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/wrb+zYfsf/AAinm/brPd5P2fd5f2iPfnH8OzdntjOeKAC38E7vFmoW32Twp+7sbWTB8P5jG55x8qedw3y8nPI2jA288tceGNvhPT7n7PoH7zwrdXeRpGJDtSA5Z/M5l+biTHB3Had3HU2//Ctv+Es1Df8A8Ip9j+w2vlZ+z+X5m+fft7bseXnHONue1ctcf8IX/wAInp+z+wPtn/CK3Xm48nzPteyDZu7+bnzMZ+bO7HegDqbfwTu8WahbfZPCn7uxtZMHw/mMbnnHyp53DfLyc8jaMDbzq/8ACA/9Ofg3/wAJv/7fWVb/APCtv+Es1Df/AMIp9j+w2vlZ+z+X5m+fft7bseXnHONue1av/FrP+pN/8laAD/hAf+nPwb/4Tf8A9vrK8MeCftfhPRrn7J4UbzbGCTM/h/zJDlAfmfzhub1OBk84rV/4tZ/1Jv8A5K1leGP+Fbf8Ino327/hFPtn2GDz/P8As/meZsG7dnndnOc85oALjwTt8WafbfZPCn7yxupMDw/iM7XgHzJ53LfNwc8DcMHdwat4J8nUtCj+yeFB5180eI/D+1T/AKPM3zjzjuX5enHO054wS4/4Vt/wlmn7P+EU+x/YbrzcfZ/L8zfBs3dt2PMxnnG7HejVv+Fbf2loX2f/AIRTyvtzfaPL+z7fL+zzY34/h37OvGdvfFABb+Cd3izULb7J4U/d2NrJg+H8xjc84+VPO4b5eTnkbRgbecr/AIRH/im/P+zeGv8AkOeRn+xPn/5CPl43eb9ztsx9z5M/xVq2/wDwrb/hLNQ3/wDCKfY/sNr5Wfs/l+Zvn37e27Hl5xzjbntWV/xQP/CN/wDMtfav7c/6Yb/I/tH89nlfhs9qAD/hEf8AipPI+zeGv+Q55GP7E+T/AJB3mY2+b9zvsz9/58/w1q+GPBP2vwno1z9k8KN5tjBJmfw/5khygPzP5w3N6nAyecVlf8UD/wAJJ/zLX2X+3P8Aphs8j+zvy2eb+G/3rV8Mf8K2/wCET0b7d/win2z7DB5/n/Z/M8zYN27PO7Oc55zQBq/8ID/05+Df/Cb/APt9ZWreCfJ1LQo/snhQedfNHiPw/tU/6PM3zjzjuX5enHO054wdX/i1n/Um/wDkrWVq3/Ctv7S0L7P/AMIp5X25vtHl/Z9vl/Z5sb8fw79nXjO3vigDV/4QH/pz8G/+E3/9vrK0nwT52pa7H9k8KHyb5Y8SeH9yj/R4W+QecNq/N0553HPOBq/8Ws/6k3/yVrK0n/hW39pa79o/4RTyvty/Z/M+z7fL+zw52Z/h37+nGd3fNABb+Cd3izULb7J4U/d2NrJg+H8xjc84+VPO4b5eTnkbRgbecqbwjt8A69efZvDX7j+0vmGiYlGyWYfJJ5vy42/Lwdo2jnHOrb/8K2/4SzUN/wDwin2P7Da+Vn7P5fmb59+3tux5ecc4257VlTf8ID/wgOvbf+Ea/tH/AImX2bHkeb/rZvK2d/u7NuO23HagDVuPBO3xZp9t9k8KfvLG6kwPD+IzteAfMnnct83BzwNwwd3HLW/hjd4T1C5+z6B+78K2t3k6RmQbknOVfzOJfl5kxydp2jbz1Nx/wrb/AISzT9n/AAin2P7Ddebj7P5fmb4Nm7tux5mM843Y71y1v/whf/CJ6hv/ALA+2f8ACK2vlZ8nzPteyfft7+bny84+bO3PagD3aiiigQUUUUAFcA3hj+2vE/iO5+z6BJtvo486jpH2qTi1gPD+YuF56Y65Oea7+uAb/hC/+En8R/8ACR/2B9s+3R7P7R8nzPL+ywYxv5253e2c0AT/APCA/wDTn4N/8Jv/AO30f8ID/wBOfg3/AMJv/wC30f8AFrP+pN/8laP+LWf9Sb/5K0AZXhjwT9r8J6Nc/ZPCjebYwSZn8P8AmSHKA/M/nDc3qcDJ5xRceCdvizT7b7J4U/eWN1JgeH8Rna8A+ZPO5b5uDngbhg7uDwx/wrb/AIRPRvt3/CKfbPsMHn+f9n8zzNg3bs87s5znnNFx/wAK2/4SzT9n/CKfY/sN15uPs/l+Zvg2bu27HmYzzjdjvQMNW8E+TqWhR/ZPCg86+aPEfh/ap/0eZvnHnHcvy9OOdpzxglv4J3eLNQtvsnhT93Y2smD4fzGNzzj5U87hvl5OeRtGBt5NW/4Vt/aWhfZ/+EU8r7c32jy/s+3y/s82N+P4d+zrxnb3xRb/APCtv+Es1Df/AMIp9j+w2vlZ+z+X5m+fft7bseXnHONue1AGV/wiP/FN+f8AZvDX/Ic8jP8AYnz/APIR8vG7zfudtmPufJn+Kj/hEf8AipPI+zeGv+Q55GP7E+T/AJB3mY2+b9zvsz9/58/w0f8AFA/8I3/zLX2r+3P+mG/yP7R/PZ5X4bPaj/igf+Ek/wCZa+y/25/0w2eR/Z35bPN/Df70AavhrwULnwlo901r4TIksYZC1xoHmPzGDl384bj6nAyecCtf4W2ph8KTXmy3jj1C+muokt7fyEWMkKuEycAhARz0IHOMnhLmbwXP4L8PaLap4dj1XUbSCO7vmWANaKEUyu7npJ1ABIOT7V28afCuONUB8HkKAAWa2JP1J5NAHbyTRRPEkkqI0rbI1ZgC7YLYHqcKxx6AntT68y1b/hW39paF9n/4RTyvtzfaPL+z7fL+zzY34/h37OvGdvfFdj/whfhX/oWtG/8AACL/AOJoEW9UtotZ027sI2sJmDKkiXcAuYlYbXw8e5cnBUgZGMqa4PSfBPnalrsf2TwofJvljxJ4f3KP9Hhb5B5w2r83Tnncc84G5pPgvQP7S137R4a0zyvty/Z/MsI9vl/Z4c7Mr93fv6cZ3d80yw8JeG7a78Qz3/h7SYrSK8DxSXFlGsaRC2hLFSRgKG35I4zu75oA5Gbwjt8A69efZvDX7j+0vmGiYlGyWYfJJ5vy42/Lwdo2jnHJr/hH7N/wlP8Ao3hofZtDSf8Ac6Jsxn7TzH+9Ox/k+/z0Xj5eSb/hAf8AhAde2/8ACNf2j/xMvs2PI83/AFs3lbO/3dm3HbbjtRr/APwgP/FU/Y/+Ea/5AafY/J8j/X/6Tny8fx/6vpz932oGGs+EfI1q7i+zeGht/sriLRNi/vLx04HmnGcYf++uF+XGa6r/AIQH/pz8G/8AhN//AG+uV1n/AIQH+2rv7N/wjXkf8SrZ5Xkbf+Px/Oxjj/V7d/8As4zxXVf8Ws/6k3/yVoAP+EB/6c/Bv/hN/wD2+sq38E7vFmoW32Twp+7sbWTB8P5jG55x8qedw3y8nPI2jA286v8Axaz/AKk3/wAlayrf/hW3/CWahv8A+EU+x/YbXys/Z/L8zfPv29t2PLzjnG3PagDV/wCEB/6c/Bv/AITf/wBvrK8MeCftfhPRrn7J4UbzbGCTM/h/zJDlAfmfzhub1OBk84rV/wCLWf8AUm/+StZXhj/hW3/CJ6N9u/4RT7Z9hg8/z/s/meZsG7dnndnOc85oAyv+ER/4tR/aP2bw1/yA/P3/ANif6R/qN2fN837/APt7evOO1aureCfJ1LQo/snhQedfNHiPw/tU/wCjzN84847l+XpxztOeMHK/4oH/AIVR/wAy1/bH9h/9MPtHn+R/31v3fjn3rV1b/hW39paF9n/4RTyvtzfaPL+z7fL+zzY34/h37OvGdvfFAGVaeEd/9kf6N4a/e65fQfNomc7PtfDfvfmT5PlTjbhOTt51fA+kf2Z4ogk8rTE82LVo82dj5DHy72NfmO9tyj+EcbRxk9ayrT/hAf8AiUeZ/wAI1/yHL7z93kf6j/S/L3f7H+q254+5jtWr4H/sD/hKIP7G/szzfK1bzvsfl7vL+2x+Tu2/w7Pu54x04oA9NooooEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWHrv/IY8Mf8AYTf/ANJLityuG+Jt1c2Vholzaaj/AGfMmpfLcbYW2Zt5h0mdE5GRyw68ZOBQB3NFeIf8JT4i/wCh+/8AIGkf/JVH/CU+Iv8Aofv/ACBpH/yVQB6noX/IY8T/APYTT/0kt6PFn/IHt/8AsJ2H/pXDXkOmeJ9ct7/U5B4yTMlyGkLw6ZiVvJjG7m6XsAvykr8vXduAl1jxbrNxZRpJ4pt5VF1buFEWnDBWZGDfLdk8EA9McclRkgGes+NP+RF8Q/8AYMuf/RTUeLP+QPb/APYTsP8A0rhrybXPFus3Ph/UoJfFNvNHLayo0Qi04FwUIK/Jds3PT5VJ9ATxRrHi3WbiyjSTxTbyqLq3cKItOGCsyMG+W7J4IB6Y45KjJAB6za/8j1q3/YMsv/Rt1XD3X/Ii6T/2I97/AOirWueh8W6yviC8nHim3Ej2sCNL5WnYYK8pC83e3jcTwxPzcgDaWwpPEWo/8I/aQHWoJI10Ce1WIpaApGywgx8XG7JCjqof5eEPzBQD3a1/5HrVv+wZZf8Ao26rcrwwePfEFtrt7dW17olzcSWkEZNzLaxoQrzEAFbsjPznOCTyMgcFtvwv8UNSvPEdjpXiGbSLdrpyqCx2TIflO0GVbhthLYAGw5yBxnIBHrFYfgv/AJEXw9/2DLb/ANFLW5TIYYraCOCCJIoYlCRxxqFVFAwAAOAAO1AGNdf8j1pP/YMvf/RtrRrv/IY8Mf8AYTf/ANJLitkwxNOk5iQzIrIshUblViCQD1AJVcj2HpXk/ibxrexeJbOEX2mAWOpy7Ay22UxFMnz5vQejY+YR846HCEA7+1/5HrVv+wZZf+jbqsP/AJk//uZf/ctXJQ+Pr9fEl9dDUNJ3SWdvGWK2u0hXmIA/0/GfnOcMTyMheC2d/wAJre/2D9n+3aZt/tf7Rt2227d9u83P/H7nbnn7uMfx7f3lAzvv+Zw/7mX/ANxNbngv/kRfD3/YMtv/AEUteS/8Jre/299o+3aZu/tf7Ru2223d9h8rP/H7jbjj72M/x7v3daPh/wAfX9n4b0u1TUNJVYbOKMLItruACAYO6/U547qp9h0oA9lrD13/AJDHhj/sJv8A+klxXD/8LH1H/oJaN/3zZ/8AyyrO1Lx9fz3+jyNqGkkwXjSKVW1wCYJVycX5GMMRyVGSOc4VgR7LWHoX/IY8T/8AYTT/ANJLeuH/AOFj6j/0EtG/75s//llWdpvj6/gv9YkXUNJBnvFkYstrgkQRLkZvwMYUDgsMg85yqgHpNr/yPWrf9gyy/wDRt1WHcf8AJLfFH/cY/wDR9xXJQ+Pr9fEl9dDUNJ3SWdvGWK2u0hXmIA/0/GfnOcMTyMheC2dL41vW8F6zY/btM2XH2/cgW23t5kkpOP8ATd3O44wjdRjfwWBnrV1/yPWk/wDYMvf/AEba1w9r/wAiLq3/AGI9l/6KuqzpvH1+3iSxujqGk7o7O4jDBbXaAzwkg/6fjPyDGWB4OA3JXnIfFl2