405.00 $
405.00 $
405.0
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405.00 $
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CAT EX adjusting tool
The CAT EX is designed for clinicians who require greater thrust than traditional adjusting tools. Maximum output of 52 lbs. AFR (Average Force Range).
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EpilQR+zzHuNVHJhqntxaolMWuDX2iQxioaJ7EWmLXKr7TupYTwlDKr/ANrP/8QARBAAAQIDBAcECAQEAwkAAAAAAQACAxEhEBIxUQQTICIyQWFCUmBxIzBAUGKBobEUM3KRBaLB4SQ00RVDU4CCkLLw8f/aAAgBAQAGPwL/AJ7jC0ZgfEHEXYBGekkDJokv8xFn+tCcXWtycrs9XF7p5+E4j5yMqKQ2JgoaNpLvSdl3e8JaqGfRsP7naBBktTGPp2/zeENSw+kf9Bt1Qexxa4YFXXybHbiM+vg+M896Q9S2JDddc3AqR3YzeJv9fB0UHk82THqGxIbi1zVybGHE3wbrOzE+9tPUNiQnXXNU+GKOJvgwsPyRY8VCrRTaVPnt9U2Ix11zVMbsUcTfBl9o3x9bJjEK8PmPUdU2JDcWuC5Nijib4M1jRTmtY1TCvCzouqkdjqhEY4tc1cmxRxN8F1C+Bym3hKmFebbWH9VdO6eux1Qexxa5uBUjJsYcTc/BZa4URgxMDgUQV05qQwUgZIXIjCrkSXmMFdfVn2W6JrhCq0LIpr2OLXDAq4+TY45Z+C5HHkUYcSjgrvNVkrwE1KHCh/st9jPJVYVSikaO2A5pIIwKEGOQ2Py+LwXebxj6pxwkplXnKixVSt5onmFfhm+zNXH8X3tE1MJujaW6T+y/PwVXFOKvPVLaYKbCQVciha/R/mFcfxCxtrdH0t029l+XmpgzHgebsTgE6u+5Xn47EkJCyTgrhwQjQuE/RT5po6WSKmEIMab4P1ahEhuDmnAjwLff8hmjEiGqnsUWFpLsFQUCMM4FVwV5ppbWym9DPEwrWwXTzHMeAzEiH+6MR58hls0UgLS5xkvhGGxqTgcFPYohEhOkfuqbsUYt8AmI8yAV40aOEbMgqC0ucV8OWywjPapig9ri0g0KEHSCGxeR5O9/l7zIBZMHCNiikEABbecV02JlTQV1yntiBphm3k/JBzTMHn78LnGQCpSGMBsyCkLS5xUzhyGxMrpYBZcftSKmFq378Lu5eSEWC+8330STIBXGmUIfXZkEALZuKvE7PS0lVskdubUHQzLMcihEhmvabl7hvxny/qvR6MSOrpL0ujPb+kzUoMcXu6aH2SZRhwz6IfzbMggALbxxyV5x9RVdbZizGu11QeMO0MwmxYZm1wmPbr+kRWw29Vd0YPce+W0CLzFvu67Ah6TONB/mCEWBED29PYjBhH0fM57MgpC2uPJXnHZkpNBJKnEcGKQq3vKeJ2ZtVFJ2O2dEecas9tJOAT4rt4nDoLe8v6W6yBELcxyKDHShR+7n5ewGBBO72nZ7MggALeuSvOOxSypkFRtbJOEwptqz7bXWy65TGzDi90oHP2wsHFE3djeqpgyKuv8AkbZgyKEDTpubyicx5oPhuDmnAj1rtG0Te5PepmIAPJSxCxlZIKQFubskXPNtVS3rs34QpzG1I2Vw2ZKEfgHtlzlDErcFu2XYimDeb9tjcN+HzYcFfgOrzacR6t5YZPfuBXWCbypvcTbXBNdBIc087SO0i5xmTbPYkNu/Do7LNSOOzXab5qG3Jo9siuzedmoUxZNlDlmuuVoiwHljxzCEDSJQ9I+jvVQWQx/vK9KK8/00TM4Lda0eQW80LdVQrzDTm3kVrYRpzGSujjV5xntyHqZijkWuEj6qA34p/t7bGYe9Mbc22SdRwwKk799huj6eZtwbEy80HNIIOBG2XvMgFkzkLZBa2KPIK48f2UjgcCrzDjiEXOMybZ21Uh6utDyKuuodvBTdRHSHCU6NHT23WQ/zG/VSNDt4WXHqlW7AhRJxNHy7vkhGgvD2HnsmJEMgFM0aMG2yC1kUeQt1LK9bJbMypetkceRUnD57MypyQMTe6cvb58Ls1vj5+puuU2ftsX4Jm08TDgVrILv1N5tsut3omWSpHu+QQ1sS/Loq0sk1ayKPlaYUI05mydl62Z9gkRMLdMlnZX3HIhTh7p+iuvEvUVxU+eauuobRGgOuuH1V2NBbPvNRe116eNtFdb81OLvZW6qCd3mbZWEWTPvq64TCvQt4ZbUxjZIqRUnVGa4hbMGS3qHNSI+aut+aAFm/+61UI7vM2ysf+pNHM+/rzd1/3V14kdmedlVecqrcd8ipGhtuuExktW0XXfe3Uw657MSO/shax1Gj6q93ff8AI0PIoseNg7VV3gqW6uMa8nIwYJ8zbSyZTWNAEJv1W+4AdEGtFPAEnY8irjsdiaG1ebj99i+352dFLLwNk4YFFrhI2UW+QFJs9u83H77FOEqQQ6+B5ijwpESNhc75WXg2m3O24ealJN8EZOzToQNRjZff+1ga0TJV/ib02pWTR1m44Z81e8EOhs4s8kSYk1NzgTlYGtEyVm84lSRjweHmMtmdl5yD2mTgpYRRi3wPcHGR+y3Zy88VeEYt/VVTeybe81SQOLjzsLnmQCutoyyWwL4kLWxYTrr24FXHSZHGLc/LwLIViHAItvTJ4jmr78FIFANnVGPonHi5n+i1MeerwryWtvC7mpCjMtqZVV8NoiQ3Fr21BCEDSJM0gfz+A5mrjwjNFzjOI7E5KZUgg1omSr7Yet0iI4MY3vOKg6Rp8WBGhRIgY+HDZLVzyPNO0qCA2K3i+JamZuzw2abPw/a0FpkQm6LpjgIvZf3v7+Ab7/kM0Y0TiOHRTUldYJkq/Ec1vee4puqj0vX4UaGZ3XDmnu/iWlw9IrOYh3QEQ2jVrwKdsf1VKtKkLB5quxWyY4ftsDRNLd6TsPPP3+XvNAtbEoOyMrKFBrQSSjX0rhxSwUOJpUb/AGm6N6KE15uhkQ4EN5hQoJcA2G2pzKkDJo5WFpwKfBd