BEGIN:VCARD VERSION:3.0 UID:adl2121 PHOTO;TYPE=jpeg;ENCODING=b:/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAEBAQEBAQEBAQEB AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQH/2w BDAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEB AQEBAQEBAQEBAQH/wAARCACHALQDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAw QFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0Kx wRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3 R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW 19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQ oL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAV YnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eH l6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna 4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9srdRjyyqqwQMCnGcbtp4ztOXKDaSGy CoBC7tmCLKkqGDZyGBLBiqqmAMgsyADhNvysOBgNWZb4ABCgEjcVJKnLY4C/eA3HcCSHGRjktt 1IpBjJVAVIYhQXABKk4Y7t2ApwcA9QuWCmvhLOMopTupPmadrpNp+55u70aWi2dj2E5xbSl25v J2jdde+qS77dNCMDKrhTgsSQFLsAEyV25Bwd20ffVtyhSMEaEKspCtyxCnB4UcnkB2IA+Xn+8A SgOc1RglL/eAI5AU/K2DvbG05KlS28gcgYO05U1bR23EEsMhdxBIIypyRjKnIKsDtBwGIUFTjR 02lfn3dvK1k3qlpvfZLReTLSnfWo9b3VklpZ9+l3226FxVDKAQM/LwxIB5XyyDkfxEAYKjGFPJ AZxjwBzkhwexYZAY5ViQ2GHC453DIIOKiBLBcxsmed/O7cVwjA4wucKuA2WZyuBilJwF3ZUgkK xC5ABXIxg5IC4x8jEkMMknE8k3dOcknZrVaP3Xa+l4qy2vfbYqManSe+uj0SbVtm7+dvTYlZUB JwWx1O4gdiQFTAIK8FSu0jAILD5a8mxWblR94gIGJ2naScpyFBYbwp4UEkbmApWZht/2nC8FS2 4AZwuNgAwSxADnG0liS1eKfGb47/Cz4F+GLjxV8TfGUPhXRoLjT7OXVF0XX/E8emz6ol+2nXur 6b4X0/VNSsNDkGmXjTazqA0/RoDbutzqUBZS2Luou1RpR5d9W/huk+llbdX1toDUk7KpLmevRa 7WulZ3tdJJ/mevzbEAbcQTlgMjeezKuW56DOwlhxIVO5iPlj9o39rf4F/sr+EtS8V/Gfx1YaFH BY6rqGj6Fbk6j4o8T/2bE0j2Wg6JEkD3V3JdsmlR3E81vo9o01rcaxrWn2k095b/AM3v7af/AA VztPifdQWPgewm0jUfBfiabWfAeuaf8QNe07QtKtp/CM2nWXiLU7LRfD2ja1qvjHStZ1bVjrej aF4ii8NTaVKfBN5rXinw/c+K01T8af2if2u/iB+0jo2pL8VNJ1bxD47hu47bSfiXq+p3Or39r8 PbPw/baf4a+G86XOiJLH/Zt/JJrd144luv7a8XXninVrzxRcaxexWN5bOjSqVpu05U6envSkot wfJ7yi9tW7R6JeiIlOpb3ZTk27RcU3vbRxSWnNeOr1aZ/VdrP/BbX4FaP8NNN8W3XhDWf+EzvP DjXT+Cnv0s47TxnrXwk8MfFnwRo0muzWbWieCtcTxMfBknji+TTNam8VaPevpHgHU9Hj1C70f7 j+Ev7avwO+JXwB8A/HbxH408G/DbTfGXhnTtZutD8RePPCk1xpGsXKXEF14eivodRWPUdQj1TT 9Q06ytBBaa5dPatDfaLpWrC9020/zxNP8ABnjj+y9M1DV9A1xNNmnu3ubyawuYzMzG5lgtbcSQ Zkhjkht71oQk8Vvb3Dqqr5hjNqfx542k0zQYvEHiLX9V1XRLFtI0Sy8Q393q1rpWjIJ4LKxsrb VjdQ6ZZ201zHdaRBpgtZtLjW1urSWCdLZzvLCQqNxpYqm5KSjLmcZNJKySV07rZ30s79UnD+uU 4806VWKa5vfhKzb5X1Svpe1rX1bWh/pX+E/HHhDx5otrr/hHXbHXdIvJtYt7O+sZS9vdvomsXO i6jc6fJhEvNP8At9lKLPVbNZtM1Sze21PTrq7069sbufauDy3zYPfAJAIO7btPzcgDk8kbS+cq D/Ar+xb+278WP2edW0dfCOn3Ximw8K6zrHibWornxV4i8M2es2Oj6Vd6ToOieIbrTruTTH8J2+ o6zPd22gtpAudX13Vo47q9u5bu3Sv6c/gv/wAFS/DXxB8b6v8AD7xFonhi41Dwtb2d14u8VfDn W9U8a+EtMm1bwqnivS9A02+0jS76PX77S4dM8aWfizxFZ3MXgrQbXwbPqj+IZ9U1nR/CVzxVqV eEnTnJtxu1KOsXHSKk9+VtrRPVJPzNadRyUW52dtmlunG8Um9badF110P1km2AvluSMKRyBtIb kkELuDd8HLYPHymnKyrvIYDBwASBlDgNtwGzxliAcjgMSNxrnfBHjnwt8TfCekeOPAmuWniPwr rkdzJo+uaY5nsNSjtb+4sJ5rK4VfJvLcXdpPHFdQGW2utglt55YvJdukaLGDuJYfMSx3OQCoGC pzuBK4JOMDj5uWzUJOKftGraxTejvy66vVrzu7Jo2tLT35dFe+mqvfXy1+5dXahII8nIHYdGYN gNnAIAJUL2wFAzzklqkqhvlJUFmb77DgbQQ2WymCNoU4JCluMKudBoQPlIYnK7iOnXJ4KEhgQu 0gttYFiAPlNVozyzkh9pB24XkAEkEgkluu4EZDAqOuT2F0vek9EnbXSTimkrrT8bLqNRkvtN3V 3vs/h+/vbRX6aGU6qcgrgrkHCkkZVmXIYjJAydpUnB4UZNUmQHe24fNGWBwRnaNqnczAk84znA