383K Turkey Student Photo / eokul vesika
by jhrox - Saturday March 15, 2025 at 11:09 PM
#11
Thanks for the data breach mate
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Ban Reason: Leeching.
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#12
Interesting leak, thanks!
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#13
(03-15-2025, 11:09 PM)jhrox Wrote:
English:
383.003 republic of turkey students' photos in sql file format containing school numbers , Base64 Photo and ID numbers. Have fun
Table of contents: Turkish ID number , Base64 Photo , School Numbers
Turkish:
383.003 türkiye cumhuriyeti öğrencisinin vesikalık verileri base64 tipinde kaydedilip tc kimlikleri ve okul numaraları ile sql formatına getirildi. iyi eğlencler.
İçindekiler: Tc Kimlik Numarası , Base64 Vesikalık , Okul Numarası
Proof:
[Image: ef8CA4x.png]
[Image: cQA5HBU.png]
Download:
Sample :
Quote:('63589089996', 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40Vv9kk2IvlQEQReUwjYKy7XYLKrblP7nyj8jutf1LaV8ItNt7GGG4imvJQgJmu0gnZjgtjcVXYAx3bV+XP8AB96uY8SfC+yEJiS0VUbcQI4o1CdfnC444C7sfex1NeXieOcYtYK1+rT6Wvpp+K0PXwnhhhHG9Wel130Xu9v87vXqfzMN+zxZeALe/n8NeH4TI0EUV7GFM6aja4lhmC+YWVzcwyrG23btjJ2Psmrjm8O+GNGj1TULizgtNOS01B47L7PKnl3c89i0lvtI+0RzsLZbONpPmjt5n35+ff8Avl4u+F0Ec88UllDd2uGGJY44pEJPLQeQkjK6Fm2su3du+d+qV8k/En4DeEtRN/KFEM1yJXvP3CpHJMnlBmQxjKyKvlrJw25vnQIUq8FxjXrTjGvaSuotLRte7a8X172XQxzPgClhaUpUL6Lmsr7+7rdXu/L5bM/FzXtaPiDSo9abydK020GbjT2MYeGzRpbFnKKUhzPPJCm1vJZvsru6fPXzfrPxIi0qaXw7c6TZvDarGjJCzLPZpGI4be8YzRTBxP5cYksPJZVVZ0d4d8wX6Q+NngLUfB3iORbOTzdMl1GcG2Nrd+TFJ5k00IZUJUTfaz/ocfzedHskDu++vjzxr4b1OPxPocWsaT/Z9xKl/Je20rr89tfSs9vDNMOftsSytcSSM376OSF97JX6hga9LFYenVSvGcU7aOzS97027N3uj8fx9KthMVOhKTUoSSv3XutW6vfo0rdD98v+CYv/AAVF+JP7L1/4R0zwD4x8Q3ngXTdVtU8WfCjUdfbWPA+r6TeXsDaidK0zV2uLjw9fiPzo0utDa1bT7qSGb97a/bI3/wBF/wAC+M9B+Ivgvwt498L3seo+HPGGgaX4j0W8idHWbTtWs4b62JMbMomWKYJMm7dDOjxOA6MB/jNfCnxHceFPFJF5dSG1t9eljinjmfehWN4xF5yMsluHk/cq21ofL3/3Er+6j/gil/wVm8PaF4B0b9n741648Oj6bqFnpfg3xBeXtl9g0K