2SizKy++ksBbNVCpZJ6vN4dhuiaU70mDHd736XOMgFfNGDhFlFITKmZTlU5KN/Ef4VBL9Go2IHO/zHVvkmxo7W7hmyeIKxk0YC2SDhg5q1r/2U4EOVFIiu3MKRV5nDlbQyKGjaQf8Q3A9/wB9zJkAqUhDDqpWXQCVPtlOgRm3obsROSHCxjRJrQsd3kFNdLJmjVCYwVClZMUcrrhI7VQphdFebhzFoc03XCoKuRJDSG4jPr76uMpCH8youqAE0Yd9rowE3DmLC958kScOQswsvOV1mzJ4U+Ju1mrwFl4cP2tbGhOuvbgUIgo8Ue3I++DChn0Y4jmpWABa2DDa6M91y+7hhz5lPDnu/H/ms0wVbFHdcr0Qi9kFeJ2JlXW4eovQ912SuuEjtXhgpKY4fta2KJ3MHjMJr2GbXCY97fh78j2s1dY4TydulXRNrsihITUePea2MGbvmmwjEhxYurGtaBTqtUwuujhDnTl0U3GyZVLOnqpOHkVJ2HI7MlMYK65THDaYDuKCfp71MSI4NaFEiN1Di8z3zVXY8N8D4gZtUp6yFyIWpj7sXsk8038LojdY6M2+7Js6qTGtbkGolxsmVQWV9ZdcJhZsOzdNlbS3k9nvQsLiSO6FfiGI2GOGTZyUxqtKh9KOX+EJe3nBfyWugcQ49HevxGhtLXN4ofMFOgx957BuuRM7Jmzqpn1xa4TC+E4HZviwH97A/ut95mDANO0+29B9HEzCA0sGBpE/RxG4FXHyhaWzgeMH/wDuSMWFu6SzdiszC10OrXVl/RNiwawomHTopkWSbipn2AsdgUWO/wDuwW2tzFF1OPvHWRnhjVqoLi0GhLhJUwskBNYTcrjxML8FFJ1jawovNa48Yo/qrp4XYJ2ixMHf+Qsut9j+IYKuxMLBOd8VPeOsinyHMrWRS0yq2HfIkquNOTjeM+aF4CR7/wDopQnlzp8moEVPM2Y1VceSvkfqUSH8N9i0eKO0Wu+hmpNoPZdc3/q2Q1vG7D/VBrcB7wvxDXst5layK4OxkGxZSHRNv6x0zMh3JOkHZC5iqQ2NI/4hmVJ+kbpPYGCk1jyOc+amw4qpshuOD90pnQOaVfNSBIdB7PNvB9raCavO4j7wc/IIx4sV9/oaBelmRKV6VU10xdlSqumK52YYFPUno95Ur8OHIVAXE91Z+Sc+G1279bJqXtUxNvksSVID3gXOMgFzbCHLO2/o4bPJ2CbCixdVGl2WqdyIa7wKdJjW9ckJxGtui9VC9pLnAbxDM1O6R52dPBhE5QmmgzXBeC3ZzyKwopNCxuu5OCuOMS+yiHo3lzijLRmAPMgXHBFzokJpPIBGbnuBE5kSCph4MKNxov8AVFkfR6eSvsQY3di8xnYWtNVrAT1W9HeRdpdC/KiuljMrBjJfMqszdz8G6qHV/M5KpWpAvBfioe/34fMIPa6SumkRY2SLg1oxmr03vlQ8gpNkBhTwaYMHi5uyWK1cNCLGE4n2V4mQCdG0QXWOxHVap9HclccsKog5LEnz8EnR9FeGXeJ3VVitiDJzUGaSNQ/Psq80hwPMIwYBr2nZWauGr8QTifZXnGQWqh/lq7mocJ2N0Vz6oWXW0HgkvH5jqMRJMycbS2FEOrOLFeYZEYtK1cMFXnicT7IucZAK5DMmBUXVQYjnAFk1iunglz3mTW1JTonZFGDpszaZEK47d0rrz8kXPMgFcZRqkLLrFifBZ0aC70TeI947YexxDhUEINiUc0VlzVLLrfBjtG0Z3o+0/vepvA1V5oAc3jCut8FzKdo+jn0Xad3v7erD24YHyQcKg+CxocIyvCbz0yWHrHQHGrajy8F3zwuYJLBEtxV0+qgOzMvBcxxsqFOymKun1MOKaNYZ+fgy+3hd9LfiV07UpLeqfBpa4UV04cjbeAqNmbsFJo8HlrhRXXVHI20tm4fLwkWuEwps3m20Cmau8KzlI9F+YZeSk3/ta//EACwQAQACAgIBAgQGAwEBAAAAAAEAESExQVFhEHFggZGhQFCxwdHwMOHxIID/2gAIAQEAAT8h/wDu6zza2vryxS6nj/MsSHYUdpcg399yiPlf2PPwnp/ZvLqZaX5ly5jcDAgwRuziVW1M/wBj5+EVLHuQ+tL7zElfmo4FR3USIhsTiGChb69+/wAIayfNf0zGXqJqmW4Q9GKYNQ+kbB0wSwHt+nwco5mL+wYJRUzG8koI0/8Ag85Hwx6yLCXoAe54ePgxlcUdmx9YXBAbZPDoTOZcZtGCKGKxJsIP+w8fBeswMWqYPsjBGDMMWczCpsuYibejFXHaqwkq6g7/ALnj4K1hwzGM7XTKIG+GW6bubKzZzBCfkmLTcszb1wZmYxDJlYYbUD7fk8fBOkuGb5/q0oqBuobaoa0P0IAeGc1xDffoLdMUScbEMQfDBSUe37nj4IZeS+8SlcS/zuvXmbBxzCW82dz69zqDmb5hbcdFgwwMuyC3UHMrYxCimwyk2Ht+54+CBctJvxCyWDipfYvV48TDl6H9p9bZ3DK4eOogeolw3Uu6WGRX6X6zz2TwEFQD9kZQ1hDbh/yD4IsJaM24l+xSht/9iGl7PcsBlaTdJ+uDnTzG2a8ZKic7dtr5wgz/AHYiW6vcbv3ILFlQwcuNg6htBM8fM/j4HZeSwcSu8RViHyGUu4bF7MIff3IbvOmWAtm1WRW0HSXyI+szkqa46O4I3C4ZYtN7ByTSdC4/3+B0lxL7xKbiUvT4dRtDgBnIkv6+CINYRIDxJQLrxsDxDhsliq4sFUsJKV5G4hIiOEhAGl/tfPwOJaTbiI+zRFAqrqAgVHBBCtJXKLlE9yVimZfUcXwxPirJ8eSZ76HuVQlt5glN+GC7LJtK78PCEiIWJz8DCbfYu/8A1FLL7JFN0VFHoValaa5h16IzAPEGbWcbWXHKIb90QdwfRRA6kiqpf+HjxBvvfwKG7W651Lh60cB0S5TMm5UblcqlvLKke6UGoFIrVCFZRomx+jwxcvPPtA9hljAwHcAOIVwWMd2alDVjoPt0wfScm3p+A6oAaOV1KCX0x1HbqWymUYJSRjlhz/YgmkwEEFSPgabCZNzC3KX97iovJ7pYTYmGzqcepmric0IxLCcDpJSXUzv3Oz4CDSU/bCfzM7MvfSpGtwNp5hUjVU0SkAERZouPQDK7TGniLsQYMQ2ijXEUIXhF/rwNVNcl6f4H8/G6e1ZcG/8AvXzFbzL2