ZhggDC60kJIUbSoBdsKN3r90ZYn724YywyAxBGTTeEAkGQgg8YA3H51AyGCDO4FQQVUEkFQxAr JUFf420u10m0ou3rb0a2Vh8klvLorb9eXTrbXVf8AxZIww+YMSSwLfKMNt3H5yT/dwDgbfl5Db s5txEACwI4O45UDYw3BW4Urhi3zqCQcnDEAGt+WEcEBQVXYQFwuFYAFVJIwMgcfKQuAAc5zHiA cjgZUksSASFIbaA2CASSSNwDuVAzlgpKiqac4tNpWcej+Fq3z3avpJqxN5Rtdu0rJrW97paXvv pbe2zu1dcnc2O+QFSyYXDAuwJYMxJIVwOQR15x1orf8AJOT8xVc/KNqNwAATl1Y8sG4zx06gkl Z+0/vP8RqUbL3LaLS602/u+v8AS1+qYIlAUtzl0DYADcM+cMVOWK4IfaQMbeB8ta8cAwPlOMHG 5sEORtUnGOBwA7NycpuCiqNuGJCjLZKA525JA3KxIII2liGwcnkAMxFakZ6qSOCMZKMpxwNxJV iwKEckEEsMsNoPtO7mrqLilZ7XTsr6NW0dt/Rb6c125+asr6JtN6vR3Wl7q19EujZZjjXavAZM NGAwycMoJ3d8ADb90ksGZTglauxxx5JGCRwSQqkMMll2tu3tt5woyA2MDartEgP3wfmIclQc7Q Np+Ukqd2F25BK4+UnacF24qxABO7G3B28HAyyFVPJ5IwuOQRxgva6beultmrpJJvR79VottmaR uraLpr6JLbza0+Tt3sYUKMBVYYJGSVCkFSRuYOMMc5ALL8wAXJLMZx8pGMlmAbqVO9h1XIGdpY btu4FdpAXaYdz4PzBSckkfMfTL44YYJkBJLjCnbtK5jeUnHQqvygliDlSELY3AEEjhsEE4ypLB qzbSSu3dO7dr31i2m1bbRrR+l9zXTV2v1v5JeWvW9vRO7CRkw3Kkrz8uXxuGSQGZMZHADuuFba W5DD+LT/grN+1F8KJ/i1qOj/Bx/FfgX4oeCp/HMPinXNP03WtI8V+GfF1/4s8N6vdaM/jDSbzw 54g8ISxajrvxOtNT0zwhqfj74R65E/h3xtp91rPirx5qXibwH/RP+3T+2LoH7MGjPPrHjseGdW 8QWdzo/hnwb5GknXPENz9q8PWT+NvCOpWth4huHg8O2Xi7ULvVfBWvaZp2t+KtW8Lab/wjepaF pdlqi/EH+Nvxfp/hT9qb9quwu/A/htvAui+OPGf2XUItMk1S4/tLUtZ13UdXbVLyDW769k067u I9VltL82tyizy6eurJYadca1NFa81SdCk1Wrfw6MZ1JStZe64tJX927aXL1vo0kzSnSq4qrTw1 JXq15wpRT11lKMbtOzWtmmnoru2yO7/Za/Yq8UftYTR/EDxQNN8F+B5Zmj13xFZwMms+NNWt7y 4muL6ztJd2i6c5aaK11W40m2g07z7LyUtH1NNVvZP2V+Hv7BH7Ofw4i0+HSPASa7PZCU/avEd3 PqayNKsYmZlklZYFkU/PbqiwbGIaNxgD6j8AeA9D+HfhbRPCPh+yhsNF8Oaba6bp9raKIxHZ2k MMCgJGM7ljjRlK7g0zFnQSct7xow0WC3T7RaGR1jXhy8j7iituYhc7/MjDZIit2ZlJChVr82x2 cY/NMRUjCvPDYbnfs4Rm1GMU1bmj9qdnpppsnZWX9B5Fwxk+VYGhKrhaWJxSinWq1YKVRztFvk 5vhjfaKWvV66fLviH4ZeFIdEispPBPhoabEqr5EekWrxwxSSSMXZlhWZUVkmKvvLOWKRszB1f4 18cfsw/BnxC8kt94B8NgIZHlltrO2jCyAqArKYxHJL5qjcEVGDBoC0e7D/qh49exbw7etZxr5s ypLGwwGjjRpg6wx7kcmMiFnlkYxQNIhIZg5T4Sv7ueK8uFMTJA0imAC3UMwZYg8mISFYRgSF2O X3s64dXRY/lswr4zA14yo4uq5TjFJ889Nea76WSWsb9V1sfWLB5fisOlUwVCXvKPK6UJXVo3td Oz3Vlr8r3/ADP+L3/BP/4Va/pN+3gR28E+I9rXME8CNPot5OSV8rUbNsGJCjOvn2TQzwpIMxzR KtrX5t6h8RPjN+zTqk/w9urO70BbPXtS1FfJtNOup57rWNFh0G21zSNdutMvkkubXSI5o/Beo+ W03ga513WNe8KrpHiu6n1Af0JeJ9RaO38wWLZCRDcsiqUyjSBmXAfPyjarbvnYl0ZwyV+e37Y/ wxsviX8NJdYt7RF8QeFkN3Z3Zgla4OlySE3UErQI7zw20zJePsEssUaXlvA6Lf3Bn+s4W4rxEc TSwWYzlicNWkoKVWUpTpTbik1UbvKLdk4vVJXVldP8t4y4Rwk8PWxmW0Y4TF4eHPyUoqMa0IJN pxirc9r2kuW/2k+n7N/8EbPi1e+Mf2dfBHhu5sLfSLPwppd3plrd3Wo6r4j17XryK5ge6I1C8k GleHNHCzW+rW/hvTraPUp7bWbHUtStbWzOmeKviF+0LOCpJIGMk4AH+0CRtOewXsoyXDBc1/A7 /wAE+/jFcfCz9or4fXesa7f6fDZ6rp/h+LTJb2Kx8OQLdSahCuoWO/TdTTT9WGpS6ZaaIHsLDT J9W1i51DxF4k8P2K6vcXX93XhHXJNc0O2v7nR9b0YtvhFrr7aY97MsSKn2oS6TqesWbQ3L5kt5 xeB5lCSCNY9jyfo9SLhWlTunGznCUbqPJNXjFaWbXrrZvofj9OcpRSas1aLvZu6avv56Wfbpud A/vyTnO3cwAO7OcIdowuSHxld2c4VaiYZIKndnnALYLE5JOSASTyQpAckgBipCyAqwYk7SRkk7 V+bDAqXJYKPlycEAcAHcPkjcqwJAJA65cuCynLcNyreZ82SyhQ5ztC0NXUbOzXKm7veLjq7aXv ded9r76pv3bvsnbuuXtpq/O1nbR70pAWBBIbcASPl3bdqhfmOeoBOMjgpkcDMEgYA7VC8E8EMz IxOQGOckgAEYHzElSp5W0xVR0OS3yqSDkDkKTyASx+YgM0bfMcsoIhYZO0MVY/LgbVQk4A6luG GQWbgk885YwtbK7Sva6VldJPS9rt929HbRX0ctHpZpu+jWz5fi01euvqZkqkEggnJwVJYbcZQq QVzkEkgAj5doXjisyVNhbkjbkrjj5VGMtlgGOMZyAcjP3lUDWkYZ2mMYC7gCSdoyQeQSOpwpB4 HHODuoSN0BBYBsEHsCPMwV3kPncScbgcE7QvQrRapt99I7rVuLd735ntbe7emrJk9N+3b4eaNl ZJu7Wq062S7YciHecB8ZONrjHJJ5zH97JOccZ7D7oKvFYSSXLAk5wFBAz1HzZPBz3J7t82RRXB