vhu+tRd2G2Tw5b2ZUiDcVVJgFH+l53fOc4UtyMxrwGAPoiiiigQUUUUAFYehf8hjxP/2E0/8ASS3rcryTXPEGpaT4z8QQWeuxWEbXUTmJ0s2JP2aEbv31xG3YDhSOOucgAHrdFeM/8Jprn/Q323/frTP/AJNo/wCE01z/AKG+2/79aZ/8m0AeleC/+RF8Pf8AYMtv/RS0XX/I9aT/ANgy9/8ARtrXk2h+LdZtvD+mwReKbeGOK1iRYjFpxKAIAF+e7VuOnzKD6gHiibxbrLeILOc+KbcyJazosvladhQzxErxd7edoPLA/LwCNxUGes67/wAhjwx/2E3/APSS4otf+R61b/sGWX/o26rybUPFusy3ulO/im3kaK6Z0YRad+7Pkyru4uyOjEfMVHzdc4Brv4j1ufXryVfGfkO9rAjSxx6aNwDS4Xm6xxuY8MT8/IA25APRHdI/BbSSMqoviQlmY4AA1bqTXO3fiOTUfFMlv4YRL67k13zYLtsm0H/Et8s5kHBIw7bRyQh9RXCLJA+nJJfajBqMq6luAvJ4HH/H18zeX9uC4YZJ+TaQx+fafMrcg8XT2urobe50mKNNW89FjjtlRT9h8rIAvcBccfe25/j3fu6APSfht4fstI8I6dexeZLeX9nBLPPKxZiPLG1B6KoO0AdhXY1414f8fX9n4b0u1TUNJVYbOKMLItruACAYO6/U547qp9h0q3d/FC+s7V7iXUNMZEGSIbe2lY/RU1EsfwFAjd+IkFrreq+FfDbuDNc6mLtkPOYYo3L5+ucD8fSu9r58t/E9/P4h0/xLe3ul/wBpTTjaoa2dLeIQzAKM3ilQd5JD7fmI+YkBW6//AIWPqP8A0EtG/wC+bP8A+WVAz02C8guZrqGGTc9rKIZhgja5RXxz1+V1PHrRBeQXM11DDJue1lEMwwRtcor456/K6nj1rzv4d+KLzWPF/iG1mlsZIXKXQaHywzP5cUZwFnk+UBV6bhknLKcKfS6BHD3H/JLfFH/cY/8AR9xR4p/5nf8A7FqP/wBvK7ivNvH51uCfxHLYWbvYz6CkdxMbdXUBTc5AZpo8EBsnCyHkcdAwBo+If+Rivv8AuBf+nCSu4rwnVfGt7carczNfaYxf+zclVtsHyrp3GMXrDgnJ5PH3vLHznov+Fj6j/wBBLRv++bP/AOWVAz1SsO1/5HrVv+wZZf8Ao26rh/8AhY+o/wDQS0b/AL5s/wD5ZVnQ+Pr9fEl9dDUNJ3SWdvGWK2u0hXmIA/0/GfnOcMTyMheCwI9lrD8F/wDIi+Hv+wZbf+ilrh/+Fj6j/wBBLRv++bP/AOWVZ3h/x9f2fhvS7VNQ0lVhs4owsi2u4AIBg7r9Tnjuqn2HSgDrf+aFf9y1/wC21bmu/wDIY8Mf9hN//SS4ryX/AITW9/4Vt/Zf27TPK/sj7P5e228zb5O3H/H7u3f9s85/gz8taOpePr+e/wBHkbUNJJgvGkUqtrgEwSrk4vyMYYjkqMkc5wrAzrbD/mAf9jLqf/t9R4e/5GKx/wC47/6cI64G28a3qf2Zi+0weTq95cDK23DP9pyT/po+U+YcZ2jkYd+N+/8ADvWptW8Vxxyz20gig1OQCER5BkvI2JOyeQ4J5GQox0Mg+agD1eiiigQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcd8QZYoYtBeaaCJBqRy8+oPZKP9Gn6zJlk7dOuQO9djXL+MbR7648O28X2Te+pNj7Xb+fHxa3B5TcuenqOcHtQByf8AaWnf9BXRv/C+vP8A4mj+0tO/6Cujf+F9ef8AxNdN/wAInf8Ar4W/8EDf/H6P+ETv/Xwt/wCCBv8A4/QM4jTdQsFv9YLanpKhrxSpbxtdRhh5EQyGC5kGQRuPOQV6KKNb1CwewiCanpLH7ZanCeNrqY4E8ZJ2lcAAcluqjLDlRXQ6R4ZvZNT19AfDeYr9UO/RCwz9mgPyjzxtHI455yc84B4j8M3sOmQux8N4N/Zp+60Qoctcxgc+eeOeR3GRkZyADnvEGoWD+G9URNT0l2azlAWPxtdTsTsPAjZcOf8AZPB6d6Nb1CwewiCanpLH7ZanCeNrqY4E8ZJ2lcAAcluqjLDlRXQ+KfDN7b+Edamc+G9sdhO58nRDG+BGx+VvPO0+hwceho8R+Gb2HTIXY+G8G/s0/daIUOWuYwOfPPHPI7jIyM5ABz0OoWA8SXznU9JCmztwGPja6Ckh5sgSbcseRlTwuQR981zk13aHw3YoL2wLDw5cIVHiecsGKQ4Ux4wrcHEA+VsEH7gr0S38M3reLtRhB8N7ksLVznRCUwZLgDC+fwflOTk5+XgY55O40S5Xwjp0x/sXa/hO6uBjSyH2iO3Jy3m8yfMMPgY+b5TngAtw6hYDxJfOdT0kKbO3AY+NroKSHmyBJtyx5GVPC5BH3zU2pnRtV06ayutR0J45Vx+88c3MgU9m2uhUkHBGQRkVt2/hm9bxdqMIPhvclhauc6ISmDJcAYXz+D8pycnPy8DHOq3hG9dCjjwqysMEHw+SCP8Av/QBy8F9YRW8cb63pMzooVpX8e3QZyB947UAyevAA9qn8J6RqF74Q0e4tbVJoWs4gHTxZfRgkKARsRCqEEEFQcKQR2q7cfDe8Nwt1pup6Vo14uMT6XpckBIBzgqLjYw46Mprb+HUl/L8PtEOoQRwyraRrGI2yGiCjy26nBKbc++enQAGDL4W11tdtLkab+6jtp42P/CV3xwzNER85TcPungDB6kgquS/8La7NeaZImm5WG5aRz/wld82F8mRerICvLDlcntjaWI797yBL+KyaTFxNE8yJg8ohUMc9ODIn5+xonvILaa1hmk2vdSmGEYJ3OEZ8cdPlRjz6UCPKJni07xfqNvfXNhazLZ2wZJ/Gd3EQd0xxvK7mOCDtIwoII++ax/t1l/YO3+0NM3f2vu2/wDCX3O7b9uzny9uNuOfN64/efer0l4dak8e6sbDULCBf7PsziexeU7d9xgZEq85DHPoQMcEnn/s+v8A/CK5/tPTPK/4SHG3+z5N3mf2pjdnzvu7+duM4+XOfmoGct9usv7e3f2hpm3+1927/hL7nbt+w4z5m3O3PHm9c/u/u1o+H9QsE8N6Wj6npKMtnECsnja6gYHYODGq4Q/7I4HTtWx9n1//AISrH9p6Z5v/AAkON39nybfM/svO7Hnfd2cbc5z82cfLWz4StvEjeDNCMGraSkJ0+3MaSaZI7KvlrgFhcAE474H0FAHP/wBpad/0FdG/8L68/wDiaztS1Cwa/wBHK6npLBbxixXxtdSBR5EoyWK5jGSBuHOSF6Ma9J+y+Kv+gzo3/gpl/wDkmsfWrbxINV8OiTVtJZjqDiMrpkgCt9ln5I+0HIxuGOOSDnjBAOf/ALS07/oK6N/4X15/8TWdpuoWC3+sFtT0lQ14pUt42uoww8iIZDBcyDII3HnIK9FFek/ZfFX/AEGdG/8ABTL/APJNY+i23iQ6r4iEeraSrDUEEhbTJCGb7LByB9oGBjaMc8gnPOAAcdDqFgPEl851PSQps7cBj42ugpIebIEm3LHkZU8LkEffNZ0t9Zf8IXrMf9oaZvb7ftQeL7ku2ZJcYh27ZM5GM/6zIJ+8a9CtrbxJ/wAJnqYGraSJhp9oWc6ZIVK+Zc4AX7RkEHdk5OcjgY5xp7fX/wDhW/iNjqemG3H9q+ZGNPk3tiaffhvOwMnOODjIzuxkgGPNqFgfEli41PSSos7gFh42uioJeHAMm3Kng4UcNgk/cFc5Dd2g8N3yG9sAx8OW6BT4nnDFgk2VEeMM3IzAflXIA++a9UubbxJ/wmemA6tpJmOn3ZVxpkgUL5ltkFftGSSduDkYweDnjjraHWv+EM1MjULAQjwdaMyGxcsYvLucIG83AYDdlsEHI+UY5APZaKKKBBRRRQAV5fqN3aW/i7xEk97YQMbyMhbjxPPpzEfZoOfLjBBH+11PTtXqFcA3hj+2vE/iO5+z6BJtvo486jpH2qTi1gPD+YuF56Y65OeaAMr+0tO/6Cujf+F9ef8AxNH9pad/0FdG/wDC+vP/AImtz/hAf+nPwb/4Tf8A9vo/4QH/AKc/Bv8A4Tf/ANvoGcl4f1CwTw3paPqekoy2cQKyeNrqBgdg4MarhD/sjgdO1E2oWB8SWLjU9JKizuAWHja6Kgl4cAybcqeDhRw2CT9wVveE/Cdw/hLR54U8MoJ7GCQmTQi7tmMHLsJhub1OBk9hT7jwzer4u06Enw3uewunGNEITAktwcr5/J+YYORj5uDngA57UtQsGv8ARyup6SwW8YsV8bXUgUeRKMliuYxkgbhzkhejGiHULAeJL5zqekhTZ24DHxtdBSQ82QJNuWPIyp4XII++a6HV/DN7HqegIT4bzLfsg2aIVGfs05+Yeedw4PHHODnjBLfwzet4u1GEHw3uSwtXOdEJTBkuAML5/B+U5OTn5eBjkA4w39iug7TqGm7v7X3bR4uuS237dnPl7cbcc+b1x+8+9xVG78R6XZ6w8z3ULomqeafJ8R30mV+x7Mh1jJI3ceZ97+DGzmuvTRtRj8Lbkm0RY/7f2bV0pg27+0tmc+d93IHy4+78uf4qsLa66nigIuo6WrjxBtBGnOF3/wBl53bfO+7s425zn5s4+WgDjPDfilbzRLSxt4obOSG3SL7XfeMJ4IgyqBnyA4YDj7qjA7HGK0tOs7NJEutb8RaDq99E5aCZ/GU8Yt89o8IWHuSxPFd34StvEjeDNCMGraSkJ0+3MaSaZI7KvlrgFhcAE474H0FbH2XxV/0GdG/8FMv/AMk0AebalqFg1/o5XU9JYLeMWK+NrqQKPIlGSxXMYyQNw5yQvRjVm/13TbDT7i7N/ps/kxl/Kt/HV5JI+B0VQvJNbXi+/wBV0OfQrzVNe0eOOO+ZlZdLlyp+zzDO0TksOduBjll57GGz0nxd4vuLLVtXuLCxtrKYzWVnPpznzTghZZY/OyrDOQNxxQB55p2pPpPhLXJX1W0k1KW48xHt/E08cgkljiwyxr8su1m5Zm6qwJIXJ9l0zxb4ctdJs7e58UaO88UCJIx1OOQlgoBO8kFue5AJ61xlvp/iHXfiBqdibvTzbaZfx6hLcGwcwvcfZ4kjXb52flAJxu4KgknIAm87Xm8cnRhq1uHn1pLm7NpavETFDa27Nz5rYRsom05ySTnHy0Adv/wmnhX/AKGXRv8AwPi/+KrH8W+LfDdz4M12CDxDpMs0un3CRxx3sbM7GNgAADkkntXaUUCPCdVvrJtVuSuoaYwP9m4K+L7mUHF05OHK5OByf+eQ+deTXRf2lp3/AEFdG/8AC+vP/ia7XxkJW0CMQOiTHULERvIhdVb7XFglQQSM9sj6in/ZfFX/AEGdG/8ABTL/APJNAzh/7S07/oK6N/4X15/8TWdDqFgPEl851PSQps7cBj42ugpIebIEm3