31S6YrYaq8kcd1pvmX00jW01xI2j3M0htra4trv9xN6uFqunUlSqSvCSjKlJvS9knBP0d1d9HvdHk5hhVi6EcTQgvbU5NVoRVnNO3vWvdtaWdtn0R/XVRVKwvrTUrSG+sLiG7tLhS8NxBIHikAZkb5h/EjqySK3zRurI43oau16Z8yFFFFABRRRQAY6n16/hX8sf8Awc6ftHN4a/Za8M/CbQ5wRq3jDTfGGtFZgz3dn4YmtxEhtwhmFnH/AGlLcJcHdb3NxHDtSaFN9f0qfFj4ieF/hV4A8R+OvGms2Ph3wzoVi9xqmrai+23ghLLEIY41PnXN5ds62tja26vPcXMiJGhr/N0/4K3ftT6n+078afE2orBc2miXdxfaX4J0u+uZpJ7fw/4eluLOG5uLeV4o1m13UrqVVtY7eGFbe3toUh3w76yxEowotS+Kq/ZxT7ac8v8AwF2+9Ho5bRlOs62qjQXO5f3rrlS87u+myufjp4Ha01Dxjd60l9fFb25V1t7ExxNqTyzKbc3V1hGS1kikjVltWVpt2/8Adpv2f0f/ALKnw00nS/DuialdRRX2u3VnBLPcSs08FgjEyxWOmqT5Fva2ofav2eONZJN8zvvffX86f7OXh201LxRp0mqW97Bp0etQxGxLMqreLMPJtJCwLG3kdMfZ/lby1fe8iJX9SPwI8uDStNhwiDyUj2goqqiIBhFHAQKf7u39K/H+PZzpTo06V5qUUk1e2iSSsm1fZu+q/L958MqNOv7SpVtFxmrOTSu3yu+vT7up9qeCtKt4niLKSMggBO3BAweduON34V9Z+HtO08W0JSIHeN3zfwHgANjk5O3I3Lt968D8Bad9sWHY67WAQbT82OC20cscn/Ir6j0jw5fxQQmLJjIXhWVGAxjJ68csu2vzWnh8R7RTlSny9+WVlqnvts7fdpoftzqYeUFGNenzJWXvJ7W6XTT1T69zZFnDBaxyKIhjlV2kjdklshicBgPl3cKfWuG8R20VxHn7r4IIAUDHzIACFGeSvy/f49DivTJLWdIBbFTkAqOgU5GMbR8zFf72z5+nvXJarod3JETslkUFs4HI2jkNnAwMbuNzKuD3rfFYOq4Wp0m21e1m3e0X+ttrWRjh68H8dRJRau29LbN63vpa9+v3nytr2gxzvI0qbUD7VwDzhgDj17f068/PXxH8OWkGnTJHb+Z5KtOjKoDMGZGljIALZ2htsn97752Jz9OeO/GfgbwndjT/ABF4w8L6NfN8wstU8Q6RY3TDJVXFtcXizupLKPljcfMa+efH3iTR73T3vtP1Gy1G1kSQQXOn3kN3bvlWQ7JoHeMkZG5d3ysawwdHE4etTlUoThHmSvKDs0rdXp/WhnmFXCYjD1IU8TCcnBrljOL1tHTTXdddn5H4lftK6h4UvNP1Kw0nVp11C31OFbmwijaHU1YyiIRx7be48yRXbaskcM6/vNj7M71/OLWtVhutWt/D8liLyWSO9+yzalNDLrK3E8ebZjeMizMFCiJbh5mWHzEtpvJe2TZ7F+1J4xlsfjZ4ktNPjl0680qZLz7QqSTf6PLKLiKdY93zwBHXcfmEZhd9mzfXjumLF4xu7PWtTka5vE1eEJrHmeRHaXwdIxG0jpbGKC8TdbyW8ax5jVN/nY2V+8ZC5LL6VSMVy1IKSs+6j0em+tr6N3R/L/EVpZnXp+97SnN09YpR5r736vVdNO9rnxhpdlqNxrut20lqudGvbx7yZQ4SOOJ5ILmXySdq/v545mZF/dxbNpT/AFh/RD9lH4pab4O8W6HpPiWazstN8TNa2Qv5zvjhmvnhSxluZZ1SCWzliaWG4iul8uVdk3nQuqSp883lm3gHxd4yNnBa3+n+JdPvbO5FzbC5+wG480Xs8ir/AKjNutxAu6T/AFk0NzbPvTYnFeF0tNajl0y4uJILqwnjjsZ7gFJBYlVawW6znyEWCbdDJgod8yH5nhd/akua1TpH2bTv2tdPa3d7ejPFoydOfK9Oa8ba21a107en4H+lZ/wRp+PfiXXfDnxP/Zx+IWufbfEPwrvNL8ReCY7u4867uPAXilZ5/s1tcu7T6hFousLcRyTXbtdRWuo2EHnTQW6un7i88cf/AFq/gL/4Jw/tNeI/2efiF8EPjn4kl1DVNK0PQ4/hd8SJIUa8vZPBqz27W908okga7udEthEsVvcXBkutO+zQ20/koYU/vG8CeNfDnxH8HeGvHfhLUrfWPDXivSLPXNE1C1cSQ3VlewiWNg65XehLRyr/AMs5kkTqterhqiqU927apu13CS5ovTSyvy/9u7I+fzTDyo1/aW0qaStsqkdJLycklP0kddRRRXQeWFFFQzTR28TzSsEjjUszE+nYHux6KOrNwKAPwB/4L1fFPWfCHgH4C+A7CYRWfjvxH46vrtiiTxxSeGdA04W94baQFJL21bWpv7NkZWS3uZPtO0vD8n8Ev7RnxBbVvivr0Wnw3Ett4em0jwta3FpD5rLcSSPf3j7UaN7qaJo9u2OTy2V3mdXRERP6sv8Agvv8frXxn8YvCHhmy8SaTPp3wo8Ha5eWlloqSak2max4mgt3LanfxTC3m16Wxtre4/s+ER2+mW81rbTPNM91c1/IzZjw7Z3Ws3WsXN5cTx6xdalc3l3PAtzcanfW6tdJBF5UkInazWGFvOa6WOH77zI8yP4mLxDeMdJv3aEU0kk/fkoO3y1v597H2GAw3s8upStyzr6ye1oqTa31XNFq9u3zPY/2QNDHj7xJqWq32ki0sPC1tZ2ulwi3REmvLi4Zp9SuJBgT6hI0zMsn7xo4ZERG2bK/WP4feC/iD8V9c1vwq/im/wDAnw+03ydJju/D1xNY+I9fuwiSXlw2rorSafp1uzNb29vbxrJcMr3M0zpsRfgH9ka11O28XaDchbKy8E+I9Cv5dItbe6NxNdTWeoQRTX13O8ayTCaT7Q0dx/qbiSOZ02IqKn7Ia74G+JHh/wAD6jqHwug01NZ1C0C2eqak0j2ejzXhAfVJ7WIeZfNbRszQ26yQpJLs3zQJvcfAZ7iaaxE5ySlzuMYOabjTnGSi3rora7q69dT9S4RwtZUacFzJU7zqqD5ZThKMJRjpraRuad/wT90fRrZNV8M/H7x1o2pRRPL5HiXxxquq2sm/JJNxJq9pqsON8ixss0ijz9/30Q19S/BI+O/gzJFpl18Rbrxlo93cQRKuo6nPqtrBKcLut7y8uLmSGJ2C7oVkWNtn9999flV8df2SP2hvHZ+Fd58E/iP8VtT8TR2F5H8SJPF/irXNHjl1e7kkf+2NCi8MXmleGrTRrZJIG0vw/HHIrXdqkOsfb4ZncfpB/wAKTm8AeDtPWz1LxhLPo/hTRoPFt/4p1XTmluvFVpp9rDq1zYLBe319e2eoapHcyWcOobLyz85Ps14lsiWdcmOw9aGElNY3CYlU+T3KVP3nzwhL93LkV+W7UktVyu9mfSZbWjUx7gsBjcFZSkp1qsXC0J8tp/vHZycbx0fMmrb6fqKvjDzdBi1OaGKYonEwICmNV5XDA5JY43Btpr8/PjpqXxX+MEuoeHdD+K3/AAq3wKp+yXkmihbLVNSVjsne61tJEu4IyjNDDaWbR/xPM7u8aJ1fhv4gatc/BPUYpJHN/pttNBLIdrMrwh03DOTuOFbb/tV5to/w3TxDp3h3V9an1LUvDU9vMdXt9H1/+xNYnvXaRTDBeS2hXToULLJNJbXlvqF42yFL+wtt+/wMHiKtfE0aalCjrCDqVU3Cmrq85KN39979nc+kxtGaw1VqM6kfZ88aVOSjKr7qfJFylGKk9lqrbt6XPPfCP7Dn7Kei2zat4s1GD4n+L7lpHk1/xTcYjimn2s4shMg3MyjbJdXVxeXku3Z56Q/uK8W+M3wNs/h7JpeqfBu4l8P2Frq1tJqfhKK7nuvDut6RM3l6jClnPLJHZ3i2pa4sb6z8kw3UKI6PbO6V438NP+CenxQ8I/Ffxj4z+J3xM13