aa05qatbR79N9V/TfbTVN2Wr2XX0/yX3H01BIwCEhcA/ecepJLEOpDKSu8ZXH8OAQM6aSDd8xJ DBgCMdE67cs5OAvACsxxtJyhFZdqECqoLMiKVPAAwQVBACZfbywDKoPG4kcVpqygDKqAoOQqhD tG4ZAJXgjaVBO0DIwAQB9BytOTe6S2bd9lpa99npa2/mcMovm3s9Hv6X0XV37Xe66IuJI6jk9S XK/MQCAg5UrvYEA7iSFJBwrAMRIJSwIIJIZlBGPnIIIG4kBh94ncdp27iAjZFNHUjG0gLkMWAC k7VKnAGSwJJIAJDBwSrgOJhIFC4LDncG4IG4IMLnAB+YjjIPy4A+UkfMoqzSVtLaS1tr1S1311 66WNE+ru1dXSS/u67XvbVadtnoTMzHc24EAEZKltxb+IPgLuxkZDEfMW3ZUtUDuWHTONhYEsck 5IGOdpZnwrZViMoGJUhozIoUsDhhjAGCobr8qsxxkuSWycbcAlduaMkwG7JKgEZXMZKFQVGSS2 Rnl8sCQAVdSN1ZWdlf3rpR00drxundXbaf4aLYEu+t0teifur8X106dj8Hf+C2Xw/wBF8J/Be9 +MXhu0h0XxTe67p+janrkGneHUuDdag2nhL2LVX8H3njT7RHZaWZvI03x1onhiKax26r4e8QSa pqAb8Mv+Cd3gG61b40+GdUsrZ20jwnDfa7dvJGphMkVhJpod5J1CXNyt1eLcLJajcLR4isi7IY Zf6X/+CyWkJrP/AAT/APjNI2kHVJtHn8F6vHIumy6lLp0dr4y0GO9vB9nV5LO3SwkuI7y+dJEj tmeKVY45Hurf8dP+CaeiR6VoPxM1qdIhbaYug6W2oXCqkXnS217qeuBQ6RsiwhrENAzlLZvOVp lKcfM8QVnh8FXgrpVLR5EkmlLkjeySk22pdbK+x9PwlhY184oyasqP71Xa0cEpNq60SlumlfTY /Va1tZb+X7PbiRWeNRKzPKsgEZ2qiv8APGTmQRBWzJIhYJIGRHbvrHQkjjz9qhXy5ArK8iNI6v h+GjWb5gVkjkeOSMRlW3MMrGv5VfGX9tnVfAkl3YeB9Aub5omuIY7mWCcy6tPFMsc5iHl28Viv lFntrdne6eOe1aVLUQ3NtF8Mzf8ABQj9obVtcBudHl0XRPOaNrOFXtb2OOci3Qu0/lL51tuknI 8x4bm2E1tMkckqpP8AFYPLXySrVHZrlahKcIys1F2SWt3zXd1ZJJtKzP2NcR4DDSWGmqlRuVm4 UpTje0Lpyttqna/W/kfv/wCL9dW+hk0w7WMFw8M5jwkN2sm0TCJ8lJxMskiLKsohKLLLOI2Roz 4pfeFrLTbd9W1ie2too2kghtpLpQ9yyYkWX986xsDbxvJ5J3zxxBCVhcyQj4S+GX7T+peJNMW8 8QG2e8ikW8/cNcoYwYRKFWKeUXH+jHdE0mwGaKKP7RC9wm+Xgfjz+0hqt/4cvbPRdWms0tyzsP MMTMUUCR2lbfJLGIGuI0Qu4k/d+epdC0Xn16FOrXcK1pTbhTjNtXirrlbTTvfo+99XZ29yOY0q eFliqF3T5IzS5VdPR2lru27N6WXzT+m/GXjj4d2Vytq+paZEWikjjL3kTec8bvCdoZo/MkZCV2 ssgz8iorKA/i2uSaH4ggkfTrqz1DTbsLDM9nNDLCElUyeS6opKGTbImGRXkDAgbjEw/FDxTJD4 s1559X8aG0nn2o80l1lLVY9nMMk8iRebIsahWCl1f5hHl5Qfc/h39p8JR2Gq6Z8S5PPjDxSCTU be2gvYSxSGO6WR3t9RwFikS1liey3If3YMruOupkFCjSpVKNd+2l76g6FSMYNcl7VPhs4q1l73 ZvQ+IxHElfH4ir7XBQp0Y2vN4mm3KL5U7wet9b97adTxr4leEPFnwk+PMFp4IGojUdVvpLLQoN Ia9t7jXNG8QxyaPd+GbiOwZHvbXW7fVn0a7tFBa8t5rmKdHW5lVf77vh5Z6rp/grwzDr1vHb+I m0nT316GF454W1x7SA6rJDKtzdJJatcK62aJO8UFkkFraRW9rFBbQ/yTaX4YvPHnx6/Yx8cW9n p6X0/7Qnws0LVw0jXi296vi7SdVgkT7FdRX7WE9tpOrXPyXNvIlpPbzJLbyslyf6+EnBC4ULlf 3fzBD83IO1lDKxVhvTA2ksrchsfpGTYl4zL8PKrZV6VP2FSVt+SSSk2l2imtuW7R+T5xhqeFzL ExpfwqklWpxS0iqii2kttHK3nZX6l/ncDnGSWb7uSCONi9SoOCTyTnBBAYhHJypXaS+PlByCCW BORtOW2hsFTzlTgZJg3klVGSF6LkksO2HxtAxjaGYYYggg8hN7MTlGcsdrbvmGx+QzfdxgnsBv IJwvAPpJdNdXbVy1VlZqz01vd2aVk33POT9dLN6btJeT2W/n26PfbkjC577e+F6KmflB4yQMDK lfkIqFxlTjJLH5CWcZUjgudzFlHzEAnIZudxXAUk8lyANw37t+QcAn7u4nqM4UqxOw7lJxXdyy jb1I++oUsDtyACEO3cGDYORlQDySGlJ3aV7pXXVLRLVWtd2a28nZaBfRa7O+93rZN63V9fK++l tY5gTwqngHJDbjhDzjkf3SxJAJbpkAqcx8KSP4lJ+bIIO7pjjBIOR8pH3t2QQoa5Ls5AB28lRk ZyCcDIBYliQMAHPOHUbCKbEsoYcKAWzgscsTkgBnbgNs5QMQhbqWxNZS9k9X7qWremtuqStZ6J rdO3Zk1buN+l1a112vvtte99L9tqbBM/OisecYIGBk4HUZ9QcKSCCRnklNIbc3lrMw3HJjKAbg dpDAbgGGBnBwRhgBnFFefF1GlrHZf8upP+XrbXd+b9WrOK0X7x7LrF9u68n/V7/StsQu3czADC 4RgQ3O0hQCu8kc8sATvBIDlxdRywVWbocEFg53FRkjjBw2T0BCgfOCBjIhl24YqDkRjaQA2MgD hiwDDIxuXsDnNaEblgwww4ZWcs2ckgFeoIH8RPTLjBOSF+jer00vHRKz1tHVpap6tpab+VjGV+ ZOWluXTtta97b3S0637WLoYnC5VR8wO7fkHb+7wdxc8bt4cE4CsDgEtJ5jBCwyTkDCsuPMbJOF LBjuCtlhgj5MluKph/UEZGQVI5b5t4CnBzjJzhm5IYbhuMbSAnO3B6kKVLKRu3AEhSSrFFKcnB IJBISolaWqdmn7z6aqLVnZWtvpbfXd20Tbdr3Ss5Pr0tdPTRPXpe/REzylcsHYnBGOcsGJ4JHI cnC7VAblgCd/zUpZSGdSQ3LKOCqoCdoHOSOWXJZlyqgEAorLHJIy7uTuwCqdASN5YkEj5VzlTj PzZO3aN9GaXC4HIwxJDgEAEZcY5GQFC/KHC8/eYip5Wo3vfsndpN27Wve7s1s+umspLW+99ba2 1T0vpr3V3vsrW4T4ueAtF+Lfwx8ffDHxCZv7C+IHhHxF4P1NoVR5orTxBpdxpkl1biVHhFxaC4 FzbO6S7biFGdHC4r+V/4G/Evwd8Hv2cNd8BeKfFfh3SPip8Q/iDrVp4P8CaxqkOl+INai1XWNP 8ABdlbpp7LJrUOn3HiDTdd0ebVEs7n7JeWWqLAtxd6fNaD+hr9sP8Aah0z9mXwN4b1+5tL3U9a 8Z+NdI8F6Lpul2kF/qQfUY557rVY9PluLYXtrpccMKXYRpZIxdQGG3uWZYG/J3RdHuPi18NfEn iu8stF0nxh4w8c/FvXdSuRo+oX+l6d4mm+Jfim60K5OmS3Gmavf23hq9j02G1srvU7DUfJ0JLR dQtLuCOaD5LiDHYO8sPUvOtQnSlWjGSikpLmgm7TWifNKPLflas1uff8OZFm1PD0s2goUsNj6e Ko4apJObqOhOlGpyxUoJXk3GMuZ+9GXuux8D/EKTwZbTvoGsalea94j3vfTw2N1qNipkKpPcQ6 doei31sBaI7m5Da9qN/JZwtGl7rrvLbK/wCS3xG+INjrHjfVNP8ADdpexadpi207tbPeRzpaeT ZRM73Np4juroTtc3oiaGBZLouqL5PlrPI/72+NfAGiCPU5dM0fRvCesWt/HDq1/wCNdNFhaX9/ PFHcWzab4p1vT10bXNOe2kt5VuNIv5harG9ld29pq1rqWnWHyNbfsq23iLW7y/bVfhxpunwxi9 v/APhFYYtbZYLd3MrnSNBt7nU9SmdYnbyreymG9jJtWJ0SXy8HjMNCU51MPVq1bK01OMKMEuW3 K07Ne97ulno02z2sVkOYValL2eLhShpKa9k3Oa0lq2/iUr3u720Wu3lf7JK+KvEnjbw98PbHQd J8X33ijQdV1OJfEvifUtJsfD+j6U2lW13qepa1BpHiTVbz7RLrKJBaywATyWc1tHeQyzxRVvft b/CPxl8KNS0fTvEF74JPh7VvEdrp91c+F7fxJGtvqF+Fa2sb+71y7C28V15cWnW9xDaQW0czRw D7LLJatP8Adn7L3wi8OeG/iD4s8faPptzbWa6H4c+HmkX+qxwwa/qFtFfvq3iLUtZjit1lsbjU hD4ZjsdLmM0+m6fYQW969neGbSdNo/t2eFYfF9lc+H9VhEun6xCiMsQjQWt/apb3dtf27iQEXV hqFra3sLlYv9ITyiGYMzeRUxOGWNo4r2UfZqtTdaXJeUk378km+VONoqLSTbjfq7fVYfIsa+Hs bTqYqpGs+f2EHOcYKyhGmpxTTalfnd78iaUdkfg5rkvi3RLye58Dx2jyiVrdrCPTbV3ubSXTWk tdY827jmsHtpJ44VSCZRdzWsduqtELkNb/AFZ8Mrf4r6po3h+/1WewhFxp9pNcxW4XTbwytLKs iwW8TS2LrLbmGRHiSxmjurcutxe2kj20274e+E1xqQt01PRLiXUrdVhlOjT6Jb6RMLYLCZ4Y/E GvaRqmmpP5fmCzQazbWYkW1t9ZvAFdPpjwF4A1fw1pNxb2vhuN5bSMfZBqviDSYmeRpik8OdLu vE14rKJkmBezCKySkOo8gN6WLzijVpKnCjhZxptt1rfvpRjazvfmslZrra17bHyuD4Xxkarr8+ K95JypSjJUU04y91JWbdrSbb0Ts7mZ8Ndd8XfBH4l+HPiLouneBtc8J+BNRg+KXirQvFt1q9pF ZX8OmeJND1LxFoUHh3Q7+9/tOTRr3UNUvY7qZ7OTUvDen/YdMk1LWdaurj+o/wCFvxY8G/F/wT o3j3wTfSXmg62kogFxEYL20vLSdra7sdQtd8ht7u2lRonQTSQFNk9tNcWssMkv8weu+GbvVPDv j2KeaFtb8TeDdd0lpEthaxWNlcaTq0Nhp6LIHkmt7OXUriV5LqZ5Z727u50ENvcrZW36nf8ABK W2vNA/Zv8AEmi3Ml3Ilj8aPiCLNrp1aVtMu7Lw7qFhcFwqri7tbmO9BU+XObp7lNySLjvyDMp1 a0MMowjTm5OV4v2k7Qh78mrpbKD0V+aLfvX5vHz7IXSwmKzGTnGph54ak4tpwjGtKqlCMb3vpG SabiveWqsfrqt0GztYZCswyPunBOTyDnGck4ONpyEBJmF3GOTIVBOOoDEhWUYJHBD4U5OMkFlZ sKeGgviuQcnBDBSCNxOAEPPOchhgkZYYHJU6Mdy5CZY5zjjOwZJwcBchRj+FQRnLKScj7LlT1j FtXk3FXb6JPS9/eS3srJJ9z4O/363tZrVK93a29ruztr5HTtcKOoAG7oeBtPQqOTtyQQSTtBA+ 6MhGlGDgtuJzgEErj5WwM5yvIB3MCNxHCuaw1uCozkYbr13HA6fJt64zjAyTgKdqgr9oYjAVur LncQFBH+6vJAG9QrHGPlNQl2au+r6vZWstOj0+1vs7CXZXutujva3LdPyvfW9tdzRldwB0Ukng Ag5Ybs9Cc8gD5gepBBwRRd1B24UcswKtkEDnA4CZX5TglhkkZOPmgklIyBmQ/IA/ykuGUkDsQ6 kdGAH8O9gu1Kjz8LnnBJzhsDadq7ewBw24g4yvB4BE143hJKXLZJ2kna2m3l2aTd/uImrryvbT fS2972tbRXva+g92QsScAnBOWUZyoORlW4OeuefQHIBWe10wOARxx8rccEjspGcAZ5PPXmivNV 7K3Lbpq9tNdn+b/K+seZJK0dEt+a/TfX+rs+lYJj8qqpKqCuflwcAEHHGMZ3YbBwwzxwLyT5Gc AhgBhVKq2dw+XZlVfhWB78AsOVOHA5bO05AQg8cDcuFJJYMfnICk4JK8BcCtBHO4ZJXhmTKvgM p+YggEDex+U4zt2plggLfQRTaV7aqy6KycdVdJNpddN7PU53fmV7OyXTvbXstNUlsl06aJmI6r uJwU4AIBGPlyOeOCMgDcR0UAQTSnhV2sVZ/nJBO4Z3j5CeABhOT8wVlY7SKpNPlGMpyHYyZyCS UJIzggtkKSDnkAgj5mUQPMrYK7VK7ThQAWVl43ZXaMYZkIVXJxw+0KZk9bdE7K+rfupt67Nu1l qnfySdrRPXV7rS1rLut1r879bXneXncR8p288H7vXe4+bgg5HyjcQTuGSc6SXAIbbxklWKjhRj