3511373337394957https://smlouvy.gov.cz/smlouva/373949572026-03-31T14:51:55+02:00juechzwTechnické služby Karviná, a.s.65138082Bohumínská 1878/6, 73506 Karviná, CZBV - Technika, a.s.26824256K Vydralinám 705/2, Polanka nad Odrou, 72525, Ostrava1POCeloroční objednávka2026-03-31260119Ing. Zbyněk Gajdacz, MPA50001Neznalost přesné částky, předpoklad nad 50 tisíc bez DPH.UEsDBBQABgAIAAAAIQDfpNJsWgEAACAFAAATAAgCW0NvbnRlbnRfVHlwZXNdLnhtbCCiBAIooAACAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAC0lMtuwjAQRfeV+g+Rt1Vi6KKqKgKLPpYtUukHGHsCVv2Sx7z+vhMCUVUBkQpsIiUz994zVsaD0dqabAkRtXcl6xc9loGTXmk3K9nX5C1/ZBkm4ZQw3kHJNoBsNLy9GUw2ATAjtcOSzVMKT5yjnIMVWPgAjiqVj1Ykeo0zHoT8FjPg973eA5feJXApT7UHGw5eoBILk7LXNX1uSCIYZNlz01hnlUyEYLQUiep86dSflHyXUJBy24NzHfCOGhg/mFBXjgfsdB90NFEryMYipndhqYuvfFRcebmwpCxO2xzg9FWlJbT62i1ELwGRztyaoq1Yod2e/ygHpo0BvDxF49sdDymR4BoAO+dOhBVMP69G8cu8E6Si3ImYGrg8RmvdCZFoA6F59s/m2NqciqTOcfQBaaPjP8ber2ytzmngADHp039dm0jWZ88H9W2gQB3I5tv7bfgDAAD//wMAUEsDBBQABgAIAAAAIQAekRq37wAAAE4CAAALAAgCX3JlbHMvLnJlbHMgogQCKKAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAArJLBasMwDEDvg/2D0b1R2sEYo04vY9DbGNkHCFtJTBPb2GrX/v082NgCXelhR8vS05PQenOcRnXglF3wGpZVDYq9Cdb5XsNb+7x4AJWFvKUxeNZw4gyb5vZm/cojSSnKg4tZFYrPGgaR+IiYzcAT5SpE9uWnC2kiKc/UYySzo55xVdf3mH4zoJkx1dZqSFt7B6o9Rb6GHbrOGX4KZj+xlzMtkI/C3rJdxFTqk7gyjWop9SwabDAvJZyRYqwKGvC80ep6o7+nxYmFLAmhCYkv+3xmXBJa/ueK5hk/Nu8hWbRf4W8bnF1B8wEAAP//AwBQSwMEFAAGAAgAAAAhALJNbugYMAAA1s4AABEAAAB3b3JkL2RvY3VtZW50LnhtbOx8SY/jyJLmfYD5D4EcYC7qLO5bvlfVEDdRCyVSlChSlwfupMR9J299774P0Kd3nENh7nPoS9b7X0OKEblFZFVkVmb1FDoIREgkxc+d5ubmn7m5+V//uY3Cu9rJiyCJf3wF/QC+unNiK7GD2Pvx1fHAvyZf3RWlEdtGmMTOj686p3j1zz/99//21+aNnVhV5MTl3QARF2+a1PrxlV+W6RsAKCzfiYzihyiw8qRI3PIHK4mAxHUDywGaJLcBGITA27c0TyynKIbyGCOujeLVPZzVPg/Nzo1meHgERAHLN/LSad9jQF8MggEUQD4Ggr8CaHhDGHoMhXwxFA6MtXoEhH4V0FCrR0jY1yE98XL41yHBj5GIr0NCHiORX4f0SJ2ixwqepE483HSTPDLK4TT3gMjIr1X6egBOjTIwgzAouwETxB9gjCC+fkWNhqfeIUSI/cUIBBAlthMi9gNK8uOrKo/f3D//+t3zY9XfTM/ff7x7wgmfV+xQHAU4bRkW5cOz+XNkNz3O3huWm9SA3AkHOSZx4QfpO+sQfS3acNN/AKl/TQB1FD78rkmhZ3a1z5k2dmqG94DPqf5920XhVPNfR4TAZ7TmCPHuiedU4eMyH2oSDRr8vuCvEs0HwoWeaXweAOBHALjlPHOweMAg7zEA633vHnGCZ3arB5ypVUac4L1goWfawE8r8wFAYZe2/0Uo8INcgfFZozR8o3in6COi82WVwt7BddEHMkq939cRFnlSpe/Rgt+HtnxvEpuRnHwB1n2H+rCTF7+vMopvpIOljKw3Sy9OcsMMhxoN3eNu0PC7WwuM/wdFGT9uX532dn1s67vRxrz6aWBVZmJ342c63EPfpEZuLAelxFGcABFmIGPj1WFMKserMEOyEMMMI0vzZmBw9v7HVyDIwAhM8+8usY5rVGE53oExkOGgWymplN8+lLILh3q9qY3BsktDYbcL8Cvgp78C7341/Zu+x4mUJ4k73b+/lgZWeauXEVt+ko81g0CexBAcGwqr3+TOcH/sWpsgdv4GvbpL3hTpeP63FhyOvxUQiOAjzexGkaVJEYz2/o1hFklYlc5fhhHVC+LXoeOWbyAyLR8ulEk6nP9AYMOlJrBL/w2GwdOp7wSeP/ya+gEdT/vXQWw77ZvXMAbhGAmj4F/qoLgfnN/cvoZDOUXyusmN9PWtJm+KrDLyD67awUiELWeqCDXW49GtsUrgE9fzW3WefsZMynKw0dNjD2//ehBk0CdxaYQfCOLpH7yehsjaGdTF++RXA7UvA+uzIA+3P4GoX48q9npqzzfDS41t5rntaFgGt4ArWJqW57Q3X86HYykzsNcHCuANJzuOHv4fxusncFub8T4c/lxVCJuztrU3sV+aK2UvHwlWpGn+f/6Pdv4XCrxYjbs8rY44Ic+9ENfXoAIyibCgr4d2vTkvWuyw8OsLtoMXoLI/bZMeIMi4ohqrvfLiYuvhWSVnG3w/vwGCBabjQY7VJRWy0Kqh2WWzE1drIRXCNMeptWsLl65VojxQXL2fHZX4JOnEvHK3S8Ne4yK3EltqnrJAwt4Ad+EhT3Jfg0OeC8LI2sF7e1teGKxleSplqkOn0zRmBrgpo0WXrBCPOslgN4yUm97D1jajhevNpbZOJIXcAJXjLtOauMfY3IuFcnVod4XscuvlgWAjVjkyRtsQ+ywmCZI4F9FepBxYjSSH3qJVpteH8kRc6uDiUVuguwGuCs2xNhmYzU4sHpGD+FkAaMT548aao4AiANDYWCt5bKzNeF1DVqEpiPUmXoU3QFPYXa8inzX9XPSrGVvr0t7VFkbTBpdDMLuAizoVClYPItE4gXoHuzksohItxrl5NAGZQkPABXwxgLL9VEN1CRe7Ej+uPHt2DljPdTekc+VDXjFrFUwSlDMZv1+0qEst9rYJY4JY6H4WMs0CC/NNRpnB+dqedkGm3wBhWA8OuQFfdbGCQqiUWQQETClCmkbfgi1EeiaKzW15uJViF6DgafgA8jKxB+PDllORC55QriP3eQIFUyuf5hDKRzOZNCCDnNF1BdiALZrwSseqQDL9BXAtY9TKFkfAyZHUqhvmc3K+AS5lmkkoACo9bj5f6OzYP8abZ2HVb+BjZ4L7Wu8w1Dx1xRGEaniQdS0DutvSoDaTuY7QdUtLdSiE1zfA/MgQAskuj0Erai2r7qQYSWAZmRGJSh05r1XcjjwLDpJ29llxVHB+cEnnFKDHFlto+eXSIgCpXQjC38Y3wEgUEH251QSTTDDWIUp4Butwr669nqaCpFWqdSucJMHH2su6OazlQzzf65f1EWIEjGEOEYoHh55W7Mid+nIWXWcBu7hKme7xysYmMstDKI08BdW5hqvt+iKZlrM+4VicOUoQwwvYlxRj6WFcz2oezTTu4kjxeXaBrjdAnQNWwMpdL85Xhk5