0a1dN1scfw+GkJLgZHQ1Vr71W0rR48UmhhYSYV+j9k/t/3Z4oDrEdRklG/c5+tt5bvb9Dods3TV26ZFWNHn1ZKxLBf198AeSbN4BCo2hIUicVCi5YFLrlOCGT/frRwYOgOngQMrdsgbLmpjNWtYkLYnqh99jSQ8P+6D+ieEQrtIgQ0zCeG3+zRX1EYq/PUOj2ze1hZuEmowAAIABJREFUwy5oRSLI/dfTIH87GhSnFbBVs/Wi4HJFoVuWBo47/qFMdvXohx/CBzt2gGbTJtCuXXsHm87YNm0JvUtcl+Nsc5mQtJD6LrFdsoSWEdI5nGKcPpmkmHSbfq5h6WFN3TZ1O4VCt19qBw36vjwkpP67J54A+bo1wB3nQKwR/xGTE3NCcLmi0C1PuUKRf1Am02afOAGH5HI4GxMD5atX19a+8MJ3QosJMY/QSSxRBSpaNpfx2OyBzWVsHNc41yz2Mw1RhtS2dR8Uuu1S5+VVUDFp0u1Ls2aBYs2bIPmvBGR5slubcjd9KrhYUejCcVUu/3K/QtF4+vRpOCAWN3eSW7u2AYvkbBNjhD6GG3O1xVxrsvdZoYWEdI4Hkx/8iv1MA7iAGyh0+6TRwyOnPDS0oWT6dNj2RhRID4lBmads2py7OV9wqaLQhee8QlG0Py2t7vTp03Bg61b4Y906qHjjDW390qVfCC0oxPRC90nx+ZH98R8lGfW70EJCOscI8Yhf2c90WOqwCyh0+6O+V6/PKidM+PPmlCmw7/XXgJMngDxP3pCUm/SD4EIVGhT6PfLl8gvv79nTeFKlgveTkpq3W42KutHw739/KrSkENMKvVdir89atAhVTCx3jnE+KrSUkI4zXj6+RUvffkn9vkSh2xcN3btraFvXD15eBtyWjaDUKGGreutPgsvUGkChtyRTKi0+8t57cPS99+C/tD3sypVXG5YsyRVaVIjphO4S63IsSBFUyQqg55ae+UJLCekY3Td314Slh92hn2WwMrjGLc7tJArdfmh84IHsKn//Eq1IBCeffRa4mPWgyFFAiiblZ4fpBIdCbx+1HHf8XYmk5ERmJny0ezec2rwZtNHRUPXqq5dxjbptYIzQSSxRjZaO/oMVuk+qzzmhxYR0jIFbBxayn+UYbsxVY+6HQrcNmrp0yaoeOfI3rUgE3zz5JHDr1wKXxUGqOvW3jbkbjwsuUmsBhX4/FQpFzj6J5FpOTg68u20bfP3WW6CNjobqV14pbnryyWNCCwsxjdB9UnzOtbeICrFORstGX27v/DkK3TZocnLKvO3n94tWJIJz8+aBbH00SP4rAbFG/EdsTmy24BK1JlDo+vmfTPblHqn0ulqthkMcB9/ExIA2OhpuL19+UWhhIaYRusdmjxxWAmHpYU3GpGkR68IlzuVYaFronY5Mn6DQrZ/bQ4ee14pE8MucOc3L0z6QgEQjuW73e5uj0E1LkVR6Zi/H/ZmXlwcHpFL4/u23Qbt2bVPNsmVFQksL6bzQSez9W6kOSRnyo9CCQtrHoORB37fYYU0+/pZznHEFjih066Z28OAftGFhjZdmzQLlmjdB+p4UpHnSPzflbPpMcHlaIyj01vlaJvt2v1JZlpubCwfEYvjxrbegfM2a+poXXvheaHEhnRc6f6OWcdy460ILCmkf/O1wjU23o9Ctm1pv77MVwcE1l2fMgG1vvgHS/SnA5XHlCeqELwUXp7WCQm+bz2WywkPbt1fk5eVBRkoK/LxuHWjffPN23fPPFwgtL6RzQu+xpYeGbQMblh7W1Fb/b8R66JHQI4/3+d1pz+eHQrdO6vr3/7o8KKiyZPp02PbmKpBuTwIuj7udqEksEFya1gwK3ThOi8Xfvbd7d1PO6dNwICUFfr3bTa7x6adzhBYY0nGhk1iiCuACbvC23PxZaFEhxjEkZUiLBkGPyB8pa8/9UejWR6OHR055SEjttUcfhT1RK4FTJIAyTwlbcrd8I7gwrR0UuvEck0p/+U9GRkPuqVOQkZwMl+/uo14XGfml0BJDOi70wVsHt1jyFKgIrHDf7I693a2cbvHdTk2QTyjrTA0ECt26qO/T54vK8eNv3pwyBfaufB3k4k2g1CghWZ2MjWNQ6KalUSb7JFMqLf7wwAE4dfQoHEpOvtci9rnnvhJaZEjHhO4S53KMTdticZxtwC+GC00LveMa59quXfNQ6NZDfd++ZyrGj791c8oUeOe1V4BLjgWlRgkp6pSfBRelrYBCbx8NHJf5oVRacuS99+CkSgUHk5LgKm7mYlW0V+gklqiGioee5++R/sCmB7KFlhaiH9d41xMTuAl/dnaqBIVuHdA0e9nkyfD+KyuAS9gICrUCJBrJFcElaUug0NtPrVx+4rBE8ofq8GHI+vBDeD8pCa5HR0P5G29UYqGc8HRE6B6bPHIDlS23VMUo3XoZlNIyOg9SBlX3SOiRh0K3Per69/+6fOLE8rLJk+GTyEjYmhwPihwFpKpTix12X3MUumWpkstPviMW/5F15Agc/+CDe1J/882q2uefPyu01ByZjgidxBLVsNRhF/j7aeOGLdaHU4xTZpAiqIr9rEZIRlzqyLlQ6ALLfMCAb8oDAyvKJk+Gj5cvA3nsW6A4rYBUTeqlmJyYLMEFaWug0DshdZnsxDupqVePffIJZH34IRxMSoI/7i5pq33hhe+EFpuj0lGhd9/cXc3fsKU9a5oRy8DvHRCsDK7x3OL5KQrdtqjz8iooDwqqvDllCrz7ygrg4jaA4rQCUtQpv8TkxhwTXI62CAq9k1KXSrMOpab+/skHH9zJ+ugjOHBX6uWrV9fUvvBCodByc0Q6KnQSe3+UHpoWesdjswdWvFsJ3eK7nQpNC20wRXSOQheOWm/vs9qgoOpmmb8C3Ka3QZGrgBR1ys8bczYeFVyMtgoK3QRSl8mOH0pN/V11+HDD6aNH4eDWrVDcLPXamhdf/EFowTkanRG6+2b3HH6xlb/U/w9MvVsHI6Uj/8cvXuy+ubsGhW473B44sLBi0qTbN6ZMgXdefQUUCRubZa5JufB2ztuZgkvRlkGhm4ZqqfTYYbH41yPvvVd36tgxyEhOhl/XrQPtmjX1NcuWnRNaco5EZ4ROYolq4NaB37HSEKWLYFDKoO+Flpmj453sfVaULmpiP5fBKYN/6Mw5UeiWpWbQoO8rgoNrrj36KOx7/TWQb9kICo3izlb11vOCy9AeQKGbjlqZ7Ojh1NRfP8jIqD2VldWio1z1Sy/hhi42InQSS1Tj5OOu8wvk2rvGGTEdLnEux4KUQdXsZzKBm/BnZ8+LQrcctYMH/1AeHFx37dFHYe/K14FLjgWFWtGITWNQ6FZLrUx29D9i8aX/7N9fnZuTAxkpKfDj+vWgXbv2Ts3y5T8JLTtHwBRC77Wl1+d8gYySjrrsEudyzOJCG0mKCSFAvEhpi+PBpIh4kCpCCBBCgHQh9WQkKSarSMsLj1Uki4wkxaQLqdeN9SBVJJgU3TeG3s6eZxXJ0h1fStSWfv1OMU6ZD0se/o1/gdUvsd+XKHTboNbH51x5SEj9tUcfhb1Rr4NCHA9yjbwhWZP8o+AStCdQ6KanUSb7RJWaeu7wvn1NOTk5sC8lBX7csAG00dFQ89JLPwotPHvHFEInsUQ1