LHkZU8LkEffNek/ZfFX/QZ0b/wUy//ACTWPbW3iT/hM9TA1bSRMNPtCznTJCpXzLnAC/aMgg7snJzkcDHIBz/9pad/0FdG/wDC+vP/AIms7w/qFgnhvS0fU9JRls4gVk8bXUDA7BwY1XCH/ZHA6dq9J+y+Kv8AoM6N/wCCmX/5JrH8JW3iRvBmhGDVtJSE6fbmNJNMkdlXy1wCwuACcd8D6CgDz37dZf8ACtvK/tDTPN/sjb5f/CX3PmbvJ6fZtu3d28rpn5elaOpahYNf6OV1PSWC3jFivja6kCjyJRksVzGMkDcOckL0Y1sfZ9f/AOFM7/7T0z7H/wAI9nyv7Pk8zy/s/wB3f52N2ON23Gecdq2datvEg1Xw6JNW0lmOoOIyumSAK32Wfkj7QcjG4Y45IOeMEA89tr6yH9mZ1DTBt1e8Y58X3K4U/acE/L8inIxKOXyM/wCsNb/w7nhm8VxiK4tpSINTJEOryXpAN5GQSrjCAjkMOZB8x5q1ZW+vn+xNup6YM+IdQCZ0+Q7ZP9M3Mf33KnD4XgjI5ODut+Eo9QTxLaG9ubaZSushBDbtGQwvo95JLtkE8gcYHBLdaAPQqKKKBBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVxXxHnt7e00SW6s9PvIF1EloNQmSKF/8ARp8BmcFRzyMjqB65rta5jxfFfTXXhxNOuora6OpNsllh81V/0W4zlcjPGR170AcB/bug/wDQk+Bf/BzZ/wDxuj+3dB/6EnwL/wCDmz/+N13v9meNf+hm0z/wVH/47R/ZnjX/AKGbTP8AwVH/AOO0DPM9P1rREvdVZ/CHgyRXulZFl1a0VYx5MQ2oSmGXILZHG5mHUGpdV1jw5LpsYXwp4RglF3bMfs2pWchKidCw4UHBAIJ6AEk8ZrsNH07xc2qeIBF4h05HW/QSs2mkh2+zQHIHmcDaVGOeQT3wF8Raf4uj02BrjxBp00f9oWQCDTSvzG5iCnPm9A2CR3AxkZzQBxOua/4dm8P6lFB4K8N28z2sqpNDqOns8bFDhlCncSDyAvPpzRrGv+HZbKNYfBXhuBhdW7F4tR09iVEyFlwpzhgCpPQAknjNd34rtPFa+Dtca51jSZIBp85kSPTnVmXy2yATMcHHfB+lQ+JLbxmumQm41PRXj+32QASykU7vtMWw8yHgNgkdxkcdaAOKh1/w6PEF5KfBXhtoWtYFWE6jp+xGDy5YHO0kgqCByNq54K1hvquht4etIj4c0hJ10C4hMyXVmXeYpDtmYbtwkBDEKfn+Y4BIavUbe28Z/wDCX6kF1PRBcCwtC7Gyk2lPMuNoA8zIIO/JzzkenPJXEPiX/hENNLX2mG3PhK7ZFFs+4W/l2+5Sd+C5GzDYwMHjngAZF4h8IL4ivZW8IaI0DWsCpD9p0/YrB5tzA79pJBUHBz8ozxtq/wD8JN4K/wChJ0H/AMCtN/8AjldDb23jP/hL9SC6noguBYWhdjZSbSnmXG0AeZkEHfk55yPTnX+y+O/+gtoP/gBL/wDHaAOH/wCEm8Ff9CToP/gVpv8A8cqhoXiXwVaeHNOTUPCWlTSx2kSyzB7B5JGCDLFWkDZJyeec9ea9H+y+O/8AoLaD/wCAEv8A8drF8MR+Ov8AhEdE+w3Phz7L/Z8HlCe3n3hfLXAbD4Jx3H5CgChoMngHxb4psBo+j6W0aafdNcWz6eiFX8y32FhtwTgvgjPVuetdfP4C8KzzWsn9gaZH9nlMm2OziCyZRl2uNvK/Nux6qp7Vxuvaf4vufFuiT3tppt5eWcE9zb/2XcvauQskAYEyBgchtuCcEO3Q4Nd94f8AEVp4htpXhSW3ubeQxXNpOAssDjsw9+oI4IoEU08BeFUv5br+wNMPmRJH5Js4vLXaWO5Rt4Y78E9wq+lYHiXwt4Q8P6BC8unaTCH1W3PnXEESna92rum7A+UIXGOyLg8A16FUF3ZwX0Kw3Me9FljmAyR86OHU8ejKD+FAHkn/ABQP/CSf8y19l/tz/phs8j+zvy2eb+G/3rV8Mf8ACtv+ET0b7d/win2z7DB5/n/Z/M8zYN27PO7Oc55zXVatZwW2vaFNDHte61dppjknc4sZkzz0+VFHHpU/gv8A5EXw9/2DLb/0UtAGH/xaz/qTf/JWsrVv+Fbf2loX2f8A4RTyvtzfaPL+z7fL+zzY34/h37OvGdvfFem1h67/AMhjwx/2E3/9JLigDD/4tZ/1Jv8A5K1laT/wrb+0td+0f8Ip5X25fs/mfZ9vl/Z4c7M/w79/TjO7vmvTaw9C/wCQx4n/AOwmn/pJb0Acdb/8K2/4SzUN/wDwin2P7Da+Vn7P5fmb59+3tux5ecc4257VlTf8ID/wgOvbf+Ea/tH/AImX2bHkeb/rZvK2d/u7NuO23HavRrX/AJHrVv8AsGWX/o26rDuP+SW+KP8AuMf+j7igZlXH/Ctv+Es0/Z/win2P7Ddebj7P5fmb4Nm7tux5mM843Y71y1v/AMIX/wAInqG/+wPtn/CK2vlZ8nzPteyfft7+bny84+bO3PavWrr/AJHrSf8AsGXv/o21rh7X/kRdW/7Eey/9FXVAHqlFFFAgooooAK8n1mawj8ZeIRdWPg2eT7XEQ2t3KRzAfZoeFBRvk64Oeu6vWK4y3/4SP/hIPEv9jnShB9vTP2zzN2/7Jb/3eMYx+tAHI/atG/6BPwv/APA+L/41R9q0b/oE/C//AMD4v/jVdn5fxF/5+fC3/gPcf/F0eX8Rf+fnwt/4D3H/AMXQM890G50keH9MWXTfhyzi1iDPeXsazE7BkyDyyQ/qOec0XUulnX7PyrP4aKv2SfI+1q0Gd8ON/wC7Hz4zt9i/pz1nhZPHh8I6KbO48Ni1+wQeSJoJy4Ty127iHxnGM4ouE8ef8Jdpwa48N/avsF15ZEE+zZ5lvuyN+c52Y/4F7UAcdqD2X23SsW/wwA+1NnyJwUI8mX/W/J9zpj/b2UQvZf8ACQXhNv8ADDb9lgwHnHkZ3y52HZ9/pu9vLrttUi8a/wBo+H/tV54fEp1B/K8q1mKhvs0/LZk5G3dwMckc8YJBb+Mz4x1IJqWiLcfYLQu32KXYU8y42gDzMgg78nPOR6cgHnW+0/sX/UfDvd/anXzh52PtnT7v+pxxn/nlz7U6NrE68PMi+Hqx/wBqc7ZFMWPsfT7o/c5/8i/nXV/Z/Fn/AAjGf7Q0jyP7ext+ySbvN/tLGc7/ALvmc467eM55o+z+LP8AhJ8f2hpHn/29jd9kk2+b/Zuc43/d8vjHXdznHFAGHoEOnSaBpwnvfhpCfssWTc2qPcZ2jiTLj5/X3zV8+GvCN4WGo+M/CyRMMeXp1nY25H/A23tXS+FbLxfL4N0XyNa0m3gNhAYR/Z7u4TyxgMTKATjHIFaY8O+KZ3P2zxrMsZ/gstPiix+LbzQBxx0f4YaReaHHZXOhXEZvm+1PcXkc+U+zTY37iQF37PQZ298VFrWr+BtQu30bw7ZeFoJjxNqt3b26Q269ygYDzX9APl5GTW9q3g3RrHU9Am1W6u9UV790lk1e6Mybfs07Y2nCAblU9O1a8vjzQYHFhogk1i6QBUtdKj8xVHbLj5FH1PFAHI+GrT4aaLBrNvdXPh+7ht7oGGa7aGaSRPs8JYrnJIL+ZwvGcgDtVTwXJ4B1K+1zWdUg8P2QublI7Wwu2twsUKxoQyqeAW3HdjoQR1Brf0Lw9eeJdf1e+8S/uYYdQST+xo3DwiUW0JDSN/y0wuzjoCD1zXV6F/yGPE//AGE0/wDSS3oA85m/4QH/AIQHXtv/AAjX9o/8TL7NjyPN/wBbN5Wzv93Ztx2247VqxaF4K8S69r+l6TFoLebpEKwSWsMMnkyFp1aRQv8AEN0WSCP4eelatx/yS3xR/wBxj/0fcVjeFdUubWbxh4tuoWc3mnQ6rFbs20iFftIjUnnGUiU5/wBqgDoL34b6Bc3ss8Wm6ZAj/ZNsS2EeF8mZpHx0/wBYpCH2HOelav8AwhfhX/oWtG/8AIv/AImjUfEX2DUZ7T7L5nlfYfm8zGftNw0PTH8O3d75xx1rcoEcP/xaz/qTf/JWsq3/AOFbf8JZqG//AIRT7H9htfKz9n8vzN8+/b23Y8vOOcbc9q9NrDtf+R61b/sGWX/o26oAw/8Ai1n/AFJv/krWV4Y/4Vt/wiejfbv+EU+2fYYPP8/7P5nmbBu3Z53ZznPOa9NrD8F/8iL4e/7Blt/6KWgDzn/igf8AhVH/ADLX9sf2H/0w+0ef5H/fW/d+OfetXVv+Fbf2loX2f/hFPK+3N9o8v7Pt8v7PNjfj+Hfs68Z298Vq/wDNCv8AuWv/AG2rc13/AJDHhj/sJv8A+klxQM85tP8AhAf+JR5n/CNf8hy+8/d5H+o/0vy93+x/qtuePuY7Vq+B/wCwP+Eog/sb+zPN8rVvO+x+Xu8v7bH5O7b/AA7Pu54x04rVsP8AmAf9jLqf/t9R4e/5GKx/7jv/AKcI6AO4ooooEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXDfE+CW407RY4ZLyOQ6lw1nJIko/0eY/KY45GHTsh4z0GSO5riviO7La6Hse4Rv7SOGt4ppHH+jz9FhdHP4MOM5yMggHA/wBjan/z/eLv/A/UP/lfQNG1QHIv/F4P/X/qH/yvrS8+4/5/te/8Fur/APyXR59x/wA/2vf+C3V//kugZh2Gnaq15qYXUfFYK3KhjHf3wZj5MZy+LEktggZYKcBRjADMatp2qpZxmTUfFbD7TbjE1/fMuTMgBG6xUbgcEHOQcEBjhTc06acX2rYvNbGbtcldP1Qk/uYvvBboEH2Yk4wc7SoBrM05sY83mtt/pdtxJp+qKP8AXJ3e6Iz6DGScBSGwQAU9a07VU0LUHk1HxW6LbSFlnv75oyNpyGDWKqV9QWUY6kdaNW07VUs4zJqPith9ptxia/vmXJmQAjdYqNwOCDnIOCAxwpua7NOfD2pg3mtsDaS5Emn6oqn5D1L3TKB7sCPUEcVLrPmGwizqurN/pdt8r6dq6gfv05y9yRkdQBySAFIYggAzotO1U67doNR8VhxbQEsL++8wgtLgMfsO4rwcAqACWwWyQuHLZ340K0c3mvlDoc7hTdXXlhAsWVUfZdoi5GVDFCAuZFwC3XQ+Z/wkd7/xNdWB+yW/zjTtX3H55uCBc7wB2JJU5O0Ahs89Nv8A+Ecsv9PvyP8AhHrj5DZ6htA2Q/KCZthU92AEQwNykFcAF+LTtVOu3aDUfFYcW0BLC/vvMILS4DH7DuK8HAKgAlsFskLe/szWP+gn4y/8GOof/K+pIfM/4SO9/wCJrqwP2S3+cadq+4/PNwQLneAOxJKnJ2gENnQ/ef8AQY1n/wAFmtf/ACVQBTWHXkQKNQ8VYAwM3N6T+Z06qOhprZ8P6aYr7xIsf