KjI4BwSCOM/P8AdUCKSdCG8vGW+fAx94qpYqilgC6MVJcr8rbiCFBWlM+T1GWbHQn5VfAU7cEC MbxhgSckjjIZdUr3vZ223cddPwt1SV7t3OqSctUr7WcvOyT1Wl+99VdM/O79vz4e3njG9/Z38U kM2k/D74l3er3cRSF3n1e90+2XQocNNHJ5Ly2N9JI6I8KxRN57QkQsfj74F6hrlx4J8Qv4l0v+ yNQg+Inje6WBxCYL1da1iXxDPeW0CRILWOS4128gMRK/6XazHfEJAE/Zjx54XsPHXhPXPCN+5W 31iz8mGVWmLWt/bMt1p95st7i1kf7Bf29tdNAJ4o7pYWimfyZXB/LvU9FHhy3utDkWI6vbz3Z1 +6FpaW+oHWDfSQ3gvvsJEU88MaQRR6gi4vY0F1vaJFkj/POJcDLDYypiouThjYrmTTlH2tKNKG vZ8kFOLvr7ytoz964QzzD4/g+hllWEPrnD2Jk6SteUsHjK8qrqa6tqrWlCaSlZRp3auijrfiC9 0OKJ9MuhZXM4MwmSHfJbPtEiJAjtLELhm4wA0ygGS3LbJCPkfx14v8Watcuk82v6gJpyn2y6nv DF8r+XK0XmOGjBO4OgLxs7Oxcx7wfXPFPiIiNbdJ2WWFIXkuY3VImKptCtvMhM6spdSwjk8sJt LHcX5jwRoU3i3WINR1u7CeHLS5jKO5aN9TuIsR7YicRpDGwBlYLGoRxgyGUgfIc9RtUU5R5/hX vcqvyX3btom7rRa6pux9fh8VQq4dSaTaTjFW2basrpXvfb7S12vpmeGviT8PPhDoXhrQvGnjXw zoniTxJqMuo6N4Tu9Y0mx13Vne6lR2htLue3uL2aSYJbxJAk8ksflLHhDIsXyn8f/wBpv4b+I5 LrUfEF2NBtNIuo4bi+mu1gtYImY2sSKs0k00lw7shhhWOSV3RjHGqhVHX/ALZnwG8F+KvHOifE S1tNMvdU0rTrWOeK50xdSs7Z9Knaaz1C3WW4AgvYVTfKC89uzIDLapJ5pb8z9f0d9V1fVLC6tY JoZ51hvYporaQTP8kasbRbWS0l5jkCyIiqrR+fLEzkCvVp4ahyYeFVVWtq93C7Sl8VNtS5H7Nv mcou0tr7Hm47Ma9BVsPTlh/ZzjS5H7OU2pOEburZxbfP0i7uKtZM+nfDHibw/fXct74Z16HWfD l/bxahpWqIy7mtblpUWK46KpSe3lSIvkeRHErkyR7h6OurXiWySeXBtleKeGZWQFgxJ2G5VXSK URCPG8OYiCyzNIHUfP3wu0TQ9C0240Nrd4onKbMojqmyWQmOFUaPyl8qd2RsLCs6s5iCqwbvLk 6lYsBZXcs+kzPsh88bbm1ZGMbRyxhVLwHISOYEBgqAsFKA+RiKap1HGkvZ0+ZqLb5nKNk1dJac ytokldvRdao5nT9i4pwc5pNWbTulHn5U7tR5rtXu0tE77+mX11Nq9rqFlEVW51XR9Tsrdp2kWJ r2eynjt1nwzOhSR4ppHUMCy52NL5mf1i/4J5eGLnw3+zfoV/d3Ynl8X63qniEARywmAWNppfgt c+aFaX7UPCT6jFNtRZIL+LaAoO78hfh1bXvivxf4Y8OLcR215q/iLS9AWcQvKqXOoX8VirrGrp 50UM0ruwjCyykbY1jyzV/RD4N0Sy8KeGPDvhXTmlfT/Dei6VodlLPsNzLbaVYQWMMt15SRRPcz xxB52jijRpjIyxqCqr9hwjhnOvUxMneNKEoWX803TcX5SUYy0em1tUz804tzVfUp4CL9/FYilX kmrpUqCmuXZNtzlBqzuuSzW6PTop8FGVgG3ZLI27ONpDZGQvOAACSCoGMMxGpFLuAx8wOznZ0y eoAxzgAZ+bavPOQx5SKcFU45HAK5+bkEhyQzHGcglQCTnJBw2qlw6fxc7SCnIIGAGBO0g7lAG0 kBhvG05Va/QE5LWVrNKzaSWqi27bb3VrPa9+h+bNrXRJu2t9bLd76deltPk+lSRSw3EKx2b9rD LL0wSOD90EnkfLtYHBNSb1yP3h5AYDAwVbG0gZUkjaBg7QWABCnIXFSUkgLg5AyCuTtAKn7y4I YIAW2cNyr4YETGYkDoWJCgfMCScZH8RzySpYZzggnbSfLfSUmtW7b9H53dmtdPK92ybpPZ73bf ronq35+dtrWteaVcEA/KB/EXDAtt3Fiz7gXGMKScjHOdoNcuSwUndgDaSVGFYgP1dSR8wchGyC VbarZNVWkf7wBUndnLFsEKxzkKMkqCv3QXUYLBS22FpSzcjK5wCMEMFx8vIUIT0BOc/K20AnGd Zv2UrJq0UujVvd0ffVpLrfTuTN+7dJq1lfXTVbWe3m3d30faZixJwT1OfnYDJJJxjPrzyTnOTm iqJZ88OV65BDA5yeoGOfw6dPlxRXmJQsvdWy+z/wDbDXPZWSasrPnkrrT18+r/AM/oyGcgIMlj kqYyxGGDj5cbQOoAGVU8MOBwLUc+4KxJ38sMjAUBuGJYsMrwobIAIDZymwYscwAxgBSrHaV4GU w25WG04ZlAXbt2gFyoTFaDSJgAr3GD1GSysM8YxsZWGAHJcH5BkN7ibkttUtrd+W2rvfZvVvyM mkpLTTTVbrVXVulrNdru+lyy0p7B2XJ2nKuOWwSw2gksQv3uV5Ygliq1jc/M2fmBBwQMlWUyZD EZUc/KepwCACRk13uNvBY/KGcsWOSWJKnA428nOCQfl2gdBVa7GHVSeFI27CQFG1d2SoGUI5PQ gsNxLbS5K13Ppt5u8E1rayV7We/m97Tte290tdOzvv5q19HrexYaY7udrZ2kb2YbceWCwGefvE qNv3VK5LZeqDPhdnbDLuDDkE7tzHby+AxbGeCCw+YhWvMoILYOOCOCGJCkNnAZlBB2DDDqMYYZ oyzhQyqQCCDu3ISgD4G1i5cbmCFVUldq4zsUAv7XRb7LZWitNLdtNlo3tpS0adk+n8zb0u7a6r Xp1v2vK8r4GQGweNhyS2Bk7c7gq5TcSGZlJVSMvXyz+0N8N9C1LQNX+Iljpxg8WaVZQxX2pWK3 qzapopntLeeC+tLSZbS8ksUFrfW+qXVpeahptnp81pZzW1nc3Yf6TkudxHzD5WBUBAT8rcn5g5 woyMhQCSBnJDHL1KC11PT73TtQjE9jqVnPYXsLl9s9reRSwTxyFWWXMkTyQl0ZZAGJjAYqx5Mb hqeNw9ShKMGpRajzRT5Z8rUJJ6NO/VP5XOzL8bVwOIp16U5wjzRVSFOTjz0uaHNTlb4lJJXTdt Ln4gHSn1C812W5dD5kcQkScBoxE8l27bl+WIkExWvmFVJijd5HdnBb5m+JX7QkngrxboHhyw8N