NKVlsxmLr03nS5YVejAp0ol5OcluMZYvfi9SSggBMpSUkFUkiywn2aQXKSOEgE7q00ihTuTjyUVCCJBppJDEEhWZSwp0j2VhmZPY+zvC3S2E+8UU50ahm58aH59zWpEILs+YATtWRYFcGg9KjbIpUZ14VnAB2hsodPNJ/ROx+MK7u3ZVajQaOCAWw/cbN4I2OhqqX375UuPixSeFFp+9Yiqhu8a7nvCX+Zfwl0j1T+r/tUVkRqWtT+g02p5LCnTHlpNs3dgnyBkSS1RkKVHrji0n9zrfUUkTAmQVydJJP5gU6R6XPt5QUkIIATKeXLS0zPsm9j0TpGiZKRkjG3Ot26Zup1Do1k1Tly5Zt4cP/1kbFtb0+4wZsGvl65Ccnghyjbw2SZ30g+Dys0dQ6OaV+gmptOidnTsr8vLy4IBUCvnx8aCNjoaq1177o+Ff/9IILT97xFRCJ7HNy6SC04Lr+F3JusR1OW52oS0larKY5OuiaSrYxSRfJ+PFJL/FfehxGnmzFwXsOP45WhM6vXiwcLrdJc7lWKCiZfe+0LTQBvdN7qdN9RgodPPQ4OGRWzVq1O9akQjOz50LytVvgHx7Isjz5DVJmqRCwcVnr6DQzU9uauq5/Tt2NKjVangvLQ2yEhLg1t1Wsbj9qnULncQSlfdW7+/C0sIaWbGMlo2+3C3eNFFim1DZGiN0VsytCZ2Vf2tCf4KcESLd7hrveoK/RE2ULmrySfH53pSPg0I3PY1du2aXBwZWaEUi+DoiAhRrV4P0PSko8hR3cAtUFLpdcEYqLdwnl9/KycmBj/bsgY8TE+F6dDRUvPFGed0LL3wrtATtCVMLncQS1XDx8J/587gPSx8u7hLbxfyV7x0ROh1rjNCDSZEurc4XOp2Xt2C63TnO+egIyYhL/Pf7IfFDv5r6sVDopqWuf/9vKiZMKNOKRJD9zL9BHr0GpB9LQaqRlqHMUeh2xc9S6de7JZIbp7KyIPO99+Ddu9uvlq9eXYvFctYtdKcYp0x+w5nOdimzKqEbKoqj6XY6J28B9F08BSoCK8yxwgCFbjpqBg/+QTtp0u2bU6bAxy+9CPIN0SA7LgOpRnp1c+7mfMFl5wig0C3LNak0f29q6tXMjz6CU5mZsH/rVvhl3TooW7sWqles+KVp8eITQgvR1jGH0EksUXXf3F0zlht7nS+boeKh521e6LFEdd+yNZpu70LqLSVz31TforD0sBbNYwK4gBsd7dWOQjc/TS4ux2uGDbugDQ29c+3RR+Hgq6+APL65L3tqXupvsbmxOYKLzlFAoVueKo478W5q6m//OXiwJicnB/aLxXA2Jqa5WO7VVy83PP20Wmgp2jLmEjqJJaqeW3rmj+fG3+T3ex8qHnreKcYp06aFzodG6jRqp9E6Xf5mBpmHpIXUt2geI59Q1iexzxfmuoBAoXeOBnf3nOqRI3+jy9J2rYoCeWocyNXyxhRNyoWNORuPCy45RwKFLgy1MtnRIxLJ+Xd27tSq1Wo4yHHw6aZNoI2OhsqVK6/XL136udBitFXMKXQSS1R9E/t+8Yj8kTJ+pO4n8fvFLNXvQgmdNq1h17dTyRu6TwdwjnM+Okw87AI/Mg9UBFY8mPjgV+b6HFHonZR5z575VWPGXNWKRHBx7lxIW/0myLYlglwjr05SJ30vuNwcERS6cDTKZJ+opdKz+xSKmxqNBt7ftg2Ob9kCN5uL5bR1zz9fILQcbRFzC53EEpXnFs9P+bt+idJF4C/zv2LySF0IobPr1+k5gkmRLg3Pb17TQZxinDL1VLNDaFpoQ88tPfNN8RgodNNT17//1xXjx9/SikTwzZNPNleyvysFWZ7sVoI64WvBxeaooNCF5zuJ5MtdEknp6dOn4cN334WPNm+GK3e3YK158UXc2MUKhU6lHqIMqeXLKIALuGHSAi4hhE4j8aGkpIXQ6WObQOgucS7H/GX+V4SSOQq9Y9QMGvS9NiioumzyZDj1z3+CdONbIPlYAmKNGIvfhAaFbh0Ui8V5e8Ti0uPHjsGJI0fgQEoKFN1tF3v75Zd/boqIyBRalLaCpYROYps7mY2Xt5xTp1J/MNlE6WJLrEPn30bT7XNJgTmE3jex75lx3Lj7CgwnyCeUmTvNjkLvOLeHDbugFYmgZPp0OPD6qyCPewu4kxxINJKSt3PfPia40BwdFLr1cFMqzT6UmvrbB/v316jVajggk4F682Yoa+4sV1L/zDOfCS1LW8CSQiexzYVy+uQ0STmpxjfVt8g5rpN7qbdH6B3tFMfexraQXUWyTCl0pxinTJ8Un3P8dq70IsicBXAo9I7T4On5adXo0Ze1IhH8tGABpK9+Azh5Ashz5Y1bNVsvoMytBBS6dVErkx09LpGc35+WVpmbmwv/2b0bPkpKgqvr1kHFG2+U17zwwvdCC9PasbTQSSxRuca5Zulbpy5KF8FY2dhrndp6lS/0WNJ2L3faprWtXu76lqTRNelDSUmLi4JOzqHfTbGX6HuPAhWBFW5xbict+Zmh0I2j1tv7u/JHHtGWTZ4M6mf+Ddy6NSB9XwpcHofFb9YGCt06+V4mK9wrk2lPZGbCsQ8/hANbt8KFt94C7dq1TdWvvFLcsGRJrtDitFaEEDqJbY4+9XU4o5u6DEgeUNChc+sTOrsDGn+3tZGk5Wunx/XttsZeEFD4t7ES72CVe7+kfl/yt6NltqX9XZBtaVHordL4wAOnq0eMuFQeFtZ4/dFH4f1XXwFu43qQHZOBTCO7lZCLxW9WBwrderkul595RyK59uHBg5CTkwMZEgl8tmkTlEVHQ2VU1I365577Wmh5WiNCCZ0yMGXgdxPlE8v1yWu0dPTlXlt6fd5poVPRUvlSuRsSLX/v9F6kTG/3NzbKZyN6dh26vj3XDdAzoWf+3Sr2Jv57EaQIqjR1b3YUummo69fvq8px465rRSK4NHs27HhzFXAp8aA4rQCxWnw5Xh2fJ7i8EBS6rVHHcceOS6W/7E9Lq8rNzYXDO3bAkbt94MtXr66tWb78fNNTT2UJLVFrQmihk1ii6rWl12djZGP0ppeDlEHVQ1OGnneLd7PM5i4C4BrnesI31bcoSBFUqe89GCMbc83S8+UodCNwcTlWM3RoUcWkSbe1IhF8sWQJyKPXgOSABOQa+e1kdXIRzpdbMSh02+B7qbRwj0Ty54mjRyHz8GE4sHUr/LxuHd2KFQvmrEzoJLY5BT8sddiF0LTQO3rFrgiq8k72Pusc08miOSvCKcYp0zvZ+2yQIqhK32sOSw9rGiEZ8Yu1vGYU+j3YwrebU6bAf5cvB27DOpAdkYFUIy1NUCd8JbiwEBS6vXBNKs0/mJpa8vGhQ3WnTp2CfVIpfLpxI92KtaL2xRe/F1qm1oC1CJ3SJ7HPF/5S/z/0Ce7uUq1bQ1KH/PjApgeyhX6uHaVbfLdTPik+5wwVBt6Nykv6Jfb7UujnikK/n9qBA7+reOQRrVYkgp9nz4ZdUSshVboF5Kfkd1I1qZfi1HGnBZcVgkK3N2plsqMnxOLifdu2/Xnq1Cn4YNcueD8pCX6jG7y88kpx49NPO3TBnLUJnTIgeUBBsDK4xpDwQpQhtUNThp632D7rJhL5kJQhP+prsKMrCEwLrhu4dWCh0M8VhX4/tPBNGxp65+aUKZD1/HPArVsLkkMS4DRceZImqVBwSSEodHvnB6n07B6x+MYnH3wAWZmZkCEWw+fx8VAWHQ0VK1ferHvuuW+EFisK/X66xHU5PkIy4hdDaXhd1M5N+HPg1oGFZukN30lc4lyOeSd7nw3gAm7w+6/zOr7dGSEZcckaXwMKnajqHnzwq8px40q1IhH8OmsW7FkVBdzmt0F2XAYSjaRkk3rTZ4ILCkGhOwrlUmnWEYnk0qHt25tOnToFh3fuhA+SkuB/69aBdu3aptvLlp13xA5z1ix0iluc28kRkhGX9PWD50vRX+Z/xTvZ+2zXTV0FS8m7xbmd9E72PjtaNvpyWxcjVORCrCtHobdNk5NTZs2QIT9qw8Kabk2eDNnPPgvy6DUg3ScGpUbZlKxOPr8hZ0Om4HJCUOiOyE8c98M+iUT7yQcfwLH//hf2pabC53FxzcvbVq687mjRui0IndIlrsvxYanDLvC3DTVEkCKo6uH/3969x0V13vsep6/mZeo+9WV2ecXTmuaYekm0u2mNu42XVnNpEndsm/xh1NM0mpw2sakm0ZgYVEAYYJgZmOuaAbxFVExtYqpRQdHArDUjCpEgQZCLSAZELiLIfbjK7/yhD1mOM8AoOPDw/eP9hzCzZlgkfOZ51rPWMswonRg1MWsop+bvD7s/+cdRPz4zwzCj1NNK9ZEc8tEa9I4f//gMu0Na6fPP0+7315KgCCLjESMZbcZalaj62udRAgR9tGsym+2JJtPlT7Zu7Tlx4gR9unUrfa5W0+VNm6ghIKCr9Z13vu1esWJU3Gd9JAVdHvb/E/V/zvW1qMztcffYeZ2/Nv+6/nHT4xVTtFMKJ0ZNzPJX+Z9+IPIB+9iIsSljI8amyKe8x4SNOca+Pl453uav8j/9k6iffD1FO6XwF6ZflP/a/Ov6gX64YH5t/nX9I9pH8u7qangI+pDqHjfO2vrooxcb587tqF+wgOwrVty4Q9q2KLJIFtJJutIwa5jk8yABgg7fyTebL+w2mVoPffopHT14kHZptXRGoaD6jRup8YMPGtr+/vdcWrYsydfRRdA9+1Hkj9Km6KcUurvpy3Axyzzr2lTd1CJ/tf8pX+8vBL0P3/veEefDD+ewW52WP/cc7V27hsybN5HxCyMJdqE5SorKDRaDj/g8RoCgw+2azWbpmMVyNSEujpKTk+mf27fTFxERVHrzvPWm99+v7V6+3Orr8CLo/RuvHG+brJ1cMNM880p/x9uH0m9jf3t9ljCrdqpuatG9urUpgn6Xo/KxY1Nabl7t7dqCBXTqlVfIsiGAtFuiyGK1kNFuvKKwKlJ8HiFA0KF/xRZLUYLR2Pjv/fsp6cAB2q3TkTUigq7euMpcW9vq1UXdf/lLiq8DjKAPzPdCv5f4n6r/PDlZO7ngV6ZfVfd1qtjdmhczr/0J4YmrU3VTi/xV/qeHy4VgEPT+9fzgByecU6YUNs6e3dowfz4VvvgifbzufTKHBpLhCwOZbKZrGkmTg4VvHELQ+dZisYgpJpMj3mxuTzp0iA7s2kV7oqIo5+a91pvXrbvasXLlWV9HGEEfgHF+La63Or0v7L6jD0Q+YJ8YNTFrmn7ahcdNj1fOEmbVjvEf0z1j7Qzn7JjZrfLwz4uZ1z47ZnbrbMvsllnCrNpZwqzax02PV07TTyt+KPqhsw9EPmAfzqeZIeh965g48Wt2KlrVs8/SF/94m4RNNy/dKpnbtZK2OEwMs/o8PICgw52rNJvPfm4y1ezbvp2OHj1Kn1gsdFCtpvJNm6hx48brre++W9r1+usnfR1jBN0DdgtT13uX3+1jRzlegt71wAM25/Tp3zb87nfd9QsW0KlXX6XYgPVk1oaT+YSZDHZDRaQtMsPnwQEEHQZNYr7ZfCHBaGw+sHcvHfn8c9qt05HEpuHXr29qe/vt8yP9Zi/cBX2VX4rfOL8Wv4f8avqNtDePhREf9J777jvaPmlSbuNvftPYMH8+Xfyf/6Fd69aSEBJIxgNGMtlMDRpJk4sbqowSCPro02E2J5+yWMr3WCw9hz//nP4dH08JUVF07uY0fNMHH9R3vf663ddhRtBvYlPtA4m0N4+FER30rnHjpKb//u+6hvnz6cozz9CRv//9xgViPtaRRbT06CRdaYgYcsznkQEEHYbe1djYs0ctlpq9W7bQkUOHbp2G37Chq+Xddy91/vWvGb4O9KgO+ly//N57nPcXaW8eCyM26J0PPni6dcaM0oZ58zrrFyygr/7v/6W4gPUkaBTssq3VKkmFO6ONRgj66NZjNh8tjYkp/pcgtOzftYu+OHCAdhkMZFUobtxzPSCgs/Xdd0s73ngj3dehHnVBZ9Pn7N/ySP/cz+Hn50d+fn7k93M/R5+PBS6C3unvf6p1+nRH49y5HQ3z51P+okW0e80a0oeHkP4zPZlspqYoW9T5UGtoss/DAgg6+E57bKw9Oyamco8gdB/47DP64pNPaJdWSzZ2fD0goKP13XcdI+G+69wEnS1uc8VG4Xf6WBhRQe/80Y/SnI89VtI0d24bO06+d+17ZA7cSPoEPVlES7fepneES+F2nwcFEHQYPprj4k6f3rKlPsFspi/++U86sHs37YmOptMKBV3buJEaNmzoaV2z5lL3q69+6etwcx90V96MujFCH5DhHPTuH/zghPPmrU0b5s+n0hdeoM/efYfMmzaQYUf0jYvD2Iy1SlGZ5vOQwPCAoIM7zVu2nD0VG3s1wWymA598Qv/euZMSoqLo65CQG5eR/eijttbVq0s6V6wYdqe6IehePnYUG45B73rgAZtz2rRidmGYy889R4f+8Q8ybwwgU4yazF+a2XHys7g4DNwCQQdPegQhsWnLlm9Ox8TUJlgs9PnevbR/2zbad/PCNDfD3upcvbq46/XXbb4OOfdBh0E3nILeNX685Jw27ULjk0+2sJXryW+9RZYNASTow0lIFshgN1zRSJrsEGtIks/jAcMPgg79sliSmrduzTkVF1eXYLHQ/j17aF9sLO3XaKgwMJAabpzD3uJcterCcLijG4IOAzUcgt49bpzVOWVKUdOTTzY1zJ9PV59+msQ33qDYDQFkVivImGgko814VSNpcnAaGvQJQQdvNG3Z8s2pLVucCRYLfbZ7NyXExtLnSiXlBwbeGLEHBHQ6V60q6v7zn08g6DDc+TLoPWPGHHNOnVrUOG9eJxuR2/78Z9q6/kPSRUWQ4YCBBJvQopbU2ZhahwFB0MFbPRZLcuPWreczYmObdgsCJezcSZ+YzbTv5jH2azePsTvfe8/R8de/foWgw3Dli6B3PvhgunP69G/lx8iP/X0lxW74iARVqPwGKnkKUXHC55GAkQNBhzvVY7GcaNy2Lf/Mli1N/zSbaU9cHH0SE0N7oqMpLTycrtxcFd+8dm21c+XKnHs1akfQYaDuVdB7xoxJbv/pT7NbHn+8suF3v7veMH8+fbtwIR1cvYrMGzeQSRdBxkQjCTahIUqKysdtTeGOIOhwt7pjYlJat2/PL9y6tflwbCzttFjon7GxFB8dTamRkVTB7sP+wQf1batWFQ71AjoEHQZqqIPeNX681DZ5ckHTrFnXGubPp4b586ngj3+kT9e8d+