Classify the following polymers as atactic, isotactic or syndiotactic:
![](data:image/png;base64, /9j/4AAQSkZJRgABAQEASABIAAD//gAMQXBwbGVNYXJrCv/bAIQAAQEBAQEBAQEBAQICAQICAwICAgICAwMDAgMEBAQEBAQEBAQFBgUEBQYFBAQFBwUGBgYHBwcEBQcIBwcIBgcHBwECAgICAgIDAgIDBwUEBQcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcHBwcH/8QBogAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoLAQADAQEBAQEBAQEBAAAAAAAAAQIDBAUGBwgJCgsQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+hEAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/8AAEQgAzQGdAwEhAAIRAQMRAf/aAAwDAQACEQMRAD8A/v4ooA8A+KH7VX7OPwS+KfwY+Cnxi+NHh/wt8TfiL9tTwLpmv36WH/CVXFnc6ZaTWdlNPthnvTNrGnpFYrJ9on85jDFIsMxj/MD9n/8A4KA/tY/tWfFP9mHxz4Q/ZZ+IHgj4ZQ/B/wAf+K/ij8PtZ8N6Pq39u+JLK58N2OkaHpPimLUbfTNL1qHU/wDhKLB9O1W5sb2H+yr+PVdG05pLS7tgD9H/AIKftefBr42eKtQ+Flre6h4Y/aD0/T31PWPhj41sG0bxVplpDJFbXF5HZTHbqumR3cv2Ia7pcl9pFxPHIlrf3G0tX0/QAUUAef8AxS+LHws+B3gTXfil8a/iX4f8H/DLS/J/tPxH4p1m00rS9O8+aO3h8+8u5I4YfMmmihTe43PKiDLMAfkD/ht3x3qf/FeeEP2G/jBqX7OVv8t94rudBt9I1x0+9LfWXgzVJrbxLc2VmLe/ju4pLC31SaX+zRpGla1DfNcWwB9P/BT4/fBr9ovwrqHjH4K/ELT9f0iw1B9G1iG2do77w3q0UcUtxpWr2MwS70jU7dZ4hc6ZexQXdszhJoY3ytewUAFFAHgHx0/aj+BP7OH/AAi1n8WfHP2bxbr/ANp/4Rrwpo+mahrvifxb9l8k3v8AY/h/SYLnVtY+yxzxz3P2O1n+zQFriby4UeRfn/8A4bk8RfD/AP4qL9qn9kn4gfCv4S3X7208YanLofiPT/D8Q+SRfFJ8M3uof8I1s8i/vpdTlM+hW2nJaT3es2t3cSadbAH2/wCE/FnhXx74V8NeOvAviXT9a8E61p9vq2j6xpN7DeWOrWNzGs1vc21xCzRTwyxOkkcqMyurqykgg10FABRQB8gfFL9tX4WeBvHeu/Bb4c6B4g+KP7RumeT/AGn8PPhpa2mo6poPnQx3cP8Abd7d3Fro/hfz7N3u7X+3NR037elvMlj9qmUQtz/hP9t7wro3irw18Kf2rfA+ofB34x6rqFvomjxeKLiGfwr411OeRba3g8N+KYcadqU15cC5Fjo90dO1+eC1e6l0S1jIoA+36KACigD4A/4b30f4pfvP2J/g34g+OHh+D/SL7xh4TvdL0/wYbeP95LFpniTVJ4LDxFeypDfWcEOjvf28Gp20dlrF5okcjXkXsHwU/a8+DXxs8Vah8LLW91Dwx+0Hp+nvqesfDHxrYNo3irTLSGSK2uLyOymO3VdMju5fsQ13S5L7SLieORLW/uNpagD6fooAK8/+KXxY+FnwO8Ca78UvjX8S/D/g/wCGWl+T/afiPxTrNppWl6d580dvD595dyRww+ZNNFCm9xueVEGWYAgHyB/w27471P8A4rzwh+w38YNS/Zyt/lvvFdzoNvpGuOn3pb6y8GapNbeJbmysxb38d3FJYW+qTS/2aNI0rWob5ri2+n/gp8fvg1+0X4V1Dxj8FfiFp+v6RYag+jaxDbO0d94b1aKOKW40rV7GYJd6Rqdus8QudMvYoLu2Zwk0Mb5WgD2CigArwD46ftR/An9nD/hFrP4s+Ofs3i3X/tP/AAjXhTR9M1DXfE/i37L5Jvf7H8P6TBc6trH2WOeOe5+x2s/2aAtcTeXCjyKAfmB8S/8Agrh8Xfg54i02++PP7Dv/AApz4MP8YNC+Fz+KPjp8WvDfhj+0rfUtKstYuNT0uTTk1XR7v7BZrr09xHc6vZW8v9lW1nZ3t3qt3PpVj+n/AOz3+078Iv2oNH8eaz8JbvxB/wAUv4gPhbxDp/inwT4k8Kapo+qfYLDVBBPpuv2VlepustTsLlJDDsdLpCrNzgA9/ooAKKACigAooAKKACigAr8YfiL/AMFXp/F/xM+AvwQ/Y88Bafqfx28QfHDxl8KtS8L/ABdi8ReDLHW7Hwrp3jQaxqOg69Bp1/b6lDb6j4Zs1kubC31VbddStLS+i0+5vozAAc/+zd+wx+0x8TfGPg39or9rH4o+IE0y+8QfGbTPEnwT+KmieE/FnkfDzxdrupzaf4Wg1HS7mW2t7KW2t/C99ew3U2vsv9i2em2Nxptib21u/wBfvhb8J/hZ8DvAmhfC34KfDTw/4P8Ahlpfnf2Z4c8LaNaaVpenefNJcTeRZ2kccMPmTTSzPsQbnldzlmJIBz/xr+BHwz/aD8K6f4S+Jul6g9tY6gmraVqWh+INW0DWdBvkjlg+06brGkXFrqOmTPb3F1aSS2tzC0tteXdrIXguZo3+YPtn7ZP7Lf8AxMPGHiP/AIXn+zxafvtU1f8AsWLTvif4btB809z/AGdoVkuk+NMSTNJ9k0+x0C8t7HT/AC7e28QajOkUoB9P/BT4/fBr9ovwrqHjH4K/ELT9f0iw1B9G1iG2do77w3q0UcUtxpWr2MwS70jU7dZ4hc6ZexQXdszhJoY3ytfMH/DYusftG/8AFP8A/BPKz8P+ObI8aj8WNZk1Rfh5otvJ+5W40nUbO3aHx1exTGXfpWk3kNujaZf2moaxo90bVLgA9A+Fv7Jv9ieO9C+N3x8+L3iD4l/Hqw86XTL/AFaT+zvDfg+W4hkhmXw74ZtGFhp+xLrUbaDU7v8AtHXVstRuLG41m7gcqfr+gD5g+Nf7K3hX4ueKtP8Aij4a+InjD4efHaz09NJtfHPgHV4bW+ksUklkS21DT76C70XX4YhdagLaLWNO1BbFtTvbiyFrcztcV4//AMNIfGz9mT9x+3do/h+f4ZH5LX4yfDjRNfXQ7dx++nfxPoUgv5vBVlDC7kaxNqup6X5WmXtzf32jtNZ2c4B9P+Jv2hfgF4L+DVt+0X4x+OHg/Sf2fJtPsNWh8d6n4m0618Oy2N+0K2NyuqSyraNDctc26wyiXbKZ4ghbeufmD/hZf7U/7VH/ACbvpv8Awqv4AT/uJfiD4/8ACerweONWx+6vE0TwdrFrZ/2Lt81vsuta75+LrTpd3hu/0+4tr6cA+gPgZ+zf4E+A/wDwlOs6VrHiDxF8TfEX2Z/FPjXxjrdxq+ueIXg8540aWUiHT7JJrq+uYNH06Gy0uzl1G9NnY2q3Eit7/QB8QeLP2RPFXhTxV4l+Jf7H3x31D4beNtY1C41bWfDerWE3in4feIL66kaS4ubnw1Nd2sumTPLcX99JL4f1HQmvdQvGvdTOplTEx4T/AGztO8J+KvDXwg/bK8Naf8Kfjjq+oW+maHv1e+1LwV4zu72RY9Os9A8W3enadaahqc7NJCNCnhstXMtleyRWE9ikGoXIB7B8dP2o/gT+zh/wi1n8WfHP2bxbr/2n/hGvCmj6ZqGu+J/Fv2XyTe/2P4f0mC51bWPssc8c9z9jtZ/s0Ba4m8uFHkX5/wD+EA/bJ/aZ/f8Axg8a/wDClvglc8/8IP4A1KK+8ca1aPz5OteKtpttB862uJba60/w9DJeWl1axXWn+LWU7aAPr/4W/C3wJ8F/AmhfDb4baF/Z/hLT/OeON7q4u7i6uLiaS5u7y8u7l5Lm/vbq5mnu7q+uZZbi6uLie4nllmlkkboPFnhPwr498K+JfAvjrw1p+teCda0+40nWNH1ayhvLHVrG5jaG4trm3mVop4ZYneOSJ1ZXV2VgQSKAPiD/AIUF+1P+zv8A6V+yd8av+E2+H6f80w+OniPV9Q8nPH/Er8d+Vf6/Y5lnub24/tm38Ueb5VtY2X9kW6709g+Cn7Xnwa+NnirUPhZa3uoeGP2g9P099T1j4Y+NbBtG8VaZaQyRW1xeR2Ux26rpkd3L9iGu6XJfaRcTxyJa39xtLUAc/wDFL9sXwJ4c8d678AfgvZ/8LE/attvJt5PBGgSXElv4VuLmGO5tJfF2rW1vc23g+yktpGvUm1ALcXlvbXI0uz1O6SOzl8//AOGTfin+0F/xM/25/i9/bPhKf95/wpzwBJd6P4Hhib5vsutXW5dW8aYjmu9Puo76Wz0LVLVomn8MwTLuoA+/68f+NfwI+Gf7QfhXT/CXxN0vUHtrHUE1bStS0PxBq2gazoN8kcsH2nTdY0i4tdR0yZ7e4urSSW1uYWltry7tZC8FzNG4B8wfbP2yf2W/+Jh4w8R/8Lz/AGeLT99qmr/2LFp3xP8ADdoPmnuf7O0KyXSfGmJJmk+yafY6BeW9jp/l29t4g1GdIpfp/wCCnx++DX7RfhXUPGPwV+IWn6/pFhqD6NrENs7R33hvVoo4pbjStXsZgl3pGp26zxC50y9igu7ZnCTQxvlaAPmD/hsXWP2jf+Kf/wCCeVn4f8c2R41H4sazJqi/DzRbeT9ytxpOo2du0Pjq9imMu/StJvIbdG0y/tNQ1jR7o2qXHoHwt/ZN/sTx3oXxu+Pnxe8QfEv49WHnS6Zf6tJ/Z3hvwfLcQyQzL4d8M2jCw0/Yl1qNtBqd3/aOurZajcWNxrN3A5UgH1/XzB8a/wBlbwr8XPFWn/FHw18RPGHw8+O1np6aTa+OfAOrw2t9JYpJLIltqGn30F3ouvwxC61AW0WsadqC2Lane3FkLW5na4oA8f8A+GkPjZ+zJ+4/bu0fw/P8Mj8lr8ZPhxomvrodu4/fTv4n0KQX83gqyhhdyNYm1XU9L8rTL25v77R2ms7Of6f8TftC/ALwX8Grb9ovxj8cPB+k/s+TafYatD471PxNp1r4dlsb9oVsbldUllW0aG5a5t1hlEu2UzxBC29cgHzB/wALL/an/ao/5N303/hVfwAn/cS/EHx/4T1eDxxq2P3V4mieDtYtbP8AsXb5rfZda13z8XWnS7vDd/p9xbX0/wBAfAz9m/wJ8B/+Ep1nStY8QeIvib4i+zP4p8a+MdbuNX1zxC8HnPGjSykQ6fZJNdX1zBo+nQ2Wl2cuo3ps7G1W4kVgD1/WfCfhXxHqPhPWPEPhrT7/AFfQNQfVtCur2yhnm0W+e1ubF7m0d1LW0zWl7eWpljKsYbu4iJ2Sup/KHxZ/wTN8Y/C3x38Mfiv+w38Y/wDhHfjAPjB4v8f+L9d+KOo+J/FuljQ/E8Piu/1XRdM8PWmp6da21lNrms6NdvY2k+mRTvoWm6heyX95pkHmgHP/ALO3/BUCDRtO8J+Av2lvCHjBdIg+KHxQ+El58cdZ0/w7oXhI3Pgi68ZXAuNVmuL2ymeaXw94RfUL3VNM0s6Kl7Nc26SWjwT2Vn+r3wt+LHws+OPgTQvil8FPiX4f8YfDLVPO/szxH4W1m01XS9R8iaS3m8i8tJJIZvLmhlhfY52vE6HDKQAD0CigAooAKKACigAooA5/xZ4Z07xp4V8S+DtYudQh0jVtPuNMuptJ1a+0u+ihnjaJ2tr6xlhu7KYK5MdzbyxTRMFeORHVWHn/AMCPgR8M/wBmv4Z6X8IvhFpeoWngm01DVdWVdW8Qatrl9c32q6jdatqNzc6jq1xc315NcX17dXEks88jFpm5xgAA9gooAKKAPwB1Pwr8E/8AgqL/AMFV/ilolz8EvD+tfsy/s4+H5fh98TPEmpaHoGqWHxr8X6kIL6z8I3E8mnXX9paL4X3Xeo3ulSahbmDxBdaRPLYb9OguH/d7wz4m07xZp1zqml22oRW0WoX+mMup6TfadMZrK6ms5mWG8iileFpYHaG5VTDcwtFcQSSwTRSuAdBRQAUUAfhD/wAE6R+zV+0/+0P+05+3R8I/2U9Pk8Ej44a74B+Gni/SvDPhq30nydP0ib/hJviNp115xN7N4j1q41PQrvXdJlnm1K00rw3Bc26DTr2aL93qACigArwD9rHx/wDCz4UfssftLfFL46eCv+El+CXhr4f+Idf8Y+HP7NtNQ/t/Q7PTrm41Cy+x3jJbXXn20c0PkTusUnmbHYKxNAHwB/wRs8FfCzwP+xt+zL8Q9Qs/h/p/7TXxw+H9t8WdXTwzoFpod3faHcSR6jp2kWtu0897caL4WsvEml+G7BXmlisrOPT4I1t0ligH6/UAFFABX4w/8FyvG3hXR/2YPgV8Ip9D09fjH8Xvjh4L+Dvwt8Z3/huHWG+EvirX7ia1XxdYg3dpcWOp6Xpw1a40++tJ0nivvseCsbSsoB+n3wU8AfD34Q+FdQ+EHwi+BGn/AA++FPhrUHstA0jQ9K0bTNGvobiOLUZ7vTbLTJCttC13e3UMizw2sz3NvdyeU0UkNxP7BQAUUAFfiD8c9F/ZY/bS/wCCuHhb9k7xR+z/AOH/ABf/AMK3+D9z4y+MPiO48KaRqtpe/br6G38I+BPEV5IJ/Msn+1a14tGgXsMW680nw5qtq7fZZgQD9nvDPibTvFmnXOqaXbahFbRahf6Yy6npN9p0xmsrqazmZYbyKKV4WlgdoblVMNzC0VxBJLBNFK/QUAFFABX4w6V8C/h74H/4KjftMePfhZ+z34PudX8HfC/wd8U7fRdL8F6MdZ1PxF4lufipY+IbvQLu4u7C00fxBrjaV4dt7/WLiUi+ttIgtLxwghubQA/X7RvFnhXxHqPizR/D3iXT7/V9A1BNJ121sr2GebRb57W2vktrtEYtbTNaXtndCKQKxhu7eUDZKjHoKACigDx/4sfAH4NfHTUfg9qnxf8Ah7p/iG58AeMLbx/4QXU0aWHRvEVra3lna6isOfKlmgiv7loTKriGYxXEYWeCGWPoPhp8LfAnwf8ADupeE/h1oX9neH7vxBrvim4t/tVxceZqmuare63qk++d3ceff6heT+WCEj87y41SNURQD0CigAooAKKACigAooAKKACigAr8Qf8Agvn/AMFXNH/4JTfsPeIPG3hm6839prx39s8H/C+yt7vSxcabqklpK0mvy216sv2my0vMM0ii2uEkuLjT7WYRJeedGAe//wDBHP8AY68d/sQf8E+/gn8J/jXefb/2mtZ+3ePfixrd1HbvqmteL9eupdS1E6pfQ3Fz/bF7a+fFpjam9xMblNNhkDKhSNPsD4xT6x8O/tPxh0Lxd4f0Hw/D/Z7/ABC8QeOvEeqJofhjwhpH9oajf3lrp/nx2EN7Ik0trJfPJZCOKeK9upb6PR7bTZwD1/wn4m07xp4V8NeMdHttQh0jVtPt9TtYdW0m+0u+ihnjWVFubG+ihu7KYK4EltcRRTRMGSSNHVlHQUAFfkD/AMF0f+Ci/wDw7G/4Jx/GX4++G9R8j426zs8C/DT9zv2eJ9Sin+z3X7y0urY/YbaC91XyrqNYLj+zfsrOrXCZAN//AIJC/seeFfgD/wAEfv2Of2UviF4E1C50i/8AhfDc+N/CXj/S4ZJlvvEqTavr+kajYT28aiGO71W+szZ3EJZYUWGYyOHdvuD4F6747i/4Sn4Y/EXUPEHiLxn4Z+zNrfjy+8LW/h/Q/EGqaj52oTWOhWokMz2Wnwz2cKSn7WiRTW9rJqupalaaq8IB7/RQAV/LF/wdQfGvxV4j/Z4/ZM/4JXfDDT9PT4rftZ/FDR/BVnrGvRTDSdFsdN1fRpjJLcW8hntpm1S90EBltLxTaLqXyLKICQD+l34peAP+FpeBNd8ASeNfEHh+y1PyYb3UvC2pf2dqhtBNG9zbQXqq01j9phWW0e7tWgvIEuHltLm1ukhuYuA+Bfx60f4uf8JT4T12bw/ovx68OfZrjxl8ObHxhpeua54At9S8650WLXY7FmSxvbmwWK4eFDNbiX7RHa3l/BEl5MAe/wBFABX8sXxN+Nfir9sX/g6n/Zb/AGdPBOn6fY+Cf2Qfhf4r8a+KbrVYpob7XL7xdoljYzR6e8Mk8VzDHFrXhhkWaKyZGj1gl5QtsrgH9Hvxb+GOo+OdOk1TwD4g0/wv8Y49Pm0HSvHh8N2Oq6t4a0m/urCXV4tN+1/uopp4rCBojOtxaLd2mn3F1ZX0dr9llPht8TtR8Q6d4J0v4qeH9P8ABnxj1/T9T16z8B3HiSx1DVrfSbS6giMsv2f91LNBFf6Ut+LRru0tLu/W3ivbuMwXVwAewUUAef8AxY+KXgT4HfCz4l/Gv4pa7/Zfwy8H+H9R8U+I9T+y3Fz/AGdpen20l3eT+TbpJNN5cMMj+XFG7ttwqsxAP88P/BtBH4q+P3wa/bj/AOCo3xP8B6hpXxE/aX+OGt+JNIutT8Wza7M3grSWNjoelq7SBY4dKu5Ne0yHdbWkrQ20X7oW6WiqAft/8a/DOneB/FWn/tN6dc+D9G1fR9PTTPGXjnx9q199h8E+ArWSXV9bbT7dpUtLSa7a1tYbm586xj2w2V9eyX6aFZ6dL6/8LfiX4d+MHgTQviL4T03xBaeH9R877Pb+KfCeueGdUj8maSB/P0vW7W0v7XLxMU863j8xCkqbo5EdgD0CigAr+QL9jf8A5XJP+CsX/ZANH/8ASH4aUAf1O/F7wT4q8SweDPFvgXXNQTxt4O1C+8SaPoCeJJtE0bxpfPo2q6Zb6Xr88NpeSnTDLqSXZ2W0zQ3NjZXSxSm2EMnkFn+0hrHw51jxP4f/AGgtH+x+EvD3/CvfCEvxItdE1TTtL8aeO/E9+ulyafpejyi6uYbKO5v/AA7tvlvL+1V9dmtJLvztHv2QA+v6KACigD84PiR8SP20PHv7aHxV/Z0/Z0+Kvwv8H+CfB/wv8FeNbq68a/C/XfFl9q194h1bxlYvHG9j4o0WK1hgi8MQMFMU7O11IS6hVWj4Yf8ABQfwXY/BDwp4q+P8eoP8VpfGHjzwJJo3w48CeKvFF94hm8F+JdR8L6nrlnoGh22p6pZaZLPY21w5l+0w6e2sWFlNfTyywS3AB0Fl+3T4Ei/aE+I3hrV/Gfh+f9nKL4f/AAb8R+DvFWircal/wkGqfETxN4p8OaeqXNm80NxZXM2m6EttPFGqJ9unmlnMJDQ+gfFL9vX9k74L3Wu6f8Sfit/Z+p6f8QIfhVJaJoWsXdxdeL7jw3H4stNFs4ba1kkv7260maCS1htllN1cXEFhB5t9LHasAHwt/b1/ZO+NHjvQvht8Nvit/aHi3UPOtY430LWLS3tdYt4ZLm78OXl3c2sdtYeJrW2hnu7rwrcyxaza29vPcT2EUMUki9B4a/bJ/Z48X/GW5+BOg+MdQk8bDUL/AEa0vpvC2vW/h3W9W09Zm1DStL8Rz2aaLq2p2gtL/wC06ZZXs93bnStUEsKHTrwQAHQfs0ftR/An9sP4WaT8bv2b/HP/AAk/wl1Dyv7O1+HTNQtLTUt9tBct9me8gi+0eV9oFtceXu+zXlve2M/lXdldW8P84P7Mn/BWn9rH4gf8FP8Awr458d+Ld/8AwSr+MXxg+I37PfwrWWw0eHwxpeqeFdP0V9D8Taf4vjsUfxB/wlF/beIbCx0v7TsE/wBqjguL17Ly0AP6vaKACigAooA5/wAWeLPCvgLwr4l8deOvEun6L4J0XT7jVtY1jVr2GzsdJsbaNpri5ubiZlighiiR5JJXZVRUZmIAJr+AP/gn78a/FX/Bxf8A8HB8P7WHjrT/ABhZ/sOfs76ePGvw28H6tFNLY6FfW81lb6NHc3OmyQW+n6nf6jG/iORXe9aZdDbTWe8tLNZIgD/QcooA+IPFnizxV+zP4q8S+KPFHiXUD8ATqFx4x8aeNPGN7NrV9q99qcjaVofg/wAH6HpTLLBNFKmmQpHFZFrpjY21va6zrGu6jqNl9v0AFfwB/wDBxn8UtY/4KM/8Fq/+Ce//AARq8Na74gv/AIJaN4g8Nv8AEfSfBtrqiapZapr1wk2p3kqzJLY3P9l+FzDqNvfC1mSyTUtVM0rKZ4ogD+/yvkD9oTwN8U7bx34D+NPwe8P+IPGfxN07GjeH/B+ofFK78GeBNE86G/fUNW10adb3E2qedD5FpFHcadrv2e6i017S005ZdS1EAHv/AMLfix8LPjj4E0L4pfBT4l+H/GHwy1Tzv7M8R+FtZtNV0vUfImkt5vIvLSSSGby5oZYX2OdrxOhwykD0CgAr+AP4aeP/ABF/wUy/4PJNS8Rf8IV/wkfwS/Z5/t3QPsPiXTdDj/4RS08LWN7pf22OLczXm3xrqX26ynzNeR/bbWfbAttttgD+/wAr4g+L3h/4mfBzxV4M8T/AZdQl8Nz6hfW2i/CLwd4Y0nTNG8XeKtak1XUNT1fxh4glsb2XStMjlk/tR7yzSxn+0pfbxr15qlhpRAPt+igDx/8AaF+NfhX9mv4BfHD9ovx1p+oXfgnwB4P1nxrrFrpMUMt9c2OlWU99cR2yTSRRPM0UDrGryxqWKhnUZYfxh/8ABmt4T+Jnxn8Vf8FRP+Ch/wAbfDWn6r428f8AjDTdJi8fSWWkxX17rMsmo654ptoY7ZUlsYZZdT0C6lijihtpWFsEDG02wgH9zlfMH7R3wx07WPCvi/xjp3iDUPC0dxp9vF8RNe8EeG7678a+JvCWlR6ndromlXmlZ1S2mae9uBFJZxXV7HFfakmmLaaheQahagHr/wALfEXjvxb4E0LxL8Sfh1/wiXi2+864k8Nvq9vqdxpFu00htIry4th9m+2/ZvIa6htpLm3huGnhgvL2GKO7m9AoA/jC/wCDzX9unR/hd+xt8Kf2DvCPjPy/ib8UfEFt4j8U6TbLpdxjwho8jTRrerK7Xlj9p1hdOltJ4YlE/wDYmpRGcLHJFL/T9/wT8/Zo/wCGN/2Hv2TP2XLnSfD9p4g8DfD/AETQNe/4RaDytLvtchtIv7XvYMwwPL9rvzd3bzyRRyzPcPLKokkegD6/r4A+N3h3WP2fPin4t/a20j4i+H9H8P69/wAI7pvxD1zxbpGqa/qDaBpFybfQ/B3hXQ9FNk817qF/r+uz299LLqV+dR1SGxi0/VI7qyt9MAPt/wAJ6zqPiPwr4a8Q6x4T1DQNXv8AT7e9utC1aSxkvtFmljV3tLl7G4ubR5oWYxSNb3E8JZGMcsibXPQUAFfwh/sI/tq/CzxV/wAHkn7fH9n6B4gT/hO/D+vfBTSPOtbQfZtc8J2Oh/2