2WLYsM92EA2DAULYMMemGYehPWtr95/0GNZ/wDBZrX/AMlVmaJKIvDml+ZrOpwg2kWFFhqxUfIOAUuQhHuoC+gAoAic69F4htCl94g842k+1pXunYLvhyBnT846ZwpHAyV4DV7y68bWOu29/HfXbPO/llI9NmSebbFIQpdrJQ/G7ClWwcHGF3Lamuov+Ehs2/t3USBaTjebHVsr88PABud5B9QQowNwJK4TUr23W80p5PEF8EW6YtJJZasvl/uZeRuuSSe2FweSc7QwIB6Z4H1R9a0Jb26+2pqCsbe6hu2+eJlZiAVCRqDtccqgyMAk7c1v/ZI/J8rdNt83zc+c+7dv34znO3PG3pj5cbeK8PTxLpS63cQyeN5VgEMQjzDquDIWk3AL9p3A42ZJJByMAENnU0jT9a1zTz9g1zUnnF6w3SR6lEvkrdbGxI9yEOI8nZ9/AK53AtQB6zJp1rLcxXEiu8sU/wBojLSsQj+WYsgZwBtZhjpkk4yc15J4f1bxJH4b0tILnVhCtnEIxHbyFQoQYwRprgjH+23+8ep2P+EM8V/2lj+3Jvs327G77TebfI+z53Y+17tvm8bc7s/NnZ8tT6L4E12DQtPhm1r7PLHbRq8Pm3x8tgoBXKXgXjp8oA9ABQIo/wBs+Kv+frWf/AaX/wCVVZ2pat4ka/0cyXOrFkvGMe63kBDeRKOP+JauTgt2fjPyj7y6s2n3NvPJC+tasWjYoTHpmtupIOOGW5II9wSDWVqVtML/AEcHVtWbN4wBbTNZBX9xLyA1wST2wmGwSc7QwIM0f7Z8Vf8AP1rP/gNL/wDKqs7TdW8SLf6wY7nVgz3imTbbyElvIiHP/EtbBwF7Jxj5T95tH7LP/wBBnWf/AAU65/8AJNZ2m20xv9YA1bVlxeKCV0zWSW/cRckLcAg9sPlsAHO0qAAEOreJB4kvnFzq3nGztwxFvJu2h5sZH9mk4yWx8g7/ADN0TOl1PXz4L1mI3Gp/Z3+3+Ypgk2HMku/J/s/A5Jz+8THOfL6Low203/CSXw/tbVgRZ253jTNZLH55uCouN4A7FiVOTtAIbOdLby/8IXrLf2nqZA+35jOn6rsbEkvVjN5Yz33g4yd+4hiQDRm1bxIfEli5udW84WdwFJt5N20vDnA/s0HGQufkPb5l6PzkN/rQ8N3yCa/8k+HLeNgIX2+UEmwCfsRG3BbB3gdf3rdU6Oa2m/4SSxH9rasSbO4O86ZrIYfPDwFNxvIPcqQowNwJK45yGGT/AIRu+P8AaF+APDlu2wWOpFSNk3yFhLsCjszAxHJ2qAGyAfRFFFFAgooooAK8n1m68RQeMvEK6Re3kFubuIssFvLIC32aHJylpMM4x/EPoOp9YryTXL+ztfGfiBLjX5dPc3URESW+oOCPs0PzZt5kT25G7jrjGACH+0PG3/QU1P8A8Abj/wCV1H9oeNv+gpqf/gDcf/K6ov7X0v8A6HG5/wDAPWf/AJKo/tfS/wDocbn/AMA9Z/8AkqgZU0K+8Xp4e0xbbUtRS3FpEIlSznYBdgwARYMCMejN9T1pZL7xd/wkdk8mo6k0wtZwp+yThgm+HcAPsGeSF52kDAyVyA0eg6lYDQtMhPim5ilFrEphSz1Zth2j5QY7gKcdPlAHoAKmnnh/4SGzYeIb5gLS4+f7Bq+R88PABuN5z6ghRgbgSVwALql74mlvNJE17q5YXbGMmGdSG8mX7v8AxL1Ocbugbgn5cZZY4Z/En/CQ3hF/rfnfZINzBbjcV3zYB/4l+cZ3YyoHJwW5Cmo3URvtJI13UXxdsSWsdWBT9zLyN1yST2wpDYJOdoYEhuov+EhvG/t3UQDaQDeLHVst883BAud4A9SSpydoBDZAM/ztf/sTH2zV/K/tXONs+3zPtuc/8eWN2/n72d38Gf3dHna//beftmr+b/auc7Z93mfYsZ/48s7tnH3c7f4MfvKPtMf9iY/tm+z/AGrnZ9j1PH/H7ndn7Rtz/FjG/PG7f81H2mP+28/2zfY/tXO/7Hqef+PLG7H2jdn+HGd+Od2z5aANDQpfEJ8O6ckd9rqwfZIgiwfaVAXYMbSunuMY6YZv949amnstauMCTUfFuB2S8vl/PGnDNQ6FdRL4e0xTruoxkWkQ2JY6swX5BwClyEIHqoC+gArVVmdQy61rDKehGma0Qf8AyaoA5S78NmLVNOmlt9WuZZbgoTfC4uN37qRsAS6fz0zwH6fd43L11tfeIbKBYLV9UghXpHFZyKo/AaVWRqMs/wBv0ofbdabF22C2n6qD/qZeVDXRJPsu1sEnO0MDLcX2rxY8qz8WTk/3NO1MAfnfCgCbTdW8SLf6wY7nVgz3imTbbyElvIiHP/EtbBwF7Jxj5T95k07V/EcV7rLrdaqpa7VpSIJOvkRDLf8AEtbBwB1CcY+X+JsDTLvxZPqWoiCwv4Fa4Bla6GrhlbykGGEMrnO0KfmJOCOcbQLln4fuNR1DVhqGvaxJb/aFSaxOkanNDMfJjO58OHBGQAGOcKp6EUAZFzrXiTWPDGp2ltNqR0cNdzz3IiZoZ8yPJtV0tVZSSdzbiqkZB2A4Gxq1/roj8QRtNqIQ6Okcim3dR5Q8/AP/ABL1wvLdfLHX5zj5GrY/ZvAmqxQX1/FBCt8iW6abqqxbVklAGfO8pRxyGU7eQ+4hsya1byj/AISLOp6m+3SEJ36fqq7x+/8AlbfMdq/7Um5OTgcPkApeIPEWtw+JIraW8v8A7TdvYALJGQ7COeR1IVrFGOGxjap5PSTlV+g6+cHC61r9zqi315LFbvYw2d0LPUJPPja55kBMzOmGVgFLfMQdoV+R3PhWa8uPiMIU1XUZ7GzgKyq9vqKI8zKTtcTSuEKqAQXwDuwATggA9Wrz3xVNrVl4zmn0438UMun26GS3hdlZlknOMraTjIDDj5fvd+3oVME0TTvAJUMyKrtGGG5VYkAkdQCVbB9j6UCPLv7Z8Vf8/Ws/+A0v/wAqqzvD+reJI/DelpBc6sIVs4hGI7eQqFCDGCNNcEY/22/3j1O5qdtM2rXhGrasgM7kJHpmsuq/MeA0dwEI91AX0AFYfh+2mbw3pZGrasgNnEQkemay6r8g4DR3AQj3UBfQAUDM7+09f/4Vt5H2jU/sf9kbNvkSeX5fk4xn+z8bcd/Nxj+P+KtHUtW8SNf6OZLnViyXjGPdbyAhvIlHH/EtXJwW7Pxn5R95c77PL/wrbf8A2nqe3+yM+V/Z+q+Xjyfu7/O8nb23bdmOcbeK0dStphf6ODq2rNm8YAtpmsgr+4l5Aa4JJ7YTDYJOdoYEAzrbU9fH9mbbjU/l1e8dMQScSH7TuI/4l5+bl8j5jyfkTB8vf+HdzqFx4rjF7JcsqwamU85GUBjeRl8Zt4uc9eWweqx/drAtreU/2Z/xM9TGdXvAMafqp2n/AEn5hibljjlVw4ydxOH3b/w7jdPFcZa5uZswamAJre7jAxeR8gzuwJPUhcMDw5ZuaAPV6KKKBBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVyvjWaGCTw/Jcar/ZcQ1M7rzdGvl/6Lcd5AV56cjv64rqq5Dx7dX1kugXGneV9pTUjs8y2lnHNtOD8kXzngnp06ngGgCt/a2j/wDRUv8AyZ0//wCM0f2to/8A0VL/AMmdP/8AjNZv/CUeM/8AqH/+E9qn/wATR/wlHjP/AKh//hPap/8AE0DGaTqmlLqWulviP5Ia+UrJ9osR54+zwjfzFg8gr8uB8nrkk8Q6ppT6bCI/iP8AaT9usz5f2ixOALiMl/liB+UZb0+XnIyKz9L8R+LY9Q1povsO+S8Vpc6FqLDd5EI4CrlRtC8Nz1PQijXfEfi2bT4luPsOwXlqw26FqKHcLiMryy4xuA46noOSKANDxPqmlSeE9ZSP4j/a3axnC2/2ixPnHYcJhYgxz04IPPFHiHVNKfTYRH8R/tJ+3WZ8v7RYnAFxGS/yxA/KMt6fLzkZFZ/iLxH4tn8MatDc/YfIks5lk26FqMZ2lCDhnXapx3bgd+KNd8R+LZtPiW4+w7BeWrDboWoodwuIyvLLjG4Djqeg5IoA0LfVNKHizUHPxH2obG1AuPtFj+8IefKZ8rb8uQeBn5+c8Y5a4vrA+E9PQeM9zjwrdRm3861/duUgxb42bvmwRgnf8nBHOdmDxH4tHie/mX7D57Wdsr/8SLUSNoecrhQu4HJbk8HjHKtXNT6z4gPhiwhb7L5C+GrmBP8AiVXgPkFIA2WI2lsBf3g/djnPDLQB2tvqmlDxZqDn4j7UNjagXH2ix/eEPPlM+Vt+XIPAz8/OeMav9raP/wBFS/8AJnT/AP4zXNQeI/Fo8T38y/YfPaztlf8A4kWokbQ85XChdwOS3J4PGOVatP8A4Sjxn/1D/wDwntU/+JoA0v7W0f8A6Kl/5M6f/wDGayvDGqaVH4T0ZJPiP9kdbGANb/aLEeSdgymGiLDHTkk8c0//AISjxn/1D/8AwntU/wDiazPDviPxbB4Y0mG2+w+RHZwrHu0LUZDtCADLIu1jjuvB7cUAaFxqmlHxZp7j4j7kFjdA3H2ix/dkvBhM+Vt+bBPIz8nGOcmrappTaloRX4j+cFvmLSfaLE+QPs8w38RYHJC/NkfP64Iz5/Efi0+J7CZvsPnrZ3Kp/wASLUQNpeAtlSu4nIXkcDnPLLRqniPxbJqGitL9h3x3jNFjQtRUbvImHIZcsNpbheeh6A0AWZJfD2oeJNSjvvHsE9q9jajzJpNPdZSHnynzRFTtyDwM/PznjGb4b1LT/CKQ3Om+LrK4spdUlt7vTbm8hwsJuWjSeIKBswu1zgbSpJ4AFW7fxN4rj8S6hMILKW5eztkZf7H1FF2h5yOPLZgcluSMHjHKtWcPFHiBPDnlPpMUsQ1rzy0dteqS/wBv37QTBt5fjGd2Djbu+WgD0L/hY3hX7Z9n/tiz/wCPn7P5v2mLZ/qfN8zO77n8G7+/x71PZePfCt7YW91/b+mQedEsnkz3kSyR5GdrDdwwzgj1rzu28exQ6+L3XdH1HSIV1z7RNNLbyNFH/wAS8xBCdobeflbG37rZr2K1S3itIY7RYktlRViWIAIEA4CgcYxjGKBHITa1oks8kifExIVdiwijurAqgJ6DdETgdOST7msbVtU0ptS0Ir8R/OC3zFpPtFifIH2eYb+IsDkhfmyPn9cEem1zPirUIdP1Xwy8yXLD+0JH/cWskxwLWcdEUnOWHHXGT0UkAGb/AGto/wD0VL/yZ0//AOM1laTqmlLqWulviP5Ia+UrJ9osR54+zwjfzFg8gr8uB8nrknsf+Es07/n21n/wS3n/AMarH0XxNYR6r4idrfViJdQR126RdMQPssA5AjypyDwcHGD0IJAMa31TSh4s1Bz8R9qGxtQLj7RY/vCHnymfK2/LkHgZ+fnPGMqbUdNPgHXox493St/aWyz8+z/