P0M7OahGSBBLvQGG2LLlCICtwJDe4cgg6DpcdsTmrbvj3v8s6dralbt1K8INAei4V2arWUpFbTtzfD3rBhw/XWNWvKh+p68Qg6DNRQBb1r/Hhb689/XsbOIa9fsIC+WbyYEj5YR0LQJtJt15L5SzOZ7ebWKFvUeSx2g0GBoMNg6xGEY+1bt569tmNH5VfbtnXvNZtpp9lMO3U6+rdGQ3mBgTcuUrNxIzWvXVvdvnJlTs+rrw7adDyCDgM1mEHvuf/+4+0ZK78mAAAgAElEQVQ//ek3zb/8ZVXjzWn1mmeeoTOvvEI7P/yQ9OGhFLUrisxW83WDzVCpltTZuEwrDCoEHYZS55Ytp5s//rgkf+vWtoMWC20zmWinXk+7NBqyRURQOZuO//DDBueqVUWDMWpH0GGgBiPoXePH25xTphQ2/fd/17Np9YsvvkiHV/2DYjZuIGPEZtL9U0eCVWjV2XTfKiVlus//8AOfEHS4F3oslmNsOt6+dSvtEQT6WKejHRoNfa5S0bmgIKq9uYiuZc2ais433zzTs3RpEoIOQ+lOg97zve8ldj74YHrrf/3XJTatXvPMM5Tx6qu0a/0HJARtIn2MhoyHjZhWh3sHQYd7qUcQjnVs25bVHB9/+eKOHd0ntmyhbQYD7YyKoo9VKkqNiCDHzVF744cfNre++66j8803M3v+/OdkBB0GmzdB77nvvmMdP/7xmdbp079t+s1vGm8dja8iy6abo/G9OjKnYlodfABBB1/pjIs73frxxyX1u3a15G3bRodiYmhbVBTtUKlon1JJZ4ODqebmsfbGDz5odL7zTknHX/96pmfZsqMIOgyG/oLe8/3vJ3VOmJDR+uijF5t+/eveKfWaZ56hjL/8hXat/5CE4E2kj426MRq3mVu1Nu23ShHT6uADCDr4WndMjLVtx47zTbt21dbs3k1fb9tG/xQE2qLR0PaICEoOCaFC2UK6pg8+qHeuXl3c+f/+XzotXZqIoMOd8hD0I50PPnjaOW3aBfnpZtcWLKCCP/yBEleupJhNG0kbFUHavVoyp5rJZDfVRUlRBeFiuOjzP+oweiHoMJx0xsWlt+7cWdaYkNBRsWsXpcXF0W6tlrZFRNC28HA6qlBQwaZNvXHvvYb88uVWBB28JQ969w9/mOqcMqWw8eY11Xsj/sc/0pFV/6DYjQFkCgkk7Q4tGQ4byGKzdOpt+jKlqEzHpVlhWEDQYTjqMZuPd2zb9nXrxx+XNuze3VK5axed2bqV/mkw0NbwcNqmUFBiaCjlb9zYe5/2pnXrrratWlXw+YcfViLoMBBPRTxV8MXz8zprfvGLRnYFt9sjHkTarVoyfGEgs83cqrfpy1SS6myoGIrLssLwgqDDcNcdE/Nlx9atZ1t27rzUuGdPa+2ePZS7bRv922SibeHhtCU0lI6EhFBeQADVbdhAB4OCev6g+kP7Y4bHSh6Keijrh8ofWn0dDhge/lfE/0qdqJmY9ZjhsYuzzLNqX9G/cv3Qi/OpcvZsKvjjHylx1SqK3bjhu4gfMJBZNLfpbfpyjaTJxiVZYVhD0GEk6Y6JSWnftu2b1p07yxv37GlrSEig4h07KFEQaHtkJMWFhNCW4GB6JfIVetryNM2Pm0/zYud1PiE8UTNNP634J5qfZP5H+H986euwwL3xg4gfnPix+sdnpuqnFs00z7wyL3Zex/y4+cQs1S+l2LdeI/NH60kfoeiNuCAJ7QaboUJj0+TgcqwwYiDoMFJ1x8RY27ZtO9cSH1/RuGdPR0NCApXHx9NWtZo2qjdSQGQAvad+j5Zrl9NC/UJaELuA5sfNp7mxc9t+ZfpV9RT9lMIJ6gkZY8LGJPs6PDA4xoSNOfag+sH0ybrJBb80/bJqbszcNnnAF8QuoOeNz9Nr2tfoXfW7tEG5gQKVgRS5NZIEUeg02AyVGkmTi8VtMCIh6MCDHosl2bltW07Trl21XxiNPapPVGS2mUn/hZ5UH6soSBdE65XraZVmFS3VLaXnTM/1/pH/bexvu35l+lX1I9pH8sYrx9t8HSXwzjjlOOuk6Em5vxR+WTUvdl6nPODz4+bT702/pyW6JfQPzT9ovXI9BWoDKXJHJOkP6sksmXsit0W2he0Jq8MxcRjxEHTgzf7IyFLFHkW11qYtMdqMjWabmcw2M5lFM2n3ayliSwRtjN5IHyo/pLei3qKXdS/TM+ZnegMwL2Ze++Omxysnayefn6CekHF/2P0YwQ8T94fdn/yg+sH0ydrJ5x83PV4xL2Zeu2vAnzY/TS/pXqI3o96kdZHraKNmI4XFhZH2My2ZUk1kspmatTZtiVJUnglODT66OWazY/OuzQ6f/zEGuFsIOvDms8hIx+Zdmx2BqYGHA1MDD4daQ8VIMTJbK2kdRpuxngXedMJE0Z9EU6g5lDaoN9Ba1Vp6I/oN+h/9/9BTMU/dEoknLU82/9L0y6pp+mnFD0U9lP2fyv88eV/Yfcd8HThe3ae47+gDkQ/YH4p+6Ow0/bQLj5ser3zS8mTT7+J+1+Ma8KdinqKF+oX0uvZ1WqtaSwGqAAoxh1DUJ1FkOm4ik83UoJW0pZHWyByFVSGx/y4YBB24gaADb1yD7uKIwqo4qRJVuVpJW260GZtZ4A1JBoraE0WhplAKiAygd9Tv0PLo5fSn6D/R88bnb4v83Ji5bU8IT1ydYZjhmKSdlPug+sF0LLjz3g/Cf/Dlg+oH0ydFT8qdbpjueML0xNU5MXPaXMPN4v2c6Tn6U/Sf6LXo12i1ejUFRAZQiDGENLs0ZEg0kFEytmgl7WW1qM4Ls4alBaYEJnr4bwFBB74g6MCbfoJ+G4VVYVOL6gK9TX9FsAldLPD6Q3qKSoii8LhwCtQG0keRH9Fa1Vp6M+pNWqJdQgv1C+lp89O3RWe2ZXbL46bHK6dopxQ+FP3QWX+V/+kfRvww9fuh30/ydTx95fuh308aGzE2xV/lf/qh6IfOTtZOLmCjbnfhnh83n562PE0L9QvpFe0r9GbUm7RGtYY+Un5Em7SbKCw2jKL2RJH+kJ7Mkvm6XtJfVYvqgnAx/ORAf+8IOnAHQe/fumefzf/J+PEtfn5+5OfnRz+8//7Ov82de6EiLCyZPYZ9z51Db72V5m6bnh7/5KRJNbb33pOenDSphr3eumefzWfP3f3aaxns677eN8ORt0GXC0oNSgoTw06rJfV5rU1bbrQZG812c498FK/9l5aU25QUbAimAFUAfaD8gN7WvE2vRr9Ki3SL6Pem39OCuAVuIzU3dm7Hk5Ynm2aaZ175ufHnZVN1U4sejn44Z4J6QsY45ThpJB6vHxM25tg45ThpgnpCxk+jfpo9VTe16OfGn5fNNM+88hvzbxrnxs7t8BTt+XHzaUHcAvq98Ht6UfcivRr9Kv1d83dap1xHAaoACjIEUcSWCNLu05IhyUBmu7nHaDM2aSVthVpSnw8Tw04HpQYl3cnveiQFfc6SOR7/XkycPrGGPW7i9Ik1nh43Z8mcfE/bX2FYIf1s1s8q5I/3f9i/fplyWZr8PYwZO6aTveYKwwqJfc//Yf96Pz8/euqNp3J8va9GNQS9b3+bO/cCi2dFWFhyTkBAyqMTJtT7+fnR4pkzHexxfcV7oNiHhsUzZzqee+yxCj8/PxIWL85ir2d77z2JBOHw4pkzHa6vD9+5m6C7lRKYqLAqbJFi5NloKfqi3qa/ItiFDvmxeO1+LWl2akghKGhT1Cb6UPkhrVKtor9o/kIvRb1Ei3SL6Hnj8/Ss+dne0+c8+W3sb6/PtsxumSXMqv2F6Rfl0/TTiqfqphZN1U0tmqydXPDTqJ9mM/9b87+/8lf5n/ZX+Z/+kepHaWMjxqYwY8LGeDzGf1/YfUflj/2R6kdpbDsszMxk7eQC9vrT9NOK/8v4X5dmCbNqZ1tmt/w29rfX+/pZ5NF+xvwMPW98nhbpFtFLUS/Rq5pXaZVqFX2o/JA2ajZSqCmUNDs1pP2XlkwnTCTYhQ69pL+qtWlLIsXIbIVVYbvbeI/0oMvj7Q4Lel/xdrVyx8oUFmr2vKfeeCqH/U1buWNlygrDCsnPz4/G+Y9reXnDyxl+fn70s1k/q2DPlz/W1/tqVEPQPasIC0tm/6EKixdnsa+zEbKfnx/lBASkkHD3QZe/lmLRohz59thInY3Sf3j//Z1+fn60+7XXMny9j4ajQQ+6p2PxosKqFJVnNJImXytpLxlshmuCTehkK+r1X+hJs0tDEVsiKEQIoUBtIAWoA2i9cj29r3yfVqtX0980f6NXo16ll6Nfphd1L9LzxudvWXE/UjxtfpqeNz5PL+pepJeiX6I/R/2Z/qr5K61Wr6b3le/TRxEfUYA6gDZpN1GIEEIRWyJIs0tD+oN6MqYauwySoV4racvVorpAKSozQ62hYlBq0JEh/h0i6GLw4Sf+8MQFFmv519moe8ZTMxzy11+mXJbG/j4Fi9/F3/9h/3pf76dRD0H37NBbb6W5C7W7r99t0F236SnotvfekzDd3rd7FHSPU/Y3R/PZ0VJ0sdamLTdIhlqT3dRqtpuv947qj5tIf1BP2n1a0sRrKHJrJIWYQigwOpACVAG0PmI9rY1cS2+r36bXNa/Tkqgl9HLUy/Ry1Mv0p+g/0SLdIlqkW9T7IYB5xvxMr/5mAuQjZ0a+rRd1L/a+zp+i/9T7+kuiltDrmtfpbfXbtCZyDa2PWE8BqgAKjA6kEGMIKbcoSROvIe0+LekP6sl0zERmu7nHZDe1GiRDrdamLY+WoosjrZE5ClFhH4pRN4I+8KCz57huW/71voLOpuox3T4MIOieVYSFJR96660010gPRdDlx9Tlo3XXoLNDAJhu98yXQe83HtbNyQqrwhYhRXylElXnNJKmSGfTXdJL+qsmm6lZvijPeNRIun/rKPqTaNLs1JB6u5rU29Wk3KIkhUVBCouCQkwhFKQN6hWgDuj1kfIjWh+xntZHrKd1ynW0JnINrYlcQ+8r3+/9+kfKj255TqA2sHdbIaaQ3tdRxil7X1+zU0NRn0SR7t86Mh41kmATukw2U7NBMtTqbLpLUVLUBZWoOhchRXylsCpsm1M3n/D1fkfQPVthWCEtUy5Lc50uH0jQ1362tvdvFabbhwEE3XvyKXd2XPtug86Omf9k/PgWEr6bVncNOjvOjul2z4Zz0Aci2Bp8TCEqrOHW8PRIMTJbI2mK5HQ23SU5g2SolTPZTa1y7Di/8aiRjEeNpP9S75R/3/X5rtt3ff1IMTI73BqeobAqpGBr8DFf7y8E/Tt3EnRP2JT7z2b9rIJNq7sGfeE7C7Mw3T6MIOjeqQgLS2aBfXLSpBr2dfYfOFvAxuIsX53eFxbq5x57rIKE7wIvXxQnLF6cJR/F+3pfDFcjPehwb42koI/zH9fCFrCx2MpXm7Ogsxj7+fnRmLFjOmc8NcOx9rO1yQN9Pbbwzc/Pj5Ypl6V5WhTHptuf+MMTF3y9jyAYQffG3+bOvcBGzk9OmlTj7rS1RydMqLe9954kn5aXL6hzRz7Fzj4A5AQEpLietsam5Vn0wT0EHbwxkoLORt9rP1ubzGIqX8zGgj5m7JjOlze8nLFyx8qUcf7jWtjitv5eZ4VhhcQ+DIwZO6Zz4TsLs9j3nnrjqRzX09bYe5J/qAAfQtAHTli8OIuNpB+dMKGerXAn4cYx8HXPPpsv/xo7vezRCRPq+9qup8V3rthIXbFoUQ4bwbNz4n29b4YTBB28MRKCvky5LG3Okjn58sDKTxd7ecPLGcFi8OGF7yzMmrNkTr78/HE2Lc6Oeff1Oit3rEyZ8dQMB3t8Xwvd2Eh9nP+4loXvLMxiHxz8H/avR+B9BEH3HgurfMrdHfnpZ309znVBnLvH5AQE9P7Pyz4orHv22Xz2Xu7m/HfeIOjgjZEQdE9czx93Rz6Sloe+L65T7u4ew8Iv/wDAntffsX4YIgi69+THsuUjclcDHXmz0XZfI3n24eDJSZNq2FT8obfeSmOr3gd6rH40QNDBGyM56J5OOXMln64f6Lb7m6qXf5hg70G+6t3X+2ZUQtC9N9BQD/Rx8ivEeXqMfLpdHnQ2ukfQv4OggzcQdO+3zUbiY8aO6WSr3tnjEHQfQtA9G+h56DkBASnujqHLH+dpJO96hTh3j5FPt8sXyyHo7iHo4I2REHR2bFx+DD1Y/C66bBQ9Z8mcfNdj6MHid5F1fX6wOLDz0F2fI59uR9CHEQTds4FeKc7T4+THxr19DTk2xc+m5BH0viHo4I2REHRPcXUdebsbicvPG3d3PHwgV4pzfQ6bjn95w8sZCPowgqB75ula7ux4Nrv8qqfHscVrfZ1mNpDos2PsbASPY+h9Q9DBGyMh6O6uty5f5c5Wlcuvv84ex1a5jxk7pnOg2w4WvztG7rrSnS2yY9uTBx3H0H0MQe+b/G5ru197LUNYvDiLnYvuLt6PTphQXxEWlixfOMdG3n+bO/cCW9TGrjDneoU4V/IPC2zaXh5xrHK/HYIO3hgJQZfHe+E7C7PWfrY2mcVbPoKWx3uFYYW0wrBCcl0J/8QfnrgwcfrEGnYuufxua2wKnZ3j7v+wf73rqW7sAwD70CCPOFa5+xiC3r91zz6bzyLORtyuAa0IC0tePHOmQ/64RydMqJdfopWNrOUBdr1CnCv2wUAe/IqwsGT5eegYnd8KQQdvjISgB4s3FqIN5Apwc5bMyWdT4mzkLZ+Cl98znU3BrzCskORfZ89xd94627b8eLz8PHTXe6XDPYSgA28QdPDGSAk6QL8QdOANgg7eQNCBGwg68AZBB28g6MANBB14w1PQZy+Z3XsWhKuJ0yfWsMfJj3+6mr1kdr6n7a/5dE3yzEUzL8jv4DXOf1yL/DnLDcsl+U0/5N97acNLvRcY8fW+QtBh1EPQgTc8Bl0eb3dYcPuKtzuPzHqkdzXzmk/XJC8NX5rG4r7gjQU58se8sPqFLLYoa7lhuRSYGnh4+oLpDj8/P5q+YPqI3d8IOnADQQfeIOgD2/bK7d+dCvXShpcy2NdnLprZe15yYGpg74VCloYvTXN9HRZ/+fNHGgQduIGgA28Q9IFte2n40t4riK3cvjLF9TX9/Pyor6AvNyyXRvp0O4IOXEHQgTcIunfbZuH2xFPQ2Uh+JE+3I+jAFQQdeIOgD27Q2bS6a9DZhURG8nQ7gg5cQdCBNzwGfZz/uBb5SvRHZj1SwRamyYPueiWx6QumO9Z8uib5boLublHcC6tf6L20saftjxQIOnADQQfe8Bh0Nipe8+maZBZYtmhNHvQxY8d0vrThpYyV21emsBG0pylx+bb7Om1t5faVKa6nrbHnPjLrkQpf7yMEHeAmBL1v8pusMP09h92/3NP3fzJ+fAtupjJ0eAr60vClabOXzM5/YfULWfLAuq5Of2H1C1mzl8zOXxq+NI09rr9RtDzoL6x+IWvNp2uSlxuWS+yDQF/T92ykvuCNBTnsA8aYsWM6Zy6aecHX+4zHoMtvgep6HXWG3cClr+2wm7cwfb2Gr39muAMIet8Wz5zpkN9VrT/y+5u7+z67XSqCPnR4CronbETdV3TZKnR2/LuvoMu/zj4IjBk7ptPdBwH5Bwp2HvrsJbPzWeTdvdZwNtyDzkK9csfKFHf/DhZvjXF/22H/nrNkTr78rmh+spu1uH4PRggEvW9PTppUw25bOpDHsli7C3pOQEDKT8aPb3ly0qQaBH3ojIagsynw/hbL9XW1OE9Bl5/O5i7OC95YkMNem72PpeFL09iqd28vbuNrwz3oC99ZmCW/v3mweOOOaWyUzn4HLOqetiP/AMD+ze6Bvky5LM3dvdZ9/bODlxD0vvn53bh1KfsDN5AQe5pyZ1PtCPrQQtDvLujy58mn+hn5dLs86Gx7CPrQcx2hB4veR3jOkjn58g8K8hH6wncWZmGEPgIh6J6xMMtH6AMZsbsL+rpnn81n9y1H0IcWT0Fnx8Zdw8pCyha8sYVqriPqvsLMRtreBF0+3S5fLIeg3zuu9zdnBhp0+fQ8CzgjXxjp658T7gCC7h12TH3xzJkO9h//4pkzHfLHuAadTbWzfyPoQ4unoHsaibuOvN2NxPubOvf0/b6ex46v+z/sXy9/fwj6veHn50fuYh4s3h70GU/N6P0b5TplL9/eMuWyNNfj8mzxnK9/XvASgu6dgSyScw06Wwjnio3YYXDxFHTX66oHpt46SmbnorNpcPkpavLFbe62vebTNcnuRuJ9PY+taGc3bsEx9HuDBdfd6nbXx3iz3RlPzXAsfGdh1jLlsjTXKXZ30/owzCHonh166600+ciahBvHwft7Xn+nrWGEPrR4Cro83uzUMhZv+ahdHuHlhuXScsNyyXUl/MxFMy+whWyud0tzd7c11zDLPwCwa7/LI45V7kODhdp1etzT4zx933XhW7B4Y/p+5Y6VKe5G6Jh2H4EQ9L65jq4HsuIdQfctnoIemHrjnuMDuQKc/HKsbFQvj7L8nuksuu7uh+7/sH+9u1E2+9Agny2QX+jG9V7pI8VwD/qcJXPczvC5jtbv5Dx0+YcE1/PQMTofgRB04A1vQYehNdyDDjBgCDrwBkEHbyDowA0EHXiDoIM3EHTgBoIOvEHQwRsIOnADQQfeIOjgDQQduIGgA28QdPAGgg7cQNCBNwg6eANBB24g6MAbBB28gaADNxB04A2CDt5A0IEbCDrwBkEHbyDowA0EHXiDoIM3EHTgBoIOvOEx6OwmLa5fl1+3/U63I79dqrvX4B2CDtxA0IE3vAVdHlz51ydOn1jDbns6e8nsfPmtU73ZjvxmLbOXzM53vfc67xB04AaCDrzhKejy+43LQ+w60vY0gu9vO0vDl6a5u9e6r39uBB3gDiDowBuegu4ptK4hDky9MdJm9ykf6HbY89gI/YXVL2RhhA4wQiHowBsE3bugs+d6cyyeJwg6cANBB96M9qBPXzDdwQLtelzd01Q9+yDwwuoXsjDlDjBCIejAm9EQdG+PoXt63NLwpWmuU+wDGenzBEEHbiDowJvREPTAVO9XubvbjrsR+mibdkfQgRsIOvBmtAQ9MHVozkMfTaNzBB24gqADb3gMOgwdBB24gaADbxB08AaCDtxA0IE3CDp4A0EHbiDowBsEHbyBoAM3EHTgDYIO3kDQgRsIOvAGQQdvIOjADQQdeIOggzcQdOAGgg68QdDBGwg6cANBB94g6OANBB24gaADbxB08AaCDtxA0IE3CDp4A0EHbiDowBsEHbyBoAM3EHTgDYIO3kDQgRsIOvAGQQdvIOjADQQdeIOggzcQdOAGgg68QdDBGwg6cANBB94g6OANBB24gaADbxB08AaCDtxA0IE3CDp4A0EHbiDowBsEHbyBoAM3EHTgDYIO3kDQgRsIOvAGQQdvIOjADQQdeIOggzcQdOAGgg68QdDBGwg6cANBB94g6OANBB24gaADbxB08AaCDtxA0IE3CDp4A0EHbiDowBsEHbyBoAM3EHTgDYIO3kDQgRsIOvAGQQdvIOjADQQdeIOggzcQdOAGgg68QdDBGwg6cANBB94g6OANBB24gaADbxB08AaCDtxA0IE3CDp4A0EHbiDowBsEHbyBoAM3EHTgDYIO3kDQgRsIOvAGQQdvIOjADQQdeIOggzcQdOAGgg68QdDBGwg6cANBB94g6OANBB24gaADbxB08AaCDtxA0IE3CDp4A0EHbiDowBsEHbyBoAM3EHTgDYIO3kDQgRsIOvAGQQdvIOjADQQdeIOggzcQdOAGgg68QdDBGwg6cANBB94g6OANBB24gaADbxB08AaCDtxA0IE3CDp4A0EHbiDowBsEHbyBoAM3EHTgDYIO3kDQgRsIOvAGQQdvIOjADQQdeIOggzcQdOAGgg68QdDBGwg6cANBB94g6OANBB24gaADbxB08AaCDtxA0IE3CDp4A0EHbiDowBsEHbyBoAM3EHTgDYIO3kDQgRsIOvAGQQdvIOjADQQdeIOggzcQdOAGgg68QdDBGwg6cANBB94g6OANBB24gaADbxB08AaCDtxA0IE3CDp4A0EHbiDowBsEHbyBoAM3EHTgzWgLeqg1NDVCivhKLarzoqXoUq2krTBIhlqDzVBnsptaTXZTq9lmJrPNTOzfBpuhziAZarWStiJaii5VS+rzEVLEVwpRYfX1z4OgA9whBB14w3PQFaLCqhJV53SSrtJoMzaZ7ebrLNaDxm7uMdqMTTpJV6UW1XkKq8Lm658bQQcYAAQdeMNT0EOtoakqUXVOK2krBJvQPujxHiDBLnSywIdaQ1N9vV8QdAA3EHTgzUgPusKqkFSS6rzepr8yJCPwu2SxW3oMNkONWlTn8zB6R9CBGwg68GYkBj0oNSgpUow8q5f01Wa7ucebwJpspma9pK/W2rQlKlF1Ltwanh4mhp1WWBW2UGtoSog15Ev2OiHWkC9DraEpCqvCFiaGnQ63hqerRNW5aCn6ol7SV5tspmavXt9u7tFL+quRYmR2cGrwUV/vRwQdRjUEHXgzkoIelBqUpBbVeQOdThfsQodW0laoRNU5haiwBqYEJg76+0oJTFSICmukGJntzVS/YBc6NZKmKNgafMzX+xVBh1EJQQfejISgB1uDj2kkTZFgFzr6C6Ve0l/19eI0haiwqkV1nl7SX+1vBD/Swo6gAzcQdODNcA56UGpQkkbUFAp2obOvKBptxka1pD4vny4fLjanbj6hFtV5RpuxfkBhH+ZT8Qg6cANBB94M16CHW8MzTDZTS18BjJaii0fSQjOFqLBGS9HFfX1AEWxCm1JUnvH1e0XQgXsIOvBmuAU9zBqWFi1Fl3maqjbZTY1qSV2ksCokX7/XOxUqhlrVorrAIBkaPIVdK2nLw8Sw075+rwg6cAtBB94Mp6CrJfV5wSZ0