jcXO24Oyyk/4QvVPs8ieZK32iy8yGLfL5IB/d5Xj/AMXvhJp3xMg8GeIbSPT4fit4L1C+8SfD7WNWtr68sfDniKfRtV0OO9ubC0vLNtShW01m+iktGuIg6zsUkhlWKaMAPgD8FPCv7Onwa+HvwV8HahqF/pGgaettNrGsywz6t4kvnZpr7V9VuIo4lvNT1C7kuNQvbworXN3d3M7jfKxr2CgAooA/OD4kf8E4/gF+0H+2h8Vf2i/2ov2efhf8RvBN98L/AAV4K8KWvjXwlp2v32g32k6t4yvtVkjTUbSSK1huItd0lQ0MpaVrOQSIoiiZ+g+MX7PXxT8CfFP9mb40/sdfDf4f3X/Cuvh/4m+Fdj8PNf1678GaHZ6HrVz4Wu4p7K90vR9W+z/Yf+EStbSLTV05Yni1BnFxB9jWG4APkCH9g74Wfsyfs4/HT4dftYftJ+H9C/ZF1H9kD4Zfst6349vtWtPDNxb/ANip4x0e+1KR9S82w0z7UnirThZiS4uv9IMkTowWMz+gfst/s0fFPxb+z3/wSm+KXiLSf+Ed+IGkfEDWf2ivip4c1+C7sLvSNc8c+GfHNxrmlWVnJC0tv9k1/wActDFaXjiWGztGSa4muIszAHf+Af2Kvin4W/4ZO/tDX/D7/wDCCftP/Fj416v5N1dn7Tofiz/hZ39nW9tutxvvY/8AhNNL+0Rv5cS/Z73y5pdkXneQfAL/AIJt+OPhR+1xbfE3xDZ6fqfw70T4oePvizoXia9+MnxJ1CZ77xZP4ineytPh68sPhXw9Nap4pvLM6zHPqLXMNnPIbC3uNXebTwD6/wD2ev2cvjL8Gv8Agm38D/2R9H+Kun+Gv2g/CnwP0b4c2vjfSdNXWrHw/wCIrHQYNMTVbazvkhXUYYLuIXMcFwkQmWNUkVN7AfmBef8ABvF8EPDH7Ev7O37OnwJ+O/jDwj+0H8LNQ8KeLvBHxFvfEfjLxF4d8PeNdGvre/vPEVp4B1PxBJ4ehmvpjqjG38oxQnV5yN/IcA/oeooAKKACvH/jX+0L8Av2a/Cun+Ov2i/jh4P8AeCbvUE0m11jxr4m07Q7G5vpI5Zkto7i+liieZooJ5BEGLFYZGAwjEAH84X/AAXH+Kn7aH/BSL9keL9kz/gjp4U8YeJJPFOoSSfEPxJFo2u+ENJ8TeChA8fk6J4l8Q6ZZeHtf0zUZri2d59M1wy3VoiCCHUNPvL2W3+n/wDg26/4Jo/8O5P+CcfgL/hP/Cf9n/tNfFDyfH/xA+12Hkahpf2iIf2Vos/nWdtewfYLJk86xufN+zajeav5chSUUAfv9RQB5/8AEX4daP8AEbR4La5n/s/xbp/2u68MeJ7XTtLu9U8F6pcWF5po1TSzqVtdW0N7HbX93EryQSoyXE0UscsMssT8/wDBT4A/Br9nTwrqHg74K/D3T9A0i/1B9Z1ia2RpL7xJq0scUVxqur30xe71fU7hYIjc6neyz3dyyB5ppHy1AGB8dP2l/hZ8Af8AhFtC8U6t/aHxa8T/AGmHwL8PdHntJPE/xCu7fyfOttHsJ5ovtHlfaIHubuR4rOwgdry+ubS0imuY/wCYH/glf/wbf/tHfsq/8FHPB3/BUD9tL9qzw/41+PV1/wAJ14p8U6Z4O097K0TxfrsslpHOs0tpEmo2VxYaprNzPHHaaSbS8FlHCtzB5hoA/r9rn/FnhPwr498K+JfAvjrw1p+teCda0+40nWNH1ayhvLHVrG5jaG4trm3mVop4ZYneOSJ1ZXV2VgQSKAOgooA+YP2w/iTqPw8+AXjuw8FeNtQ0T44+KdPvfCXwzk0PQ7HXNZuvFt5ZXR00abpN9NDaajNA0Ul/JHdz29lDbWN3dX1za2NtdXUP4Q/8EDv+DfHWP+CQXxT+Mnxr+KvxT8P+Ofib4r+H/h/w/YanosGqWP8AwitxJc3V34m0tIZZDDqFk81r4fe21OSOG4k+yzg2tmpYXAB/T7RQAUUAfzw/8FTfhj8Zf+C3H7MFp+xp+xJ4g1Dw1+z5r/jDQ9S+IPxl8UeG1g8K+JvDNjcfapLLw3Hd7dU1+Z5zous2OqafbxaHfwWjxR6/88sLfX//AARh/wCCZ+nf8Eof2JdO/ZbfW9P1rxs/jDxF4k8R+JtMN8kPiqa5vpINMvWtbqRxYTf2LaaLBNaQs0Mc1tLtknJa5mAP1fooAK8/+KXxS8CfBfwJrvxJ+JOu/wBn+EtP8lJJEtbi7uLq4uJo7a0s7O0tkkub+9urmaC0tbG2iluLq4uILeCKWaWONgD+KPUv+CPv/BUb9vz/AILefCX/AIKr/H8af4W/Zc0P44aXqPgrSdQu7z+3tM+H3hlDrPhy7Ph/UJ1l0eHVJbO2truxlmt9QtNT1u+uptHijWVR/c5QAUUAFFAHgHx0/aX+FnwB/wCEW0LxTq39ofFrxP8AaYfAvw90ee0k8T/EK7t/J8620ewnmi+0eV9oge5u5His7CB2vL65tLSKa5j/AJof+Cf3/BvR8ZfhX/wVo8Z/8FjfjV8bdP0DV9X+KHj7x9o/wittFXUr600nxXaaolvbavrEN6LS01O0bWZUubeyj1O03WQ8m/nSYSRgH9btFABRQAUUAFFABRQAUUAFFABRQAUUAfEHiz9kf4mfFbxV4l1P4u/tufFB/htqWoXEjfDzwHcaT4K0aCxSRv7Ohi1fSbRfGEE0SJazXM8HiOFbu5juP3MFhcnTE9A+Cn7F/wCzB+z54q1D4jfDL4QaenxjvtPfSdV+IeuT3ev+NdesXkil+zal4o1eW61rU4UNvapHFdXkyxRWdpDGEjtoUQA+n6KACigAr4g8WftM/EL4oeKvE3wm/Yr8Hafr/inRtQuNI8U+P/F9trNj4K8HTRSNZzrZXMNrt8Z6na3a3Ec2i6bdQQxS6TqNlqOr6Nd/Zo7gA9g+Bn7N/gT4D/8ACU6zpWseIPEXxN8RfZn8U+NfGOt3Gr654heDznjRpZSIdPskmur65g0fTobLS7OXUb02djarcSK3v9ABRQAV5/8AFL4peBPgv4E134k/EnXf7P8ACWn+SkkiWtxd3F1cXE0dtaWdnaWySXN/e3VzNBaWtjbRS3F1cXEFvBFLNLHGwB4B8Lfhb47+JnjvQv2lP2lNC/s/xbp/nP8ADz4ePdW93b/C+3uIZLeW8vJbd5La/wDE11bTTQXV9DJLb6fb3E+labLLDLqep659f0AFFAHxB4s/be8K6z4q8S/Cn9lLwPqHxi+MelahcaJrEXhe4hg8K+CtTgka2uIPEnimbOnabNZ3BthfaPanUdfggukuotEuowa5/wD4YY/4XR/xMv2+vij/AMLj3f8AMh/2J/YXwwtcfL/yKX2m8/trd5Vndf8AFR3+v/Zb61+16b/Zu/ylAPv+igAooA+AP+GufHf7RX/Ev/4J9+EPD/jTwLN+4f436zr1u/w8sn/1dwNJ/s6WW/8AGF7ZvLBI9raLY6XM0F/YP4hsb+znt4/QPhb+xV8LPA3jvQvjT8Rtf8QfFH9o3TPO/sz4h/Eu6tNR1TQfOhktJv7EsrS3tdH8L+fZulpdf2Hp2m/b0t4XvvtUymZgD6/ooAKKAOf8WeLPCvgLwr4l8deOvEun6L4J0XT7jVtY1jVr2GzsdJsbaNpri5ubiZlighiiR5JJXZVRUZmIAJr4g/4Xn8dv2qP+JT+yd4W/4Rz4Aaj+6/4X1rd9p7/2tp7/APMQ8C6J5V5/bW7yrmGDVNZXTtOHn6fq1lB4k09/InAPoD4F/s0fCz4A/wDCU674W0n+0Pi14n+zTeOviFrEFpJ4n+IV3b+d5NzrF/BDF9o8r7ROltaRpFZ2EDrZ2NtaWkUNtH7/AEAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAef/FL4aeHfjB4E134deLNS8QWnh/UfJ+0XHhbxZrnhnVI/JmjnTyNU0S6tL+1y8Sh/JuI/MQvE+6OR0boPCfhPwr4C8K+GvAvgXw1p+i+CdF0+30nR9H0myhs7HSbG2jWG3tra3hVYoIYokSOOJFVUVFVQAAKAOgooAKKACvAPH/wM/4Wt8U/BXin4i+Kf7Q+Evhj7HrGieBUsfLtLjxPb3Lzw6xqsxlb+0/sWyzl02yMUUFneJLqMgu7uLSptKAPf6KACigAooAKKACvP/il8J/hZ8cfAmu/C341/DTw/wCMPhlqnk/2n4c8U6Naarpeo+RNHcQ+fZ3cckM3lzQxTJvQ7XiRxhlBAB6BRQAUUAFFAHn/AI/+E/ws+K//AAhX/C0vhp4f8S/8I14gs/Fnhz+39GtNQ/sDXLPf9j1Oy+0Rv9lvYPMk8q6i2yx+Y21xuNegUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFeAfs6/tIeBP2m/DvxH8S+ANH8QWVl4W+IHin4b6kuv6Jcaf8AaNU8O6rc6RezWUrgw6hZPNau0V3bSSp96GQxXUFzbQAHv9FABRQAVz/hnxZ4V8aadc6x4O8S6fq2kQ6hf6TNdaZew3UMV9YXU1jfWzPEzKs1td21xazRE7opoJYnCujKADoKKACigDn/ABZ4s8K+AvCviXx1468S6fovgnRdPuNW1jWNWvYbOx0mxto2muLm5uJmWKCGKJHkkldlVFRmYgAmugoAKKACigDn7nxZ4Vs/FWjeBbvxLp8XjbUdPvNW0/R5L2Fb6/sbKS0hvLmG3LebLDBLf2McsqqVja9tlcgzIG6CgAooAKKAOf0bxZ4V8R6j4s0fw94l0+/1fQNQTSddtbK9hnm0W+e1tr5La7RGLW0zWl7Z3QikCsYbu3lA2Sox6CgAooAKKAOf8J+LPCvj3wr4a8deBfEun614J1rT7fVtH1jSb2G8sdWsbmNZre5triFminhlidJI5UZldXVlJBBroKACigArn/E3izwr4L0621jxj4l0/SdIm1Cw0mG61O9htYZb6/uobGxtleVlVprm7ube1hiB3SzTxRIGd1UgB4Z8WeFfGmnXOseDvEun6tpEOoX+kzXWmXsN1DFfWF1NY31szxMyrNbXdtcWs0RO6KaCWJwroyjoKACigAooAKKACigAooAKKACvzA+JP/BVD4J2fiLwF4J/Zh0b/hdvxNuvjBqfwc8XeBvAvibQLLxP4K1TT9K8YX9w91Y67d2EMX77wdqEMa3dzZJcwCW6tZrlUijuAD5A8G/AX9r/AP4KIf8ADOPjv9qeHw/f/ssaH+0B8R/Hul6R4l8H+K/h38Q/C2gWf/Cf+G/BxjhdVmnvTDrGh6vZan5Xhu/0pdKtbhWv72YXcH6Px/8ABOT9j2L4Z+A/hdF8MtQW28K6hr2reF/FK+M/Ew8a+G77X9Rl1TXrmw8Y/b/+Ejs5tSuppjeyxaijXUUslvMZIGMRAOf/AOEu/ax/ZT/4l/xD8O+IPjp8BYf37+PdGTR0+IehI/724OreGdOsdOsNcsrVI7qRLrQVGqTLPYWEPh6+nin1G5+n/gp8fvg1+0X4V1Dxj8FfiFp+v6RYag+jaxDbO0d94b1aKOKW40rV7GYJd6Rqdus8QudMvYoLu2Zwk0Mb5WgD2CvkD4pftq/CzwN47134LfDnQPEHxR/aN0zyf7T+Hnw0tbTUdU0HzoY7uH+2727uLXR/C/n2bvd2v9uajpv29LeZLH7VMohYA8//AOGX/in+0v8A8T39ufxX5XhKX91/wo/wB4qu5fA5ij/d7tb1T+z9M1bxf9qje7S60y+S30KW1vIrOfRruaz/ALSuug8Tf8E/fgFHqNt4v/Z/h1D4KfFaDT7DSYfFfweXTtCmuLGwtYdOsbbUtKltbjQvEENnp8JsLGLWNN1BdNhlkOni0lKyqAc//wANZfFP9n3/AIln7c/wh/sbwlB+7/4XH4Aju9Y8DzRL8v2rWrXa2reC8xw3eoXUl9FeaFpdqsSz+Jp5m219v+E/FnhXx74V8NeOvAviXT9a8E61p9vq2j6xpN7DeWOrWNzGs1vc21xCzRTwyxOkkcqMyurqykgg0AdBXwB/w3P/AMLo/wCJb+wL8Lv+Fx7v+Z8/tv8AsL4YWuPm/wCRt+zXn9tbvKvLX/inLDX/ALLfWv2TUv7N3+aoB0HhP9iHwrrPirw18Vv2rfHGofGL4x6VqFvrejy+KLeGDwr4K1OCRbm3n8N+Foc6dps1ncG5NjrF0NR1+CC6e1l1u6jArn/+GOtY/Zy/4qD/AIJ5Xnh/wNZDnUfhPrMeqN8PNat4/wB8tvpOnWdwsPgW9lmEu/VdJs5rd21O/u9Q0fWLoWr24B6B8Lf2udH1nx3oXwI/aD8If8Kt/aa1Lzl0Pwlr2vaXdW/xCS1hklvb7wjfwSj+3rKH7PcSPE8Flqlrbi2udR0rTkvbUTfX9AHj/wAa/j98Gv2dPCun+MfjV8QtP0DSL/UE0bR4bl2kvvEmrSxyy2+laRYwh7vV9TuFglFtpllFPd3LIUhhkfC18wf8Jd+1j+1Z/wAS/wCHnh3xB8C/gLN+/Tx7rKaO/wAQ9dRP3tudJ8M6jY6jYaHZXSSWsj3WvKdUhWC/sJvD1jPLBqNsAdBbf8E3v2JY/Cus+G9R+Aen6tq+oahZ6ze+MPEOoanrPjW41awju4dK1VvF2oXE3iH+09NhvrqHTdT/ALQ+16bFII7Ka3REVef/ALC/ax/ZO/cfDzT/ABB8e/gKfmTQ9Z8U6Pa/EPwci/uLex0m91GOysPFVlsa1Ly69qtnqkC2l/czarrs95Ba24B9AfAv9qP4E/tH/wDCU2fwm8c/afFugfZv+El8KaxpmoaF4n8JfavONl/bHh/VoLbVtH+1RwST232y1g+0wBbiHzIXSRvf6APmD41/tefBr4J+KtP+Fl1e6h4n/aD1DT01PR/hj4KsG1nxVqdpNJLbW95JZQnbpWmSXcX2I67qkljpFvPJGl1f2+4NXj//AAqT9o79qz/ia/tH+JfEHwo+D54sfhj8OPHb2uua7bv+/iuPE/ijS4be/wBLvYX+yKNK8NalHbwy2l6s+sa7Z36wWwB0Gs/8E6v2R4tO8Jn4PfCfT/hR428N6e+meFPFfwhtbbwjq3hu0N1c6itmjadElvf6Z/aN3NqcmhajBe6RdXZE13YXJyDz/wDwu39o79mH/iQftH/CjxB8Q/g/Zf6PY/Fz4caU+u65NbrxFL4n8G6XaR38N7I81raCbw1a6xb3Msd7qE9n4fs9ttCAfX/wt+LHws+OPgTQvil8FPiX4f8AGHwy1Tzv7M8R+FtZtNV0vUfImkt5vIvLSSSGby5oZYX2OdrxOhwykD0CgD4g8WftveFdZ8VeJfhT+yl4H1D4xfGPStQuNE1iLwvcQweFfBWpwSNbXEHiTxTNnTtNms7g2wvtHtTqOvwQXSXUWiXUYNc//wAMVf8ADQH/ABVP7fWv/wDCwPtv+k/8Ki+1eb8MPC+/n7F/ZX2e2/4TDy/Ls5ft/iOK9231l/aOm2Wied9jiAOg8WfsQ+FdG8VeJfit+yl441D4O/GPVdQuNb1iXwvbwz+FfGupzyNc3E/iTwtNjTtSmvLgWxvtYtRp2vzwWqWsWt2sZNc//wANz/8ACl/+Jb+318Lv+FObf+Z8/tv+3fhhdZ+b/kbfs1n/AGLt82ztf+KjsNA+1X119k03+0tnmsAff9c/4s8WeFfAXhXxL468deJdP0XwToun3GraxrGrXsNnY6TY20bTXFzc3EzLFBDFEjySSuyqiozMQATQB8Qf8NZfFP8AaC/4ln7DHwh/tnwlP+7/AOFx+P47vR/A8MTfL9q0W12rq3jTEc1pqFrJYxWehapatKsHiaCZdtc/4l/4JWfsj/GTTrZ/2xfDmofHzxtHqFhqa+I/jDPbarNZzWV1DdQrpum2cFpougQyi1s7e+ttI06wh1aG0jXVI74tK0gB8wfHD9kb4u/sa/8AC2f2j/2RfF/xA1ay1P4wfCzV/D3wA+Geg+G9O0PTNHh/4QTwLrFvFbtFCbz/AIprS9VRRfaha6NYRXEN59ltbrSoNWi9f+Fv/BU7wXa/Ez4rfs/ftb+FdP8ABH7QfhX4oeH/AIZXGleAbrxV8QdGSbxFp3hq78PXmoavb+HbFdAh1G78SJpds+qwWcM9zp16sE832ebygD9X6KACigAooAKKACigAooA/MD9vr4CfFP9pf8AaA/4JwfDrTfhf4guv2ctE+IHiTx18SPHvhb4m3fhDVPBn2Xwfr2j6PawPpd5ZaxN/aF5r5Dy2FwPKSxeK4R4btivsH7PH7BXwl+BOojxb4n13UPiX8VrXxhr/jXw/wCM/iBoXhI6t4LvtftbW11uPQRomkabaaLDqDW0l3erZ20LXl3f391cvNLdSMQD7fooAK+YPjX+yt4V+LnirT/ij4a+InjD4efHaz09NJtfHPgHV4bW+ksUklkS21DT76C70XX4YhdagLaLWNO1BbFtTvbiyFrcztcUAfnB+yB8avjt/wAFMPDvjpNZ/a88P6T8EvD/AIg1TQvtfwZ0zT9G1z4yaRaarqWjf8JDbX3/AAkGv3PhnwzqNzp2v6TafY2g1i4l8NnWLLW7Bbj7BB+v3wt+FvgT4L+BNC+G3w20L+z/AAlp/nPHG91cXdxdXFxNJc3d5eXdy8lzf3t1czT3d1fXMstxdXFxPcTyyzSySMAegUUAFfnB+0L8FtO/Zj8K/HD9rb4IftJ6h8ItI0fT9Z8f+O9O1bR77xl8PtQhgjnv9U1G58KLcQ3dlMFfU9RkPhq90Wa/1C6a71Eao48lwDn/AIW/BLx3+2z4E0L4mftnfFf+0PCWoedDqHwK8Carb2nhDw1f280ltqWgeJtQ0u7uLnxre6fcjVdA1SCa+i8P6gLdlm8OxTRb6/T+gAooA8/+KXwn+Fnxx8Ca78LfjX8NPD/jD4Zap5P9p+HPFOjWmq6XqPkTR3EPn2d3HJDN5c0MUyb0O14kcYZQR+UPxp+In7Sv7G3xl/Zs/ZY+EX7ReoeMbb4tahqGn+F4/H/wj8S/EHVvhRp2mraifVdR1bw7d6fLqfh+2ludB0ItrUi6kt34nXV77xDeQWc9qQD7/wDgp+yt4V+EfirUPij4l+InjD4h/Ha8099JuvHPj7V4bq+jsXkike20/T7GC00XQIZRa6eLmLR9O09b5tMsri9F1cwLcV9P0AFFAHgHxz/Zv8CfHj/hFtZ1XWPEHh34m+HftL+FvGvg7W7jSNc8PPP5LyIssRMOoWTzWtjcz6PqMN7pd5Lp1kbyxult41X84PCnxX/af+I/7Q/xe/Yfv/23dP0LSPAeoaHoFz8UNP8AhXaaZ4t8Y6zqmkXuv2vhnTLnWpbnwzdeINP0bS7XXNZvLPRby2u7LxLsttK0F7Hz2AP0++CnwI+Gf7PnhXUPCXwy0vUEtr7UH1bVdS1zxBq2v6zr188cUH2nUtY1e4utR1OZLe3tbSOW6uZmitrO0tYykFtDGnsFABRQB8QfH79nnwr4c1H4hftUfDz9oPUPg18RLTT21vxX4o/tGGXwbrVtp1qu6fxXoOoyDS7mFYLKxiu9YtzpmtDT9Lhs4dbs7eMAfEH7E/xH+Kf/AAVZ+BPw5+M3xs+PviDwP8P9e8P2/iO3+EHgOzu/h54n1PQ7i81Gw0vX/EGpQare6/Y2Wry6G+t6TFot/pcUcEt1p9xf+IrdHuJAD9nvCfhPwr4C8K+GvAvgXw1p+i+CdF0+30nR9H0myhs7HSbG2jWG3tra3hVYoIYokSOOJFVUVFVQAAK6CgAooA/KD9oX4ceKv+CdPwC+OH7T/wCyl8TtQsfg58OfB+s+OdY+CXigTa74Vv8ATNIsp9QuLHw3NNMmo+Dpnt7G202xhtbm40DTIA7ReHJZHLj2D4W/s1ax8V9Y0L4wftWfG7xB8RPFuheIJn0nwynhrVPAvgTQNU0i/kt1vLPwpNNLc6ti50+z1C1vtevteSO6tINV0SWxhuIqAPv+igAr5A/aE/Yq+Fn7Qd14D1OTX/EHgrxBo3xAHxFvdY+Ht1aaLqnibUH8N3/hG5S/v1t3uh5+h6hLp/261lttRt0t7NrS9tZLWF0APkD9lb9k39vr9nfx34R8O2Hxe+H9j+yxa/GDxt4i8R+Hkk8Ra/4k8XeGNQh8QNoUz6xqjCHT71Jrrw4dRsYbJ57+903U9du9fvb3WL+C5/X6gAooAKKACigAooAKKACigAooAK/li/4Lxfth+Kv2kvjL8Bv+CAP7G/jvT0/aD+O+oR6f8X9f0zVJv7R+FHgqJYNTvA0CXFnBcTXulw6hczafJeiWXTbWW3Nq/wDbNpMoB/Q9pnwt0f8AZ/8Agn8LfAfwI0LxBB8P/hf4fi0/w94D8OXWlz3HijS9M0ifT9P0JrrX3/69ZIp3v7J2uLO2Nxei3a6SXv8A4deNf+Ev0eez1m88Pp8TdF+yab410Tw5r/8AbFv4W1yWws9Ql09rl4LaZtsN9bTxNPa2kstvc21wbeJZ1WgD0CigAr+YL/gvD8c/+GiP2p/+CbX/AAQ68G+Fv+Ej/wCF1/EDQvHXxr0T7d/Z/nfDDQ9ROoXdr9plii2/af7I1O982wv4L6L/AIRvyVR/7QjVwD9/v7d8d+E/jt/Y2u6h4g8ReH/GHy6DpujeFre20P4daXpVn5l5fatqs0m+5vb6/vIrZIkm3yRNYC10pY9O1rVJPf6ACigAr+YL9hz4pax+2j/wco/8FOvj94P13w/c/BL4AfB/SP2a42t7XVLTVL3VLrWRq92ZYrlDHP8AZdW0nxNZSXCGBGSLTzDHcK8lyQD93vCfxh+Gfw0+Jnhr9kLVvGWn/wDCyV0+3bwZ4dTxZq3irxVqHhW205VOu6+LqJ76wh+3WmoaedUvri5guJ47JX1Br/Uls1+n6ACigDz/AOLHxS8CfA74WfEv41/FLXf7L+GXg/w/qPinxHqf2W4uf7O0vT7aS7vJ/Jt0kmm8uGGR/Lijd224VWYgH+cL/g3R8AfFP9pf/glR+1n8c/i141/4RbxB+1b8YPid8S49U+GGpXem6p4M/topoV3Lp09ysr6de29/pd/cWbiS88pPsUjSPJ5iKAfu94a/aZ065+Mtz8CfHng7UNF+JN9qF/L4d0mwtr7X5h4dtlmjttb8QXGlWs2neFIdTuNP1b+y47+9U3sNmoVkvxeaZY/T9ABRQB/KF/wdhftq/FP4YfsbeEv2GP2aNA8Qat8bfjj4g03wnrf/AAitrd3V3pmh3ck/2bTD/Z9wlzDe+ILmyn0+ztZLe4i1Kz07xLbqha3bb/R98IP2e9H+BH7OPwG/Zm+GPjzxBYeEvh74f8L+FtJ1Zzpdxql/pegpZQrBeNNZtbN9strM2t1JFbwuEup2tmtZhFLEAHwF