a1rOjreQQXcPh6zl1K4sLBFmcypZKYri6JiimaW1iilupiq5gkfy2P1V8YtEvPhp4x8U+DJrlp mGZdKvi4cX+nX0K3NndTAxxAXkdrcLDcRpEkS3iXMdu5tgrz+GfDDyINfmv9VgDXHmO8Us1qkp DbWddvzfu/MMZJJUwtGzKsoaQF/yCtRlg8W4zTlJScJxbauoSSaum0m+kndt7ppWX7DhMa8XRp UqVSVOlPlrNptNxaTve1rvRapJX06HzR49/bcsrW0lttE+D3iO7jQJAl/4k8O65aokcczb1mtL PTbiWJfMV1kV7iAxAsjJlZBXxP4i/aRv9Sa6u9K+Gdppt1qE22e/sdC1p3VJI2V1tYp0azjkba uJApcId0SdZK/WD4peLtR8HXz654RuLu0nWHe0drN5E0KN5iMrTRhwvnRyz25bzNwCkjYwJf4M 8dfF/wAV+Lbqa2vtOF1dXM6NeXcsEUl1NMySLAftNy11IsieaVzIOVSWL5QWCfTUJ5VGnGapy9 py+9Gq7rdJJNNRWjatp52PraKy2VP97mEKU1FaPCyqT5rJWi1GopaWaafy3R876P8AEH4wajMD pPhqzhMt1HCg1pI7OW5LKJJGeOwErGKJEYsPL80Ku1ghO8fRPgCTxXZWs1z40nsrq423PnC0gM NoXlYpDbx+bLNMYo9sYQmXLlUPmK2wh/hTSniY3d5E7PdrIpkISSW3EqHdiQEODwiIsMSM0hVm UMwZ+m1lhFFHG+5UaS3keKQFdg2ooYh2YNIJjJ0ERjDKrKzRZrwMfiqNesqOHoUacFNKUoQbm2 9Fdvm5Vqm+V6y3vY+ZzCNKnU9tQr1qsaaavVUIt3lG7UYRioxvFNJ3as02uv05+yn4Ql8XfHTw tFALgWmhawfF+o3FsglFlb6BGL6z+0FiY4YL7V4rDTJpgo2Sagux/OHlL+8dqqKyqdrKvRcMBl sKxTBwSc85wNxwdyMRX54/sQfDF/Bfgi4+IGtQpFr3j0Qz6UsibJ7DwlAVksHXzbaKWJvEE6DW HWGae1utNi0K7ASfzkT71tboOc7zwQCx2qdudp3kYYHjJJ29lGQ20ffcOYJ4PApuCUq85VWrap NRUE49HZczur3etnoflOdY6OLxj5fejSh7KLWmujlJNu2rdna70Wh2sBXaCHbJ44y3y4BwNowQ CGGeFJ4AGMVoowOdnykKUYBcgnG7JPQnqXBJbcwJ3dDzlvdptBUqF3OAo5JGBzkEknGFKqAOBu BJDC/DdFicMXO3adv3SQPmRmTcygjjOGIOT8uMV9BzL77/AA69L23srrsm01bseGkm2rJfgtLa Xdt1zN6a7LRnSwyrtXcMYIwTxuBJPGNpbdjgqGGCGyfl3TFgVAXBAAGCWIIAJbC8KAfunIIBB2 glqxEuh/CRgbyAeQ2DkZG4nLjILEZwSTz81S+epHUEg425+UFmDEtnDZOEHUksWwWCmp73atJK 1tHdSjfbdW5ddLXt2ZN9dNOjVtXZ3a2Sv0tfXTd6Gi8mVB3EKpXAIB3biWyNwAHy5PAyQuNxAU iuZEJZlOT3Py7jgYKgED5vm2uACQTgcA4oyTEYy3zHLc5OVYllI4B+VvlyRlgoAG8VXEmN2Wwu epJPzFRgNuzsKlclgNrEkqRg4wqybpzsldJXjd8y289uvRejJqXcUl1atp25U72svw6NrTQ0fP VeEUMMk5AyMk5I/wBW+MemR9O5Kyxc9dyqxyeQHxnuBh8YDZ7DnPyjpRXFG3LHWS0X2orp2uaR nJRiknZJJK0rWSVkveWnTZei0t9AQTkJ8u3ALEkZOdo2nB3x9VQMCw7/AMJUbZjclSVSTJLD7z AYXORuAUhSh4YZXG5CvygGuaS9ICDJGQrFmOz+6EG4gAqVJBGMnCYBGdrzdcIwfb1CsCQpcMMY zkgFCCTtJGOcBSK9im1JRV0n7qell0u7312a01el1oZSbUr9F6Pfq737Jtre9+httcN8wLM3zs DsyNuQCWiz8zgBgQCwBCspYEAmtLOxUKARjGQv3iAwTDEblIZedpICgn5ht2jFN0AmSyhhkkOw AZSTuBA+cOQRxwV5baA2KYbtmyS23krlSMqFIK8NjgnOSSOABu5OW9tNbvr2drat33VtbX6baW tk7tPSybVtEmr6NWV7/hq9TVluO7HB3BhkZUgFgeAxyACQSwCgsCAMAmrJPgcHKht5LgKSHDAs MgqN25tqkHAAIXBUHHa8YqNw2k4BG5eHKhceu1MAuxViTyp5Q1UN2WQENgggqcuRwSN2MgjJUn kHI3tsA3ZuKldJrWy02s7pdG3r01T0v6ibk3olZdba6rR/dp121vc1nnByGJLdMhSAVADfLlSd oGAY1wDgAMXCFab3S54IwAG55wADwfvbSdm0ZyV3bsAjc2TcX6Rq8kjKiqn7x2YKI0XJJYvsG1 QQSSybf4gys2PiLxz+3T8Krbxfpfwp+EN7pnxj+LuvavBomkeHtG1tdI8HW1xPYx6rd6pr/wAR BYatptro2k6MLrUL6bwrp/i/Vxc2Umjw6JLq7R2QVR06MJVJzUIwTcpPRJJdXe9krpOz72bSHR pVK1SnSppzqTlGMYp3vNtRhFLq21orptyPPf2vNBOq+K72ZkMF19hsbm0uGZkaF1trOKMEJuZo pZbdVnt2kCSQq5KiREaH4x8Ca5otxcXNpqCPHf2BeK4tlMUbbWCqkkXmogZJpSskUoMYeJWHl+ a3k19tfHDVtR1PU2XU3szqH2C2hP2GJ1hEiy3TxJEk8tw7YWR1mZ8GVwzm3tiFRfzI+JOgavbX /wDwkGhM8V/bMyuIHcLJDuaRFeJSoljUI7ojAypgJuBfFfk+MqUMTja7i3KlKtOVOS933Jzj7z b1t5NeaXf9ZoU8Rl+GwnNC1enhqdOtT0klKEIq2jetuqvor7H1HeeCfA2q2Cx6ldTXU2xTPMxg iuZPMCQLcmK1W3jZ2Zw7RQx2sSMI1G2NXKfOHjD4IfDV2lfTLlbKWJmmaZ2ilbdtBJlDuP3pYA BopRuBBjZlUPP8r+KP2hfF2iQXFteWlzZTo6ebcosnk7o4iqrkRJL5e5CyR7sodpCJGQifP+r/ ALR+uX5uhJeXjNPM7PElu+/y1DsAiuTLHsPmlGDNtC+WWRASN4Zd7SKjTUpQUV7znZOzg/efM5 P3tHbTZ39127aPEVCiv31Nxn7rSlBb2g7K61tfq3qtNj6nv5dK0G4bTlnt7+0hGI5pgWkZojGy 7kVirgYAyhUsVG8rkRLyGpa9b6zqcdmikJHIBPkyt5EcYVVgjcLuUz/xgYKgFwscgCn50g8S+K vE3l3HkSWFvKAZb6+lkacQhnkJjgaZyWZmdnluDAV2oZAzbgPUvDdulmsEabvMLBzJMC/nF2/e SyOsaGaXO4rvYKcRxIsB3rH59bD0cPKKjFOrvJQkpcrXJ8TTd22krK7bu7pnEsVWx817sqdGcr tSjZTXMr2WzTXlbTdtn7KeA/2mvAnhX4Z+EU1/UdUjm0jSNL0S5s9I8LeKfE13GLO1Szgm+xeG tG1e8a1W3tUkuLuKI29sMJcyR/IT7p8M/wBpT4SfFG4mtPAfxE8L+ItStVVrvSLPUoY9etVd3X bd6Ldm21a2aJo5Y5lmsozA8TQzeXIhSvxWi8TWWheHdT13UryKxs9H0+6vbu5ZyscNnbW00zTS soyRGgmOOcZyqbnxX4j6j8TfEOofETUfHenahf6Vqtz4qu/E2m3FtczQ3elXcuoTXto9rdQmGa G4sPPQRyxOsmIkKFdqFvuuGMVi83hXp1KUYU8FCFOFVNrmlypKEoyXxKMb3TW+yR8JxTg8LldS jUpVZTlipyk6Mre7G8XKScbPlTlaKeu927H98tl4iICZcOSBwxx8zAg/dxk8fdXa4YHBI+Vd23 1ojaA+0gckv0GFDYJOVI6kMQSyqM8HH8j/AMCv+Cp3x/8Ah3Lpmm+LNUtfin4Yt/s9rLZeLYzF r6QQwGFYbLxhYp/asl5KQk9zf+IoPFDllYLFly1ftP8AAz/goz+z98XxpulXOvS/D3xVqKRxLo fjFoLWznvGeGFbfTvEkLPok/m3MqwWsd5PpepXZKiDTN52r9DOjWpO8kmkk+ZLS97O62T6P+76 HzsK1Oovdkk7bS0e8FZLd7272P1Ri1UgjBGTt9GAyzEjOFJGWBJwApUDuSba6kThlwVC5B5GWL klwuXzg8ZPXB5fdivJrPVo3RGRg8bKpDIRIhUqGVlOcYAKsOGQ5PCg4G/BqauF+6GJAPK5+YFl JfdkMRkZbIYnLHaGzzxnJrVtJK7kk2tWt3stVqkmlbyZole17cq1ulvZWvun5N7LzR3X9oEkDP ykkEfKeD6jABJHTAIPYEgExi9Uk5Ugf6wYJBBwQD8q/OwAZcOwAAUjAbnlDeqxLA4UuoXDltys igBiMY+YEqCSSSflG1SEW95bJ2ZweSNp5Y/KxOME8j5UJAPBzhpqtqEtmlFJW1bvbWz1SS1Vku qsyJtOK01Xu26dLPr5a2et1q9+p+2P0A3YJB2K2AdxyDls55z8xJGQMkAUVzLX20gfNnAJwq8E 8j7xyeCME5yMEEgg0Vxxdkld6JLr2/xL8l6GqvZWStZW1f8A8ifRUV0Aq4647ZBbDDbx5nMYbG DvJIPzYBID5LoAOSylSWO0jbyo3MMjAJG7btAPzHJDgDbyCXwZVYEsSpA2HJOQckYBIXlCxUFs ZfkqWKyXpO4cA4fbjcykgBOGAU5AIORgyKcncxYn1adRcvPZaW3bV3dXbsn11aSe2nc55pc+6f w+Te1319V3vdX1v1LXa7SxYsu4AncpYsxLO2w8qVXDB/mDMSCQNqrWe8BZlV2JG1iCckcnJJG4 bnXbgA8gAqM7S2AbtdnzMNynAZWGGwCACMgEJk7+SW2MQm0lV5jxT448L+C9Gu/EnjLxHofhXQ LMRPe654j1Ox0TSbLzpo7e3NxqOpXFvbRtcTusFvE8ytLcSQwRbppBHWibk1KKu011tore90s0 310s1a5prp52Svvey2+5eVuyO/e+ARyGB+XgbxhnxwhJP8PTfwAVYkKAc+R/Fv42/Db4JeFbnx p8TvFeneFtCgkhgt5bvzZL/U764eOK30/RtLgSbUtY1B2kVmt7C2nNvbR3F9em3srW6urf8rf2 jv8Agrt8OvB0N1oPwJ0iX4g68GaFPF+u2t7o/gqyK+Q80mn6fO9hr3iRow89tKZE8P6eJxHdW2 oarbCSKT+fX4xfH74h/G/xne+L/id4p1LxVrM0EEEE13LbxWmn20TO1rYaXZWS2+n6Tp9rc3k1 1/ZemW1pa+ffXJMJunkar5pS1ppza6xekXpdX6K71u77vdaZSahG9023pqrtJxvdrpZbau7sk9 1+gf7af/BR/wAb/tGef4Q8ILqnw7+D0FxJcjQ2nWLXfHH2WVn06+8Z3lk0kUenqIRPB4T0+a80 uHU9tzd3fiGWx07UNP8Azo0X4neIPBHxF8PePPDt6bDVvDviPTfEWizsnmQQ6rptzby+XcBpEj uIZBBFFfWsp8i8ieW2lYW9wqReWy38zqHEpKOuPkExVRKjCAuApClAkiKVRWiC7C3mDakLSxXc LqxMZZXWRVkCMmVVgkMkQYKxSFSkgtyijzHjQSsksreFU4yVS01OPJOPxRTaTbSVk3dq/wB17t GccTOE4TpScJUpRnFxesZRlF3VnumlZ7p2+X9Tlv8AGDR/jf4U8J/FPQlI0/xT4ftmuLEStNNp ms2/m22taNcSmNGeXSNRiubX7TtSK7hhivYW+xzxMfKfE9shEyjM0E/mfLIWkK4YvC8KSxqHlw WZJSJd2GVd5iZW/FT9mX9rfWfgLfan4W8R2FzrXw68TX0c93BbEG80jV4YI7Z9c0OKbFtKZrUW tvqens8f2pYtOmS6hlt0ivP1b8NeP/DvxD0u017wjrFl4h0a9jaW1uLGaUOHYgNBcQN5d1Y3sS /u7i1uY7e5Q/JPFEVaM/nuY5JUy6u/dc8NL+HWs5Rs+V8radrx0Vm11ST6fquVZ7QzXD01KpBY iMEq1ObXPzaJySb1i7X03vaTPJPHGg6VdS3DXlnbyRTOFDNCjXEIcyMmJJRK8KBm+dSqKFJwJg iPXzTr/wAPdCsJGv4VtSrRthZEUGNVcKUQL5ZwMouTuID7DEBsiX648ayIYrgox3wq8aByqykg BQXbASSYkFXjBBUrl9hPlyfGWu6bcT3z3DXU8UKssrxMz7XIAL+ZEjFSBsUAkknB2lH+c+Y1Hl spPltF8yd7+6rXvaysnouyd9zecFGbbSej5XdJp6PXotWlqtWvNt0IIm893EbJE5VpDsiyyLIC 2GjxzKcu6KFPCKvzqVrtLSQBl3OFLhdqlQkjCMR/6sEgskm7y2GDtKsCwUMi5mhx2rbpJ3DeSM uSqsqlEDFmaQEYUkjdgtksxV9xZPnD42ftLaJ4at7/AMN+Ap7PVfEmJIJdTgWGTR9ELRASMkqg 