eRi5tqtFdd5wn5L2Rr+L/Ozm6xpRUzgki/kQdBjtEHTgzXAIepgYZtdK2nJPIdeImmLeLtAiF2IN+VIjaYpMNpPTw2i9Iswalubr94mgA1cQdOCNr4MeKUVmGW3Ga+5CppN0lRHWiK98HbF7Jdwanq6TdJfd7QuDZGhQiapvfP0eEXTgBoIOvPFZ0FMCEzWSpsjdsXLBLnRGWiNzfB0vX4kUI896OkVPa9OW+HIKHkEHbiDowBtfBD04NfioQTLUehiJ1g7H08/ueTitm5P1Nv0Vt/vIZqjz1XnrCDpwA0EH3tzroCtEhV1v01e6u6qbRtIUbYYRGsEAAA+TSURBVLZuTvZ1TIeL4NTgo2pRXSDYhDY3hyOu+OK4OoIO3EDQgTf3Mujh1vBTeklf42bEeU0pKbN8HdDhSikqMw02w1V3sxkRYkQ6gg5wBxB04M29CrpCVFjdnZ5lsBnqMCrvX7A1+Ji7wxSCTWgPF8NPIugAXkLQgTf3IugKUWF1t8hLL+mreTqvfMilBCbqJN3thytsQte9ijqCDtxA0IE3Qx30cGv4KYPNUOcaoWgp+tvNqZtP+DySI0xwSnBylBh10d1pbeHW8AwEHWCAEHTgzVAGXSEq7Aab4bZj5hpRU4yR+V24ccpfodluvu56TD1cDB/ShXIIOnADQQfeDFXQFaLC6m41u0bUFPs8iJzQiJrC2w5j2PRXhvKGNQg6cANBB94MSdBTAhPdLeDS2rTlvo4gb7Q2bYm7hYZDdfEZBB24gaADb4Yi6BpJU+TmeuSXcMx88AVbg49pJa3DdX9HiVEXEXSAPiDowJvBDnqkGHlWsN16v2+dTVfB881VfC3EGvKlm5vbdA/Ftd8RdOAGgg68Gcygb7ZuTnY911ywCW04z3zoBacGHzXZTC2u18QPtYamIOgAbiDowJvBCvrNqd9yl6B04Apw945SVJ4x2UxtrrMjIdaQ4wg6gAsEHXgzWEFXS+rzt61olzRFvo7caKMW1XlD+XtA0IEbCDrwZjCCHmYNSzPZTM0ui+AqMNV+7wVbg5O0kvaS/Hdhspuc4dbwQbnmO4IO3EDQgTeDEXTXy5EKdqETt0D1nZtrGW6ZetdL+qsIOoAMgg68udugR4qRZ812c488HmpRnefrqI12kVJkjuvUu0pS5SDoADch6MCbuwl6qDU0xfW2njpJVxlkDTrm66CNeimBia6LFI0247VQa6iIoAMEI+jAn7sJ+m2XHrWbexRWheTzmMHhwNQbH7hcr/ceLUXf1QVnEHTgBoIOvLnToCtEhdVoMzbhOu3Dm+uHLpPd1KoQFXYEHUa9QQ+63X6WHI5L5HBcoi1bEkkQDtPBg/berx04IA3pH/TExLTe1/JlWEQxk2pqaik7O5+OH8+gkpIyKi+vpPT0bygh4QQJwmHKzs4nh+MSpad/M+DtHjxop4yMnFu+xrbjaufO5Dt+/wcOSFRTU0sXL5b6dD/egTsNuuvlXQWb0I47qA1DKYGJrhec0dq0JQg6jHqDHvTjxzOu1dZeL8zL6yK7/SwJwmEqKipJt9k6Ojs6emjr1qND+gc9LS375MmTRETks6hYLEeuVFR0ERFRUdG31NLSkpOR0Zqenk7p6elUX13dQRbLkfrS0oaTJ09S4/nzA9v/eXkXuru7b3t8fWlpw7Fjx8jhcPTquX69h/buTbmbn6Gpru7Gz5CUdMpn+/IO3EnQQ62hqUabsdFlIVyBz+MFbmkkTe4tx9IlY0toaugd3ZENQQduDHrQLZYjbU1NnSqVippLSmpIEA6T09mmUqmo9OzZekpNPUMlJWVUUVFFmZl5ZLEcocLCi72jyrKyCrp0qYIcjktUVOSg8vJKEsVMsliOkCDcGIGXlZWTw3GJ9u8Xe1/3+PEM9vX4+Hj3Qd+/X6SiIgddvFhKx49n9H69r/dUVOSgiooqyso6T5mZeVRVVU2FhRfJYjlCqalnyOG4RIWFF+WvU5mUdL68vJy6nM5Ounbt2reieMnhcFBdZmZZW0NDe1VVFZUfOHCuvrS0IT4+njrr6pqpqqqaiooctGvXcbfvKTHxVGdLS0dCQgJ1NjQ45aN6tp2O2tomys0t7HXhwre37NekpFMe99/Bg3YqK6ugixdL2XNKbbby8vJycl6+fM3XkR7qoKtFdYHLNG5jaGqo1dfhAveCrcFfGm3Ga4NxsRkEHbgxJMfQi4pKoqOjqcPp7KbjxzPqLl92iqJIVFJSWltd3SWKIp08eZJK8vPbqaSkrK2hob2goICaGht7qqqqqKO1tevkyZPU3dVFBQUFdPbrr6/TxYullJ2df6229npbWxsVFBRQS0NDF+3adZyyss6XFBdfLygoICIit0FPS8tubmi4Xl5eTlevXqXqyspuSko6RZmZ59y9p5a6ug62vYKCAsrPyekkIsrNzaXjR492U17ehZq0tG+rqqqoraGhXf5ahXb71ezsbKKysnLKzS2sz8m5LIoidba3X6eenh6qqamlAwckFmIiovLyctq3bx9RdfUVt++ppqZW/rPJR+lsO92trR1UU1PLpvpd9ytdvlzpdv+lpWWXORzX09PTe39eIiLav1/MzMy8Mdof6pkVHwY9KDUoyfV67bgi3PDnegU5wS50BluDvT4bAUEHbgxJ0A8etF+pqOhKS01tJ6ezVTx0qKm5oeF6U01Nm0qlIqquvkoOx6W4uDhyNjV1dzQ1tYuiSK1XrzqpoqKqtb6+Iz4+nlpralqpqKhk37591FRX13WlrKwtzWbrJqezjXp6evbt20cXT5woKy8sbN23bx9ReXllc0lJTXR09G1BrywsbEpISKDWsrJaqq6+SkRUevZsfeOVK27fk7OhoePYsWPkrKysb62paQ0KCiJnXV1ba3l5XXR0NF27ePGapxH65eJi59mMjA7KySmgHTuOUX19fd3ly06VSkXh4eFUXl5OlJR0qr60tGH79u3UUl3d0lRQUBUfH08tdXUd7t5Te0tLt7Ouri0+Pp6clZX1lJiYJg+6SqUiURRJFEUqKCigxvPnK9saGm7Zr1cuXWp3t/8cubkt8fHxRNXVV5qLi6+Ionhj/+3adfxqdfX1mvLy9iFf++DDoKtE1Te3jM5tpmasbB/+Qq2hKQbJ0HC31wtA0IEbQ7XKvfXqVafZbCYiou3bt1N9Ts5lIqLkL75oo7S0bDp40F6Yl9dVmJPTxqaS6zIzy0gQDrfU1XWEh4ffGOHu3y8W5uV1VZWVdbQ7ndd7Y0NEVVVV9I0kNXR2dPR8eeRIG9ntZykz8xx73d73Y7EcaXc6u/+1d28XZWaeo9TUM5SZeY4OHJA8vae2pqbO+Ph4otzcQhbepoKCqsbz5yvj4+OpvrS0wdPPXl9b23U2I6ODvvoqlxobm6i9vZ2KikqoqMjR3draoVKpqECSatjIuvH8+UrKzS1kQff0nlqqq1t6Hy9/PXdT7qmpZ9oaGtp79+uOHcecLS237b9sUWxwtrRcT9q/v40yM89Revo327dv/27/EVFhTk7bSDqO7m3Q9ZK+2uU0KKxsHyFcV7wbbIY6BB1GrSE7bS0np+Bfe/d25Z4923mxoKCLEhPT6i5fdprNZmqvqWmk6uorcXFx1O50drc3NbXHx