+Of/AAtzR4dC8WeFv+Ec+PWi+H/D998RvBtvff2xb+ANc1WwS+k0KXWraJbC+vbZGV5IoX80W9zp948MUGo2bze/0AFFAH4Q/wDBzR4s8VeC/wDghz+3drHg7xLqGk6vNp/hvSZrrTL2a1mlsb/xNotjfWzPEys0NzaXNxazRE7ZYZ5YnDI7KfYP+CZnh3R/jR/wSo/4JY+P/gp8RfD9j8QND+D/AMOtEXxrY6RpevXFrpdifDj+L/Dccrk/Zft/9gS6PeBHD2txBHMUNxYRqoB9/wDhL45/bvim/wAHfiL4W/4Rf4gav/wkuseCdHmvvt934j8MeH7nRtPvtYuWtImstO33utWbW9kbuad7O7sp5BDcNeWNh7/QAUUAFFAHyB8Yv26P2f8A4HfFO6+Cni6H4gap8Tbfw/p/im80zwL8HfiB40/s7S9QudQtLGe6m8N6RfQ2vnzaTqKRxzSI7fY5SF2gE+//AAt+KXgT40eBNC+JPw213+0PCWoeckcj2txaXFrcW80ltd2d5aXKR3Nhe2tzDPaXVjcxRXFrcW89vPFFNFJGoAab8UvAmrfFPxl8FNP13zPib4f8P6N4p1fTPstwv2TS9YudWtNOn85kEMnnTaHqieWkjOn2XMioskRf0CgAooAK/EH4D/8ABd39nv44+BP2P/jTc/s0fGDwf+zl8dPiBH8Lfh38Q/FNn4Mk0vUfE882pWlrYz2WkeIL7WLXz7zSbu0S4k04QK4R5ZY4W84AH7fUUAFFABRQB+YH/BYD/gpP4E/4JW/sPfEn9pnxKv2n4gXO/wALfDjSX0u4vrfW/F91aXc2mQXiwyweXZJ9lmurqQ3EB+z2s6ws1w8EUn80X/BqR+yf8Zf2pfjL+0x/wXJ/bb1bUPFXxj8VahdeE/AOu+I7NTNeTFUTW9Ys0msVighiiS30Gwl024jhghi1zTjBHHHGigH9zleAfFLQvHfhnWNd+Nfw60/xB4w+IEHh+Hwx4b8AP4pt9F8NxXF3fxm41K8Yx/8AXo91ezR6ncWllpk40qya4vLu21IA7/wB8WPhZ8V/+E1/4Vb8S/D/AIl/4RrxBeeE/Ef9gazaah/YGuWez7Zpl79nkf7LeweZH5trLtlj8xdyDcK9AoA5/wAWeLPCvgLwr4l8deOvEun6L4J0XT7jVtY1jVr2GzsdJsbaNpri5ubiZlighiiR5JJXZVRUZmIAJr+CP/ggv4y/4e0f8HEH7e//AAVc1X4T+V8MvC3h+b/hD7x7n+z7jwzd30Vt4b8N/bLGO/mNxe3HhrTdbW62tc2aXHnuvlM1mAAf2+/tL/Br4WfGz4WatoXxg+CP/Cy/CWlebr6fD2Y2k1p4xu7a2n+z2VzYajc2+k6lukkD28GqP9jivI7K8LQzWkFzD8//APDwn9lj4H/8W0/bW/bh+AHgz9pqx/0nxL4T/wCFl6Rpn/COfa/9NsrLy9Wu4r248qyuLSP7fLb2f27b9tSyskuUtIQD7/ooA+AP+Cp37av/AA7t/wCCff7UP7YttoH9qeIPB/h9f7BsXtftNvPrmoXVvpekfbIhcWztZLf31o115c6Si3WcxbpAit/PD/wZY/AHTvA3/BPT9oL9oPUPh7qGmeNvH/xQm0yHXbxL6KHxL4d0SwtEsWtElP2eWGDUb/xDAbmBMtMLiGSRjbKkQB/V78a/g3p3x08K6f4H1/x94w0LwsNQS91SPwV4ovvDl9rcMccojtJNW0x4dUsoRO8F0W0+7s5pGs44ZZZLSW6tbj4gvf8Agp1Y6d4d+LvxWvP2L/jAn7MvgTxB4u0bxX8VPP8Ah4dD0q08J6rqOk+INW+wDxMdfnsrWXSdQl8uHSpLyaK3zBaSu8cbAH6f0UAfyBf8Hkv7av8Awo7/AIJ9/Dz9jrStA+0eIPjp4gP2y+uLXzLfTtD8MXWmapc+VKtxG8N7JfzaIse6C4ia3GoBvLk8lj+73/BH74A6d+zD/wAEuf2CvgzZ/D3UPCmr2Hwv0LU/EPh/Vkvo77TfEWqWyarrq3MN6TPbTNql7fPJbNtEDO0KRxpGsagH2/8AFLwB/wALS8Ca74Ak8a+IPD9lqfkw3upeFtS/s7VDaCaN7m2gvVVprH7TCsto93atBeQJcPLaXNrdJDcxfAHhn45/tT/8LF+Pn7Pf7HX7Gnwf/wCFJfBfxBo/w0sX1/4v6v4R/wCZV8O6/FFZaPpfgzVLazsre2121s4kW6/5dWxHGu1aAPt/9nr41+Ff2lPgF8D/ANovwLp+oWngnx/4P0bxro9rq0UMV9bWOq2UF9bx3KQySxJMsU6LIqSyKGDBXYYY+geLPFnhXwF4V8S+OvHXiXT9F8E6Lp9xq2saxq17DZ2Ok2NtG01xc3NxMyxQQxRI8kkrsqoqMzEAE0Af5omg/HfxV/wVz/4Ohf2Q7HxDqmoeF7bwr8UG8UWtlrfh+Yan4cXwtC/iBPDc9nfW9pqOjzRW/h+00vUdMe81CxtNfl8S6rp7SQao0Un+m3QB4B8dNC8dxf8ACLfE74daf4g8ReM/DP2ldE8B2Pim38P6H4g1TUfJ0+G+126MZmey0+Ge8meIfa0SKa4uo9K1LUrTSkh3/gp8W9O+L3hXUL+KTTz4p0TUH8N+Ko9Dub7UNGsfEVpHENVstN1a5s7NdZhs7t5rCS7igQJc2d3azR293a3VrAAewUUAfyxf8Hhfxr8VfCv/AII/XHgXw9p+nzaR8Svih4b8Fa7JeRTPNaWMCX3iNJLQpIixzG70CzjLSLKvky3ChA7JJH3/APwaTfGvwr8VP+CLnwe8C+HtP1CHV/hr4w8VeCtdkvIoUhu76fUpPEaSWhSR2khFpr9nGWkWJvOiuFCFFSSQA/oe+KXgD/haXgTXfAEnjXxB4fstT8mG91LwtqX9naobQTRvc20F6qtNY/aYVltHu7VoLyBLh5bS5tbpIbmL5g8DN8Zfgz8TPht8LLL4cafJ8Kdb1C58PeH/AAr4K09dP8K/BbwF4e069Wx1GS9bT4lvNT1C7k0OyOjJJax28F5GlhbXEWgarqeoAH2/RQAUUAfkD4t8OftT+IP+Cpv7UH/DNHxk+H/hLyfgB8JP7b/4Tr4aav4t/tDd4i+Kf2b7L/Z/iPRPsfl7bjzPM+0+b5sW3yvKbzfH/jL4F+Gf7KniD9lj4JftZftV6h4N/ZP1rT/i38QPG/jm3+ImrfCjSdU+KOs+KND16ztIta0zVLO7s4ZF8QeOJbDw/Lqtz5lpZtJOb+bSheRgHj/wr/4bJ+Lfh342eMP+Kgg/4KDj9iD9m3x//Zc/leGbvXPiHpmq/EfXf7F1eD/Q47Ky1HVrT+y9Usd1kps72+tvMtg2+P0CbWvin+0Z4Y/YO+Ik/wC0B8QPD/gX9on9p/xJr8H/AAiHiu70tL34YD4feOf+EXstPyWutIstY0Pw9oGuXUAaC+tdU1fUL23bS79IPsIAfs3618U/C/jv9jHx/e/tAfEDXb3xT+0/8X/gFd6b4j8V3eoaXa+AfCkPxSTRNMWykPk3d7FN4N0a7l8SXq3ev3L/AGmK41WW1nNsPP8A9l34wftCeL/+Cjn/AAjnif4teH7T4gQfGD4m6d448JTfG/xnrPie7+HllL4pg8Ki5+Fg0dtA8F2Rih8HXtv4pFzaNfwLZMbue48StBeAH6P/APBIvTfFTf8ABNv9i74gfEH4teMPHHxJ8cfC/wAIeNfEXiLxrr02qX11fX+g6axjjLBYoIYokhiCxxq0zRyXl09zf3d5eXP8kX/BPz9k74xaJ+yd/wAELfhb4U/Zp/aAtP2zPA37T9j4s+KXhz4keDfifF4E8H+DIdS8WXF/qcNn4rgHgjT71NOurKa3utPSPU1urgPauL6RiQD+/wAooAKKACvAP2sfjn/wy/8AssftLftL/wDCLf25/wAK7+H/AIh8df2J9u+xf2x/ZGnXOofZftPlS/Z/N+z+X5vlS7N+7Y+NpAPzA/am+DXh39srxF+z9+zr/wAFb/8Agnd8H9V+H/j3xBf+DvAuu+DvinrniXXPD+uR6Ve+KZlW6n8NeHr3RbK4svClyk91YX7yzSxWVrLbSW880sH6f/sq/s0fCz9jf9nH4L/sufBTSfsnwy8DeH7XQNM3wWkVxfeSn769vPskMEMt7dzGW7up0ij864uJ5SoaQ0Ae/wBFAHxA3hPxV8FvjL8ONC+G3hrUNW8LXOn2nhDwP4I8PWU3hjwF8JPBVgul/wBr3uoyW6zWl7qZZIoNNtvK80xrZWNhZ6faJ4k1p/t+gD+WL/g7e/ap+PvwJ/4Jo3fwj+Bvw78YTaR8StQ/snx/470PSNRfSfBfhWCW0W5tr/VLOeNdOm1a7vNP02OK5SWC8tJdXtmAdo8+P/8ABmV+y5/wqn/gnH8Vv2l9e8DfYPFvxZ+IFz/Zut/2n5/9v+GNBiXT7L/RkneO18jVpPE0fzRQzybtz74RbNQB/X7X4A+IP2l/2p/2U/if/wAFlfjb8Mf2cvh/4w+AvhX4waN4h8X6v4j+LOr+G9U0K0g+GXw3bVbxdOtPC+qpd2VhYKdRlaK5N5MkNzDbWM86wRXIB+v/AOyd8DP+GX/2WP2af2aP+Ep/tz/hXfw/8PeBf7b+w/Yv7Y/sjTrbT/tX2bzZfs/m/Z/M8rzZdm/bvfG4+/0Afwh/8Hs/x9+Kf/CrP2Uf2XNI+CviD/hSX/CQJ4/8Q/EW58OXf9h/259m1TTtH0Wy1dZfs3237N/bt3d2MsXm+V/ZssUm3z1r+h7/AIN4vgp4q+AP/BFz/gn/AOBfGOoafc6vf+D5/GsMmmSzSQrY+JdSvvEdjGxljjYTR2mq28cyhSqzJKqPIgWRgD9nq/nBuP2Qv2mJv2XfjPqniD4zfGC5+Aut/tAfFf8A4Wd+z7a+FPCaW/in4Ya58RfFMGsf2XOvh5/FI8/SNQ/4SBfsV5dX2o26zWWk/Z59RsLm0AP6PqKAP8qT/g4i1L4+/wDBQ/8A4L2+Ff2dJ/hLqHgC5u9Q8OfAv4W3XjzQdR0NfEdjJrd3Yrr0rk3JvNMuNavdWa21C0iKyWMNuRB56Sq3+q3QAV+IPxS/4Js/En4t+Lf+CnnxQ8P+O/iB4L+Nviz4gaZ4j+Ed9ofx08d+FvDeuJp3gfwVZW66zpvhjVYo1srnVtI1LS7+f7KmqGyEjWs8LLY3EYB+v3wn0zR9E+Fnw00bw78Lf+EG8P2nh/TrWx8FfZ9Lt/8AhD7eO2jSLS/K0uaewi+yIFttlnNNbr5OIZHjCsfiD9sPxJ8ffHvx9+DH7F3wi1b4X2Pgn4hfC/4h+JPGbfFD4a6j42sdWsdIvfB+kjSxp1rrujxGG5i8VXXn+e9wrrAkflAOxoA+IP8AglT/AME1f2Tv2bf2sf2wPjd8OPg74f8ACf7TXgvxBq3wj8Zal8PF1jSPCHju31/TfBXjtLy18MapqOq/8I59i+32+nQ2dlfm3xFdS7FSe2trH9/qACvmDwn+zNp3hz4meGvGK+MdQsPh34M0+30H4YfDvwhc33hnwr4Q0lNOWymivdK066W01+Z2LiE3sTWlhBa6clhZWlxFeXt+AfT9FAH4Q/8ABXWf9nTx78ff2Ov2dP2zf2ofB/wx/Zc1rwf8QfGs91410j4V3ljq3irRb3wbY6RHG/xB0XVrGKZLHxBr7BbaKKd1eQ7yiMte/wD/AASN