BTbx4+5I9K9AeTyJY6w+9Jc3Bvep0fCvyWNiU9mZNzGyhWlHrUm4RT8M48LoXj+dikiEmBOiywfCZvA6ToLcgrbVCdR8fdgdbitrTCYWzXo2v0TqnZkoVkA0DV64mnoRZlqwureOjSRCqpEODN0AfiRjpul2Le6q6mCp0LI2+cHamfQSlkgGMppZPXq9Sja2ewFpoYOUMe5cNPCvAI5Cs1WVcz3Vro4IbWb4Brg89Vvu6xQ897nyp2OKk9O4yArszAUd7C8bZoA9yw70sI5Iyd4sr3PINJyUbwEn9ZSk0eMf0y1IrK1W6Adb4aga0OKE1g/JJADBvaFlpRI4ftHI+Hy3B3J/T8wK4EO54wsiDvs5HI0JfrViszwsKMQfDYAcYOhmHUyteQF66GQeHWgJLd6lsW/0U6jh0OdlrnxWUU180BZTXG6OwjCTCyQxY9dX2CsNUOnNrzKlX9mI9tXJjnk68pfTMfN+eNW1T6hsKIt3DurnE14MKh9eY3vShzgM2sjuZhhb7G5QktGWiNB1E0ygCu4oTZb7X4ZNiO/DKQwzQAzm3zxYnp6A3DOvY7hIPVDotdlqbFGsH8bP8QETNEZaEA4qs3M15t5UEqC5rCbGCFAiFlLzvKYnKcLNDjcV+4ANyIvsijZQRMQwe+gpfrC+E2MrVMmvR2LK9HeOf03m+WWIuuWj3Hxlk+gY4D8D5Rw2wMdjdajMbT9CxAWhx/Pr44Et2MI7g+YSBGrTHrIXa3wA1ZbQk7dCyHLOR58f5XJ8zt+bk5jsJ9AFKH0+Oc3n4P2rCx0c9Xn8YBm6A41hgCtsnAeVMcilTH8YPOpoPYOztJT46qvHFHkzdpDbv7N3TteSYfiaVo6zmq7E27ONa3kasEXSqIbyvbRjrzppeOQuoGITL01NNBgHKc3IEoBt+evbHH28PvbpzgzB0BgLq3vhpUebJ1blzYtvI86S5UckfX8W3k3E6dLocOrE3Xi8GSlS+urskQXzPWAefJrZHylwP7Kn0724/T64/virHi4Nr/mYkfHcTmxo81ZFivbo/7e5PR0I9MeWJeQf3X76WgBMgRYEwwjxBwOEnCTj2lQQcwT8k4AgGfUTAqeHuh/wbAxEEwlGCfOHfL/z7hX+/8O/vzb/n8+NZIasb/7Z+nX9TZTXyb3c/a9yWBevSa+EMhdB6759cW5kaZX7CXZm5KF0rblE/i6WeWm/jrRkBLMAw8jJWUYfza+IK7IpsuzaWS3cm5KqVGSSz3aANyQCuBqE2WZxvgOd6rpgSnaELhwcEgqAKKApyJGv8oFCX130g2rPAE10LxSgQn+uhvLV8wyNpTV2ylzWG2+ySpnf+jionMmpq9eHACKtouZIDQSEidEuegAWkBisA3KfqOTa9lkE0kVJ7jcSiChVmV4bZ7YMGRGlK37GME4S4Z6fMRFNq5dDzmNwvvaO4yyjO4hAZ9nzVwekKqkAXOXQSx2ulbx1oZ8WtgHZWzISWvFxn6VF00YW4R1bcyVifVsANMNjLQoh1h0NGXLmYh7MgczZdlh1hg9lks8osMQQ5qLEXbfI8L0sCz3esq9Q9LDEAd+VbNGlJbn/JqnyqIbnn+6XMUgaYpVixYwvT2HVxArNuX1XVkt0MnUPcALy+BAvHPGn21geK5dVOrI5yI+3oS6V5CqJu3vaTU1TTmbHt1jzfUXmjLmhgc9EXehNGM7VPeQ0utwxZcIIQDXweiA7i3mjd/aqF1k1eeX0DpPtlJVzhvgiv8ORy4P0mR4jtrA4BU/hV43BSUxRFbhTmOhoH6b2+TlRnUpt7vnNYUvQB3c65pVavalzozz5aoCWfKTQr97ITURcjIKz0sqTDcxMRqXuptSMAUcG5JksCIWt1coqci9bibJIzkrNh6P3m7JS7RXKgWqq2ue4SK6d8IMosw/alzlO2tjudIMmqTikG1erc24ctz+AALBsOnN0AQw/G/D2ke7Ud7kFxFi92FxwTdku7Bx0/5IODeVROfmI4g23O6gsRyTIhHaq1DWm4tV0IPYnAQADFYjmR0XZbmZU2mCIthkPYRZsGSI5zJfJ6aEWoisQxth9cbb3VZ56Xz9ZgN98xYnFVjpxWuTiQSB7/IPcb4EjEvxUHvwGORPxbcfD7IWAaDz7Hwef84lhvkpGDx7/Fwe/p8oc27+la8qHh7LboePY5Dn4cFXPSww8U89c5OPlfj4PDPArPGQR/goMjT3Jw9JkcHMHJH+CRZX+Wh8Mg/MMzaDjxQsNfaPgLDX+h4d+dhtdUaB6r5hk0/PE0uN5tE+PTaXDkM9PgWxLkvL2Tt9M0+Oz9NDhwym7T4LJ5ufQIQNWajyjQwzQ4J43T4NI4DS5N0+DHWXtckGePxo66p12KtLz0ouPqjM536hxreGPT8VvZ31mXa5qJOnftOCJrkwlwZlARtzR0L1WW9qZ0PaLTLE07FTG5P5XHyI4cjrCtHjpIch/z5sCTxCNnXdQ2adhZYy3mJG9CDKFwU9dzwDjadH58nie6zRMrlDvI8PWehhef0vDjjYYDQou/o+G7kYZrHL9ZEDfAfZKxComdV5DdBQePUNtjrbaaujtsV+EMic4x3C9NLmztc+lQtaWeQd5eA5JObkhF1oSgFPr9YpfhhZDeADlN9OdbKFeyOGrQXVsmxNq5mBCwIA6m57nGYgH67rWko2pxDW1CsVyWxmqdsXILh+zFwQyA9HwMHJJub4B9VvmOslUciWc3By9bsGhle+dLdzIxLopUSQHBDdzL1klX8wN5tloh51s+RvRs6EC0FYfLFY/OopN9nUhuBLknTHWAc42QEqIDow4CAMnOeXozb+SPaNB5l4kKdaNBm3c0aLHvBp/haiJ2NTG+SIVvppzrJPk4Y2Wa4YnOnPkkrDsbcWMeVTpMzonEGm25t+sjonMbttzADMK7M2pwemzsioQYSUDTJLOIhbsLq6BQvmYcekEv13hh5uHJknzSRbwFeui6tkC7teuFg+wCKjCFw7bYEPDFmkEZxwn6eR0FJNGLU6No9kmWTaeRtAXq2jWdzIF86KMUypy4CESrpAv2dFjshDYvcPPk47kMLBoVBiRGF7IUrM+nOJ9BFaWedzdATKcUCrEPM3nDgDOlPqeXdt4nR88Jkx7vbJyWyfy8EfQVxEcb0dcKmxb2x+LayfzJOXQu6gajLEe53wBvwpeX5fwZQ+njgzZlmKrshVrZPHWceopGhxYEPnDRxxyfvVBLFziNJ+FIUefFI9jNaKl46t7ZOrX9phsI7vD5JCADwGqpEKOanJvRYbipzceA3vKmPpPadFQoRhRnwuLna7k4ZBeudsYTZqzN/DYt/tHBy/JkYD9UzHc6OciVlkdvY5DSSMWlmyvjDWIejz8zDS8N8557f8rM848WtDC+MV14WNBy/6vypx294tjt239R1/Px+rsCxvIer77BeJACaZr5ePUNcX9869U3yBOrb774jR9A3r+xbf7y77lROuHdm49e+WtLQD8t4eBYfhxY17f/+64Iq3/8h9ndrY28DuK3f/+nO+OH4ofvU+w//pdhG3d2cg0Nu/o+RXwngSEg9AzlIygIhREa/WOU76GSv0v5Hr3pL//69uciTP6UrQTjIARRz2goaLT6zBz8YxoK+xYN9QDy7mXpxK+itz/HxfXt3++gwesC8O8j1QeNuDh2bFhvf/5TqcRe2gPPVgsCnrMwz/1B/Rf/LmpBINgd+G004RH2wxhx9/pum9TD4CH+8u9FmXyfws7GoNj91fg+6L+pbp/REApCEJ75gwwH8V00ZPnLv/4nyfTrYHEMQkiQhL8POvtnEwdzxikKBAkI/NikfbMCpCQNimH8t9/+vb52/0myAT5joEloTvxR3Y/8Ft3vwco/vPqYw/CmSA1rDB3kTuHktfPqp2IQ+WBR/37Xx8Yv/3YdSbJt1KML4Ly5+yZN8GBL3tvX9B//p0jMoaQ0N+pv086PCvnadkZAFmeITwZihIR4CkHgb93O1BPtfP8Gz82hoECIhEHi1ePwEfpk+Aj52hwKBL6Fhz6TQ4E9HTvCX2JHL7Gjl9jRS+zoe8eOWCjZaU41ztR+aQoF1l7xza+lUHRPxY6yvSv0DpLiFNc52/NCSrBF1obcUuC1wrykCEnFBwRLxGm+OWQEEF1s5Nhsk2vuEBA+plDk0M4j9tQ+4b1mn7XUYbV03OPWg1NZq7z9scGtLc1RK/bcnqTDEu1EIoTv13EHhLs9SZwU8cco8WsK2spEkM1ENQ9z0pD7YgVd43pDWXtcKPIzsTFlwRcUfatZdD10pxYr0PVKy9j7FApOpBIA3XRqtLga0orZ2xSn471iy4ZzzjVSx3Jhfl5XRT/HwjUKgu6MVVVqd5ldaWVWHYlMwg9FuxS787S4Z0yhAFdtv638zeZiVX2q8R2m8q6FMaSjEdgp6082tUwOlwVWltvUjGiqUiG5yFzbVYLFCuKQcBmyIDH15ZArKYOnFCXnZAJve1sVq2CzOERYsWbxRkNhGlco4VxXB/Xo0uhs58vxmilqDQtBtCdOUJIWnmWkeWNMoR5PoclDDJYO4yUuCcJtVOhQfVXgZUhTRr/ZwnJIrlL1QprHltPOHhrDXkb7lO8KOcMFpLvJt4jYBOX0yjP7VJ8OFHChwNuSrM/FjaQQAKvb+qGn40bj9PwN8NfiRhvlyJ/2WUDaFw4KcfJgX/fFril00zoCBGJeW8KtVxaCdBVczOJpCNivpXzDVEu+5ZZomWcXv+BbdIakDbjEMA6i0vOqkUkMXg31aLQIDjHsQEn0tlsfC7Hcy05NXbk6xVNdvAFWydEOlhJyPjqsVATtVcs5o/OQWm0XRyXZ2n4zK9mLrIA1NNPmLVP1IHHhCCiMuuvMlRCNgE4FopbQekpDYREJYsXNgZAAxhJFCefnizTdUYVgBCpBr5tWqfVVVHEtg8irnjNaJrbEXGGtoLtKJBJu3hvlG+CffwkXZbAhknvPSqOY1OYZS7ie1MGPD+W/6hKu3+1r/ZTY9tufwzv6n+7qMPnHfwx+FQRD2N1audsNIhgcrO/j9fDjvgx3b/+vnxv2/1+OFY6BODWHsY8dK5DgWXIOf3MHGgJ/t2c1WEOSRdH5E54V9qRnBX+tZ4XiP1AfrMoj77PV710r7P7uI98Ke/GtXnyrF9/qxbf67r5VBR0Lubyty/tS30pBlU1yfm56+s23ep+eDr9fl2erQXeOO7E+LIS+nhFuPEO0elptJC6lupGNehdj+25HwSZFFS0VZKsvTk+3p75cQG3V0r4iQDuZSfmKGj4JOJ3lZ03UCHURnuNyJwgb6thD0mp/mHwriWus4EzXDfs4PZ0Z09O1p9PTKa27wLhDJ0FGXTeBvunXvkTWudt2TpJJmcoKM5q92t2eb+lgWvVWH42110tRvhLzE7PZ9eHgW0Eqb1uYCFba9hzviMHOWYqe29uLuz2H0JUvmVmdoCsStlSBKRdtu91meiLcANPGFTlAVo9JjlmL2eAwjtkxoA0QTIXrArxXKx2J1k0azFD4muDChTBaDpPbEAcia1UX/OrK9r5Y0dnkW/HBmucpQPOSHQOU2+LcMydzpdfXg3kGe6JvPN0+Q+aeSsX2atozKGaUXPZRRkJC8aw25CnQ1TONkVY2uULALtUgEXB1YFwb+jnDwPKMBx+mpVVjzsPj1JiRvt4A36XGkKs5vzxMqTEHqV2FRaKGOa742XbfruhNiZ+IbFfaWxJGDO3ozii8qbbX1UVysdUn6emcY7xLT99aG58EoJS2VlirplDoxb7ftkVQV4S20AwtDgWUIrRlqjRdu2fepacn7WQPRao40DPqSuNb8sqJg/fLVIndgpbP88FByTCTlbMV5izwfDdDS7rY7QR1FvlKapuOSxhEtUasIAO4PelOrRwvt00pXU1YeJcakxBwY2crNlhtB9dKLMCLx3PyZiUJ6MI67vV9QOZX7lgBEJm4Y4rc/dYA0xDwhGNRJiJ6rccmYP3RseAeOxa349OhdXI0HsbXJxf8PW32PzoYcnST3MGDnpZzWh05utOFBT0F+LRp+xgQZR52OJhqeFjV+wV1+Xwtn9bBjw6aG33OSW0+3TthctiOi+mXA/Cc7cdvgne8XfkT+1VfyMDnPEWy8FP7Q+FPMnDouakxIHpLfPkVEo7jP8AfhDfA+3DHIxKOvpDwFxL+QsJfSPh3T47h09I+PitH/VFyTHMlbP3J5Jhk2RrRZspRJ47m2rTtsozmJLM+4PsLCoBYRVw3bJX5jInGAaltTu466JitBBzIgYUTdu9YE8WV9RsJd2Ls1O1mEwkvg1TdB0yoTCR8AUvSSMKhXk7o6jjnOy47gJx9TbaieUlAseCX8Bkqb4BqhBC1H7LXC8cneza1LxY/M80IgrIVwKu5uorPsb8bk9SPPQJi0QxcVNcds6O9FkRpQN8Jc4dJccU8TV2P3TVYZFLKTtkqzZrtZe+g0Wt4e9wcBTwyz0ApbMGG3kMqthSWjRa5LJDuVfdyBVpxr2ULesbMlourwm4XN0CCwfdoxYg7J74yqbEsoK1Kau3+eAY7DlEwrZyBAo4tTW4wO2ZGVSFk8xho4jzutOgBK5psxxtSHFjnKUgE6dJlPtNXM2+ZQlqHbinzdFRjqU0JVwu361UyP+3DiYjv/bNFKEeb8qlSv1qJhQPuYcchJ2bMUW+iG6A2h7YLTGAKzIHQNT1307xkRWPcKAoDg5Q4Rb4Dr9lLP1Tf7ZcRWZrS8orjvKwh8hl1j81Vu+DnM32+TtZmzFE3iFng1qALY79mHOjNTJWiiQQ1z8lRB7aHQmy4gYgrm44tjxcrW0mnLGaWR/DoXVIt6VHN3IaRAgqe3Z5QA/EJhBbd/WVhzLqDM019E5bKJTPSWoCexsiXoCuP9rYxdj7gxOd2PltuXX3X6aw02/tHqnex80UlioSIasPnzAXn6voC9pnFgUsnzlyeDvsN1c6FDVhvoUQ86vg25xyyjTdmB5+UfK3xl2rLBM2OKkPFplo7bzjQnbunFoySvMcAE3Gy8l2Ouj7YJaxe8vv1HAOWmu/7wD7RfXGFuD6c1E7D5nvyWDTFVs5ZZ31S+FMmrxpxvQbVjllrAEge65FTD0T8Bjht1PVtiPjU9T4cY38nEZ8o7kjAf5WIP23ePgaciPh7zvybRPxpHfzooGVukuETm5h9jogvx2De/E9NxH9/GODgDOw1ib9RnsjjQIbRfi9o7vXApp6R4PJ0HAOlMBTn+E/iGN9rISAEPRHH+GIRIJ+KQHz7c1Emd1X+y7858dufv1eyD63evb6bMn6uxjdM73n0PuzDmsX/rDf5jK4QCESy/Lj18tfryv2dZ+jKRzsyP10jDIF4HmLpP0h7Hxrq2y4jX9+pnZ0b4ZgQEN0RIAZ8pxXav1XQ0zIGaZJDQOiTVgdZlKFI7JsvIYWeSsb6snkWEEVQhIef2oKEeHKeBfzKSOe44chtq+2nI50oMW1Y8miSBXmZZHmZZHmZZHmZZPnukc5k0dL9V0U6Z/vrU5HOhx1Ijp9GOj/eiBv//EbcLlIhsvtEpHP0VO4jneMkC6GqQSjuLzvS2LF9LKhecPSQ9TxoGTXF57vuyEXbFuJjmLkSIj7VULW3xecinQix/61Ip/A40imOkU7psxtxq73z1EbcjlBt2Wkjbhfz18pyweymsB8E+q0lGpatLXmFPJwrI0UrI0v6NFxVcQfAdlOocL1biUf4YEtWvqzFeZlpUM/7QLZmdFJLnPUyVV3BuwHaSwrzcmyuXDiXSDrIVjenghAuAmVBks3MjHl9ODX9iZqr2gmMhaZzTHger+FdgRwBj1WTvJjr1koFpcMNUM4ODSGVhsWzsosRDxMsIRiMO3Hb9xMs9ztxl6a0uOIdL3NSYpJkSi8rwYN75rKstTI63QARAF7PapUghNHj/axh6BewyyE3n/5ZkU6Avk2wcIdake4nWHhRWfp9oNKLpd6phlMt4MvZum43xgXmEBYhdhbKekRCXRHsZLQe5k8bhjA5hCxKI6fnCtamtVPukx2BU8ilo5n9wm7IJQq6/G5+0FRKPa18QNRKY0sIasysmEbN8MXSYrqQBTHhPuIuLS87V58BJ7kt0tYwFIO0NlcbE2AF264CAvBZvxMpm1IsKnLyxqJqzj75Rzs8xRccrgAl1Kqkzk/UNMkS1slqv5ZDINF8HgP2yWkdJT1JcKTiLS0IU0pFXg062ug8GR+G7iGt+Exur6qVAxye3DY4f1i9O00QfKPdR8aNR6YpjG+0+8i44cgN8Fd3H9l5JifskNvuI96v7z4ybjwyWZvf2n2EFf8fe1fSpDiSrP+KrE7vGWWN9qXN5tnTCgKEAIEkuGkFbUhoRfoP/QPG5vL62IexuY9ZzyW7/teTIKu6MouqoSqXyepOTiiXUIRHhIe7x+f+mRtyeS4G30Vu6E+rj/Dz+Z2SJtdUH7FbMXefPxWC9NN0ahgDYOxpHJtbDGrr087i0NgHBrA3bEC2W9k8zQtfwmAue2s4yRE4BN1L+MNJqDUuQPrRvbWnqcjAGXkRAUn87q83f2+6iM7TSPobQ2YwxaAIBVHPFHR4lOoG7zNwP4x9Fr/7l2HHpbG/+QWwT/I+JSo/lrC/vizFZWGDkCAgAtSJ9TmE/SiFAr4k7F+B3Em7aiP/aXF/65u++yoIME7CKIw9UWWP77AKwkWB9C/uRqSjkYNB5O5uhDkQRnH29633WLvxUt2A245fGwvkQYTjiI5m8H4skLwUC4Spb40FYuAJg/U+n/xuKBD+XNID/BoKfA0FvoYCX0OBTx0KZBOuHAy+KaG8d0QV4oy3Ci8kPXw5FDjC87VibVZ6qXehQCyocFQvc3+H9Elz16fQ4OztL2UGl6bEyA/JgMzLHG4cUzKVmlxLSNs1KfB32ZHijqKhz9WdNp6rKb2b95WVymEGO1gMUEodwoOAmN6Cj5YqXB6o4XAWzMsR23HyrbcIZpJKEC1KrxAkf7jsOPnq3X7SXYTmNkQ7aDVnPCgalLQ7YY/xAtTKg26cseFbDhr2V+ThAOogLqjtS8k0xeZaVi5oRGnSkkiwAcuJ4LYYbXv8gScwRyuHOcVwxRo3ZNTCJ6N6IRx84Ry5c1AoYGBX0laama0Ua78uxiFejMmkXsdSMaMsCIeNCuWPC6KPCwl0yDKr0vO6l80lHVaRdJTZXKOEYnImqLMmKTflBVecRGsSyfPlKFpZWpP1JPiQ0K4hwOrWiUsH5whf8cqjM9tlop8xvg65ZbJnhwRjbWgLXU62Z+aXaLf2epGrh+iY282Iicm6811Ua5OYh2Gb75FkNZho9gAsjaW04REz31SBB06cGUdhSyKyZps44rW54w7PyiEvm0KglBKBZ0QH3/lcQnk23umkfFq/1yWUNyc1zvIE6JFbQhV1hoHmga/u/J06t2LGW2CGPFvGRz5T0E1ftPMZDRISVWkQsmmWxNKMztw0vrZe9nwaHdeMPZK4eR6g03w3q0iVcFOUFcZjWIHDYEWKIDPNdUhVgglmYbBPSTs7PrIm6wVbjhhkDn2ubpxzoDFYbIoFXxpJfzpYhAl1xDR9U8VI5JNBvRFNWfVxUMoWOpJkZYXuRZxzlm4IU/qRNHpo3XNk0wkI6NQgDuEijOVYr5pn6K7pN0OOGSFK7I3D4wjPWLAa1yNVG9GlGCSO4CkzKWMocz7WKYtuj5x+SnHUPPtj4a0uq7e7DX413oqtDoJboafoYPYZvJX4iHgr4BwLtOIwTv/yptp5uXOyW/+QyRAECpPtqXjBMKcuGubklYZ5683cT4aAMeLjZAgEhO8kQ9zny35vm0Ovtvmrbf5qm7/a5k+eC7EwGKxfdHVb/p1t/glf324UEauv4+tDdwJ2l69vUvb0yeI9X9+c7F3i62MPGPw7X58/goydIqwPi7E/YnBCcjdkzYXwcj31VjRW8R8ThQSSz6P1CrHDM44fMs0yavhgoEqna3obkucmnHfX9KL+/ppeP1/TIyOngTV8K9eKuD3yDeduh8IWlxJ8rKtcKZ4arARc6SmFKtWiwHFxuRgyU3Aai6pebM3EzIcUSHJHRiXWOl/p3oJ1Kbe1zbEeU7urw0AmlwOxNR3H08HsfJ4TOzHhMnwdgHixFgNUhlZqc7RUSAma+cbWc8hCbMoK8gO3xstDpBv4pKEhsNUbflUeR0zrWoDulF/h6XnZVC6/IKsFtdssvJlfrY1eEaQD2296/a5uVMhQsW5qAu6RvKHpLBTqy7VLsKOhMZBKHW12NrVNrK1sjXbnzNLpcp4v6LjUc4PdVq0Naq6bAZ/Bdc8Wo94x2SPhbouizQH2iXrji1pDpbIUasy0Gjo6Nh6pFTmI1upGwM+GaubB/d5Oh8guJ7nb+J/jzGZ781rSTw/c6TL3U87sU4O3NtCJM3sL0vOdQ0b92J1GQ69hjwYo8jk3ZXATnh4meR0QdGLYI6fW0JRCHGKMRHpQmgSmpwP3jEzw0HAAQaHGs6THSwoELUCELQ2XqMiUl1Df6FWtuT5yrZQuTJgcN5MVRWJGtNconh0M9BidaL16oIP56pyTM9DnE/lIDwm7kJk9tD6C5oG3yB0yW9bS+uAk0kCuUEtjkCQ/LIliGRjMfomSmzLDlcasexN9M8l7h8JNzuoLL7EiDTHaGaVUeQyKHs3bdcaAGetqy3I+Bgu1weUJx4+tjSdm/rIQ+SM7sMBoLmReE9jrff1HIwphhHi472HXXNWfbfNriEIursG7H776kxGFXA7ZYyTOQyDXAXWf4wLtUgnYr76keN/I75cUThg4EQCMf/vpUW5BPtRT+vAG8C0IXnEBAkEkiYAQ9DwQePhO2afPXMmANMli1MMg8Nf36E4Cx2dWHMZANEY804q726OrZv/TOzCn9bjj337qckdis6Nn6Cp2G0CSxkC75QEYhK+5HYMYGBWQ58qPuGYqCIQWeA59puyex5gK+b34b36OHKAA1JufM6Cr7e1lgAGcK2wDZdx4thP+cMWcIALM4/ipItt3IoF3v978bJ9Gfxp7DCRxXqYnGMxHi7O+ZvAEDEEsfarz/Z0MfnY71rgAgjjxPCB69493/3JyB2iMLDRyoMt1a0+CvQGkjuukzj5vN2m7Hor/zbPgB6u5QiqwQOIsyz2s9v2jblMcwlmQYp4JUfQY8zTugkqtn9utySw2jR+B5Afg3f8FqZc4ATA2Ii98C+TtFv0RwCgcQEAYgJBrDliQZDgefzYdekWOGUFiMMSiz5Rj9hiTMzVOFENxHnrlza/WDnDbqSrSm5/br0WrWO3f/ubnztvueMtu/h69BXwjiIHffjqzE32kY4Cbf9qGD5TtXgzjveUAbz6o58B4A/xX2anjjuGq7VUS24Af3fyyd6L/vmaeIQjFaPIFmS0gysMw2yWDfS/zrLRCb+x2CpzomsMAYTGe5x9G6Pe4EmdwhsOE7kUvpEcoLHAojz9MET+ujGgG4xHyYRbc49qUPI/DMPdM3F53NfQ37ZOHQuRe0P9fnhGM4xAYvZ+h+2Qz8nDN9SIk2ilMcb/9AdiY9f63vwXAwPBtw2reAtLsGoJUkIRYDKS4V6l/pdQvEzcB3efdXx3b6+oeZElrU7QOeZzl3hVzgUIoh9IPJKt93JOEQ0gB5V+QkwFxEAHC+HfkCZ+dwcL3gKRdGGXj5F/vAreeFSKQ7Es6Pwm4PdKfi3rtMeaBo5cr6S78/PLQMIzjeQ58rkV/hfOGowguCNQ9wPp/cvphViAojv2O3MkFvbn5aTmWr1kBCIxzKPrA3KjHlTfK0QiKvqCgLA5DKIQJz2VAI4+giGVuJipXzT9BMRB5nxbjyaR9p1jMZ3QSItAgRT6XTrqiRwiNMiguPNceuaJHBMrzhIA+bEU+bo9YCsNI4gXJCCQJEMKe7ebvih61k4YKEP5c4ZNregSCAsRgL6hHEE9RPEy+oFmDQKo9jtCXtPtZWsBo5gVpSJxHCIinn+vMvuoUoQSWQe85+wgjCBjF//76xzqzL6XV357GV+KrEQgjMYhB3nRok9DbO4Bn3+KrIfAiwJr4AsD6E2w0+IqN/gI2+g3gpnHU7nUyyd8SFPoDlORvgDzuYO/gKTH095++YqZfMdOvmOmvL20meQyGHTvM9DD+MmaahE6Y6XLbX8uVh0+QdZ0LxVTmwACvifNOUQ+cTTdsvaGL5WIlrNDeMl+Q4UiNamS9jMVk5hOusdQo0l14a1neTAeIlUZxYjPOWrMphIzdSUW6syBnTg2yejXkUqjAVtGynPZIl3Cc+WGqy2MutRnFOgpSs1PX8nitRYdgO3W2C2M9ZR1/bvqsuFdhwbZ3YtT4OHYmIIJcNZ9qw2weKKHn7qDpsQyTYo4sDiWILHxFMXeaFfUSZDK0eshRj5oV6K7nlTZUC7qP77zjIMPwia5y+RkzLQq431dK1RBUfp5IGptZY98UxkJVS5tw3986G2w7pieCZwyrZBX19lQCmS4H+X0BmcR4r3ArT4737LpvnnGWel0qlVQmJMtpsHE4eOHcqpARG6+w3sD3opFUiXs+o0Z4QcmJz7fH2IzSJwVRqv5ieVgfim0xVwaKHKWnBo+hEMQbXe7FlTXwt+QqO4SxGaHYoEswNDDJR/ZHezmGURKZCaRQ8rPBXDkcdxIGwwo1XMkNoh1dgXbFM59tKEjbzNFyrcZr+phEJTw2wnrpHXrUuFoJHNVbZSOClTcbfqxsMESXN4UxWrKGiy4mUjOVkV5kwuvMItwzzRRRzldZE6YzmWXJtJac9czBMz2lMHfT79br5zDUtNlLIv1Uaorr1jBN3mJVL+eRST4pyK3CmC9kSuyLMqQI1dy2xwovrlDBgFb4ZNUqsGagHEVID5wj3CTn5D4fyWlq0h50WIAc7Um6T6BjPgJ3tMtndLxZDSh1IfbYFPaP+2pcL5PBomRpVTIGwgbJSVUK3WjuZyQBIWeNPd/6G51O4v0ir5sIseNkA2+2RkDOsmOMrYv9YMZByrYU1QZxW19gbDt1THHzejvUJ7Y57K+CSU8g1EOrCE4N6ig1g5yNL4PwwiSSYGQt/S1C9emeOS8QstFnPCcnCoNrjJywTcoojSJJK2FmRbVssqmI4CMeZoczFNZPDTImZa/cO7Xmvpkw9xaEfZc19yGEubezfPp8YM39d4S5jbh1HGvVJUTi9wlzP27wA2vuNYS5TIlHG/uEm55+TJj7cYPdx+2OsqsJc9nsPmHuGTVdnZLt/vKmy8072aTfAqbu7o++AiXdmb1nM/qh2YowTLUGNc5esqahi9Y0/hXWNE69WtPXW9PYRWv69qev1vSrNf1qTb9a06/W9J/Jmh4qeNV/oDWdq1OR9QR5sRHGhT1a7acQqhiTAV7vYK3nnsvwWnNS9P2MiPbhciLOEngeDiEoUgKp4qXx0sBj1GDN/OC6JN8MQ0ErNW0ljXkuMUNK1XZWhMwoMdqnGnVWDhw70MdVlFPgTC6M3JxK6ZQQ6ZVLUXD7fWjBNTrMV9guKZwG1cVC4O3jeqNxrq+t98h6GMN8Cmn2Tjuc6+jI06OK952ZsRjvcHushhMLQd2VEEnutk8eW53Tj1e8EZVLWLEPtU6OOGG8JA64Ka9pIkODzAoY0+xD+u6c/EvO2qnY3dHUr9b0p422rhVH/fms6c/ccKIogcDMw1AX10fLH6VC6ieX3mrdWsTlNcxK39b+zCidEBBaoz+xmjq485LLYoVpAmSY50rlhC/VQv3yGO8VPg2NLF+0a89JHXvWLiQmdYygW3XtQDdJalhxefPzPgayVtI3v0ROBAyd0IszQNwXpRc/jdg/ymB4KnYlBIRgHIQg6mlGoOSpsTeeaFVCT9LsZyCffeA5BvF+M2WOlc/SC7uk+2WyVZr2V1WX4kuBHX7lx12HHiSR0zbo/kAyun9ufepWweHdbemPJz/6w9PZc/7w2PnlHx52jtFug3azgmT36MZx/tHjtshPj6d03+pHKw6z9qe38ur+5jy+8wBOX83Yrk9f7NgqImef/8//AwAA//8DAFBLAwQUAAYACAAAACEA1mSzUfQAAAAxAwAAHAAIAXdvcmQvX3JlbHMvZG9jdW1lbnQueG1sLnJlbHMgogQBKKAAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACskstqwzAQRfeF/oOYfS07fVBC5GxKIdvW/QBFHj+oLAnN9OG/r0hJ69BguvByrphzz4A228/BineM1HunoMhyEOiMr3vXKnipHq/uQRBrV2vrHSoYkWBbXl5sntBqTkvU9YFEojhS0DGHtZRkOhw0ZT6gSy+Nj4PmNMZWBm1edYtyled3Mk4ZUJ4wxa5WEHf1NYhqDPgftm+a3uCDN28DOj5TIT9w/4zM6ThKWB1bZAWTMEtEkOdFVkuK0B+LYzKnUCyqwKPFqcBhnqu/XbKe0y7+th/G77CYc7hZ0qHxjiu9txOPn+goIU8+evkFAAD//wMAUEsDBBQABgAIAAAAIQAPhIwW2gYAAMcgAAAVAAAAd29yZC90aGVtZS90aGVtZTEueG1s7FnNixs3FL8X+j+IuTueGXv8EeIN/kya7CYhu0nJUWvLM4o1o0GSd2NCoCSnXgqFtPTQQG89lNJAAw299I9ZSGjTP6KSZuwZ2XLztSmh7BrWI+n3nn567+npWXPh4r2YgCPEOKZJx/HOuQ5AyZhOcBJ2nFsHo0rLAVzAZAIJTVDHWSDuXNz59JML8LyIUIyAlE/4edhxIiHS89UqH8tuyM/RFCVybEpZDIVssrA6YfBY6o1J1XfdRjWGOHFAAmOpdo8KfASuT6d4jJydpfIhkf8SwVXHmLB9pRrlEiXsZOapL77gfcLAESQdR84zoccH6J5wAIFcyIGO4+o/p7pzoboSImKLbElupP9yuVxgMvO1HAsPV4Lu0G/VvZV+DSBiEzdsqc9KnwbA8ViuNONSxnpBw235ObYEyh4tuttNr2biS/prm/rbjZ5fN/AalD3WN9c4ag8HgYHXoOwx2MB3Xb/Xrhl4DcoeGxv4+rDb9IcGXoMigpPZJrrRbLUaOXoFmVJy2QpvNxpuc5DDC1S1FF2ZfCK2xVoM71I2kgDtXChwAsQiRVM4lrhuKigHA8xTAhcOSGFCuex2fc+TgVd3/dVHWxyeR7AknXWN+UaX4gP4mOFUdJwrUqtTgrx4/vzk4bOTh7+dPHp08vAXsIvDSFjkLsMkLMu9+vHrv598Af769YdXj7+x43kZ//LnL1/+/se/qRcGrW+fvnz29MV3X/3502MLvMvgYRl+gGPEwTV0DG7SWC7QMgE6ZG8ncRBBXJboJiGHCVQyFvRQRAb62gISaMH1kGnH20ymCxvw0vyuQXg/YnOBLcCrUWwA9yglPcqsa7qq5ipbYZ6E9snZvIy7CeGRbe7+mpeH81TGPbap7EfIoHmDSJfDECVIADVGZwhZxO5gbNh1D48Z5XQqwB0MehBbTXKAD41oKoQu41j6ZWEjKP1t2GbvNuhRYlM/QEcmUu4NSGwqETHMeAnOBYytjGFMyshdKCIbyf0FGxsG50J6OkSEguEEcW6Tuc4WBt2rUOYtq9v3yCI2kUzgmQ25CyktIwd01o9gnFo54yQqYz/jMxmiENygwkqCmjtEtaUfYLLV3bcxMtz9+r19S6Yhe4CokTmzbQlEzf24IFOIbMq7LDZSbJdha3T05qER2rsIEXgMJwiBW5/Z8DQ1bF6QvhLJrHIZ2WxzBZqxqtoJ4gjo4sbiWMyNkN1HId3CZ2+xlngWMIkh26b52swMmeEhk5vRFq9kPDNSKWZq09pJXOexsb6tWm9E0Agr1eb2eF0ww39vssekzN13kEFvLSMT+xvb5gASY4IiYA4gBru2dCtFDPcXImo7abG5VW5qbtrCDdW1oifGyWsqoP+u8pH1xYvvn1iwp1Pt2IHvU+dsSyXr1c023HpN06dsgj/+kmYA58kNJE8RC/SsojmraP73Fc22/XxWx5zVMWd1jF3kA9QxRemiL4CW1zxaS7z1zmeKCdkXC4J2uS56uNz7k5Hs1A0ttLpiSiP5mE9n4EIG9TNgVHyORbQfwVRO4+kZQp6rDjlIKZeFk+626lYDZB7v0Ul+g6cqLH2rKQWgKPrdYNUvizSR9TaaxRXoSr1uhfqadUlAyb4NidJkJomahURz2fkaEnplp8KibWHRUuq3stBfuVfk4QSguhAP6hkjGW4ypCfKT5n80run7ultxjSX7VuW11ZcT8fTBolSuJkkSmEYycNjvfuUfd0uXGrQU6bYpNFsfQhfqySylhtIYrbAsdxztUCqGcO040zlDyb5GKdSH1eZCpIw6ThjkRv6XTJLyrgYQB5lMD2UrT/GAjFAcCxjvewGkhTcPL+p1viRkmu7H5/l9FfZyWg6RWOxpadoyrFMiXX0PcGqQeeS9H40OQaHZM5uQmmooOkpA04wFytrTjArBXdhxbV0lW9F491PsUUhSSOYnyjlZJ7B9fOKTmkdmun6qsx2vpjDUDnpvU/d1wupgVLS3HKAqFPTnj8+3CFfYlXkfYNVlrrXc117meu2nRLvfyCUqBWTGdQUYwu1otekdooFQWm6VWhuOyNO+zRYj1p1QCzrSt3aeK1ND+/KyB/IanVOBNdU5a8WBvvLF5JZJtC9y+xyT4A5wx3nvht0630/6FfcVjCs1Gt1t9IKurVKNwhq3jDw3EHPfyCNIqLYC7K5R/LHPlnkb+11/8ab+3hZap8b07hKdR1c1cL6zb3nG2/uszoZHKhxB2Bpmfv+0Kv7Xb9f6Q+8RqXuDxqVVrPWrfT9xsDvyiTUGHUfOOBIg73eYDAaBX6l0Ze4utsNKt1erV9ptIY9f+QN6wNXgvNkeC9PH7ktlgbd+QcAAP//AwBQSwMEFAAGAAgAAAAhAH3wnsfFAwAAbAoAABEAAAB3b3JkL3NldHRpbmdzLnhtbKRW34+jNhB+r9T/AfFcFkJIsqWXPW1I0ttqt62arSrdmwEnWIttZJv8uKr/e8fGDuxte0ruXoKZb+ab8Xj8kXfvj7T29lhIwtncH91EvodZwUvCdnP/z+d1cOt7UiFWopozPPdPWPrv777/7t0hlVgpcJMeUDCZ0mLuV0o1aRjKosIUyRveYAbglguKFLyKXUiReGmboOC0QYrkpCbqFMZRNPUtDZ/7rWCppQgoKQSXfKt0SMq3W1Jg+3AR4pK8XciSFy3FTJmMocA11MCZrEgjHRv9WjYAK0ey/9Im9rR2fodRdMF2D1yU54hLytMBjeAFlhIOiNauQML6xMkbonPuG8htt2ioIHwUmdWw8sl1BPEbgmmBj9dx3FqOECKHPKS8jmd65iF9Y0fTrytmQCBLVVZXscSur6GORQpVSJ6nSDPi64qanOlOtO+RrC+Zmg56JLlAoruTdmRokT7sGBcor6EcGB0PTt8z1elfaKJ+mCU+Grvug38HGvGJc+od0gaLAi4KCEwU+aEGSrxFba2eUb5RvAGXPYIiZ9FtB1enpsLM3M6PoDsOT+JJhxcVEqhQWGwaVMCMZ5wpwWvnV/JfucpAYwRcARthFEevWonXq0d04q0aIJtOzYCBIQrbfKVQT7wEuYFQQS4/Dx1gqhnFwxI+T4Tqmh8+9Pu9V8+wtZcFV4rTb0j6pZzQgr/AGQZmPEg2KOIb84bDfsO3pZRu8QfnyrlGURaP48W6q1SjPRJPomxl9/Aa+f+Y9X2cJWOb32alqdbl34VbrWFQPNpFZIjmgiDvSSt3qD1y8bIgzOE5huuBh8imzR0YBB0gKRzgGproADPgNC2JbJZ4a9b1ExK7ntd6iP+0wsX45cylLw0WPwveNh16EKh5YCXuNzFKEhtJmHok1Nllm29cFIMLPYBaVv62F6ZPfXsOqYIjxro/j8iMSleBDLKPdpRqsdFjgJ9Q03TTlO9Gc78mu0qN9AAoeCvhA29e8l1ssdhgcYeZF1TonYG3XfS22NkGfmNnG/e2xNmS3jZxtklvmzrbVNtAVrCoCXuBwXZLbd9yfQlx+aHH35i6JsgKNXjZiReMF+8MVs2kt0/xEWQOl0TB/6aGlBQdteqNZzrcetdGe175akw7N68Z9BfBXalXwWbEP6tFi2pBYBw3J5r3WvhDV3hNJMhAA7KpuHDYTwYbJWnJiwet4okdqvtsEWdrUzRo/RmedPDfi/Vk/GM8y4LVeLUIkni5DBarZRYkq+Qenrez5Wz6j72I7m/i3b8AAAD//wMAUEsDBBQABgAIAAAAIQCpugHAPw8AAPmZAAAPAAAAd29yZC9zdHlsZXMueG1s1J3dc9u4EcDfO9P/gaOn9iFnUd/OnO/GcZIm0yTni5xmpi8diIQs1hShklRs319fAAQl0kuAXBBWcvdwsUjuj8AudrELfv3868M29r7RNItYcjHwfxoOPJoELIyS24vBl5u3LxYDL8tJEpKYJfRi8Eizwa+//PUvP9+/zPLHmGYeByTZy21wMdjk+e7l2VkWbOiWZD+xHU34zjVLtyTnP9Pbsy1J7/a7FwHb7kgeraI4yh/PRsPhbKAwaRcKW6+jgL5mwX5Lk1zKn6U05kSWZJtol5W0+y60e5aGu5QFNMt4p7dxwduSKDlg/AkAbaMgZRlb5z/xzqgWSRQX94fyr218BExxgBEAzAL6gGMsFOOMS1Y5UYjjzA6cKKxw7BpTAWRhHm5QlFGp1zMhS3KyIdmmSqS4Rk0PuMet0NE2ePn+NmEpWcWcxK3uccN5Eiz+z/sv/pF/0ge5XXRh8Av3hZAFr+ma7OM8Ez/T61T9VL/kP29Zkmfe/UuSBVF0wxvIz7KN+AnfXSZZNOB7KMnyyywi1Z1v1DaxfyMObJQMsryy+VUURoMzcdI7miZ89zcSXwxGxabsj8OGSbnlSrSrti0myW25LcheXP272r7KphU/1cWApC+Wl1LQn7yMo1uS71MeG8QvSShCSBpecRXQh3xPYnHwmdJN8W9FY7unv2QrdySIZKPIOqc8UvizoWhBHInANJovyh+f98J+ZJ8zdRIJKP49YM+A0XgA4eFkWUQ1vpeuP7DgjobLnO+4GMhz8Y1f3l+nEUt55LoYnJ+rjUu6jd5FYUiTyoHJJgrp1w1NvmQ0PG7//a2MPmpDwPYJ/3s8n8mBFGfhm4eA7kQs43sTImz6SQjE4uh9dDy5FP9fCfOV2ZrkN5SIgO75TxGy+SjESEhkld42M/dP+i6PQp1ofKoTTU51oumpTjQ71YnmpzqRdO1TnEhinvNEURLyuUMeD08DqG0cjTeiORpnQ3M0voTmaFwFzdF4ApqjGehojmYcozmaYYrg5CzQjcLKYB9rRruZ2z5H2HHbpwQ7bvsMYMdtD/h23Pb4bsdtD+d23PbobcdtD9Z4bpFqee+5myV5by9bM5YnLKeeSHp700jCWbLKdcMTkx