f5lm28eXuPmZB+UjO75cDGOutvE1gvjPU5jb6ttfT7RABpF0WyJLknK+XkD5hgkYPOM4OMafxDZH4b+I7byNT3y/2rtJ0y52DdNORl/L2r1GckbeQcYNAwuNU0o+LNPcfEfcgsboG4+0WP7sl4MJnytvzYJ5Gfk4xznlre+sB4T1BD4z2ufCtrGLfzrX944SfNvjZu+XIGAd/z8k8Y9CufE1g3jPTJhb6ttTT7tCDpF0GyZLYjC+Xkj5TkgYHGcZGeOttbtF8GanCYr/c/g60twRp85XcI7kEltmAvzDDk7TzgnBwAey0UUUCCiiigArgGvrC28T+I0uvGf8AYjm+jIt/OtU3D7LB8+JUZueRwcfL9a7+vNbzxdq2geK/EVrYeGLrVInvI5DPD52FY2sA2/JE4zwD1zz09QDS/tbR/wDoqX/kzp//AMZo/tbR/wDoqX/kzp//AMZrN/4WT4k/6EDUPyuf/kaj/hZPiT/oQNQ/K5/+RqBjPDGqaVH4T0ZJPiP9kdbGANb/AGixHknYMphoiwx05JPHNFxqmlHxZp7j4j7kFjdA3H2ix/dkvBhM+Vt+bBPIz8nGOc5/h34ga/ZeGNJtYfBF9cRQ2cMaTqLjEihAAwxbkYOM8Ej3NTy+Odbk8T6ddN4SuUlSxuUEBW6yQzwEn/j2zxtA4BHzckcZALOrappTaloRX4j+cFvmLSfaLE+QPs8w38RYHJC/NkfP64ILfVNKHizUHPxH2obG1AuPtFj+8IefKZ8rb8uQeBn5+c8Yq6t4316fUtFkbwtNGYb1pI1Md3mRvs8y7ebYdmJ4BPHTGSEg8b6+vii/uR4WlMsllbRtF5d38qq85Df8e2edzDkAfLwTzgAq/wBo6b/wjez/AIT35/7c3+R59n93+0c+bjy8/d/e5zt7428Uf2jpv/CSb/8AhPfk/tzf5/n2f3f7Ox5ufLx9791nG3tjdzVX/hL9b/4R7yP+Eck8v+2vP8zy7r7/ANv8zZ/qMfe+Tru/2d3y0f8ACX63/wAJD5//AAjknmf215/l+Xdff+weXs/1Gfu/P03f7O35qAN/wxqmlR+E9GST4j/ZHWxgDW/2ixHknYMphoiwx05JPHNav9raP/0VL/yZ0/8A+M1z/hvxvr9p4X0i2h8LSzRQ2UMaSiO7O9QgAb5bYjnrwSPQmtP/AIT/AMSf9CjN/wB+r3/5FoAr6tqmlNqWhFfiP5wW+YtJ9osT5A+zzDfxFgckL82R8/rgjV/tbR/+ipf+TOn/APxmsTVfGOuTajobv4f2NDes6Dyr75z9nmXHNqD0Yn5QTx0xki9/wm3in/oAw/8AgJqP/wAi0AV9J1TSl1LXS3xH8kNfKVk+0WI88fZ4Rv5iweQV+XA+T1ySaTqmlLqWulviP5Ia+UrJ9osR54+zwjfzFg8gr8uB8nrkmjpXiTxUdS1plS0tzLeq82NF1Cchvs8IGAEXHyqvDAHknoVJNMn1G71HW/tviPXbdHvF81dM8PzoXb7PCN2WidozgAbTg8BujCgCCbUdN/4QHXox493St/aWyz8+z/f5lm28eXuPmZB+UjO75cDGOe1rxGdeu/ELaZ4ydNOGliKd9Q+zxTXpQTMsUSqikglsdj8xznKir858Fad4N1mS/jvJtYmGoQ29zqNpcOzMZJVjwzptVzxkjBDZzg5q/wCKPHcF9/wkb6Hpmoala32ixW7Xa20iRQqDc7nYlc4+fg4AJVuRigCj4j1HTdJW8j0jxf8AazDBpiWcUc1ntkaO5kYIWWPaoQANngDcN2QQK6bw+dH0rTj5vxNgS+upDc3pgu7Eo87Y3Eb4yccADnoOg6Vhu8MevXOoaxLqOo6rv0p1nfSLiMQD7aS6RoY8quEUDPLncBkkivQtS8faLpVmbi5j1VBnbGr6VcxmRz0RS8YG49skUAYln4hEvjzR9J0zxj/a0EsU012jvaspCrhFUxRqd2TuwDnCE4xXfiGJZ3nESCZ1VGkCjcyqSQCepALNge59a4LwjqkVml7q2sWmrrrGqS+bOg0i7YQIOI4gRFghV7juT1q5beJrBfGepzG31ba+n2iADSLotkSXJOV8vIHzDBIwecZwcAjtK4ua90SynktU+IaaesDGMWcc1gi24U48sK0RIC4xg8jFbH/CWad/z7az/wCCW8/+NVj+EvE1hb+DNChe31YtHp9uhMekXTqSI1HDLGQR7gkGgDkf7R03/hVHk/8ACe/v/wCw9n9nefZ/e8jHlY8vf1+XGd3vnmtXVtU0ptS0Ir8R/OC3zFpPtFifIH2eYb+IsDkhfmyPn9cEH/CQ2X/Cmfsfkan5v/CPeVu/sy58vd9nxnzPL27f9rOMc5xWzrXiawk1Xw662+rARag7tu0i6UkfZZxwDHljkjgZOMnoCQDORtNR00f2Rnx7s265fO37+z/dKfteJeY/48jk5X97wBlcavge4tp/FEAg1/8AtMrFqxaPzIW8oG9jKv8Au1B/eD5ucg/w4HFFl4hsl/sTMGp/u/EOoSnGmXJyrfbMAfu+W+YZUcjnIG04t+EtQhvfEtokSXKlF1lz51rJECHvoyMF1AJx1A5U8HB4oA9CooooEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXLeM4pJ5/DscWpPpznUmxcoEJT/RZ/wC+COenPrXU1w3xPthd6dosRgM+7UvuCLzCf9HmP3fJlz0/55t07dQATf2Xf/8ARQ7r/v3a/wDxFH9l3/8A0UO6/wC/dr/8RXn/APwj6/8AQFf/AMFZ/wDlTR/wj6/9AV//AAVn/wCVNAzqtI029bU9eA8d3MRW+UM4jtv3p+zQHccp7heOPl9c0eItNvU0yEt47ubgfbrMbDHbcE3MYDcJ/D970454rh7HQ1e81Nf7IdtlyFx/ZpO391GcY/sxsdc4wnXO053MaroaxWcbf2Q6ZuYFz/ZpXrKgxn+zE65xjJznG187WAO48Uabep4S1l38d3Nyq2M5MBjtgJR5bfLwmeenHPNL4h06+j02Fm8d3NwPt9mNjR22ATcxgNwn8J+b0454zXDazoaw6HqEv9kPHstpG3/2aV24U85/sxMfXev+8vUGq6GsVnG39kOmbmBc/wBmlesqDGf7MTrnGMnOcbXztYA7u3sr8+LtRUeOplYWFqTP5Frlx5lxhcbMfLgnjn5+e1chdWuof8IppzjxaTEfCly4tzbwHYgjt90GcZ+bIGT8w2cHk1Ti0NTrl3F/ZDnbbQts/s08ZaXnH9mHGcddi5x95sYTEl0sDQ7SX+z2G7RJpt/2I84WL58/YRnGfvb2xn/WrnLgHp9vYa0fFmoKPiDtkFjalrj7HbfOC8+FxjA24JyOfn56CtX+zde/6KV/5I2v+FebRaGp1y7i/shzttoW2f2aeMtLzj+zDjOOuxc4+82MJe/4R9f+gK//AIKz/wDKmgDu/wCzde/6KV/5I2v+FZXhiw1p/CejNF8QfssbWMBS3+x2zeUNgwuSMnHTJ54rmf8AhH1/6Ar/APgrP/ypqjo2hrNoeny/2Q8m+2jbf/ZpbdlRzn+zHz9d7f7zdSAdpcWGtDxZp6n4g7pDY3RW4+x23yAPBlcYwd2Qcnn5OOpo1aw1pdS0IP8AEHzma+YI/wBjth5J+zzHdwOeAVwePm9QK4uXQ1GuWkX9kON1tM2z+zTzhoucf2YM4z12NjP3lzhy+0NUvNMX+yHXfclcf2aRu/dSHGP7MXPTOMP0ztGNygHbWum65J4u1CKPx8fO+w2pMwsrYmQb7jC4xj5cE5HPz89BVFNN1tPC5Y+K98Z14II2souH/tLb5mRg8t8+OnbpXLxaGp1y7i/shzttoW2f2aeMtLzj+zDjOOuxc4+82MJS/sdf7I8z+zG/5CXl7vsB/wCfvbtz/Z/4Y3e3l/8ALKgDsH0vxBJ4ieGbxJY3BfWzE/m6aux3Om5LlQ/TZ8m3pnnPar3gvW7/AMIeFNCh120j/sW6hjaDU4JWcQGQBlWZW+4MtjcDtHHSvPW0GNtYKHTZudR8vaLNx/y679uP7P8Axxt6c7Mfval0rwhFdaJZyi11hRPbIz/Z2ukSTKg/waewI/4E3+8etAH0aDkZHSmSQxSvE8kSO0Tb42ZQSjYK5HocMwz6EjvXnPgPUvFC+JJdN1ltSubD7MzW08lq8cceGACOz28TM+M/NnHsT09JoEFYehf8hjxP/wBhNP8A0kt63K8a03VvEi3+sGO51YM94pk228hJbyIhz/xLWwcBeycY+U/eYA9Jtf8AketW/wCwZZf+jbqsO4/5Jb4o/wC4x/6PuK5KHVvEg8SXzi51bzjZ24Yi3k3bQ82Mj+zScZLY+Qd/mbomdLqevnwXrMRuNT+zv9v8xTBJsOZJd+T/AGfgck5/eJjnPl9FBnrV1/yPWk/9gy9/9G2tcPa/8iLq3/Yj2X/oq6rOm1bxIfEli5udW84WdwFJt5N20vDnA/s0HGQufkPb5l6PzkN/rQ8N3yCa/wDJPhy3jYCF9vlBJsAn7ERtwWwd4HX963VAD6IooooEFFFFABXDR6b4hvPEniSTSfEUWm24v41aF9PWcs32WDLbiwxwQMe3vXc15Pq914hg8Z+IF0q8vYbb7XEXSC3lcFvs0OeVtJgDjH8Q/wB3uQDqv7C8a/8AQ7W3/gmT/wCOUf2F41/6Ha2/8Eyf/HK5L+0vFv8Az/6z/wCA0/8A8rKiNz4pZiTqGvZJzwlyP/cbQM3PC2i+LpfCOiyW3i+3gt3sIGihOkq5jUxrhd28ZwOM96LjRfFw8XadG3i+3Nw1hdMk39kqAqiS33Lt385JU57bfeuS0KfxIPD2mCC/1tYRaRbFjW42hdgwBjT2GMejMPc9aJp/En/CQ2ZN/rfnfZJ9rFbjcF3w5A/4l+cZ25wpHAyV4DAHX6no3iuPV/D4uvFsU2+/dYymlohjb7NOd33zngMMf7We1SxaP4jfxdqkSeKmjnGn2haddPiJKmS4wMHgYIY577vauL1GfxIb7SfMv9bLC7byyy3GQ3ky8rnTxzjPQMcE8YyykM/iT/hIbwi/1vzvskG5gtxuK75sA/8AEvzjO7GVA5OC3IUA1/7E8Q/8Iz5n/CWz+V/b3l+V9ghx5n9pbfMzjOd/z46dulH9ieIf+Em8v/hLZ/N/t7y/N+wQ58z+zd3mYxjOz5MdO/WuY87X/wCxMfbNX8r+1c42z7fM+25z/wAeWN2/n72d38Gf3dOWbXf7cy15rBk/tXOQJw2/7FjP/Hjnds4+7nb/AAY/eUAd34W0DxPN4R0WW38a3FvC9hA0cI06BhGpjXC5IycDjJ5rW/4RvxZ/0Plz/wCCy2/+Jrz7Q5tePhvTUivNeWH7JEEEJuAoXYMbSunsMY6Ydv8AePWrPl69/wBBDxT/AOBF5/8AK2gDotX0DxPHqegLJ41uJXkv2WNzp0A8pvs053YA54DLg8fNnqBW0nhvxIUIm8cXzHPBSwtk/wDZDXmmoJrf23St994kLfam2F57skHyZeVzYAg4z0DHBPGMst/y9e/6CHin/wACLz/5W0AdNpHhnUrnU/ECS+LdYQx36o7QCGMyE20B3H92cHBC8Y+6O+abovgizudT8QR3+q63erFfLH+91B08z/RoGywj2gn5sZ9FUdq4zT01v7bquy+8SBvtS7yk92CT5MXLYsCScY6hTgDjGGaG1sdWuL/VT9v8Uq32lQ/k3l6m4+TH98LYnLYwMkKcBeCMMwB1a+FdBs/hv4ku4tJtftUS6qiXEkYeUBJJlX52y2QFAznPFXPGWrabZzeMIbm/tYZZ/D0UUMckyq0j/wCl/KoJyT8w4HqK8vuNBll8N6jczNrkoia7b95PdNHlXk5YGy25yMsS685J2HIWzdaY+nR66lvYzwhdKBY/Y2BCkTAkk6epAOOv7vOPvnHyAHY614rTV9au5PD9lcX6SjSFS5eMxQKyXrsu4tg7WZlUFQf4vSuw0vwrdS6pFrfia9TUNSi/494YlK21nnr5ankt/ttz06YrzPVdT199VuWluNTLn+zdxaCQH5bpymf+JevRs44GT0837g6L+2fFX/P1rP8A4DS//KqgD1SsO1/5HrVv+wZZf+jbquH/ALZ8Vf8AP1rP/gNL/wDKqs6HVvEg8SXzi51bzjZ24Yi3k3bQ82Mj+zScZLY+Qd/mbogI9lrD8F/8iL4e/wCwZbf+ilrh/wC2fFX/AD9az/4DS/8AyqrO8P6t4kj8N6WkFzqwhWziEYjt5CoUIMYI01wRj/bb/ePUgHW/80K/7lr/ANtq3Nd/5DHhj/sJv/6SXFeS/wBp6/8A8K28j7Rqf2P+yNm3yJPL8vycYz/Z+NuO/m4x/H/FWjqWreJGv9HMlzqxZLxjHut5AQ3kSjj/AIlq5OC3Z+M/KPvKDOtsP+YB/wBjLqf/ALfUeHv+Risf+47/AOnCOuBttT18f2ZtuNT+XV7x0xBJxIftO4j/AIl5+bl8j5jyfkTB8vb+H82pXXi62+13N4Eii1Rwske1XLXSbx81tH/EQxwSQQMiPlCAet0UUUCCiiigAooooAKKKKACiiigAooooAKKKKACiiigArjviDFHNDoUc0UMqHUjlJ9Pe9Q/6NP1hQhn/Dp17V2Ncr41+zeZ4f8Atf23yP7TO77F53m/8etxjb5Pz9cZx2znjNAHK/2bp3/QK0b/AMIG8/8AiqP7N07/AKBWjf8AhA3n/wAVW5/xTv8A1OX/AJV6P+Kd/wCpy/8AKvQM5LTdPsGv9YDaZpLBbxQobwTdSBR5ERwFDZjGSTtPOSW6MKNb0+wSwiKaZpKn7ZajKeCbqE4M8YI3FsEEcFerDKjlhWxpP9g/2lru/wD4Svb9uXZ5f9qbtv2eH7+3ndnP3ucbf4dtHiH+wf7Nh8r/AISvd9us8+d/am3b9ojzjfxuxnHfONvzYoAx/EGn2CeG9UdNM0lGWzlIaPwTdQMDsPIkZsIf9o8Dr2o1vT7BLCIppmkqftlqMp4JuoTgzxgjcWwQRwV6sMqOWFbHif8AsH/hE9Z8n/hK/N+wz7PP/tTy92w43b/l2+u7jHXijxD/AGD/AGbD5X/CV7vt1nnzv7U27ftEecb+N2M475xt+bFAGPDp9gfEl8h0zSSos7chT4JuioJebJEe7KngZY8NgAfcNc5NaWg8N2LiysAx8OXDlh4YnDFgkOGMmcM3JxOPlXJJ++K7u3/sH/hLNQz/AMJX5X2G124/tTzN2+fO7HzbemM8Z3Y53Vy1x/ZP/CJ6fj+3/N/4RW63Z+3+X5uyDG3Py+V1zj93jbnjbQBow6fYHxJfIdM0kqLO3IU+CboqCXmyRHuyp4GWPDYAH3DWj/Zunf8AQK0b/wAIG8/+Kqe3/sH/AISzUM/8JX5X2G124/tTzN2+fO7HzbemM8Z3Y53Vq/8AFO/9Tl/5V6AMP+zdO/6BWjf+EDef/FVneH9PsH8N6W76ZpLs1nES0ngm6nYnYOTIrYc/7Q4PXvXW/wDFO/8AU5f+Vesrwx/YP/CJ6N53/CV+b9hg3+R/anl7tgzt2fLt9NvGOnFAGPNp9gPElig0zSQps7glR4JugpIeHBMe7LHk4YcLkg/fFGpafYLf6OF0zSVDXjBgvgm6jDDyJTgqWzIMgHaOcgN0U1sXH9g/8JZp+P8AhK/K+w3W7P8Aanmbt8GNufm29c44ztzzto1b+wf7S0LZ/wAJXt+3Nv8AM/tTdt+zzfc3c7s4+7zjd/DuoAx4dPsD4kvkOmaSVFnbkKfBN0VBLzZIj3ZU8DLHhsAD7hrO+w2X9g7v7P0zd/a+3d/wiFzu2/bsY8zdjbjjyuuP3f3q6m3/ALB/4SzUM/8ACV+V9htduP7U8zdvnzux823pjPGd2Od1ZX/El/4Rv/mZfM/tz/qI7Nn9o/8AfO/b/wAD3/7dAGX9hsv7e2/2fpm3+19u3/hELnbt+w5x5e7O3PPldc/vPu1o+H9PsH8N6W76ZpLs1nES0ngm6nYnYOTIrYc/7Q4PXvT/APiS/wDCSf8AMy+X/bn/AFEd+z+zv++t+7/gez/YrV8Mf2D/AMIno3nf8JX5v2GDf5H9qeXu2DO3Z8u3028Y6cUAQf2bp3/QK0b/AMIG8/8AiqztS0+wW/0cLpmkqGvGDBfBN1GGHkSnBUtmQZAO0c5Aboprrf8Ainf+py/8q9ZWrf2D/aWhbP8AhK9v25t/mf2pu2/Z5vubud2cfd5xu/h3UAQf2bp3/QK0b/wgbz/4qs7TdPsGv9YDaZpLBbxQobwTdSBR5ERwFDZjGSTtPOSW6MK63/inf+py/wDKvWVpP9g/2lru/wD4Svb9uXZ5f9qbtv2eH7+3ndnP3ucbf4dtAGPDp9gfEl8h0zSSos7chT4JuioJebJEe7KngZY8NgAfcNZ0tjZf8IXrMn9n6ZvX7ftceELkOuJJcYm3bY8YGM/6vAB+6a6m3/sH/hLNQz/wlflfYbXbj+1PM3b587sfNt6YzxndjndWVN/Yv/CA69j/AISXz/8AiZeXn+0fK/1s23f/AAdMbt3fdv53UAMm0+wHiSxQaZpIU2dwSo8E3QUkPDgmPdljycMOFyQfviuchtLQ+G75zZWBYeHLdwx8MTlgxSbLCTOFbgZnPytgEfcNd3cf2D/wlmn4/wCEr8r7Ddbs/wBqeZu3wY25+bb1zjjO3PO2uWt/7J/4RPUM/wBv+b/witrtx9v8vzdk+d2Pl8rpjP7vG7HG6gD3aiiigQUUUUAFeX6jaWlx4u8RPPZWE7C8jAa48MT6iwH2aDjzIyAB/s9R1716hXAN/ZP/AAk/iP7d/b/m/bo8f2d9v8vb9lg6/Z/l3devOMdsUAZX9m6d/wBArRv/AAgbz/4qj+zdO/6BWjf+EDef/FVuf8U7/wBTl/5V6P8Ainf+py/8q9AzkvD+n2D+G9Ld9M0l2aziJaTwTdTsTsHJkVsOf9ocHr3om0+wHiSxQaZpIU2dwSo8E3QUkPDgmPdljycMOFyQfvitjwx/YP8Awiejed/wlfm/YYN/kf2p5e7YM7dny7fTbxjpxRcf2D/wlmn4/wCEr8r7Ddbs/wBqeZu3wY25+bb1zjjO3PO2gDH1LT7Bb/RwumaSoa8YMF8E3UYYeRKcFS2ZBkA7RzkBuimiHT7A+JL5DpmklRZ25CnwTdFQS82SI92VPAyx4bAA+4a2NW/sH+0tC2f8JXt+3Nv8z+1N237PN9zdzuzj7vON38O6i3/sH/hLNQz/AMJX5X2G124/tTzN2+fO7HzbemM8Z3Y53UAct9hsv7B3f2fpm7+19u7/AIRC53bft2MeZuxtxx5XXH7v71H2Gy/t7b/Z+mbf7X27f+EQudu37DnHl7s7c8+V1z+8+7Wp/wASX/hG/wDmZfM/tz/qI7Nn9o/9879v/A9/+3R/xJf+Ek/5mXy/7c/6iO/Z/Z3/AH1v3f8AA9n+xQAzw/p9g/hvS3fTNJdms4iWk8E3U7E7ByZFbDn/AGhwevetH+zdO/6BWjf+EDef/FVP4Y/sH/hE9G87/hK/N+wwb/I/tTy92wZ27Pl2+m3jHTitX/inf+py/wDKvQByWpafYLf6OF0zSVDXjBgvgm6jDDyJTgqWzIMgHaOcgN0U1o/2bp3/AECtG/8ACBvP/iqn1b+wf7S0LZ/wle37c2/zP7U3bfs833N3O7OPu843fw7q1f8Ainf+py/8q9AHJabp9g1/rAbTNJYLeKFDeCbqQKPIiOAobMYySdp5yS3RhRpun2DX+sBtM0lgt4oUN4JupAo8iI4ChsxjJJ2nnJLdGFbGk/2D/aWu7/8AhK9v25dnl/2pu2/Z4fv7ed2c/e5xt/h20aT/AGD/AGlru/8A4Svb9uXZ5f8Aam7b9nh+/t53Zz97nG3+HbQBy0tjZf8ACF6zJ/Z+mb1+37XHhC5DriSXGJt22PGBjP8Aq8AH7po1qxsk/wCEi26fpi7NIRl2eELmHa37/lct+5bgfvW4OB/cNak39i/8IDr2P+El8/8A4mXl5/tHyv8AWzbd/wDB0xu3d92/ndRr/wDYv/FU+V/wkv8AyA08rzv7R+//AKT/AKzf/B937/yfe/2qAMvVbGyXVbkLp+mKB/ZuAvhC5iAzdODhC2RkcH/nqPkXkV0X9m6d/wBArRv/AAgbz/4qqOs/2L/bV35f/CS7P+JVjzf7R3f8fj787ufu42Z/izs+bNdV/wAU7/1OX/lXoAw/7N07/oFaN/4QN5/8VWdDp9gfEl8h0zSSos7chT4JuioJebJEe7KngZY8NgAfcNdb/wAU7/1OX/lXrKt/7B/4SzUM/wDCV+V9htduP7U8zdvnzux823pjPGd2Od1AEH9m6d/0CtG/8IG8/wDiqzvD+n2D+G9Ld9M0l2aziJaTwTdTsTsHJkVsOf8AaHB69663/inf+py/8q9ZXhj+wf8AhE9G87/hK/N+wwb/ACP7U8vdsGduz5dvpt4x04oA5b7DZf8ACtvN/s/TPN/sjd5n/CIXPmbvJ6/ad23d383pn5ulaOpafYLf6OF0zSVDXjBgvgm6jDDyJTgqWzIMgHaOcgN0U0//AIkv/CqP+Zl+1f2H/wBRH7Pv8j/v1sz/AMAx7Vq6t/YP9paFs/4Svb9ubf5n9qbtv2eb7m7ndnH3ecbv4d1AHLW1jZH+zM6fph3aveKc+ELlsqPtOAfm+dRgYiHKYGf9Wa3/AIdwQw+K4zFb20RMGpgmHSJLIkC8jABZzhwBwFHMY+U81UtP7F/4lG7/AISX/kOX2/b/AGj9z/S9u3H8f3d235/v7v461fA/2L/hKIPsn9p7vK1bf9s+07dv22Pbt87jdj723nP3/moA9NooooEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXOeKZ5La+8NzQ2k1266