2+pajCC4igia4tredFa6kYW82nz64LLcRmFeNLC0XJO16lmowjLlvKUmrqOz2v0SbMMVmWFy6i 6+JqRhZOMIppVJuKTUYRtu9NdLJ2bS1MP9rL4yCHR4fhXoF4zzXr21/wCL5oXRjbWqE3Gn6LIo 3ENcsYtRuVLwtHbxWgkMsGoXMUPwVAQZXbGPlUgFXGRwpDISwUg5JJUBSwVy2AphubqfU7me+v p57u6uLqa5u7yeZ557ua5lae4mnlcF3mmeRneR5CZJAxcgNtNlTGm3ehBVWAB2r1yAhIARSQ5J wAA5IILYJ/XsqyyjlWDp4Skk5W561RJXqVXbmm99tEl0iuXXW/5Lm2Z1c2xs8VV92LtClTbvGl TVkorXV2tKTv8AE21ZWNWB1OVyuDuxl2ZpHLqQxYAsp2BslNuWbgruyelsNXubKRBFNIMIQvzf PGSRlicLhcKyMecHGQNoK8hHjaitnBLbd+QQFbdt+6Ou2PaS4GCdylTtXWhy4VXBCMfMK4DOQj bgRGCBgkY8wLvYPymdqnqnGMl71ra6d+9rdFb56vdK3Cm7b66fLbS/Vdnftu7H3J8Hf20/jr8G 7KLT/BvxE1mw0OPyZLfQbuS08QaJHDE2+SK30zXLTULbTxctI5uZdKhsLi5di7SF1WWH9a/gV/ wVy8O6slhpHxs8LnRLt3hik8WeDo3k0pjI0224vPDl/c3F/YxwRqrzzWOp6tLcv5r2umQkG1H8 3iSuqrExUh0UgxgEsj/MqnftJw+0suI8Y25Z8u9yK8e3YGOUA4JDONhKDftG3OWGMoFRjgYWRk YyLJwSwVKSdoqLd1dXXZPR6fFZ9Lu6sdNPE1INLmbjpdNvf3W9Nb+b79z+5z4cfF/wF8WdATxL 8O/FWkeK9HZkS4n0u5Jlsp5Y1uFtdUsJ1gvtMvBFKskllf29rcxhjvhDE59IhulcZPykg7j5nQ cbTuwpQ5UAbXbB4Bbk1/ID+xx+1Vq/7OvxR0zWBdXt54I1Rk0zxvoNtKTHqOkyGQJeQwNmN9W0 aeX7dp0i7XuZI72yE0NrqMwH9XHhnxdofivQ9J8R+H9Rt9T0TXrCz1TR9QtmDQX+n39vFPbXEJ b50EkcgZ43CSxsTHMiSq9eFi6UqEnBrRtWab95e7fW2jXXR2XVaHcq0asLreNk09VtFbO17bJv VdHqejtd85M2wnnawY4z1wRHjGc4x+POaK58XrqNqiMhcDhokAyAcYdMngg7h8pzxRXL196M09 LpTS/l6cyt9yt8tNVzWVpwSsrK2y6HvCX/AJbBSn3A7A5yGACklgQc5245Byd+VClQXpqLbmwM KBw2TndvUEZ27ssZFLPw2CQS2WoorppTnGMVGTSlJp/KyXpZdioJSnBP+RS9HaEtOiV3tb8keO ftBfHHSvgJ8JfF/wAUNU0+61c+H7OGHTtItz5Z1LW9UuYtO0iymuDvWys5L65t5NTvwkr2unpc y2trfXccFjc/yQ/Hb9o74qfHjxNN4j+J/i2+8RX5vbmbRNESW5tvCXhVL57SCWy8OeH9xstMgi g06zgnZRNcakbT7Zql3qeo3NzeTFFbUZynVdNtqL5L20dmo3V9b3t1v5GVTZeV3bz9x9LNfE9m fMN9rVxcTP8AaHXf5eWVkZlyZERShjdcyeYXVZZdxIRTIpErlcGe58pXidwm8rJsKb0aMeU0aO AGJIYglwy58pG8tW3CUor2qSUGqcdI3jp/27F63038vyR5rk21fX3nF3u7rTu/P+tbpaXTSK7s djxSB8N90gwZXaqK6xqgecSBMNKGRiGwII9WFTLDIU3MdhcynMYGFcGOMCZnWNy8buGBUPFvjR BtjBRVTdpxVlq2nda2cYSt97bBq0FLd+bbtrF6fl6GTfad9ogbchkjTzEWV5AjAxEz+bDGobDJ C4ZhK4LlpAvUxvD4Q+J3jj4VaqNU8HeI7/S522pIlowfTr2EGRRDqOn3Ye3ukw8wUS20ywPMJb dEdQ8ZRSUY14KnVhGcJbwlFOLXu6WfTX/IFVnRlGpSk6dSMotSg3GSfu9U13a9ND6XT9vPxDe6 c9prvgzSL27kbBv9I1C80iNg6uhElpd2+rsZOCS8UsMbnLCOPo/lHiD9q+9vRO2m+FYIbhgxhk 1LVJr2CP5Gchre3srGQlUCFSl0mSFBbGQpRWEeHcolNTeDhfmi7c0lFaR2iny230ts2tjulxHn DgovFuytFP2dPmSuvtcvNfre979T5/8AFvxq+IfjON9O1DXprbSpwVfSNIB0zT2gIEfkXCwbbi 9g4BEd9PdqGIIUYIHmKRkgCQg7Tjywz4Bkw4AfIJGFbIwo5c8OweiivZpYehhlGlQpQpQ5rcsI qPRO7sld+b1t1PKrYiviZueIq1K039qpKUmvS7svuNBFUNjHztkKOo4UPIRuLKBnBCnIxI5+Yq EaTcZSzA4wZHYjAbgEhugQclgoVSS5DsY8bqKKvqvNqL9G1f8Ar772RklfT0/FpFoSqiqWO1W5 yoO4Fv3nAyQd4UpkMpbazuyOwarMc/WQBV2AsV5AKRqyPtCKNpUbVX5gpUcIOVYoqeRef9ev3e g1J6vsr7vV3S11LouGO0gspZkYYJ3DcobIIK5y5QBWcKuAAAuTSo4efDyOxQkMxyxJWNslQSMF tyKqhlRMgHcFBBRWSiuRPq036O62+9733Nbe4pO7blFb6a22+e3Y1bW48hxKGb92yKhUkICHQE gAKxVtwdkKqpYE8naF/ez/AIJZftHXmoWGr/AjXbm6ujplpN4o8FSOJpltdO+0xRa9orysAsMM Vzc2+q2CHCNNc6wrTfNaQsUV5eZ0Kc6F5LVTi01o1eUYv8G/6sb0ZNTil9qXK99tHp21d/U/Zk a0wC/MU45GWOWBIY5CnPzAjJAJx0xgkoor5NTnZe/JaLRNWW3l/XzZ3+zXd/f/AMA//9k= FN:Aaron Lauda NICKNAME: EMAIL;TYPE=internet;TYPE=pref:lauda@math.columbia.edu NOTE: N:Lauda;Aaron;;; TITLE:Joseph Fels Ritt Assistant Professor TEL;TYPE=fax:212-854-8962 URL:http://www.math.columbia.edu/~lauda ADR;TYPE=work:;2990 Broadway ;Rm 624\, MC 4423;New York;NY;10027; TEL;TYPE=pref;TYPE=work:212-854-2622 ORG:Mathematics Department SORT-STRING:Lauda END:VCARD