8P8Awl8G/CX9ofwP+zuvg/Vf2b9H+KElt4E+IPgrwx4S0ix+KdjL4d8OXd7q8knhKx0/QdTmttVudV0E3lhZwqq+H47WYPdWlxK4B+r9FABRQAUUAFFAHn/xS8G+IviB4E13wj4T+LHiDwN4gu/J+z+KfC1todxqml+XNHK/kR63YahYN5iI0D+dZzYSZymyQJIh8J/hb4E+B3ws+GnwU+Fuhf2X8MvB/h/TvC3hzTPtVxc/2dpen20dpZwedcPJNN5cMMaeZLI7ttyzMxJIB6BRQAUUAFFABRQAV8gf8FCfhb47+OP7Av7cPwU+Fuhf2p8TfGHwf8ZeFvDmmfare2/tHVNQ0W9tLODzrh44YfMmmjTzJZERd2WZVBIAPn/wf+wva/Ar9sn4O/FzwNN8QPGvwfm8P6tpN7ZfEL4xeL/Gv/Cs/EiRs2n+ItItvFOr3KW32ywuNb0S/uoPtV6n2rSYbSG2s7rXZpf0/oAKKACigAooAK5/RvCfhXw5qPizWPD3hrT7DV9f1BNW126srKGCbWr5LW2sUubt0UNczLaWVnaiWQswhtLeIHZEigAPCfhPwr4C8K+GvAvgXw1p+i+CdF0+30nR9H0myhs7HSbG2jWG3tra3hVYoIYokSOOJFVUVFVQAAK6CgAooAKKACigAooAKKACvgD9pb9hD4WftY/tT/s5fFL9oD4PfD/x78EvBXw/8d6BN4c8deH7TW9mua5qPg240+9tbO9tZrYeVbaDqsMk5dJU+2RIiusspQA9A/Yd/Zo/4Y5+BMf7MuhaT4ftPhL4U8QazD8PU0CD7N5fhi8vJdRsLa9t/JXbe2f2yXTZbt576fUv7PXVrq5+16lcwQfX9ABRQAUUAeAeI/gZ/wAJB+1P8G/2l/8AhKfJ/wCES+H/AIy8C/2J9h3f2h/wkWo+E9Q+1fafNHlfZ/8AhF/L8ryn837du3x+TtlP2b/gZ/wzj4E1j4UaN4p+3/DK08QalfeCtOex+zv4Q0O8mN5FoSMkphey0+ae5tNOiggtIrTS4dM08Qu1k11cAHv9FABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFFABRQAUUAFfkDrP/AAVV8O+O/jt+zB8Bf2dfDe74geJf2gPFPwm8V6R8R9I1zw79s0PwtZ+Ml8Qav4Y1EW0tlrv2S98NWxLWbXkSf2hZWN+2l3GoRy24B9//AAL/AGo/gT+0f/wlNn8JvHP2nxboH2b/AISXwprGmahoXifwl9q842X9seH9WgttW0f7VHBJPbfbLWD7TAFuIfMhdJG9/oAKKACviDxZ/wAFB/2eNC8VeJfCvgyPxh8QZPDeoXGmeNr/AOFXgTXvGlj4Fu7eRra4s9Rn0S2uVfU4btrS3n0K0+1avbrqEF7PYRafHc31uAfT/wALfix8LPjj4E0L4pfBT4l+H/GHwy1Tzv7M8R+FtZtNV0vUfImkt5vIvLSSSGby5oZYX2OdrxOhwykD0CgAooA5/wAWeLPCvgLwr4l8deOvEun6L4J0XT7jVtY1jVr2GzsdJsbaNpri5ubiZlighiiR5JJXZVRUZmIAJr4g/wCHmn7J1n/xUvibxD4g8P8AwFm+TTvjB4l8I6xpPw81Rxyzx+JbyCOwhspEm05rLWLiSDS9XbVbWHSb7UZ0uobYA+/6KACigDwD46ftR/An9nD/AIRaz+LPjn7N4t1/7T/wjXhTR9M1DXfE/i37L5Jvf7H8P6TBc6trH2WOeOe5+x2s/wBmgLXE3lwo8i8/8FP2vPg18bPFWofCy1vdQ8MftB6fp76nrHwx8a2DaN4q0y0hkitri8jspjt1XTI7uX7ENd0uS+0i4njkS1v7jaWoA+n6KACigD5g+Nf7Xnwa+CfirT/hZdXuoeJ/2g9Q09NT0f4Y+CrBtZ8VanaTSS21veSWUJ26Vpkl3F9iOu6pJY6RbzyRpdX9vuDV0HwL/aj+BP7R/wDwlNn8JvHP2nxboH2b/hJfCmsaZqGheJ/CX2rzjZf2x4f1aC21bR/tUcEk9t9stYPtMAW4h8yF0kYA9/ooAKKAPiDxZ/wUH/Z40LxV4l8K+DI/GHxBk8N6hcaZ42v/AIVeBNe8aWPgW7t5Gtriz1GfRLa5V9Thu2tLefQrT7Vq9uuoQXs9hFp8dzfW/wBP/C34sfCz44+BNC+KXwU+Jfh/xh8MtU87+zPEfhbWbTVdL1HyJpLebyLy0kkhm8uaGWF9jna8TocMpAAPQKKACuf8WeLPCvgLwr4l8deOvEun6L4J0XT7jVtY1jVr2GzsdJsbaNpri5ubiZlighiiR5JJXZVRUZmIAJoA/MBP+Cv/AMAvEfxCvvDfwh+DfxQ8c/CnTPGHgrwH4g+K2g+HtOsvBui6z4w1Oy03RIorvW7+wu9chlXVNH1E3uiWmqWx0/WtNvI5pIrqMn9P/DPizwr400651jwd4l0/VtIh1C/0ma60y9huoYr6wuprG+tmeJmVZra7tri1miJ3RTQSxOFdGUAHQUUAFFABRQAUUAFFABRQAV+YH7SH/BVD4J/BP4u6P+z/APDXRv8AhZvx/s/iBpvgnxx8PfDnibQNI8SeDrfVNEGp6ZqzQeIbvT7Keyub2/8ADejxXEl7bW8t74htrKG4m1Dy9PmAPiDwD8Mf2xv+CjnjTwDf/HbxBqEH7Lnw8/aP8ZeJ7G/m8N/Ez4J+PY/Dr6B4mtvDlvpc6/YdR1iEW/jHS7C5vvI8OGCTw1qlqf7ejujfP+z/AOzF+z3o/wCy/wDCK0+EujePPEHij/ioPEninUPEPik6X/amsap4g1vUdf1KecaXZ2Vkm691O5KRwWsKImxAvy5IAfHT9mj4WfH7/hFtd8U6T/Z/xa8MfaZvAvxC0eC0j8T/AA9u7jyfOudHv54Zfs/m/Z4EubSRJbO/gRrO+tru0lmtpPn/AP4T/wDbJ/Zm/cfGDwV/wun4JW3H/CceANNisfHGi2icedrXhXcLbXvJtreW5utQ8PTR3l3dXUVrp/hJVG6gD6/+FvxY+Fnxx8CaF8Uvgp8S/D/jD4Zap539meI/C2s2mq6XqPkTSW83kXlpJJDN5c0MsL7HO14nQ4ZSB5B8a/2sPh78IfFWn/CbQNJ1Dx5+0tf6ems6X8KPBV5o0niq+0kySxSarJDqd9ZWmnaZG1vPGdT1C6tLRp0jsoppL25tbWcA8f8A+Ge/2jv2kef20/Hnh/Sfg/P8l98EvhwX1DQ/ENv92Wz8T+JNUs4L/wARWUrwwXAsbKw8PW7RXN7pmpRa3Zyt5n2/4T8J+FfAXhXw14F8C+GtP0XwToun2+k6Po+k2UNnY6TY20aw29tbW8KrFBDFEiRxxIqqioqqAABQB8wfFL9kbR9Z8d678d/2fPF//Crf2mtS8ltc8W6DoOl3Vv8AEJLWGOKysfF1hPEP7esofs9vGkqT2WqWtuLm207VdOS9ujN5/wD8Nc+O/wBnX/iX/wDBQTwh4f8ABfgWH9wnxv0bXrdPh5ev/q7cat/aMsV/4Pvbx4p5Etbtb7S4WnsLBPEN9f3kFvIAff8AXxB4s/bC1Hxh4q8S/DD9iv4b6f8AFv4iaHqFxo3inV08Y2OkeCvh9q1tIyz6Vr+uQx313Fqe2G4U6Zpul6rd2spsv7Rh063v7a7cAPCf7Huo+MPFXhr4n/tqfEjT/i38RND1C31nwtpD+DrHSPBXw+1a2kVoNV0DQ5pL67i1PbDbsNT1LVNVu7WU3v8AZ02nW9/c2j/b9AHwB/wyb8U/2ff+Jn+wx8Xv7G8JQfvP+FOeP5LvWPA80S/N9l0W63Nq3gvMcNpp9rHYy3mhaXarK0HhmeZt1ewfBT9qnwr8XPFWofC7xL8O/GHw8+O1np76tdeBvH2kQ2t9JYpJFG9zp+oWM93ouvwxC6083Muj6jqC2LanZW96bW5nW3oA9f8Ail8WPhZ8DvAmu/FL41/Evw/4P+GWl+T/AGn4j8U6zaaVpenefNHbw+feXckcMPmTTRQpvcbnlRBlmAPyB/wn/wC2T+0z+4+D/gr/AIUt8Ernj/hOPH+mxX3jjWrR+PO0XwruNtoPnW1xFc2uoeIZpLy0urWW11DwkyndQB9AfAv9mj4WfAH/AISnXfC2k/2h8WvE/wBmm8dfELWILSTxP8Qru387ybnWL+CGL7R5X2idLa0jSKzsIHWzsba0tIobaPf+NfwB+DX7RfhXT/B3xq+Hun6/pFhqCazo81yjR33hvVoo5YrfVdIvoSl3pGp26zym21Oylgu7ZnLwzRvhqAPmD/hEf2sf2U/+Jh8PPEXiD46fAWH9wngLWX0dPiHoSP8AurcaT4m1G+06w1yytUjtY3tdeYapMs9/fzeIb6eKDTrn6A+Bf7UfwJ/aP/4Smz+E3jn7T4t0D7N/wkvhTWNM1DQvE/hL7V5xsv7Y8P6tBbato/2qOCSe2+2WsH2mALcQ+ZC6SMAb/wAa/j98Gv2dPCun+MfjV8QtP0DSL/UE0bR4bl2kvvEmrSxyy2+laRYwh7vV9TuFglFtpllFPd3LIUhhkfC18wf8Z2ftJ/8AVufwlf8A7F7xV8T7/H/gw8J+Gtk8H/U1/brG+/5g13H8gB9P/BT4A/Br9nTwrqHg74K/D3T9A0i/1B9Z1ia2RpL7xJq0scUVxqur30xe71fU7hYIjc6neyz3dyyB5ppHy1YHx0/Zo+Fnx+/4RbXfFOk/2f8AFrwx9pm8C/ELR4LSPxP8Pbu48nzrnR7+eGX7P5v2eBLm0kSWzv4Eazvra7tJZraQA+f/APhP/wBsn9mb9x8YPBX/AAun4JW3H/CceANNisfHGi2icedrXhXcLbXvJtreW5utQ8PTR3l3dXUVrp/hJVG6vr/4W/Fj4WfHHwJoXxS+CnxL8P8AjD4Zap539meI/C2s2mq6XqPkTSW83kXlpJJDN5c0MsL7HO14nQ4ZSAAeQfGv9rD4e/CHxVp/wm0DSdQ8eftLX+nprOl/CjwVeaNJ4qvtJMksUmqyQ6nfWVpp2mRtbzxnU9QurS0adI7KKaS9ubW1n8f/AOGe/wBo79pHn9tPx54f0n4Pz/JffBL4cF9Q0PxDb/dls/E/iTVLOC/8RWUrwwXAsbKw8PW7RXN7pmpRa3Zyt5gB9v8AhPwn4V8BeFfDXgXwL4a0/RfBOi6fb6To+j6TZQ2djpNjbRrDb21tbwqsUEMUSJHHEiqqKiqoAAFfMHxS/ZG0fWfHeu/Hf9nzxf8A8Kt/aa1LyW1zxboOg6XdW/xCS1hjisrHxdYTxD+3rKH7PbxpKk9lqlrbi5ttO1XTkvbozAHn/wDw1z47/Z1/4l//AAUE8IeH/BfgWH9wnxv0bXrdPh5ev/q7cat/aMsV/wCD728eKeRLW7W+0uFp7CwTxDfX95Bbyff9AHxB4s/bC1Hxh4q8S/DD9iv4b6f8W/iJoeoXGjeKdXTxjY6R4K+H2rW0jLPpWv65DHfXcWp7YbhTpmm6Xqt3aymy/tGHTre/trtzwn+x7qPjDxV4a+J/7anxI0/4t/ETQ9Qt9Z8LaQ/g6x0jwV8PtWtpFaDVdA0OaS+u4tT2w27DU9S1TVbu1lN7/Z02nW9/c2jgHv8A8d/gD8Gv2nvhnqnwZ+P/AMPdP8V/Cm/1DStT1Dw/qyNJY6lNpeo2uq2a3MIIW5hW7srZ5LaXdDOqNDNHJFI8bfkD8V/2bP2wv2N9R/aF+N/7KPifUI/hTf8Axw+FWq+EPgV8HvBXhmSbXvCotfh14K8QafqUmtWvkWMMOl6JfNYx6dcaNBp0KSXd5qMkTrFpoB7/APC3/gqd4LtfiZ8Vv2fv2t/Cun+CP2g/CvxQ8P8AwyuNK8A3Xir4g6Mk3iLTvDV34evNQ1e38O2K6BDqN34kTS7Z9Vgs4Z7nTr1YJ5vs83lfq/QAUUAFFABRQAUUAFFABXxB8If2CvhL4Cg8Z3fxd13UPjJ421r4oWPxibxL8VdC8JXl9pPirT9G0rQdOv8ATotJ0jT7HT5rSx0e1SC4gtUnRnnfziZDQB9v0UAFFAH4A/t72fh3xd/wUE+Df7LX7FXhz+wP2+vF/h+5+Knxh8TaLrWueELfVfhhptrc6LFBr2qaNe2z397qV+ln4a07UmstevvDlvf6nqtjb2lzBazSfr/+zR8Lf2cfhl8LNJuf2XNC8PxfDLxT5XjD+3tAuk1D/hOri+toD/b17q++WbX729hjt5ZdYup7m4vPlllnlZt5APf6KACigD8Afh38Ef2Z/ir/AMFHP2i/2Fvgn4S/sX9jj4P/AA/0DVPi38MtC8ZeLNG8Mah4z8TSvdaDpdv4TthBokeipolrrl1q9hbN/ZmtT+LLc6lYXtzZGWD93vCfhPwr4C8K+GvAvgXw1p+i+CdF0+30nR9H0myhs7HSbG2jWG3tra3hVYoIYokSOOJFVUVFVQAAKAOgooAK+YP2w/Cf7MGs/ALx346/a78Nafd/BzwBp978QrrWLmyu5b7wU2lWV1M+uaRcWKnUdN1OztzcyW1/prR30DEtbSLJtNAH5Qf8EVpfDv7TXwJ+Af7af7Unwq/s39q3xb/wlXib4P2PxD+IGueMPE/hv4eW95/ZdjdaRF4hiik0nOk6ho+n3+q6ZEW1yB9J1XU7u5utU2x/v9QAUUAFfmB/wVw8RfsnfA79jb4uftoftPfDr+1L34T+H73UfCOsaPq+seHfE+napqElrZ2+naP4m0IDWPD39rXh0/TLm5tJERoLhluw9qJVIB7B+x5+yHp3wT8K+BPin8arLT/E/wC3hqHg+y0z4k/E65v77Wb7U9RmjtbnWbPSL3Uh5+leH5NUilvbbQrKOx023aQvDYW7My19v0AFFABX4w/t2+Gf2eNC/bC/Yw+FPgi51DwJ+2H+0T4w1DTNW8V+B9W17w/feJvCXhjQpdR8QNrLaNLbQa3N/ZdtD4c065v5/tuit4lOq6RJFPYMCAfo/wDs0fCf4E/Cj4WaT/wz98NP+Ea8JeJfK8WX323RtQ0/XNf1C8toPN1PxB/akaatda1PHHD9sutV3ajJLGftbmZWr3+gAooAK/AHxn8Ef2Z9G/4Ka/Aj/gm/8HPCX9n/AAF1b4P+KPi78Vfg7pXjLxZ4e8IWOn22qaPo/h2ey8PWI/sO5sr66vPE9rqfhmIWenaoL251DV4L2e3sUmAP2++E8HgS2+Fnw0tvhb4R/wCEf+GUfh/Tk8OaD/wjlx4f/sTSxbRizs/7IuILebS/Jh8uL7DLBA9vs8poo2QoPQKACigD5A/aE/Yq+Fn7Qd14D1OTX/EHgrxBo3xAHxFvdY+Ht1aaLqnibUH8N3/hG5S/v1t3uh5+h6hLp/261lttRt0t7NrS9tZLWF09A/Zi/Zv8Cfsm/CK0+Cnw21jxBf8AhKDxB4k8Rx3XinW7jWdUe417W9R167WfULktc3m251KdEnuZJrh0VDPPPMZJnAPf6KACigAooAKKACigAooAKKACvmD9tD9rz4NfsF/swfF/9rj4/wB7qEPwp8GafHe6guk2DXl9ezT3ENnZ2ltCCqtNc3dzbW0bSvFCjTq80sMSvKgB+QH/AAbseE/j78VvgF+0B/wVE/bA8NafY/tR/tSeMLfxfK2n2Wo6asHgrSLKPSfC1kNOuVWKCGKJNQuLS5Q3Et3Y39jcT3lzI+U/Z/xr418RfCDxFeeIvEV55/wSn/tXxX4w8YeK9f0PR9D+FGh6bpVshhhKQJc3Xn3MbXxN4WihibWp5tSgW307TrgA9/ooAK+QP2/P2xfAn/BP/wDY2/aE/bD+Itn9r8P+BvD8mo2+meZcRf25qk0kdppenedBb3D232y/uLOz+0mGRIPtHnSARxuQAfhD/wAGuHwh+JnjT/gmj+0D+178T/Gen2v7Qf7TXxQ8Y+PLz4ieGNK0mPxFEplfShLcLcac1gs1trFtr2oWtk1vdWMQ1Dd5P7+eAf0PfC3x54E8K6xoX7L+s+O/D9t8bdI8Pzarp/g1/iFceI/Elz4Qtb+TS9N1u8fVNmrXXnxx2wurudZwt7NPAby8ZPtMwB7/AEUAFfzBf8HWX/BRf/hib/gn3ovwf8Daj5fx6+MHiC30vQ0eHzbeHQ9HurLUdcmvLe4tLiw1SymT7Fo91pF4VivLfXp1kjuII7iBwD93vBn7K3hX4e/sj/Cv9jXwT8RPGGlfDvwn4P0DwHZ65pmrw2fiK60bSYLS0MTajbwI1pNd2lq1tNe2SWlzCLmWaymsrhIJ4eg+Bfx60f4uf8JT4T12bw/ovx68OfZrjxl8ObHxhpeua54At9S8650WLXY7FmSxvbmwWK4eFDNbiX7RHa3l/BEl5MAe/wBFABX8If8AwcWfti+BP2u/+CuH/BMj/gjNqdn/AGt8BdJ+MHgTUfjHpnmXFr/bGqeIL6ztLXTvOW3hurf7PoepTzfabG+KS/8ACRbGEc9gpUA/t8+IuhaxqOjweIPCen/bviBoH2vV/DemXXinVNC0vVdUNheWkFvqk1jHP5lk/wBqbcJrO+SFxDdpayXFrblTwB8UvAnxS/4TWTwBrv8Aadl4f8QXnhbUryG1uFtDqllsW9gtrl0WG++zTM9ncSWzypBeWt7ZSMl1Z3MMQB6BRQAV/KF/wRX/AGgP+HpX/BXD/gqN/wAFQrOLxB/wpLwd4f0b9nr4J332LyND1fwx9uudU1GXzZtOtbma9kubDT9Y+zzN59jF4l+zTiRfsrIAfv8AfFL/AIR39nLx3rv7SEn/AAj+j+BdZ8lvid4k1b+3Na8Sa39lhj0vwv4b8O6fBvceff6hLLBZWpl33s9xb2mk3V/4knvbf6f8J6zqPiPwr4a8Q6x4T1DQNXv9Pt7260LVpLGS+0WaWNXe0uXsbi5tHmhZjFI1vcTwlkYxyyJtcgHQUUAFfxB/GT45/wDC2/8Ag9p/ZO8A/wDCLf2f/wAKv+H954F+1/bvP/tz7R4H8TeJvtXl+Un2bb/wkX2Tyt0ufsfm7x5vlxgH9fvi34Gfbvimnxi+HXin/hF/iBq//CNaP421iGx+33fiPwx4fudZ1Cx0e2W7lay07fe61eLcXotJp3s7u9gjMNw1nfWB8P8A45/2vrHww+HXxZ8Lf8Id8evF3h/X/GOmeCXvv7VuLTQ9Jv8ATbSZry+tIjYR3sKa5ogurWG4niS4vJ4rS51CC2N44B7/AEUAFFAH4A/tQ/DL4O/EX/gqb8d/+Fsf8EuP+GlPsfwA+Fv9n/8AFPfDDVP+EL8zxF8TfN/5HXV9O8r7Zsj/AOPPzt32D99s2w7/AGD4PT/tcfBjRP2Y/wBiL4aTeD/APxE8U6f8Wfipp8njXw9c+LrH4feDdO8XaadB8Gx6To2s6ZBDNY6X400bTw9nqk+n2C+HZLK0jvLeW3uoQD5/8MftveKryf8AaR/4KReF/A+n6dbS/sYfs6/G/wASeGr+4m1FrDwq2s/ErXvEtjYyx/ZRd6mminU4dPeX7NBJfLZm48qBpdv1B4t/bV/an8V3Xwxg+AmgfD+Gy+IX7T/i/wCBfhW68X2url9E0Pwv4b8Vx6xqmoQWVxi7vYvEvg3Wrm1tIZoIr7Szp9rLPpl1dTXlkAHwI/bV/an8UeO/2eJ/i3oHw/8A+FZeNfjB47/Z6jtfDlrq8eqXWueDofGcl34tae5uHh06yvZvBF/bReFhDfy2yX1tdN4guWSSzPP/AAC/4KI/HP4zftcW3w9sfhzqF78HL74oePvhheafZfBP4g2kPgOHwpP4ish4iu/iJcFvDGtw3154cithpNrbWk1tN4kt4DdzyaXOLsA+v/8AgnH8a/j7+0x+xf8As8/tK/tGaf4P0/xt8RPB+g+NbXR/BUWo/YdIsdR0mxuUjknvpGlnmllee7KhI1tVu47APemybUr38Qf+CJv7F/7MH/BRz/gmP8HP23f20vhBp/jj9tD4n+MNd8eeK/i9cz3dh41j1nSPFN3aaVLpGv6dLb6j4dhs7fQ9LgtrLSZ7G2gitjHHCqyyhwD+p2igAooAKKACv4A/+Cvf7Uf/AA/M/wCCyX7L/wDwQ2+Dvjn7B+yl4Q+IFx/wsrUpdM/s3UNR8T6DBrD+I/7PvbiC6kP2HSYNQsLHdaQwTajPdPN9ptRaXMYB/e54T8J+FfAXhXw14F8C+GtP0XwToun2+k6Po+k2UNnY6TY20aw29tbW8KrFBDFEiRxxIqqioqqAABXn/wAa/g94V+MfhXT7TWPBvg/U/G3h/UE8UeBNQ8a+E4fEVj4R8VWkco0vWY7NpYJTNayylw9vdWk+1pEjuYS+8AHAfszeJvGk2neMfhv4qtvihrlt4T1CbTLb4n/E3SfCukzfEWb7VeJdNZ2OixWMscNlLF9kW5n0bTYbuFbW6s5NQgm+2yfT9ABX8Qf/AAeU+CP+Cgnxg+FnwG8J/B39m/xBrf7DHg37T498deLdAWy1Xy9fW21GKE3thBE+p6XZaVpkGoTy6mxWwk/txY5mSW2hLAH9Xv8AwT8/Zo/4Y3/Ye/ZM/ZcudJ8P2niDwN8P9E0DXv8AhFoPK0u+1yG0i/te9gzDA8v2u/N3dvPJFHLM9w8sqiSR6P2gPC3iLwD5XxY+Fur+INF0xPEFt4l8X+Gvhf4F0PUPE/xh1w/2VpOl2F3e6lFLbW9lLbW8dheXkqWksMEWnztrekWOmXLygHv/AMOviLo/xG0ee5toP7P8W6f9ktfE/hi61HS7vVPBeqXFhZ6kdL1Qabc3VtDex21/aSskc8qMlxDLFJLDLFK/oFABX+dH+2J8fviF/wAFPv8Ag7Y/ZH/Z++GvxC0+f4U/Ar4oaRpmgW92+s2djDN4SZfEvjJnt5xIp1OS70rUtLW5gghhul0vSlaQxRi6IB/Z78SP+CjnwC/Z8/bQ+Kv7On7UX7Q3wv8Ahz4Jsfhf4K8a+FLrxr4t07QL7Xr7VtW8ZWOqxxvqN3HFdQ28WhaSwWGINE15IZHYSxKngH7O/wC2b4q+PPgH4afDr9kWH4X6N42+IvjD45eKNA8ZWmhTar4Ki8K+EfiHcaPPrKafpmo2suu6nrEusaPcs8eoWUE8uparqjXOYIdPvgD7f/Z6+MXxTvvin8W/2X/2gLrw/qnxt8F+H/DvjGbxR4O0e70jQ/Eeh+IbnXLXT2XTL29vrnTL2C58ParbT2pvb6J4orK8S5Vr2WwsPr+gDz/4seIvHfhD4WfEvxZ8Lfh1/wAJh8TdL8P6jqPhzwl/a9vpX/CU6pBbSS2enfb7gNDY/aZljg+0ygpF5vmMCqkV/myf8EFf2PP280/4OSv+E6/bU8Cah4U/aD8Naf8AED4xeP4/FmlnTJvFS6p/aHhy5v8ARxZ2/wBgvoZtY1vzI7i1ZbGSG3umt5m8uONwD/Tbr5A/aE