m2IYCgdv9FuBwXZV468kdK6OsPXf+Qx4Y/7Cb/8ApJcUAH9u6j/0Kes/9/bP/wCP0f27qP8A0Kes/wDf2z/+P1uUUAcXoutX6ar4iZfDGrOX1BGZVktcxn7LAMHMwGcAHjIwRznIB4m1q/k0qBX8MatEBqFi255LUgkXURA4mJySMDtkjJAyRsaF/wAhjxP/ANhNP/SS3o8Wf8ge3/7Cdh/6Vw0AY/i3Wr+XwZrsb+GNWhV9PuFMsklqVQGNuTtmJwOvAJ9jR4m1q/k0qBX8MatEBqFi255LUgkXURA4mJySMDtkjJAyRseNP+RF8Q/9gy5/9FNR4s/5A9v/ANhOw/8ASuGgDHttavx4z1OQeGNWLNp9opiElruUCS5wT++xg5IGCT8pyBxnjrnUrs+DNMjOh34VfB13EJS8G1lMdtmQfvc7RgEggN8wwp5x6Ta/8j1q3/YMsv8A0bdVw91/yIuk/wDYj3v/AKKtaBnQW2tX48Z6nIPDGrFm0+0UxCS13KBJc4J/fYwckDBJ+U5A4zsf27qP/Qp6z/39s/8A4/Ra/wDI9at/2DLL/wBG3VblAjD/ALd1H/oU9Z/7+2f/AMfrH8Ja1fxeDNCjTwxq0ypp9uoljktQrgRryN0wOD15APsK7SsPwX/yIvh7/sGW3/opaAMe51q/PjPTJD4Y1YMun3aiIyWu5gZLbJH77GBgA5IPzDAPODWtav31Xw6zeGNWQpqDsqtJa5kP2WcYGJiM4JPOBgHnOAdi6/5HrSf+wZe/+jbWjXf+Qx4Y/wCwm/8A6SXFAGPba1fjxnqcg8MasWbT7RTEJLXcoElzgn99jByQMEn5TkDjON/a17/wiuz/AIR7U9v/AAkO/wAzzLbbu/tTds/1ud2fk6Yz32/NXY2v/I9at/2DLL/0bdVh/wDMn/8Acy/+5agDK/ta9/4Srf8A8I9qe7/hId/l+Zbbt39l7dn+txux8/XGO+75a2fCWtX8XgzQo08MatMqafbqJY5LUK4Ea8jdMDg9eQD7Co/+Zw/7mX/3E1ueC/8AkRfD3/YMtv8A0UtAB/buo/8AQp6z/wB/bP8A+P1j61rV++q+HWbwxqyFNQdlVpLXMh+yzjAxMRnBJ5wMA85wD2lYeu/8hjwx/wBhN/8A0kuKAD+3dR/6FPWf+/tn/wDH6x9F1q/TVfETL4Y1Zy+oIzKslrmM/ZYBg5mAzgA8ZGCOc5A7SsPQv+Qx4n/7Caf+klvQBj22tX48Z6nIPDGrFm0+0UxCS13KBJc4J/fYwckDBJ+U5A4zjT6ten4b+I4f+Ee1MI/9q7pjJbbI9005OR5u75ckHAPQ4zxnsbX/AJHrVv8AsGWX/o26rDuP+SW+KP8AuMf+j7igCS51q/PjPTJD4Y1YMun3aiIyWu5gZLbJH77GBgA5IPzDAPOOOttSux4M1OMaHflW8HWkRlDwbVUR3OJD+9ztOSQAC3ynKjjPpN1/yPWk/wDYMvf/AEba1w9r/wAiLq3/AGI9l/6KuqBnqlFFFAgooooAK5Kx1K7s9f8AEscGh398p1CNjLbvAFB+yW/H7yVTnjPTHPWutrD0L/kMeJ/+wmn/AKSW9AB/buo/9CnrP/f2z/8Aj9H9u6j/ANCnrP8A39s//j9blFAHF+Etav4vBmhRp4Y1aZU0+3USxyWoVwI15G6YHB68gH2FFzrV+fGemSHwxqwZdPu1ERktdzAyW2SP32MDAByQfmGAecbHgv8A5EXw9/2DLb/0UtF1/wAj1pP/AGDL3/0ba0AY+ta1fvqvh1m8MashTUHZVaS1zIfss4wMTEZwSecDAPOcAltrV+PGepyDwxqxZtPtFMQktdygSXOCf32MHJAwSflOQOM7Gu/8hjwx/wBhN/8A0kuKLX/ketW/7Bll/wCjbqgDjv7Wvf8AhFdn/CPant/4SHf5nmW23d/am7Z/rc7s/J0xnvt+aj+1r3/hKt//AAj2p7v+Eh3+X5ltu3f2Xt2f63G7Hz9cY77vlrV/5k//ALmX/wBy1H/M4f8Acy/+4mgZJ4S1q/i8GaFGnhjVplTT7dRLHJahXAjXkbpgcHryAfYVsf27qP8A0Kes/wDf2z/+P0eC/wDkRfD3/YMtv/RS1uUCOL1rWr99V8Os3hjVkKag7KrSWuZD9lnGBiYjOCTzgYB5zgHY/t3Uf+hT1n/v7Z//AB+jXf8AkMeGP+wm/wD6SXFblAHF6LrV+mq+ImXwxqzl9QRmVZLXMZ+ywDBzMBnAB4yMEc5yAaLrV+mq+ImXwxqzl9QRmVZLXMZ+ywDBzMBnAB4yMEc5yBsaF/yGPE//AGE0/wDSS3o0L/kMeJ/+wmn/AKSW9AHHT6ten4b+I4f+Ee1MI/8Aau6YyW2yPdNOTkebu+XJBwD0OM8ZPEmrXsn/AAmG7w9qcXmeHo0bfJbful/0r52xKfl5P3cn5Tx0zq3H/JLfFH/cY/8AR9xR4p/5nf8A7FqP/wBvKBmVrurXr69eM3h7U4yf7GyjSW2RtvpCM4lI+Y/KOeo+baOa7H+3dR/6FPWf+/tn/wDH6w/EP/IxX3/cC/8AThJXcUCMP+3dR/6FPWf+/tn/APH6x7bWr8eM9TkHhjVizafaKYhJa7lAkucE/vsYOSBgk/KcgcZ7SsO1/wCR61b/ALBll/6NuqAD+3dR/wChT1n/AL+2f/x+sfwlrV/F4M0KNPDGrTKmn26iWOS1CuBGvI3TA4PXkA+wrtKw/Bf/ACIvh7/sGW3/AKKWgDjv7Wvf+FM/Z/8AhHtT8r/hHtn2nzLby9v2fG/Hm7tvf7ucds8Vs61rV++q+HWbwxqyFNQdlVpLXMh+yzjAxMRnBJ5wMA85wDH/AM0K/wC5a/8AbatzXf8AkMeGP+wm/wD6SXFAHHWWrXo/sTHh7U22+IdQcYktvnY/bMoP3v3huOc4HynBPGbfhK7mufEtosunXNoFXWWDTNGQ5a+jJA2Oxyp4OcDPQkc1asP+YB/2Mup/+31Hh7/kYrH/ALjv/pwjoA7iiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKo6npFnq8cCXYm/cS+dE8NxJC6PtZchkYH7rMOver1FAGH/wAInp3/AD86z/4Orz/47R/wienf8/Os/wDg6vP/AI7W5RQBgR+DdJieV45NWRpW3yMusXYLtgLk/veThVGfQAdqJfBuk3CBJpNWkUMrhX1i7IDKQynmXqCAQexANb9FAGBN4N0m5gkgnk1aWGVSkkcmsXbK6kYIIMuCCO1Evg3SbhAk0mrSKGVwr6xdkBlIZTzL1BAIPYgGt+igDAHg3SVnecSasJnVUaQaxd7mVSSAT5uSAWbA9z61AfAHh5oEgMV+YUga2WM6pdbViYAGMDzMBSFXK9OB6V01FAGAPBukrO84k1YTOqo0g1i73MqkkAnzckAs2B7n1p//AAienf8APzrP/g6vP/jtblFAGH/wienf8/Os/wDg6vP/AI7TIfBuk20EcEEmrRQxKEjjj1i7VUUDAAAlwAB2rfooAwD4N0lp0nMmrGZFZFkOsXe5VYgkA+bkAlVyPYelEng3SZXieSTVnaJt8bNrF2SjYK5H73g4Zhn0JHet+igDAHg3SVnecSasJnVUaQaxd7mVSSAT5uSAWbA9z61H/wAINofk+TjU/K83ztn9rXW3zN+/fjzPvb/mz1zz1ro6KAOc/wCEG0PzvOxqfm+b52/+1rrd5mzZvz5n3tny56446VJD4N0m2gjggk1aKGJQkccesXaqigYAAEuAAO1b9FAGH/wienf8/Os/+Dq8/wDjtMk8G6TK8TySas7RNvjZtYuyUbBXI/e8HDMM+hI71v0UAYf/AAienf8APzrP/g6vP/jtMj8G6TE8rxyasjStvkZdYuwXbAXJ/e8nCqM+gA7Vv0UAYA8G6Ss7ziTVhM6qjSDWLvcyqSQCfNyQCzYHufWoz4G0M2stqRqZt5t/mQnVrrY+8kvkeZg7iST65OetdHRQBgHwbpLTpOZNWMyKyLIdYu9yqxBIB83IBKrkew9KgHgDw8sDwCK/ELwLbNGNUutrRKCBGR5mCoDNhenJ9a6aigAooooAKKKKACse48Mabc3txeFr+Ka4YPL9n1K4hV2CqgO1HC52qozjtWxRQBh/8Inp3/PzrP8A4Orz/wCO0f8ACJ6d/wA/Os/+Dq8/+O1uUUAYEPg3SbaCOCCTVooYlCRxx6xdqqKBgAAS4AA7UHwbpLTpOZNWMyKyLIdYu9yqxBIB83IBKrkew9K36KAMCTwbpMrxPJJqztE2+Nm1i7JRsFcj97wcMwz6EjvQPBukrO84k1YTOqo0g1i73MqkkAnzckAs2B7n1rfooA5z/hBtD8nycan5Xm+ds/ta62+Zv378eZ97f82eueetH/CDaH53nY1PzfN87f8A2tdbvM2bN+fM+9s+XPXHHSujooAwIfBuk20EcEEmrRQxKEjjj1i7VUUDAAAlwAB2p/8Awienf8/Os/8Ag6vP/jtblFAGBJ4N0mV4nkk1Z2ibfGzaxdko2CuR+94OGYZ9CR3p/wDwienf8/Os/wDg6vP/AI7W5RQBgR+DdJieV45NWRpW3yMusXYLtgLk/veThVGfQAdqI/BukxPK8cmrI0rb5GXWLsF2wFyf3vJwqjPoAO1b9FAHOHwNoZtZbUjUzbzb/MhOrXWx95JfI8zB3Ekn1yc9aJfA2hz+f5w1OT7REIZt+rXR8yMZ+Rsycr8zcHj5j610dFAHOSeBtDmkaSUam7t5e5m1a6JOxiyZPmfwsSw9Ccip/wDhE9O/5+dZ/wDB1ef/AB2tyigDD/4RPTv+fnWf/B1ef/HaYPBukrO84k1YTOqo0g1i73MqkkAnzckAs2B7n1rfooAw/wDhE9O/5+dZ/wDB1ef/AB2mQ+DdJtoI4IJNWihiUJHHHrF2qooGAABLgADtW/RQBzn/AAg2h/YPsONT+x+V5P2f+1rry/LxjZt8zG3HGOmKkk8G6TK8TySas7RNvjZtYuyUbBXI/e8HDMM+hI71v0UAc4vgbQ08vaNTHlytMmNWuvlkbducfvOGO98nqdx9TVvS/C+laPefarOO587bIgM15NMAJHDvgO5ALMoJI5JrYooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAoavrWn6FaLdalceRC7iNW2M2WIJxhQT0BrF/4WN4U/6Cv/kvL/8AE1l/Fv8A5FS1/wCv5P8A0CSuH0XSNN0zQv8AhItdi89JGKWNju2mdh1Y/wCyP6e4B5alacZ8sbH0OByzDVcKq9Vy5m7JK2r+a/U9M/4WN4U/6Cv/AJLy/wDxNH/CxvCn/QV/8l5f/ia881KTTfEPg6+1JNIttMvtOnRCLZNiyK5xgjHUf098VxFZTxU49j0MPkGErJ3ck07NXXr27M96/wCFjeFP+gr/AOS