8dTTVratyzoBoOBOltaOqisrOLIwYNdDVevdtZXV3fs/9e/uqi+vpE6OzuJiMjhuOTIzW3Zt28fUX19fVNlZXNvtMrKKsjpbKXCwotXCwrq9u3bd+O16+sbyxyO647c3BZP74nNErCgs5DeEvTMzDxyOluptrZO/rNfLi52FubldVF2dj7V1NQWSFKNw+G48QGlvb3dYDBQTnJytaege3pPNQUFtXFxcTeOuWdm5rkG3TX0bQ0Nt+xXT/uv5Kuv6hISEoiuXbvWVFnZ3HvIYseOY87W1p6a8vJ2+vRTq69DPRRBV1gVkslm6pBHYbCuEQ5DL1wMPynYhC75PdPDrGFpCDqMSkMW9L17U5xNTd1Hjhy5MeoUhMMkipn1tbW9x4arL13qpLy8C20NDe3Z2dm3BJ1Fpbi4mPLz8q5TXt4Fys0tLC0u7mIruasqK3soIeEE2e1fX3I4uk+ePEldXV3kcDiIiMh5+fK14uJiqszOvkKpqWea6uq6cnNzqbi4+MYx9AMHJE/vqaWuriM7O7s36NnZ2b1Bz87OpvrS0oaatLRvi4uLbzuGXvLVV3UFBQVEDsclSk4+Te3t7WczMjqOHTtGCQkJdK229jo7hs62S7m5hdnZ2Tf2lYf3VJeZWXbw4EGqqqqiuqKi3g8Rt2zHJejy/epx/4liZsWlS93p6enU3dX13RqExMS0goKCG2sh2CmII4A3QVdLtx6HHazrg8O9o5N0VS7XDihE0GFUGtILy2RmnqPc3EI6ceKr3q8dPGinnJwCKioqodTUMzcfl0e5uYVsWrc36NXVV6moqIQOHrT3Pv/Eia+oqKiEsrPzbxk17tuXSnl5Fygr63zvtHNaWjabfiZBOEw7dyZTVtZ5ys7Ov22Fd1/vSb6d1NQzvdtOSjpFubmF8tEyCcJhSk0909XVRZ1NTW0kCIcpIeEEZWaeI4fjEuXkFNC+fakkCIdv2a7rtty9p61bj1JubiEVFZXcskrf9ef8bv/fsl8HtP/KyipY0GvT0x1dXV3k83P6hzDoOkl3BaeqjWwqUXXLKWwGyVAbmBKYiKDDqDMcrxQnHx37+r3cqUsXL3YQEd0W2eEuLS07OzubiIh6z0MfQQviSBh40EOtoamuN/vAHdVGnmBr8DHXy8EqrIoBn5OOoAM3hmPQ3Y4sR5qkpFPkcFy67apuw92BAxLl5hbSxYuO3hkFX78nLw006CpRdQ7T7XxwnXb3ZqYFQQduDMugA9yFgQbd9c5dalGd7+swwZ257cOZTV+JoMOog6ADbwYS9KDUoCTXG7GEiWGnfR0muDMKUWG32C2997A32UzO4NTg4wg6jCoIOvBmIEEPF8PTXO6r3YQbsYxsBslQL/+dKkVlBoIOowqCDrwZSNBdLxuqlbTlvg4S3B2tpHXcyelrCDpwA0EH3gwk6DpJVyn/468SVed8HSS4O0qrMstlkWM1gg6jCoIOvBlI0F2PnytEBe6sNsKFWEO+dL2fPYIOowqCDrzpL+jBqcFHBbvQIfvD37XZujnZ10GCu5QSmGiymdp6o243Xx/IdQUQdOAGgg686S/oCqvC5rIgrtHnMYJBYZAMtS7X5T+FoMOogaADb/oLulJUZsr/6OskXZWvQwSDw/XaApFiZDaCDqMGgg686S/oakl9Xv5HP0qKKvF1iGBwaKRbb6eqkTRFCDqMGgg68Ka/oEdL0aVY4c4n15XuWklbgaDDqIGgA2/6C7pW0lbg/ud8ChPDTt925zUEHUYLBB1401/Q9Tb9LbdMxSVf+aEQFfZbgm4z1CHoMGog6MCb/oJusBmuuZyDbvd1iGBwhFpDRW/PYEDQgRsIOvCmv6C7XlQmVAzFRWU4EWoNTZH/bk02UwuCDqMGgg686S/oJrvJKf+jv1ncfMLXIYLBEZwafNzbq8Uh6MCN+OBKv/1KpVNUqysBeLAjPLx5c8zm5qCPgyrdidgT0aPcoyQm6OOgak+PhZEleGdwlfx3G7Enoqe/54ToQpo3x2xuDo4PrgQY0SzBzv8Pb1Ye6R1VghcAAAAASUVORK5CYII=

As evidenced by his shot chart, Frye is lights out when shooting wing threes (44.1% for the season). The part of his game that the Suns are the most excited about is that Frye can put the ball on the floor and be deadly close to the rim with an awkwardly-useful pull-up jump hook. His stellar role in the offense and heady shot selection yield a true shooting percentage (a metric that scales to the value of threes as well as including free throws) of 61.2%, another category in which he leads the team. When Frye is mixing up his play by occasionally rolling to the basket, slipping screens, he creates that half-step  of hesitation from the defender when he does decide to shoot a three.

Although the Suns have burst onto the scene as a competitive bunch, it still remains to be seen what their long term plan is. With an extremely hyped draft inbound, the Suns may be looking to move Frye to a team in need of a stretch forward (the Rockets, Pacers, and Clippers come to mind). The nature of the business could become that Frye’s stellar play actually makes him more likely to be traded come the deadline, with the same going for point guard Goran Dragic. But as it now stands, Frye’s skillset allows him to create mismatches on a nightly basis, ushering a new trend in basketball that invests in three point attempts and attacking the rim.

Filed in: Player BreakdownsUncategorized

About the Author ()

A Senior at the University of Southern California with a passion for everything basketball. To contact Max, follow him on Twitter, @LingCredible.

Back to Top