VbnDHFDl6lEbzBhU4i+mRCrjojAuXDEIddxseY4UDqE9E1ZHG8S4dwRk+c2RxFLul9+/xCwGsDh/PBDGtWKxK/e8ssOZbKpxDKS45YDDW2CEwTigYO46dPoIwLGXUbcEbBiDiVZGxLJeF1NHpgVnUviEudojvHCdiuU58oAEn1PD+dDWBavEZbTx59stvMtd+hsLlbMcwYc1l7gCgjhGBL4O46wuDr0C46lseIlWunoMhHegSkCW413HzXMRRYrY9ZpzBnvHU81U6emVZhhNv8hrQPBz7CLzs36SVId2P8I2XP8A5j+EBEAMqx613Pb+JdZLGVTjIfBrlmXhWWU1LqLV8O0UK8HXoFx1r0wtA4JV5jvEQ8mUomWWMmglka2qFM4h7A9C4I2PQvhBlIb1dLflfj1YReIGhW/Y5i9x5Z8jmXB7lZ+kd2jrGIURLEiD6F/u8xqV5WvD1+BWjM4Atf8AeJuLljcqm0IL17XqCjvt7lWI1lczJlpEbPbr0siLOpTgItLcG8VAhww8bZtOafMvH0iow+ENcD1L8qqBsfaC6TM01K7jrmUSzmMd1I+dyQ/GKWAWviEMoq7jjCHkEj4UI3Tp3DQMJy36KoXcf6BIiXYuPc/b8AHjIvsJuDUsQDmcJMy6dsz5qyyhUWFzdvUIbz6WRMnU1AjBgtgCQYqO3LCWJE2MsLvvRlElSowTYVHPyo5LiCaiMrtYHctdxucB/C/zCE0LPxbLs5ae3Msal1Vx/mULBKSh6epZqM6NM0a9ASAyJLm6Y/8ARAe/a7H/ACqELk4PBHMagiQXb1AeTzCdNwkd9vUJ3HlhxFC5WBF1FrRfS5li9JZgSmK6CBauEUV4iVqU4TEVP9B1HMz6biSoEvAXFgdwekVl2x1MODqOk2v6E0/FKiWBf1Jy/tMhuLnJNgJlJ5TKxWT/AKU/lPIidnopu0ufl7dM18/7v9f8dtAC9Xt+lwx4gOvMQ9j3iN+ghz7TigK78yiWBCwi9EbGj1rMphASniKzGJQjMZS7iYdTDqVXiKMGwHJwhBAg2RJUb9EBQlTidpKVmaYjEdJ0J7ZH2mn4uZLf6iPMWcXCSKCc4kpnEyUcvGCsVQ30h4imq7qTpYj9nz4/wqpc82TocmPJ270PATUF8EsLfymd32hQuXkuZjlugIscrb6YxUaY8RuhPpn1OdmNiaqJfVkAfuxWWJia8QQg1CbxN2IxB9Xp795UgIlelSoLkvxzC0Zo6MTAPF+2UeCa/ilJCQrL2HMy3OY3LOCfOWYxF2B6nLioeLAJcNcHTDzB4l1m2+Jfr7x/c94WFrRYn/sZ+8xg2l/3YgzK8s8ywpgbTmOg1w8+yV8vVczS8K4kjZvQfXlNIiLWJrxOXAmOklkvrEprEIIJUtlvE2YinEouDBUdHo+gLqW6S7iAYu+ALbioqNo12+cOCa/idY8MrdRVdZQwQ2MumMAmITLCRcIvuOcJBHycwr6bk9oSWNkJcsQblufL+E1yxH6f+f1IK8RIvetf7ircp3LXexj85IWiIJfmAc/xjuO4y43Np3Haal9AQpHRglvEvrEoDEEgetS+XGp45XeJQGh8ia2uODKiiPax3CqMsFYVlisGzg+UyErCa/idZYMe2K/Q/wB5xB4OmbhRnNRdRQ7uDnMyz1KQ0e7s7eDLbNJseJcGZFVnf1fMEZxt2dPpQ4ftj3S9fbHUwJdBB+k3snvOSIc0cbDxA6oUEfRe+LmLYYQOBLcpL9HoAy64jLqa8SriVQP/AFZDeJ4ZReIQj6GNbbx4g9JFrP6ypXfgnREeI96lVSsh+J0l5LLxMriYGweZce1/1iWlrvhixaZbu53EbEExXEGvRMKwdCaJ+56EJ1+m8E5l3Zyji+UyS8lz85ccyvmZ6WZZFR+iGzC+n/sEwRQrRFTR0Ln0SqoFq2pFYdjUFp0xEY9JALlnE0YlfEAgf4LIIl94m/EY4iuoLqJ1FeJ4pTxK5V+LNytqbMROohxHw04ZY27e5/MpzAQ8QVF3Cu4ChhGusSkJNiCID2apn5x6s3TuA0qHwy7iXifabP1IkYDrhDY3yniCFnliwzAI8do7f1AlzUJiDLMWszAHavrB3zFwJ3GeZfxNOIAalMr/ABWQGXcTxRep4Z4ZVxBOIBKfxxZLuJsxK+I5xLint490coLiEcCMYIYyiQy6jVreJwwzeKe4QWrftzPcY04H2og+6YqCVi6rt/aXGqJiAZmnGZR0GG+XiUVVXmOkuXmMpdWJqxCOJX/lSWQmJ6geoRxDIRX49JdATUs4njikqjT8mUYE+8O6lYuIPtsRlIrV0SiCkz7lSFwyxenk9oIFWS9xNjk5lY/VT3nyxn+0W3M38Q6A3c14zK+N7LwC7ds9kI2leISxMSusSk1KvwFSkpK/JEgsJ4mzEr4lCqHyI+Gh94TFjW8a5MM9/elVLR9JhmbD2OIDbhNjslEokzA9n7wXEwEFXMwVyZlmL1EeJpxKaxCDUo/OjYbxPHKLxKTBU5hpJpqYatqIExmAEeSMrGMTKDmHCxoO4uy8+l7TBf4kHAYhPwEiqXcS/ieKU8QYD88sgCbcStcT2PD34jTWXIzNXqfISdHpdJFWGV7iDDKQwxWCwzor+LuXHudV6+GJyEUeuZbWJ4IfUA4lUD8+Fwkm7EoXEyldPb3laDiRGuYNGnhQaD5EeGuHhqy8I0gvdGjY2SgGW7mRJaVQ3csyCi/sQ0DerJpxDDUElfAJlpN+IqvWnioIMl5IKrmrQ6jceA6DVCAWSBGI7Zm1xQYp+cbEOyBqmmZubglWgNjLEr/tjxMZMHwLPW/Qe2PCrSzLygimdApLYZec+fUCSd4zMET2ziQcgLWInR0d+8PUQlSm9RdKmoMVx6TLCYBP/O+BTGv/AKZlpDM/KVQYcRSLqX1nCFWcKPLFe2GwMzvullpa9PXaE0lD5JnLHLA0rTXiZIBHc5c8Hr3l8VxNCW2RiZBUOjyPPj4Dw++YU+wVB4nX2493cRczoBq074R7dzK/LwtXoO7hs6sap/MYure/D6BbRNqiwgaCpYtbmiQcZjquSWozJ8EG4KURYjSMPiBTB4v9X8AqU/UXUcm9TgzarUr0+0PJ4hELKrIA+ceDoBFtgfxHkmAADiuc5mMB0S1vGoPZwMI328sMxaOUQGolSxjGosjdayq2RU5esYzMI53STiex9pfP6/n9OT70VYj5KWubJSZKxTFSnDiua3iUZm8GojUCLCPrb82WVWqvBOAdxU+ZdHeA9uIguU0i4MH9wYRKYSl7XB4E3DaF4lkuxrYce0uL4i7n2ZgQOW/S+f1/PaEztZ/aLcvmWiahU0ICNFxMW+Z8A5hdzbQIapdI55isjil0ax5jkyeGBeYudYlFAwR9yV+5KmqNEkg17c+0bSsJxiWmdxDdy3cxwnBridE4Oyhu5dPaPrN9REaigNicQazDJw79/wA7UmBavEDFk4frYGjiFeG7Qy5Aoy9R3waJW+kw1QAqjgI3bA0REhUKRwcrfcoNa9VhAfThSPPfvFig4YalZmTmCGE4KwlGHEznlMstXyPJMEIYekBhGXuF9r0/OUAq0G4ra1l7fxAo4yg/ZAISuiYkGsFLrHErxmZgXDuLlVvYIDvB/CGSswgpxx6NenLHeJatRSZbenkl2Dzmz3hXEbn2ivEeI0RdcWf6lA5+z+tRQYxd9hP7NtHj84StEw/b7SvsEpIYg43bK8YPZb24OAls3thwax7JNfX8zx4i1dcHRAwLtQWgiSCCtdoyx3iYdStanjiHEQlpT9AwKpPcvmbN59FmIErVw1rTE5b/AK+UsLipwx4LGnAigCdj+bKzawgv2AS88ACU+syx0WBiWcQ7q+aX1o5zLgKm80wzh9pbGsXPYeCNbp1O5ShPEFAUVuWBajdGJtl9YnhhkrCTUu4nilXE3xcGyUYt+y+jzNLm3iUdmGcgmZbmncL7ehH3R0boHv1D805kaLHNboX2ERbd1a4B7gLP9QTu3pjr3lOdS9XIpb+kVYBjAfaWxPHUXRaxUFCIJb3Lnp1GZqxKuIZA9G0NhvE24iF4jcadywF6D/M5nHHGYniPy9mIyqqUDrTAJOSMs5QC/lmKz8zwsWclRm/7BAdsdj5oKJdT3VfZcAIdJr/nvqPWJq8rH7cyxPsC/fx5i9vc7wxmjgEVVSijfSO03FXU1YlPEAgf+Ehss4mzEpvEtYGxlB23+ichBGdEVEEA94mriKzk/RMXpmIMJ98Swh+YpV4wX6Ep4rEvV5j5Hi5feECnJZf7w7lZW1gwfx3GETxl+94ZUCs+DO17/rOSZ19vle0KkxNBBHNAb4svrE1YlfErh/7sgMtvEqvEIT9ibyDT0gZhxcC6IC2cYiLiKZLlYcu/xhmeZRYIa/L2mnLYff8AsrfBcAa++ZmYUdaXJsbY2GkRMtmfq7/WDPDEB5ZfmPbLUHii69ymcrEqitzlliYmvEEJV/iSCkuHEovEs6Kzv9oXaCkwwTBFMdbl8s80v9k0w4h+XJAn13ojUEdB3AaMrm2YnhN0bX/EGgDG9V7COuHmAIuA5CgR5hL9Vl9Tp4UD9YJlKWPb/f6w8ff6g6qWEBFLaxK6xAGv8okrTfiULiYVxw/eaxQyxlMJp8DlQXsFE1So/LlB7cmXxLX/AGKvsFZvUtDUrMuP6ysYWA7e8tR3uKkIaQVPPP0gK88/nX72ysFRiPlNwpRcrD+96jo79paIA7sj/QI/CW1iU1iVQf5hLzU24mwSxjklcVczWs8peIg8m/wdE1YlJB+W40G5y1FA2NYOiiXuglBAeZlAvs0+hzKELHRVxDGpFXqfcmA1YFvjxnDEhuOA5b/eNUVUtQXKhNGYi4F2J7xF924rxNOIRWJTA/AGXDN+JtEsi8w8oxnxoYFIlyYlYYlZ+Wm3NasoBwnLyZy8dTLRUClkVRcFoDZKb4+e5yK5Gj5ccEepwYtn+m4lj8r7OdzCbiE1w/aeblQ7hnMfDpLuJpxKeJRA/BXksub8RL1GvUy6lFYlBB+W6pxLpyzN/KzIGPmCGaWWWG8znzMDZHYP9S3SynxxreCKL6c1zt3mUqrIbruKkcHoagLrQ+kPMqcLUxNWIYalP4Rl060zamfUo4lHEFfluK8TJgNCqP8Aenb27hzF2Sj0jNDglqSu5uu1lsh6vtsZFiVlcA/tUvFsxOcf7UIVZBa+xwS91NOJSEFfhklsR1AdQCB+XBRf6H5wl+exG2h0y29TPBd+Ypqj9IFBh3wx8qWYKO4n3Ii8QtwCwPt5mAOlb/fbNAGJqxKqlHwTaTevF/vHT8yzMxt4gMFyDC4WQrHAX+Ly8XMjuZ09Qqm/PcGwS0DGg06y7r24llYmjEorEpIfAnHRICvTMs/Xl+pUWe+OX1cfOEsshLGXuhD9h5jjNHmV9UWsQedIckHmN1QfeYWvlBzpWdHH7PlFpLSVFrRFGQ5llYmjErrErIfAiqGi89/KNXRaeWJFTVFbOPl0+0f19nZIOQF45hEiG4PNtMyzjRzCILtzAGPJgUBwDd6nAPQy3ieOV1j0AfAg5SWOCZkntCFbzFmbgRid0IoqDjh9FUThUX6wwG9s0zPLMndLE3Q1qsu4mrEq4hkD4EWiZyRh/pRHYzxcyrmSOoyhbDIymLCMDyhoDvLNXL5ZRNIaL1NGJTxAIHwIgKtBtZpNoX2HiW4vEZ5iuEhU1BZcE0A4ZpWbpe/abpspbxPBKeIRxDPgVCIAZVmipwH9/wAo+Fy/zEXiCqWEcbj6PHpfFYp7gUNCx7mnErrEAg9Qp8DXHFe30+aIKtiWq7PELP8AEEz5UAIuox80ICnEEyyTVdYlBA+B3idyke2GD1liYYukqTUpWJxiaEsl3mC2A+jmMQ31h92VCqHwOygj0dr7xyS+Eu3nEvInHsyMPojKh4mqWSxMQ2nKXl4lhD4HZrLZmFKbXaOo4jorhA3hjn0C1l80QMLxgQdXE4TUmnwOywm+WYFN0X8yYQbq8QfNKK4alvCMy1tlAwfqgCoR71GKlBNPggy4ZuxLoi+0pp9yhmswpUmJfJwzMYi4xCTO4hGX8TwSjiUEPghlpLbxKbxLSBxLu7o5ITPeIqsy4J/ygiMurEo4hErlfBSS8l14ld4jkcV5kN2BSr5stmrEA4hkD4NSDF94nhijqDvUd4mrEM4lMPg9IDAeJ4IZ6lPEA4lXwnZA6lYJx/8AVp//2gAIAQEAAAAQ/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AN//AP8A/wD/AP8A/wD/AP8A/wD9D/8A/wD/AP8A/wD/AP8A/wD/APmn/wD/AP8A/wD/AP8A/wD/AP8A5Yv/AP8A/wD/AP8A/wD/AP8A/wDzL/8A/wD/AP8A/wD/AP8A/wD/ANmJ/wD/AP8A/wD/AP8A/wD/AP8AyUP/AP8A/wD/AP8A/wD/AP8A/wDpiP8A/wD/AP8A/wD/AP8A/wD/AME03/8A/wD/AP8A/wD/AP8A/wDZgR//AP8A/wD/AP8A/wD/AP8A+OA//wD/AP8A/wD/AP8A/wD/AP57H/8A/wD/AP8A/wD/AP8A/wDwXZ//AP8A/wD/AP8A/wD/AP8A/BRG/wD/AP8A/wD/AP8A/wD/APyiUL//AP8A/wD/AP8A/wD/AP4xKn//AP8A/wD/AP8A/wD/AP8AqIAP/wD/AP8A/wD/AP8A/wD/AASkB/8A/wD/AP8A/wD/AP8A/axeJ/8A/wD/AP8A/wD/AP8A/rWMy/8A/wD/AP8A/wD/AP8A6AaDt3//AP8A/wD/AP8A/wD5Ir8Rv/8A/wD/ANP/AP8AoUo+hJ//AP8A/wAn/wD/ACNWoxu//wD/AP8AcX/+VDBlg7//AP8A/cIf/MgWkQBf/wD/AP2Qn/mBLtB5F/8A/wD6ck/49oEAoJ//AP8A/U0h/bTlGmAP/wD/AP8AhQL4pGUwkif/AP8A/FjE30BAeEDf/wD/APzoqCI2If8Al3//AP8A/MHNNCYl/wALD/8A/wD9qFghBnv/AIE//wD/AP8AJSpUlif/AOH/AP8A/wD/AMCgiAwf/wD/AP8A/wD/AP8A7uiURP8A/wD/AP8A/wD/AP8A+OzGMn//AP8A/wD/AP8A/wD90ePK/wD/AP8A/wD/AP8A/wD/ABCAR/8A/wD/AP8A/wD/AP8A/i8lz/8A/wD/AP8A/wD/AP8A/wCdOjf/AP8A/wD/AP8A/wD/AP5f8D//AP8A/wD/AP8A/wD/APxD+wn/AP8A/wD/AP8A/wD/APkACdX/AP8A/wD/AP8A/wD/APsQXpQ//wD/AP8A/wD/AP8A+LO3C3//AP8A/wD/AP8A/wDnAUWhX/8A/wD/AP8A/wD/AKTWTUS//wD/AP8A/wD/AP8AQWMZEwf/AP8A/wD/AP8A/wAQQNgi5/8A/wD/AP8A/wD/ACJW8XoT/wD/AP8A/wD/APgZHvjBS/8A/wD/AP8A/wDwisH+jwf/AP8A/wD/AP8A/LV//wAN6/8A/wD/AP8A/wDVJv8A/wDTJ/8A/wD/AP8A/wDJIV//AOI3/wD/AP8A/wD/AECQf/8Axw//AP8A/wD/AP603H//APjf/wD/AP8A/wD8/IH/AP8A/D//AP8A/wD/APwGyf8A/wD/AP8A/wD/AP8A/wD+ZKP/AP8A/wD/AP8A/wD/AP8Ax2JX/wD/AP8A/wD/AP8A/wD+GoBP/wD/AP8A/wD/AP8A/wD/ALxcn/8A/wD/AP8A/wD/AP8A/baKf/8A/wD/AP8A/wD/AP8A/l2gf/8A/wD/AP8A/wD/AP8A/BJY/wD/AP8A/wD/AP8A/wD/AOsEF/8A/wD/AP8A/wD/AP8A/wDk4Y//AP8A/wD/AP8A/wD/AP8AzmQv/wD/AP8A/wD/AP8A/wD/ANOND/8A/wD/AP8A/wD/AP8A/wDQSJ//AP8A/wD/AP8A/wD/AP8A6yaP/wD/AP8A/wD/AP8A/wD/AOgSn/8A/wD/AP8A/wD/AP8A/wD2FP8A/wD/AP8A/wD/AP8A/wD/APoI/wD/AP8A/wD/AP8A/wD/AP8A/C3/AP8A/wD/AP8A/wD/AP8A/wD+V/8A/wD/AP8A/wD/AP8A/wD/AP8A3/8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP/EACwQAQACAgIBAgYCAgMBAQAAAAEAESExQVFhcYGRobHB0fBQYDBAEOHxIID/2gAIAQEAAT8Q/wD3dmFwT6QZ7sgd3iKy3DPufUzODr/7GUlBKNJ1WvmlEiYr/qcb/qTKxuZzmKnm35Qgnk2sq9+suApW1mDjaeuoFZAwq7gY2ROn6fPrD+oUGyb5QHoD6DR8ZdCepXzJKYoJQL4hzy3XiEyuhSjm5ivB0p/RPeH9OXE3/fJnnfXQ95msBeJsYXiXjYlTKxNs3iGtLGXoodINeQ5gpT0OKv8A0OPSH9MZUVEqK8NjPgRvVKOyUrnqFrD3BjDLVvUzNS5yUxRhz6awMPArm/a+UP6XrK93H9AIfV+Y44PMJorlIBvRl/6huV+k5juEsVMdhHTlxC1h+nPZ2QZYFn39f6If0soqYwxHb4KT4Ux6I+MblQMa+eIRVgdQnUWFLmWbdxBK2TPZ3LZUD45lzWH0j2dkBoeNgfnL5Q/pO6NLZS+P6f3uKWZQdjD1ZypuOrW7KHmuoNdchtO4ZcQz6w4gwhqlwtwe8A1nEWm/HiL3A+cvbB7Ox7HSQWks23zPo0w/pBv/AIKdcIjEo4+B69QFHN8SLyd7Ph8QjSOOR/iIh+WYS2WQ6j8IV73Ezup3hLGkKZWUQTao09+JeQOP0TkTZGYtP7pXyh/R9IC4lJQ0DYY4+X2dzGrbU4e4rVJk0OmEHzp3L6mNq08pS9tKhvNJ8ZSkqoWlVI+oHmIOVQ+AaXmWeSj9K5OyHQGdz6/0Q/o4iG+ItUhgYJS0nUYWeS+fUjWTI6vLzBzeG0OmXpcNnL6YzKHKZZi0MrBTcjH6RiaKMP09Zkwk1XJGwqBHXPczKg7d+J+q6o7PELK/JR9WdnEP6MwUxDxI40itgaca8+sJD0E316pgBDYaHcHlpW7PzCTykwwCuHKxEgPu4g+Eoi90H0gjEZw5fLw8RI5NWiMPehinHYzCIaWEAHRlSxdQsCfuwf0YWS6IMh0iOXK834u5uhInD36Sr6mvv6Q4ovRVZTenxMaGarYPW41fs2VP1X7mWDkA8yp/YGJeIrqVNEBQpDO5oS9wIwODh2cHhzxD+jXEBioARFxBKmT0v6NS56wim6guil55gYXkQvXhGbFiBIq8uJSW0UA99MXMVf1clOQGf9ZmuVGzPEMaMHql9FSKR7JRbAzR06fLn1h/RgSE+IKI+SasyPg79JVSVXoYv97lQV27ZQgBwQtHcoIfaX88gROL4c21KablLDrqEB+lDiKNYvR/mPsuUkwbGWPw9SVzq7x9Y5GazfX2eXEN0JOwPI8/0VhpMNr4tvvx2l8Vwv6H2lzDgEhYcCVizMFbwQ+FhFfafKacwrADFZeoNCXeteYpNjnIn3mcY2+VmkDiv1mJRxPWWqiKQKfuYtVa08SvMQLvy9v/AAl8gxWJ/RbARgew/LGYWKfRdBMqDxL3SYSw4Qcyo9Cusg4+PiYQhgcTBYxmB/D3XGoo7ibvmARo1b2IZVsoTygEKkckVuZfWpSBmVFCmX/RmGIrGHv6j4wjOnG6B+3/AEPTwR+gHmVMhYD6N92OhJGdXDDmFZcy6TLJwSnsG75dyhlI0B6+M7qJeJgugHJ3EquY1JVAnPB7n5lyC2110/eojleXiVlmW4VUGOJqDyHqW43GamUgQz8YCCxEb7Wf/UOf6CPc9ry+Dtjx5xfjufLmMgQjWrACGJsEw6XdBKR1Vb2w7vf0ilQ+sqJJ9V6JZ/sj8xLajmiOFIEVutxcqU+c3tkPaUwRZs4uLa9XNdQKsLjoKc+sIka7H3K71MD9JrTxD+etpET9zELIfqf+I6BfmK+Z1UYFLYHto22hCB9uzCcXiZijnMMwJgvK9R85i64hxFXMYBD1SwiqczHXovzj/AG1zLQrTGhlPpGi7Qo22OpYaMruY1CEQeExidmA65vlsgZ4XoHkf5xVtnsBMvdnhf1uuogBVEbayq2ym8iGO8fQTz/xtgsDU3RM5YGQTyF1BejBaEVYW4jDQJiRBTLKukdF7lRrueIDfwgewNMZZywsyKvMMPmT16xwwZcUsY9ICQo9/aXVvtKObfHA4fGmbEW1hejh/mnbMWoBzHNYDpL5HRHYMI7RWXcxBlB+0y6IQWnYYxMekZhB8y3uX3rr0j8ungHUcEd8wxREdQDLKuw6+6BnUsAZ3ESY+vKVPxK9vQRuVGIFwT1zMRg8TJw56grpsl/FJjrCPFSzGUy8yOX4NfAP1JjSBDR0+Onn+BTan3t1sYUNtB0ndB+sakTmo+zCc/6OZ9r/ANQsLKFAdyzFMWEOfsOdyyDiIzcAWszWNsfq9hCtA8hYI7PwjQt1M5sNW1ESDXAIvjMdZIb4SlgYNx2w4o1ZRK7JFLF8X2lWB/4sJ7lgY4m0PzEy0o9wWaEslaIZjSFFdELUkpa6iqKiiYbesvHk1HIvsyhwieHj1Ne3+8C34CfQZXoQAKU+hJZXqVEYHziDroehFmxfxjJFIitCxMNwM2otsexaeH4zycFC6Nrw/wCiSKoMqsJHGFG/R+riKGMZMpWVeJuVsGp6PAndRcsV6FXKGXx1HLikHaxjRdcB1OKq4y1/3AaKEqCpiZYzO9gWZziunyYLrqaoq1XDBy0eMEO8SlR1sl27ENLs/CWUKGpKNmC1IetQ53kdziB6QbFPjBbTolCXwI7dUB4B8wz7R2f7jVWO0AtY8YDYA4fBWXlW2PQwMmMfmIgOGuEhOqN/jP5hIOxgEvPpL1uoxIUO2Psk/SUxTTnPab+b1/zrjcIBqWP/AIu2YllIyZgDFYrmV3CeMO5fkVH2vcAqD5h5LfqkfgwOb19IhpNHAdS46uKB1DeEmLyfGK6A3W1ggwNi/cjf8DUQByg/c8eYA2SvcRdJHCqIQY3G4OzuW0yuJeGthWeCq0JJ+EIIRdlEgQmjFNRdDkHD4fWPXZPQSH+06JjZ9Abv4Y94d3msxoDDMwWlbqVg7Vl1ekb/ACPERgW/yD4fEcg+GeINJmIQAQpHuAlBDLDw4ed+so6CSPwn+Rag/PYMrmvfS+03GEo0QHSoHJl9t1SQ121UfqFz6PcoOBYGVYGhXiAK6BqZPgOry+IyR3PEd93N4RgKEZiEImMwT6phsyJYMqwy7QkUCFWESWTNh48/hKHiIGoqGCLyJdxKuPWXbDhj9FxUNzUjTkfRuCutgBQ6l9K2QQjVh+CK/wDbIGOf80fR7R1uMDA31gSMdQBY9GOkBUqLfH/cTPMN3ku/D5wppKyZBhvUyUnzhO22d9T6g95i0MxxPJyeGP8AEtRVoR7d6PQfFK3HzZB2j/4GHsYlLlb8wxLHK+m6mSvDu8Bw+Imdahi2nmHWb0/LLwgFZd82x1GrjsFrqMsBCAEZ8HaHhY76neLjIuLxB6wwUIqI6Echj8DEApSFIzxWRXDMGZkZXYjuA1Cu4wjhEUCu4uGYihBUZcbm2q+cFhh95BFf+ydQgju5G/dGvbZM1HBriaqa6jLmsykg1vmP1clkvJacQO4N2PxPmXi8dt+fk/MpFLEGFdV7PCdjCEVMmH7fH/hD/BUgImJCrjJwfmGfoZpUeoPWXUp4EQSwPjcr5FfMIGHGBVncPKUX8PSd+Zc2McC/o8xrQwfVGNnlZUZ5GNQdR0MCCU+TEaoIRP1h0wx7EGFoMYjKVAMEYUQ64iKgXh8IcsukfrHht4jSFoxaU1DtTBji1cZBVxWvVRj8qn3D8vnHckeP+yqLlg3qVkB5xqPzjXw8xsuUx4FUcXKlswV4ih2eiXAQ33DaNkXUyJp6oWk/MD0khsXnpjArBjBSvWDVQGw0kAwdTkeur4u7gdjAEtImz/6dQ+B2n0O2G5rsy/c+ksi8zmlatb8o5vP6iZiLmOBLeyiwfsxIosR/UbjtQtWBiiXJhY5pQswt7IQBAQoVUc9xWYlhSQgCxKTUbGoZhFjYIZcpVzhuzx5J5/J5O5Vl1mCi6mEmYcSxqhcstSSC3HN7hwJg9B07/Qr5Ecuho/7LhJYFCX8r69esKnGsBHqcQnNrL1EY1cQFFQtjbjzNmBCwK48o+YDhIHIbwYshdtcn9R4g20ckQl9wCUmI3NDtM+f1D4hujtuu0cJ0/wDzRenuuB2y5oMeB7e4agoYVZisqmLiSEs+pMEhSjqWIgHMJzHLOYuRRt7RkhuDFYr5RlMJchlMNRcBy/GOzKXlBXIJKJUQ/wCEVCGSE2EvuHcGPESZX4i1/SgpACMVkiEQqF5gYXRClA0M1LqnT99n1juCJhQ1/tBML/hDNlGh347Surd5H4oN28S0y1MHBUdbW5WUX6xogt4lGAHMehCN2Q87BhlkYWR+4+ZcUXVjKhh1MFMD0c0H9ugmotjc3g66TDLlSb2Og9/jF0XwSPiL84kCGig86Z8yu7DWRDBTM7rNYjL7BY+bBwaRsqAbtnMXA+Q8Rna1jQDRuX6nj1mMCrWtPJ+9xWUojDBB4BUCgKGiEv8AhhEUfCGSglB/8pcMagrhBRYRwZsOCyJ3vbMPoNfDDitD2I/YT0JqBENooQllQyho/wBkXF/iNZDEFwBcILGPJGzzTHQztvQdTNux7jiL8IWGh1LygZgdXCJAa65jNChxBXWeYOMkxM+nkg+MzOD2fiDiCJMKgMZD2A9YTPERLdru/jL6Gt+7vI3HpWhhdoh8FcSuQMuB36w+KeOX64hUoohFA2sX4H2KeIr7sPiz3FFuQwksteoxzl1J6wiMIfAusEvtehHZHIgSQTglB/8AbCEYYuDCo5IowZi9C3aUn2RlJJEmTEIQ/wBllaElQDYkCy81G/Gw4gOebP5X6YIoETCOEhgW/ojLmAENFUzKKmfyxsTSDmDUrJbkrCPZ1NlQHo8PuStjXJUFWNSo0Mw6HKqMUBvCYNE4bL94/EaLA7gl3fmWGyHZ69+sdsNfCDz0yiSGgw+PpFLnMIhk/KVA2ykGS2wqGxmOMPQnGozINZZbMRlwOUCsIBgK/wALAGoa4gWYtWpuSlxmLkAXABFJiEIFf7aXCTUEuIBY2CVbDLlCBdLjwflFeFlfXzKXQwbp44gXZe5nkQmcYFavqX0XEK1YNS4ANHgOoUC0idNf+o5IyNWKdvRmCpJdkPi7Z9fDBOtxuvWVCwzFqlV8oxqOK8QpbDcLBawhbPcEQWUApM93gfGAK5daVd66uVXkreFtEyBtYyhVaCTAgAxAK/xsNNQxonES5FzSOaQTUM4gCV/usF2QBVR1hBDNV/bGXEZ1niM+HknFwzwOyacnrxEswfKWgC5eqUh0wUl+pDCA7i9DLgMAAdrnrInIfV6Q+yfJ6jQFZvcuFHQMModKUrjx6PmOiaPwEIylXbC8fKCvADdQxBdQ0WosY5bf6wQ13jL+E+dFj5YtiDFpItIIgf5kiIpDoIAgV/BJDYS4hLB1SFbl8IozA87/ABPlG+OzxCgXqXzNn2hbwquYnOS7Jek2vEsvZEShCzr2lSW+sPFRz163/wBD5lQBRRKTqWCpisH2jvlxfr3jYQuVByzfxh7QqZpBPUU7RAtR1gQTJqAEP5hBgGSCsGjUM6Q/YZHS9PiOQtlAcgYaU9TuaGYDlfQgqELTsl1gqANVb3KVh7y8eCn1hM0l+Hc9MkNDp+zE4QThwniWBlzQwxmpM2OXUBgpQpknrV/aCGNXKPRmtLgiQYYhhVQ/mmEI4xLiCQBqQfiPaMMSOBU3F2ippbS+wf8AHioHSwTlxw7lDaXoveAWzcwQIIh95Qt8H7/mVqk534m4AitgYV8B/e4auA0kJVEv8ojgVDBgnhEPiQgx/OsrRViCih5AjURQHwRfMSzYPUeJdxZNb87yzFO9BKAzACCkVKmX0yoFj1HODkRc+OIGh7JXpeImRrJ5JRfEzYpYqZ36nQMF+V8eYz0Bigh6QqtBO4A1AkD+fYKQGxLhECTSgZ+6ZYRIqlsYM7Fh6+YoYeBKo4gOIURsp8iGXSkTCQSKuBy7PEW1dOmJac79Y44XUve4O2G/WXzwWS4B9F5jU0AuyeQe2z530QDFABD+hJcJMw1C5u8frV6SsT4Ks7Qy7WSv3I+OeNf4b90YWKArUIiYFnjR4gKDZE+oRwRFB+p7hZJ5i9ekblhMRVZiGxuMFDfh6ftKlXAp85+rWg7OyFs51cE+MdmyDH9DYbEdOv7B85mfNlPR6S5IyC+sakTAGFypZMldPiUBA8Acj09INTtZf45x1LfxW4JHSD/MYGrYTLNzlmwo8Q1q5ZhkeIVBqePKNNRweZdm0/jfYyxSynxDUxoQuYa6HCZno7fBD+gsR5iLc/g7Y9Tko+x0hueFUXiO2FHDiVh1BnJ9oz2k+dbeBSrdEsj/AOvKs7OgM8PMQAYIAufsl9rKniTx6QBLjgFsAMN1zEPO1AhMNzO5PmMjBCUdJtIFJWGVvV07fB8RgjrUWqWwunK8GRHhmGF2x0uj9Mw/oHgmh6AQ5IKP2B+5iFAW7yrHQQrHC/zESEBweYYp1Y/VsBEml4CXQabFbGJoJOrHI2p7ojDyvfliFiA3yH3gfsOOObh/5w2jBmAD3lqEZRenMdQrUPIJXUDgsZpFKp5h3ux2f+k7IPJqWgG4LREixMJKZZQ1VQ3/AF/Vs/njnkvyujtZjbqUWfk7ZaskrHBKzBrPdyswE7MJCMpmxijhBzTupbXhTgAkHJWEFnKX4r58yrDDApYV54X/AIZeQXfD5QV3PN9vaXCKp69MMU7cSkgsrvseghFBUoVtcQcgVK9po7Zsww1Z1LyU6QsITVysCqvOv34dkqbWs3BxA2lNGRHUrCOaND4U/Ts/nAWOK4CVvbo3X1EV0AeaJcKi6TcqTmHctMF04heTo7fECpQOuWMJoxNKhEXoSS9GilkR9k6nl8wpdacXEbLHPmEKKB/uklFh++8Vm6hgU5ZzFSzvw4RtZlNkHszFlA9UtAB1DVkEUjAYlUB+c0E8PEyHvwzI1mar3y/cS2mgyOxKV5hLYrqUaTzADcCgfomznfcG/wCaf8xagHLBZRL7X7UeZVpUICLVWo5mxHENKAx6dEPM6mkbq0NY94nJESIFCNEOiSlYCMDn/jzhAOEdDyX2+kRK5eUgZhk2hli60xVU2OPj+U3J25PM7G4ltdXADKfMKOH7RgzzFAiG5buL55JXEuDMte4Bzb9LJRgiJdmklJiM2ueicM0FrsBfonHpD+YFsC0tARjPkkHf2dx5RXnCqG9spVHWRcc89tgRkNNLuphih27lKcCDt9S7CYWptGTGdR6JqQOSuZj5aSIqF6xoiB1NrDYciCFqNyA049BiCwceDwluU3KMdRUxVjxOQ4nYahqCBMjHsVOw4gIDRpjYrtLKu/ulhVjzZpIgjdwjAe96ezslZNfwbZ5bPhD+WUqKXon7HD9XMbAILrbRHjuoCIjAqzWJwHxVucbZh/x8X2Mww1wKihpHI01zlnLuMeaHroJypvUQbodPELFVMRIy6tY3AGkQlYyogKSwqBqHGoRbMRbtDT8bHAoySKsoBbohuy8xiuXjUJCeGJcbdcQut8DmE5szv9PlCG154mHti+QmuXPubPSHRY+gWP8AKrUFiO3BjvLpy+Y0i3wIFaY5cmcR9uH2YLWEpm7jsQ1lRRTKtdVxHoxYmPQotpC1L84ZELhHJqDiJoRxwPErBdmOjAeoVRILzdrjFnq5YjMRVaRAsQQxFTUYUIQa+SOWku2H9Qnaf3iZn5QfoMRqxv0j42FHMeA5hU1yuoSklzGYXhJDdRvGY90cPn16dRQZ3LxaxTPC/ba/A2RWfybC51mtb0dviXxaoork0HgmLEMnPez5QsQ+VBOxy/OSnIFjDDDderTxNvm8vLhB44MpCypV1ikem18