5NnXTSAaaIbGoi7k0LiPzdPkKkk9rP57koFj229tbRrSh5ejecJt9ozHbUI2HIeQ6BKeVFmUYjNmM6pWua0iSgLge2O6ioBL1kv105GJs7cuuMRZPQsfpKopOgcBjQvH7eCCeJHAzqLQlS1r9pjDiLDx+irL+uBMR7tY9j6oj1yc0Qk6z+tYHE9C8NJKZ/ZSAx/QuDis1cqUjRHGlK0RwpTNEc6a0Yn670pmiO9KZojvSmaP31dhPlsQzx1azD7752dxUzcV2idzuW0W0iV2V7k9SaqXdNUnKbkt3GEwvbzdhqn7HnecXCR+/GxZx2ILnK6+UQEWvZUbLvr9AazZVzHXiO3OvAc+RgB15/F/vI02SRoL1zU88s96u80WklqZPTLkm8LxLa/t5G8v4j7OgAb6M0c+YGzVgHI/iTSGeFOV1EvmMr+zfsyOrvVk+jktPmKaSDVsYsuHMTht897mjKy7K73qS3LI7ZPQ3dEZd5yoqxVnX5kTRJJ5d/s91tSBbJWqmG6D7Vl3c0eB/JrneHrmMSJW7s9ubFlkSx5y6DeHfz8YN3w3aizBSKcQN8xfKcbZ0x1Urg377S1d/dNPCSF8HJo6PeXjpaHpKwq8jBJFOQWOiIxNPMKImczKGS90/6uGIkDd3QrlNa3ESUU0fEJdnuiqTDgW/xuHjP44+DbEjy/kXSSKwLuXKqGyewyrJhtl/9lwb9Q90n5jlZGfptn8v1R5nqSml3uP5pQg3XP0WQ1uTTgxi/Djpbw/XvbA3nqrNXMcmySHsJ1Zrnqrslz3V/+xd/isdilq73sTsFlkBnGiyBzlTI4v02yVz2WPIcdljyXPfX4ZCRPAdLcpL3jzQKnRlDwlxZQsJcmUHCXNlAwpwaoP8dOhVY/9t0KrD+9+oUMEcpQAXmapw5nf4dXeWpwFyNMwlzNc4kzNU4kzBX42z82qPrNU+C3U0xFaSrMVdBuptokpxudywl6aMj5JuY3hIHC6QF7Tpla/F0CUuKm7gdIMUadeww2S5wroz8la6cNU2wXLbLwYooiWPGHK2tHSccKVm/d61NTD4J0rsJ1zEJ6IbFIU01fdLL8np5WTyW8bT5shmdlj0/RLeb3FtuDqv9Vcxs2CpZFuw1sfYTNul8ph6RaRT7SMNovy0bCh+mmI27C8sRXRMuH7sxCB8ziZrktKMkPOesXfKYJdck5x0l4TkXHSWln9YkTf7wmqR3jQNhbho/hxpPM/jmplF0EG48rWkgHSSbhuDcNIpqruJdBoG4WgCt081n9PLdnEcvj/EiPQXjTnpKZ7/SI0wO9pl+i8TMjgma8nyHuydA3JdJdKfI+fueFev2tQtO3R/qes8TpySjXiNn3P3CVS3K6PXYOdzoEZ3jjh7ROQDpEZ0ikVYcFZL0lM6xSY/oHKT0CHS0gjMCLlpBeVy0gvI20QpSbKJVjyxAj+icDugRaEeFCLSj9sgU9AiUowJxK0eFFLSjQgTaUSEC7agwAcM5KpTHOSqUt3FUSLFxVEhBOypEoB0VItCOChFoR4UItKNa5vZacStHhRS0o0IE2lEhAu2oMl/s4ahQHueoUN7GUSHFxlEhBe2oEIF2VIhAOypEoB0VItCOChEoRwXiVo4KKWhHhQi0o0IE2lGLRw3tHRXK4xwVyts4KqTYOCqkoB0VItCOChFoR4UItKNCBNpRIQLlqEDcylEhBe2oEIF2VIhAO6q8WNjDUaE8zlGhvI2jQoqNo0IK2lEhAu2oEIF2VIhAOypEoB0VIlCOCsStHBVS0I4KEWhHhQjT+FSXKHW32fv4VU/tHfvdL12pRn2uPspdRY27o8pW6Vndn0V4xdid1/jg4VjWG90g0SqOmFyi1lxWr3LlLRGoC5+/XZmf8KnSe750ST0LIa+ZAvikqyRYU5mYhnxVEhR5E9NIr0qCrHNiir5VSTANTkxBV/pleVMKn46AsCnMVIR9jbgpWlfEoYpNMboiCDVsiswVQahgUzyuCE49EZyfSk876ml2uL8UEEzDsUKY6wmmYQltVYZj6BhdjaYndLWentDVjHoCyp5aDN6wehTawnqUnamhm2FNbe+oegLW1JBgZWqAsTc1RFmbGqLsTA0DI9bUkIA1tX1w1hOsTA0w9qaGKGtTQ5SdqeFUhjU1JGBNDQlYU/eckLUYe1NDlLWpIcrO1DC5w5oaErCmhgSsqSHBytQAY29qiLI2NUTZmRpUyWhTQwLW1JCANTUkWJkaYOxNDVHWpoYok6nlKkrN1CgLV8RxSVhFEDchVwRxwbkiaFEtVaQtq6UKwbJagrYqbY6rlqpG0xO6Wk9P6GpGPQFlTy0Gb1g9Cm1hPcrO1LhqqcnU9o6qJ2BNjauWtKbGVUtGU+OqJaOpcdWS3tS4aqnJ1LhqqcnU9sFZT7AyNa5aMpoaVy0ZTY2rlvSmxlVLTabGVUtNpsZVS02m7jkhazH2psZVS0ZT46olvalx1VKTqXHVUpOpcdVSk6lx1ZLW1LhqyWhqXLVkNDWuWtKbGlctNZkaVy01mRpXLTWZGlctaU2Nq5aMpsZVS0ZT46qlj1wkcvAKqOWWpLnn7n1x70i2yUn/lxN+SVKasfgbDT23Xf2A6uXZfe3zV4ItP+/Hj8+5zsQb0CuPK4XFG2AVUB74Pixe7hQn8jNWoiWe+nqY+nqVbLC6XFucUQrCUwUbfq5AvbtKc6ql+p5Yssu2jIVZTr4FFJxZ86Za2ZLjCCyPVjo9Kqw4rqYuY8NzMeJb9cOP2sd3RKOmwm10TTxXcaCtjbxFq7j4ahr/430ScsC9+mJY0dbwgRQovv+KxvFHUhzNdvpDY7rOi73+UL614Mn+VfECPq18KiO1FnBWb0zxU325TaPx4pX86hYCjdZf0T8y+gfX9L5B5fKelr7a7jiUg33G1SMd7Gkbr/hxcocP2njY9R81Phu/JsiPI3G0SuW3AOVXAo9bpFQgonDJHMr/VOeOXwOUcbjyTT5XnRoZOqViv6ZTl2lUvDJBdan4XQy2rt0aP1e3xoZuqfs7bLsVdbaZ2rIvN4h3hRfx4xl6PDH0WN2X8oyGLPr6DN2aGrqlbprBd+t7dqj4lGRzh1Q+/Cwd8iX8GTo0N3RIped/rg4tDB1S1cKf0ZPODd1Sk+nzh0QZiZ6hc/7QNDmrdvww3asl7Ibuidy46B7o3WFXmXroPsRb+Qzv4U/1Ed78g/hmsGpy+R1eV02GicWxySqxUE3mSbcsavi/5aEimxXYHcvEDdAHvZaHHnu5Eq/6peWbFVSfp7KOLTo9nsn1i2O36QMfWc/UaZh2HDut0o6OnfbL7EF7wHjRckSpN/0Ri9lIzaHaI84L52nUvdK21Lz60PPkhMqGGc9R2arjyBH23JoaVcblSVUFs6ijqlS/uo7LH3LYHT82/vy6hAncUZcqgXOmy9Fo2KKpU2l7IrWh1D08obphenlUt0ovXYXUybhFUdPygSDdAeNJ+fiU9ohF+e447RHn4x/Ewyqpw2h+wmgFE/CjyVUC7srk30OVxWdNT6NKmPQfVanG4Z9NleI030eZDUVGJQ1X6nGlzvG8v8Ln8w7TaFWbw0OCcgJtGouaelXTqs1xiyb86aTliOmivAKn1ebwXA7frn4+O0yZJ1Cmqdzy6/WWsdGTQ1p1gkabyiUfWS+1GriL+SZVVfindAZTMePjqpl2VYwmfltaqZRlOOK8SHWMseV75ei+qeAp++4qtvDcCKZ08nra4ZDxosgcu9Yzk1MOPVNBUyyy/tC6OmmYNVUjPrIcsdJV/YjztoSqfVab+W0ly2zcFi0W07ZcZXFePqWsO4JnfqjZdX5KFzFVJH69JIH5aq3VpwyCpuTfx2X/U7+hKK37rT/sMCNUdbE4Yeo+MqXu5eDVWXBRDTentODIlCKPWhb+R99rxWZkXPpvyUWLT3J+j1abktFRPRk1DutTruuOTGljWR12afRJR7UpOSsntC6N9uWjBSdqtClLGuGypNm0bdqenxdLkaZQWptXTjroTEnQCJcEdVeFIXOYNCyjP52bpiOYS4lbXotLzOqgWVuy5A/nxUudus5xiKKn/Cv75f8AAAD//wMAUEsDBBQABgAIAAAAIQD85bysLgEAAEsDAAAUAAAAd29yZC93ZWJTZXR0aW5ncy54bWyc0c1uwjAMAOD7pL1DlTukoIFQReEyTdp52wOExKURSVzFYYW3n9sBq8SF7pJ/f7Kd9fbkXfYNkSyGUsymucggaDQ27Evx9fk2WYmMkgpGOQxQijOQ2G6en9Zt0cLuA1Lil5SxEqjwuhR1Sk0hJekavKIpNhD4ssLoVeJt3Euv4uHYTDT6RiW7s86ms5zn+VJcmPiIglVlNbyiPnoIqY+XERyLGKi2DV219hGtxWiaiBqIuB7vfj2vbLgxs5c7yFsdkbBKUy7mklFPcfgs71fe/QGLccD8DlhqOI0zVhdDcuTQsWacs7w51gyc/yUzAMgkU49S5te+yi5WJVUrqocijEtqcePOvuuR18X7PmBUO8cS/3rGH5f1cDdy/d3UL+HUn3clCLn5AQAA//8DAFBLAwQUAAYACAAAACEASIxwkSACAAA4CAAAEgAAAHdvcmQvZm9udFRhYmxlLnhtbNyU247aMBCG7yv1HSLfL3FCOCzasNoDSL3pRbV9AOMYYtWHyGMIvH0nTmCpECpZVa1UEOD8Zj7N/3uSh8e9VtFOOJDW5CQZUBIJw20hzSYn39+Wd1MSgWemYMoakZODAPI4//zpoZ6trfEQYb2BmeY5Kb2vZnEMvBSawcBWwuDm2jrNPF66TayZ+7Gt7rjVFfNyJZX0hzildEw6jLuFYtdrycWr5VstjA/1sRMKidZAKSs40upbaLV1ReUsFwDoWauWp5k0J0ySXYC05M6CXfsBmuk6CigsT2hYafUOGPUDpBeAMRf7foxpx4ix8pwji36c8YkjizPOx5o5A0Dhi7IXJT3mGje1zLOSQXlOFP2aGp1wB91kpPnsy8ZYx1YKSXjqER5cFMDNN/pvfsJS7IPeWCDz7laI6plhGiufKm8hyLxkDkSzs2MqJ5SSOPybaakORxVqCdBuVNLz8qjvmJNNK+0WyA1ubGFFc4ITSmk6nZBWSRpyeA07JT0ptFOGvyo8cMJlcr/slHdO6DNubV3Ye5NaQPRV1NE3q5kJRitmLIjkZLQ5rDEd0hHN8JPiKmtt3JSIC9w+iSyaQBbL4KRN5AWVyXT0fJHI/e8TaTm3J/LClFw5eSWJZUigeWeYQ3olicXiz8zGIrtIAsclzSZ/JYknbEtdyeEZJyLrkghp9JiID+RA/+VEhEdA9CqhUuzwHz0KugXMfwIAAP//AwBQSwMEFAAGAAgAAAAhAC2JmGmCAQAAzgIAABEACAFkb2NQcm9wcy9jb3JlLnhtbCCiBAEooAABAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIySQU4DIRSG9ybegbCfwkzVNJMpTdS4UROjYzTuEF5bdAYI0NbuvIMn6Fl6E08iM7ajjV244/H/7+PxQzF6qys0B+eV0UOc9ihGoIWRSk+G+L68SAYY+cC15JXRMMRL8HjEDg8KYXNhHNw4Y8EFBR5Fkva5sEM8DcHmhHgxhZr7XnToKI6Nq3mIpZsQy8UrnwDJKD0hNQQueeCkASa2I+INUooOaWeuagFSEKigBh08SXsp+fEGcLXf29Aqv5y1CksLe61bsXO/edUZF4tFb9FvrXH+lDxeX921V02UbrISgFkhRR5UqIDdgjUuFKTbaCQ/e34BEVi73RVxLRzwYNym63SmKgmudW2VJvmK+3AdH2msQJ4uWXmHLrmbK71eoc/3D3QLOsaJSuXN3L+uVwX529NgHMxV8/Asax1dWWxS/D4TJIq3z7+z2ioP/bPz8gKzjGYnCe0n/bSkg5we55Q+NePu9P8A680A/yOmWX402CVuAaydePcHsi8AAAD//wMAUEsDBBQABgAIAAAAIQDEeFbAdQEAAMgCAAAQAAgBZG9jUHJvcHMvYXBwLnhtbCCiBAEooAABAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAJxSy07DMBC8I/EPUe6tk0qUUm1doSLEgUelhvZsOZvEwrEt20X079k0EIK4kdPurHc8MzGsP1qdvKMPyppVmk+zNEEjbalMvUpfi/vJIk1CFKYU2hpcpScM6ZpfXsDWW4c+KgwJUZiwSpsY3ZKxIBtsRZjS2NCksr4VkVpfM1tVSuKdlccWTWSzLJsz/IhoSiwnbiBMe8ble/wvaWllpy/si5MjPg4Ftk6LiPy529TABgAKG4UuVIs8I3hoYCtqDHwGrC/gYH0ZeL64AtaXsGmEFzJSeDzPbggfAXDrnFZSRMqVPynpbbBVTF7OYpOOANj4CJCBHcqjV/HUCRm38KgMKbgB1hckzYvaC9d86Rs62EmhcUPWeSV0QGA/AGxs64QhOjZUxPcWXl1h77oovlZ+gyOXBxWbnROSJOSz68XY72gEO0KxJAODhgGAB/ofXncX0K6psfw+83fQJbjvHybP59OMvnNk3xgZH14M/wQAAP//AwBQSwECLQAUAAYACAAAACEA36TSbFoBAAAgBQAAEwAAAAAAAAAAAAAAAAAAAAAAW0NvbnRlbnRfVHlwZXNdLnhtbFBLAQItABQABgAIAAAAIQAekRq37wAAAE4CAAALAAAAAAAAAAAAAAAAAJMDAABfcmVscy8ucmVsc1BLAQItABQABgAIAAAAIQCyTW7oGDAAANbOAAARAAAAAAAAAAAAAAAAALMGAAB3b3JkL2RvY3VtZW50LnhtbFBLAQItABQABgAIAAAAIQDWZLNR9AAAADEDAAAcAAAAAAAAAAAAAAAAAPo2AAB3b3JkL19yZWxzL2RvY3VtZW50LnhtbC5yZWxzUEsBAi0AFAAGAAgAAAAhAA+EjBbaBgAAxyAAABUAAAAAAAAAAAAAAAAAMDkAAHdvcmQvdGhlbWUvdGhlbWUxLnhtbFBLAQItABQABgAIAAAAIQB98J7HxQMAAGwKAAARAAAAAAAAAAAAAAAAAD1AAAB3b3JkL3NldHRpbmdzLnhtbFBLAQItABQABgAIAAAAIQCpugHAPw8AAPmZAAAPAAAAAAAAAAAAAAAAADFEAAB3b3JkL3N0eWxlcy54bWxQSwECLQAUAAYACAAAACEA/OW8rC4BAABLAwAAFAAAAAAAAAAAAAAAAACdUwAAd29yZC93ZWJTZXR0aW5ncy54bWxQSwECLQAUAAYACAAAACEASIxwkSACAAA4CAAAEgAAAAAAAAAAAAAAAAD9VAAAd29yZC9mb250VGFibGUueG1sUEsBAi0AFAAGAAgAAAAhAC2JmGmCAQAAzgIAABEAAAAAAAAAAAAAAAAATVcAAGRvY1Byb3BzL2NvcmUueG1sUEsBAi0AFAAGAAgAAAAhAMR4VsB1AQAAyAIAABAAAAAAAAAAAAAAAAAABloAAGRvY1Byb3BzL2FwcC54bWxQSwUGAAAAAAsACwDBAgAAsVwAAAAA9c8eea2468468bf7057089a8a2dee63a920c0b9234cbbba741ff6801125c297824. 260119 (BV-Technika).docx2026-07-05T21:37:47+02:00157d790ef90599ed5235755b8d4f36600d7e4599d938ca57d4ee09a744fade9cd