8v/xNH/CxvCn/AEFf/JeX/wCJrwWt6HQbXUPE9tpWlX5uoJAvmXJjKBRjLkA9gM9aSxVR7JGlTh7A09ZSlazfTp/26euf8LG8Kf8AQV/8l5f/AImj/hY3hT/oK/8AkvL/APE1534kfQ7jwmkuladHbJDf/Z4J9o8ydBGSzMep5I/SuJpzxU4u2hGGyDCVoc3vrXZtf5HvX/CxvCn/AEFf/JeX/wCJo/4WN4U/6Cv/AJLy/wDxNeC0VH1yfZG/+rOE/ml96/yPev8AhY3hT/oK/wDkvL/8TR/wsbwp/wBBX/yXl/8Aia8FrS0HSTrWsQWW/wAuM5eaU/8ALONRlm/IU1i6jdkkTPhzBU4ucpysvNf5HtH/AAsbwp/0Ff8AyXl/+Jo/4WN4U/6Cv/kvL/8AE15t4o0/Qzo+l3Wh2U0P2meWKMszMbhVwN2D0+bsPX8BheINGOg6odPecSzJGjTbRgK5Gdo9cAjmqliakexhQyPA1kvemm76O19HZ9O571Z+JNHv2sltr6N2vVdrdSCpkCHDYBAPBrVrkvh5bQSeC9JuHhjaaMTBJCoLKDK2cHtmutrtg+aKbPlsVSVKvOnHaLa+5hRRRVGAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHBfFv/AJFS1/6/k/8AQJK5fxHqkekeLtBjdC1ppVvB8iYOeASR2z079q6j4t/8ipa/9fyf+gSVxrTaR4t0iyW91GLTNWsohb75lJjnjH3ST2I/z7cFZ++0t9D6/Kor6pTnNNxvJO3S/XT5r5iatrUXiWS28P8Ah+wa3t57kyOZMb5pG/ibHQDJPU8fSlbwvo134ms/Dmm3s73K+Yt3duo2b1UnCr9QR1/Oreiaj4X8GX0MyXD6teudkk8SlY7dT125+8f6encF34f8Jve6lpmqDU9UuAy2oEWFtwx5Yk9SB/hjrUWT1k15+h2c84fu8PGSVny6P3pPrK/Rb62/Ir+HvAV4b6S8123a20uz3PNv+UyBRnAHXHHX06VJ4J0uTU7fxFd2nl2peH7PGXPyxJI2XOT/AHVWqnhXV7OX+2rfXNSkia/tvLF1KGkIOeff/wDVWxaax4fu/Dt/4X0+7bTIiFaO8uWwLhsjfux93IAGPT6YogoaNefqGKnirzhK71jqk+VK6bfn2fWy6IwbiL/hJ9dstB0b5dPtQYoGYduskre5PP5Cp9YsfCP9g3jaTcTC8spUjWSWTP2rceSF9AAeeOnvWt4dv/C3hy4k0wXzXM97G0NxqIXbFDkcKueSM9T06H6Zq6Z4c8Ln7bdapba1drk29pbfNET2aRgSMd9v86XLpd28/IpVWqijHmSVuVWfva6t+vnbe/Y0rTwvayeCk0q4uIbbWZw2pKrplhGq4AcgfKMc/Unjg1yfh3RItUe5u76Y2+mWKCS5lX7xB6Iv+0TwK29A1NNWXxHcahqtta6rewrHFPcsVXyyf3ij/gIUAdfStGGfwrL4UvfDdpqxt2UpM97PGVWdgwzgdSBgAD8ecE0csZWYva16HPB3bbV2lflva7WmyvZbu6bsU30zwnqHhfUtas7a9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Document 889-2
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© Coilcraft Inc. 2017
This product may not be used in medical or high
risk applications without prior Coilcraft appr
oval.
Specification subject to change without notice.
Please check web site for latest infor
Document 889-2 Revised 1/5/16
SRF Coupling Leakage Isat (A)5 Irms (A)
Inductance2 DCR (Ohms)3
typ4 coefficient inductance 10% 20% 30% both one
Part number1 (µH) typ max (MHz) typ typ (µH) drop drop drop
windings6 winding7
MSD1583-103ME_ 10 ±20% 0.026 0.031 16.0 0.98 0.33 11.7 13.3 14.5 3.68 5.20
MSD1583-123ME_ 12 ±20% 0.029 0.037 14.5 0.98 0.36 10.6 12.1 13.2 3.54 5.00
MSD1583-153ME_ 15 ±20% 0.039 0.045 12.0 0.99 0.38 9.50 10.8 11.8 3.18 4.50
MSD1583-183ME_ 18 ±20% 0.042 0.048 11.5 0.99 0.40 8.70 9.90 10.8 3.04 4.30
MSD1583-223ME_ 22 ±20% 0.054 0.065 10.5 0.99 0.40 7.90 8.95 9.80 2.44 3.45
MSD1583-333ME_ 33 ±20% 0.083 0.095 8.0 0.99 0.54 6.40 7.30 8.00 2.16 3.05
MSD1583-473ME_ 47 ±20% 0.100 0.115 7.1 0.99 0.46 5.40 6.10 6.70 1.98 2.80
MSD1583-683ME_ 68 ±20% 0.145 0.165 5.7 0.99 0.79 4.50 5.10 5.50 1.56 2.20
MSD1583-104KE_ 100 ±10% 0.230 0.260 5.1 >0.99 0.59 3.70 4.20 4.60 1.24 1.75
MSD1583-154KE_ 150 ±10% 0.340 0.380 3.7 >0.99 0.70 3.00 3.42 3.75 1.06 1.50
MSD1583-224KE_ 220 ±10% 0.420 0.460 3.2 >0.99 0.89 2.50 2.83 3.10 0.92 1.30
MSD1583-474KE_ 470 ±10% 0.950 1.04 2.2 >0.99 1.16 1.70 1.93 2.12 0.65 0.92
MSD1583-105KE_ 1000 ±10% 2.20 2.40 1.6 >0.99 2.02 1.17 1.32 1.45 0.42 0.60
1. When ordering, please specify termination and packaging codes:
MSD1583-105KED
Termination: E = RoHS compliant matte tin over nickel over phos bronze.
Special order: Q = RoHS tin-silver-copper (95.5/4/0.5)
or P = non-RoHS tin-lead (63/37).
Packaging: D = 13″ machine-ready reel. EIA-481 embossed plastic
tape (300 parts per full reel).
B = Less than full reel. In tape, but not machine ready.
To have a leader and trailer added ($25 charge),
use code letter D instead.
2. Inductance shown for each winding, measured at 100 kHz, 0.1 Vrms,
0 Adc on an Agilent/HP 4284A LCR meter or equivalent. When leads
are connected in parallel, inductance is the same value. When leads
are connected in series, inductance is four times the value.
3. DCR is for each winding. When leads are connected in parallel, DCR is
half the value. When leads are connected in series, DCR is twice the value.
4. SRF measured using an Agilent/HP 4191A or equivalent. When leads
are connected in parallel, SRF is the same value.
MSD1583 Shielded Coupled Inductors for SEPIC applications
Typical L vs FrequencyTypical L vs Current
1
10
100
1000
0.1 110010
10 µH
15 µH
22 µH
47 µH
100 µH
150 µH
220 µH
470 µH
1000 µH
1
10
100
1000
0.1 110010
10 µH
15 µH
22 µH
47 µH
100 µH
150 µH
220 µH
470 µH
1000 µH
Coupled Inductor Core and Winding Loss Calculator
This web-based utility allows you to enter frequency, peak-to-peak
(ripple) current, and Irms current to predict temperature rise and overall
losses, including core loss. Go to online calculator.
5. DC current at which the inductance drops the specified amount from its
value without current. It is the sum of the current flowing in both windings.
6. Equal current when applied to each winding simultaneously that
causes a 40°C temperature rise from 25°C ambient. This information is
for reference only and does not represent absolute maximum ratings.
To predict temperature rise go to online calculator.
7. Maximum current when applied to one winding that causes a 40°C
temperature rise from 25°C ambient. This information is for reference
only and does not represent absolute maximum ratings. o predict
temperature rise go to online calculator.
8. Electrical specifications at 25°C.
Refer to Doc 639 “Selecting Coupled Inductors for SEPIC Applications.”
Refer to Doc 362 “Soldering Surface Mount Components” before soldering.