+BnxT8beO/AfxV+D3inw+nxN0XFj4fl+IVjd6x4b+HXmw341DXbDQNOlsJtX1q8hlg0XzbjVbT7FZXN5JaTRLPqVjrIB6/8FPjX4V+PvhXUPiB8PtP1B/hs+oPbeHfEVzFClj42sUjiYavpBWRpZ9MlleaK2vJI4VvFtjeWonsLmzvLn2CgD+YL/g64/4KL/8ADF3/AATj1T4BeCtR8r42/Hv7f4FsP3O77F4Yjii/4Sa6/e2k9tJvtrq20rymkt51/tz7Vbvus2x7/wD8GxX7Ln/DL/8AwRt/Zg/tfwN/YfxA+In9ofFLxD/xM/tv9sf2vOf7Gvvlnlit/N0C30L/AEeLytmz97ElwZ8gH7/V8Aah4c+Fn7C+j6ZdfDfwB/wmH7XXxe8QWvhSLXtbmtLTX/i94ngsNU1SObxJr8VpstrKxsLPWb0hLcwadYWctjo+msVsNJlAPQPg7+0L8U774p2v7P8A+1B8JPD/AIL+NuqeH9Q8Y+F4fB3jO78WaH4j0PTrnT7LU2XULrSdJubW9srnVdME9rPYpE8Wq2Ulrc3bLfxWHn+iftz/ANsfsJ/sjftq/wDCrvL/AOFqf8Kj/wCKa/tvd/YX/Cf6x4d0n/j9+zD7V9g/t/zv9RD9o+ybP3Hm70APv+v82TxN8Mv+Cr2u/wDB07bfts6X+xX8UNF8EJ+0fYeDW8a6Z8JfED+HZvAVtcQ+DZr9ry8tZ7UQ3XhyJ5ZtQWRY1NzLcwNABF5YB/pN14B8Yv2aPhZ8cftMHjXSdumar/Z9l4ytbGC0h/4WLoen/wBoSWnh/XZzC1zeaKtzqVzcvpyzRRXHmXFrcCaxvtQs7sA3/gpo3xl03wrqGqfHjxZp9/8AETWNQfVZ9J0ONf7G8HQvHFHFo+m3D28N3qMMCxbpNRvFWa7uZru4SCwt5bfTLL2CgAooA8/034W+BNJ+KfjL416foXl/E3xB4f0bwtq+p/arhvtel6Pc6td6dB5LOYY/Jm1zVH8xI1d/tWJGdY4gnAfHP9mL4RftFf8ACLXPxFtPEFr4g0T7Smla94O8beJPCGuWVvdeSbuzXV/Dt7Y3/wBiuHtrOWexM5t5pbGylkieS0geMA5/VPgnp3wV07xT8Qf2SvgX4Pb4xt4P8L+ANL0LU/Ed94V8Onw7oF1qD6ZpyvYafqUWlw2UWtau8IttMcyGSK3crGsbwc/8AP2OvAnwf/Z7/YR+Cni68/4SfxB8AvD+h6d4W8ReXcab5mqad4ZuvCsmo/ZIrh0Hn2Goain2aaS4SP7XkFpIo5VAPQNG/Zc+BPh//hXH9keBvJ/4RL4geI/il4e/4meoN/Z/ifxF/b/9sX3zTnzftH/CUa7/AKPLvgi+3fuoo/Jg8rn/AA1+xt+zx4Q+Mtz8dtB8HahH42OoX+s2ljN4p1648O6Jq2oLMuoarpfhye8fRdJ1O7F3f/adTsrKC7uDquqGWZzqN4ZwD1/4T/C3wJ8DvhZ8NPgp8LdC/sv4ZeD/AA/p3hbw5pn2q4uf7O0vT7aO0s4POuHkmm8uGGNPMlkd225ZmYkn4g8c/wDBJP8AYC+I/ir4k+JPFvwV1CbSPGfjC28f+M/B9t488XWfgrxj4igksphqOr+EbXUo/D2pzSzadZTXJudPlF3LAJLgTOzMwB+j9FABRQAUUAfnB/wVn+LH7bXwa/YM+OvjH/gnh8HtQ8Y/tYDT/J8PQ6fZaZft4fhw0t9qgsb26hbUZoLSK4FpZ20V/NNfS2KGxuYTMo/nB/4M9v8Agl54q/Z4+Gfx7/b0+PHgnUND+MnizUNR+F/hjR9WgmtL7QtG0fUTDrxubf7TmKafWrD7FJa3lnDc2reHGZGMd6QQD+12vyB+HX7VP7QHg79qL/gpN4G0b9kf4wfFnwlo3xg0e10bU/C3iP4fppfhq3l+HXgO7k0uCHxN4n0u5t8XNzc37pBbG3L6k8gkaaScKAeP/sweM/iF+0p8Av8AgjZ+zt8Tfip4wHhb4h/soH4sePdf0TxfrOkeKvFeraJZfD62t4Z/ENjcxapbwzz+K7rULqW1uLe7uZ7C0jkujaSX1pe/b/7NE+sfCn9qf9o39jzTPF3iDW/g/wCFvh/4E+IXhubxj4j1TxHrmlXHiPUfGVhqFg2s6pPPf39kr+F4LyD7dNdXEMuo3sK3H2NLK0swD0D/AIKE/FLx38Dv2Bf24fjX8Ldd/sv4m+D/AIP+MvFPhzU/stvc/wBnapp+i3t3Zz+TcJJDN5c0Mb+XLG6NtwyspIPyB+0h+yr+zj+xl4S+Fv7Qf7L3wX8P+DPj/wD8Lg+FvhbVfHmk2Cf8JJ4u0vxJ448O+H9eg8RatLvvfEv26y1S7knk1Wa8d737PqZb+0LS2u4QD84Pi34s/bQtf+CRv/BWrQ/B3wC+F9/+z4dQ/aqjm8Uan8XtdsPESWL+L/Hxvpl0GLwnc2jzQs1wIYDq6rOIoi81t5rCL+n3xZ4Z07xp4V8S+DtYudQh0jVtPuNMuptJ1a+0u+ihnjaJ2tr6xlhu7KYK5MdzbyxTRMFeORHVWABz/wALfhP8LPgd4E0L4W/BT4aeH/B/wy0vzv7M8OeFtGtNK0vTvPmkuJvIs7SOOGHzJppZn2INzyu5yzEn0CgDz/4sf8LT/wCFWfEv/hRf/CP/APC7f+Ef1H/hDv8AhLPtf9h/259mk/s/+0/sf+k/YvtPk+f5H73yvM2fNiv4Y/8AghF/wQP/AOCiv7Ln/BYHxH+17/wUI8I6g+keFNP8XatoXxEs/Huia1D8QvFWpOdKe5u1eaXWJobyw1PWNQEt1b2c5mjt2nKOXgkAP7PfCfwU8VaF+2h8ff2i7vUNPbwT4q+F/gHwVp9rHLMb6G+0DVvG99eSTIYxEsLxeJbFYmWV2ZorkOkYVGk+P/BP7GXx9+B6eEPjP8MJvB+u/tB+GvGHxsks/Deva7qOmeHfEPhX4jePX8WmGXVLfTrq70vU7VbPQZROthfwE2+pWPkt9sg1OzAPqD9nr4O/FOx+Kfxb/ag/aAtfD+l/G3xp4f8ADvg6bwv4O1i71fQ/Dmh+HrnXLrT1XU72ysbnU72e58Q6rcz3RsrGJIpbKzS2ZrKW/v8A4g+EPiz9tDQv2s/+CqVp+zn8Avhf4q8Et8cNEkutQ8a/F7XfCt9DfH4YfDkPDHZ2PhPWYpYREIHE5uo2ZpJEMKiNXkAPl/8A4JufCf4Wfta/Cz9kH4F/tQfDTw/8Qfgl4F/Yg/Z68WeF/B3jHRrTVtD07XNftvFdnqeptp91G9tc3rW3h3TLeC6njlls4hex2rwLqN+Ln9P/ANhf/ilvFv7dvwF8P/6L8H/hj8YLTwn4A0FObfwpod14H8F+IW0yzzl47KG/1zUja2u4xWdvJBY2qQWdpbW8IB9/0UAFFAH+ZJ/wXk/YF/4LA/8ABRP/AILM3cOrfsZ+MLD4U6rqGkfDn4X+KLbSZNe8K6B4STUrixttV1fWtAspl06Ge7l1DXLmC+DXtjBqAjdWiigLf6XfhPwn4V8BeFfDXgXwL4a0/RfBOi6fb6To+j6TZQ2djpNjbRrDb21tbwqsUEMUSJHHEiqqKiqoAAFAHQV8gftbfC3x34uuv2a/jJ8NtC/t3xb8IfiBL8Qo/CCXVvZ3HjO3m8N+IfDV3YWd5cultbXq23iKe8tftLR29xcWMFpPcWMN1Jf2oB5/8L/D/wAXfjt+1P4D/as+IvwK8QfCzw/4I+H/AIp+HuleGPGOpeG9Q1zxLceI9R8M6ld37Dw7qWpWFjZWqeGLOGDN7NcXUt/e+Zb2UdjBLqP5wfDH/gj/APCX4dfsBf8ABPK08NfsFfC/Rv28PBWofAPVvGPiHTPCnhK28RaffaF4j8JXvi65bXYVDXMy2llrDzSxXUjXY81IzO06q4B+r/8AwUJ+KXjv4HfsC/tw/Gv4W67/AGX8TfB/wf8AGXinw5qf2W3uf7O1TT9Fvbuzn8m4SSGby5oY38uWN0bbhlZSQfkD9pD9lX9nH9jLwl8Lf2g/2Xvgv4f8GfH/AP4XB8LfC2q+PNJsE/4STxdpfiTxx4d8P69B4i1aXfe+Jft1lql3JPJqs1473v2fUy39oWltdwgHP/CHxZ+2hoX7Wf8AwVStP2c/gF8L/FXglvjhokl1qHjX4va74Vvob4/DD4ch4Y7Ox8J6zFLCIhA4nN1GzNJIhhURq8n0/wD8Enf+UWX/AATT/wCyAfDz/wBR3TaAPv8AooAKKACigAooAKKACigAooAKKACigAooAK8f+GnwU8K/Cvxp+0L468PahqE2r/ErxhbeNddjvZYXhtL6DQND8OJHaBI0aOE2mgWchWRpW86W4YOEZI4wDwDTv2Efh74V+AX7M3wT+GXxL8YeE/FPwg8H6f4G8BfEnRJtGfxVpmk21lZ6fcW87X2n3Gl38N7BYWpurO60+a0ee2tLyO3iu7CxuLX2D4F/s96P8Ff+Ep8Qan488QeN/jB4g+zJ4k8f+MTpba5rlvZ+cNPs2XS7OysLOytEuJ/IsbGztbdZbq9u2ie8v725uQD3+vkD4W/sI/sz/Bvx3oXxA8CeF/ECXui+d/wjGi6t4/8AFmseG/BHmwyWo/4R3w7qWoz6P4d8qzmuNPg/syztPs1lc3FlB5VrPLC4B6Be/sufAnUfgT8Xf2aLzwNv+CXjv/hLv+Er0T+09QH9q/8ACWXmo6h4g/0kTi5g+1XOrahJ+5lj8n7Rtg8pUjVff6ACigAooAKKACvP/Bvwt8CfD/xF8WPFnhHQvsniDxz4gh8U+Kbj7VcS/wBqapDpWmaJHPsldkgxYaPp0HlwiND9n8wqZJJHcA8A1v8AYR/Zn1j4WfAv4O2fhfxBoXhL4aeH7fwn4Iu/B3j/AMWeGdc0LQ4ba1tRpi67o2o2urTWUkdhp7T2s13JFcS6fZTzpJNawyJ7/wDC34W+BPgv4E0L4bfDbQv7P8Jaf5zxxvdXF3cXVxcTSXN3eXl3cvJc397dXM093dX1zLLcXVxcT3E8ss0skjAHoFFABRQAUUAFFABRQAV8gfC39hH9mf4N+O9C+IHgTwv4gS90Xzv+EY0XVvH/AIs1jw34I82GS1H/AAjvh3UtRn0fw75VnNcafB/ZlnafZrK5uLKDyrWeWFwD3/wb8LfAnw/8RfFjxZ4R0L7J4g8c+IIfFPim4+1XEv8AamqQ6VpmiRz7JXZIMWGj6dB5cIjQ/Z/MKmSSR3PhP8LfAnwO+Fnw0+Cnwt0L+y/hl4P8P6d4W8OaZ9quLn+ztL0+2jtLODzrh5JpvLhhjTzJZHdtuWZmJJAPQKKACigAooAKKACigAooAKKAP//Z)
◦ Polymer
A is isotactic, polymer
B is atactic and polymer
C is syndiotactic.
◦ Polymer
A is atactic, polymer
B is isotactic and polymer
C is syndiotactic.
◦ Polymers
A and
B are isotactic and polymer
C is syndiotactic.
◦ Polymer
A is isotactic and polymers
B and
C is syndiotactic.
◦ Polymer
A is syndiotactic, polymer
B is isotactic and polymer
C is atactic.