DwlVsjExJjshoECI1aYAl1nLEImGXNoMkGmIYSpU1BWyEsZFKMNxgj6pm+3o+Oj9YOCPHxlPSpbZKXfmWZcC4Fi0pOGWlJxmg1QYK2+3adw3Q43A7db6mB+vxgg3/ACahOpUrpdXGUi93WFa5lvRUZ6MiDpxcfFsJXf8ABh6vlwMuYhwIVeE6PLpsZlVojJRx2enhTmO2eHc1eyEh3Vw+BYV5mQw1CpiXXBCUb0HWDQqEH/wDDMkEsXlJR0geI6BC1Fhq+bzDHWiFhkgNXlwrDhJliB6perSl7NmByv2/aUVZoROSMai2fOA+vwlTmafyCxMmQHxf6vwheGguZW04iM0JpC6Gk9pVaLgJ3wL6HCNrxUYu6OexrZ3DX2IXunOw08xBtOzZXsPkgqrQJ9sasQjJ4j+lRKKEMR2rA7/4IIkEIAP/AKSAIS4hCkOqQ/NCvK7PMGLl4uBlt+ZVkw4lgEhkfcQ63IIsV4HiUFt0NtP2JCoFh5XUszTP+PDxadteAMr4JWKy3SLidbj9RTSXwcOI127ZCHTCz/aCIms/vf0hugWgK0PQYs03m4/Lf4Pv7kogX9G5r3+pErHBnkHq/UGVbICW2tapTiZ5pteYuQhgoNYIIgUf4SSMsQqEMlFczDyPylSNdDsepfkcO4mRZa0+8CrdiXN5d9TGAt+0LfEYlw4bJr/HYR6gPozb9plKmJQAwIBcB1NSARSEwUxejAxMVpa/yugrwHxiUti0o36vrUwrzGfaZjqDozGi5mVvQ7cr11Vmz8Nw6wJ+FWnwDFslA+KvZ9iIAU55ZzFjJMGEwIgg6gV/jJNQEKJaQdBDqmzi/fvGNhq8yxDZLKGMIjUDI6tPxAPmhGeUrNvn1/MrFUrYa/jVLMQ06Y67eIZRNt3qClQoVpzEGWChZ7roKyXM6cDnvrkV1qEVBSpDRfx21DeMAotBTPQK5mTlSTFDJjcNaJtZYuqmX6WLgIlncYxzWdhfmE94gFl2ObH0PlElDcQj2PMcIdKCCYAmIIah/lFITxcIgqNsCOkixA9116RLTJAFNdSt4dsH6SiapcyFrxHzcy6BlZKj+NppApWUNXxNaNrVEHQXflyx3wQ1W5NIXxXMOqRByFZQzw9BjI9rWhfc6vTcWhJEWqXJm7TFYuLsiewqWzlbRq5R7u83Z0L3weJTUB+BreW7A1WYNE5lgx8MuyUroIn0itDYvVbjplMiZM+xAJiEQ/zMvIeNNogMGhSJYxgLG6wfCY5fZo+ULIfBFQwaIIIa/jHAQSoCZ6hbtL+lEOkok9pBVaURjESNZmF8DirikMOo6FvAXBqscVMe2taLy6W+pBCxNB4OB5coat067yinsMRYFGR3uihd8s4i0twqyUH3MwDUKIJA348x2RRZgyQR1Kiv9F1AQlXCZ1AHl8IjZHRO0gyxKD+MWGZLcoVebOupkAPa6Y0Ee8X5IBWeToIbQpm7Xca2euUn38GGBrTptFZDay/NMOlV4u48AbL0qZY1mBso+aPFTNhgQgqj1XjiawABH1JHUstR+cWQFWghBCAH+mBKgGkg2whqgCIUgiQYh/FupQRpUHwi5uQKu35jxNGzQHa17ICZn8/XcyNK5TsiFqgJc1OTUdijDt7IYhhRAMmubpbvMYC1bazuruzqBesuSuZaMeC9xMlTu1boNB1FBivKDxoYgf6thAHEewNjUErh/GOiGPUoMn5wjL2javcBFXVWX34YCr9qendOzZEr5tm11HW4j4O4/JPLDJ2kEqOjf+WYiAtAJsqUDLUxJJyMg8/E3jMCqMR2zBHD5SkQ1/sUdSjqV/GsIZqRZ8J39EwuVnYWEzWg2nIVBj/vB/8AaICEVCni5zXgvrKVBsTZbf2lx9GgmIOEPlAABQjTx5iOaUILDdDB9IqBhLGBmBhAB/Q7lW/l6zZyAOcXcCgOVa/ij4xM65W9+b2q8w39UsHYmGMLUtf3fdcRSxi7W4C7MC8zKA/OT/vCRXauIhlUaafNjhvUqxUTgi4Sa9SsopjozHVVHMY5wEbqOhoR1tJGBlRBj+hrUy0WvufKMxlzWLU5feWHMQVZGbdomcvhcwFKxyH35PJK14wybQijss069YZELSPGu0macsaJsOo9VUQOYNuGnyN/GD90GYppQaIjPkjqQITBgxKj+iOTapgOYwm2a6vu7fWVw85ZlaxVcxraBOZct6lVFI6hrt8+zcJKC1ZWOcHPlHxtq4CU80ZdrK6PJ6lo5eYahnmOz5pYqCJcElEq/ohIqAFqsEdRs4Lg8nxcxDSzyoDjtg6USqtZh4Iw676YDkYjwE9qZ33GSh8CoOoKXVlZSX9U4jioqxzpiEjPaCJAGiUGD+iCWFaKA7mSJtznt9a8+kyQaR1sVLFZ8xt01PkIgIJpja8FR3VwG78y6gjmcA5t/wBSxwzSnEsaWvzigWTsZNDBpBFVAx/RDwkoUAcxrPkDSujr9MQRSozUTmLxMxlccGrrxH2Z8wwUvEqarM5UQynzQqgqliHWA3DbPXk9IX0I/B5ljkhD7EILPlAcIcBX9EXERb5jDB7LfBH0X7I5CnbExKVx4Qq71qJVDXmUC5ZWWD8wrpq4rzcFrWopAoHvCu3mBrAbtTk9n6wwmBLBKyV/RXUrgIF+UG4fH6xqhozO9ghesDUK4vMSrco6pzFsFkXZMTDs6mlgmIXbN8klmECrm76oY0EIH9H0lxM4ZDzR9DPtB3aONQVVLUzEuKGqju8OFhqzcK3zHdu4gvzMbS1+URRXvERhY92oQEptKgwfF8oQzM/o+kLeG1IWYrhrlPR2Shtp3FNSkgDLub2MfSK6i1MBbavHULQsE1ARiPaBpnaTeIA4ex+YkSFBEy1f0fSOsVKEJeek+/rLMPB/g9ZZFDTMVZbIvo6J13L48D8YUqjLRKyhuUhY7in35/4QqJ9RQbRzCV+Jh/SF5qadMqI+dSC7PMvoThwOvWVuaG5h2rHr4ndQRkBPeIqt868wX9ctx5YiYY7MpSizXIrgJp/SBiC2IRUOoHB2lEg3rx/9yF6zCrMDUrSYgHzhoA3Lr0REsY6TBgkEagiAr+lXEBsQjSGVIRcMtZfif+5dmRwi4DWvLWsRjUugQQDqGGoFf0wmGOCFiii2GEYS0UIDJgkgTggA/pzCTMNyQBglZovIMkEgRQVAK/qKDBwqIgu1OIQA1D+qUdSiUdf/AJV//9k=