xj4UfTNZtfBcHh/4k+JtC1nSr67u7q50nV9T1JdbubaS70ZLndHHb2d1p90trbWFxYXKfabm5+6Phd8F/iFb+F7a2+IPimPxRb6PJqH2HW5NOXT9T1S0dGW3/ALUghWOwkuEXcrXlnb2NveH98lnC4ff3ZtJYdUZPH0sYp+5KlFawvGGrTvG3M+VWs7xbstL+JlieIpV6f1Cpg5R96nUlUi5VHGduj5rtRUtdGpbuzPwB/ac+GUTfEDw/4rt206HxF9o1nUQmpQrc2ep6FpxVWsb2yaaBrmArOzNtZWQuiecnyb/krw/4t1C08O+KNWFtE2ixTWcE3h2f7Sllpk8115hTTBFcMunwyviaz6rcN/obl3R9/wCl37dPw5h13VtDfTr2awuPB0fi9p3tJAk72s/9my3G6PeWniSBJLiS18maSZVCInHyfkt4g0TXdA+FHxOuY7i6hhvl0e5jsrjyjGNRg1OGFZ441ZpIi7pd7biNoeVR9mx3x9rkFRyy/DwTaaUFba/M07WvqrNW/DS5+WcSUuXNMRUaTUpN63+JKKbUltK6d9943306nxnbadPHb+LrO1SOHUiml3pMge3hkuLCLUIGUZW1eWSzk2zozSF/sttM6O/mIflMeK5YfEeuSyQ29teFoYDGuIluVtAT5luQDCk1xCv7tVjVW8xdiJsr6a8PGCH4OeGJNRQxT3+v2dwAzl7q5t5dI1wlmjJYkiKWZhdH5PLt0L/3K+d/F/gWXT9NXVUlgmNyk13HGmFvYoZJVuYjIVLeZFHHMGt49zNC0f8Ac37Pfo2V4zu7NRWtr/Da/eya6dux85WUpclSC0spPrronf0abVtFr0P1k/YS+OUH9s6b8PfGU+mX/gHx7H4d0jX4dQdbe+02WPWLc23iLw7JNvb+1LGG53SRwxyedZfb7N7a537If74f+CQXjTTfEH7H2k+D7XUlvLv4S+O/HvgK5tWkZ7mxs7bxBd6tpBk8xY5Wt72w1Rbi0kkij/d7rYIptXRf8uzw4NS06DQ9c0ndFc6XPZ31o0AaRFn0y4hkcLKMMrSebLu2ndt3pu+7s/s+/wCCcXxs174USfs+/tB+Gb9rb4ffGXxp4X+GPxg8M2Wq3Et9pnjXX0tdEOnajpN9P9l1XTJ9Uax8QaNrVtG2paPDq0tncTOkMSJ34SdpyjzR5acZbt8yjKUW12tGVn5Jy9ThzCl9YwyfLJTk4tPRxlUhF2u+jnFyV1u1HvY/sgooByAfWivTPlAIzwa+L/29PjgnwE/Z38V+MLW6s4PEV09lpHh2K7f5pLu/u4LW+uYIDHPHNJp2lT3l4jTW8sNvcJbXLo7wpG32hX89X/BdnxffWOm/BLwratcG3vofFOp6kkU223/s/wDtrwdBI11H0WR57a3s7O4V42X7ZeQmQLNRz8ilN/Yi5eV1t32dm/I6cJSVbEUqb0Upq/otWvmfye/tE+MdQ8Wa3qtxeXJ1fXdd1DV9Q0hbyZrie+eOW4ubu+1AMskkltHbxRtZCaRvMhjT78bl6/LL4m6r4as9daVybqyvPs9vN8kULxanb2Fo+qXE7qskhMhmXcyr5lzDcImzfsr7o/aX8RNJ8S/EM3hqd/tmgXF/ouirFKo3XNxaT2TG3BDG4ihefy4W3Rxqux5vl+Svyt+I/hjXtO8X38UjzSCWaV52tiRGtxHDslt94CAXFtc2SxzKu5fMX7/yV8lFuVetUUrc0m9Wmm9FZXu9V/Sej+8q2hSoU+VW5IKyeyajLZaaPz7n7WfssfDtNW+D3iH4oeDb6W88L/CbxVZaG8V3Of7Sgs/FitqK2jwsVKWsV1bXV5bwRxxxr53Hzu9f0OfACbTdd8G6VvSO6jvLKB3jlCMrxvEoAbqhUj76j5e2K/nZ/wCCImtab4puPjN8E/GN5ezaP42sLfXbjTYr2W1Fw+kWC6Tb3rRM5tZnhnn8u1aaOZVuJU/vo9fs/wDsoeLDpsMvhW6ncSaDquo6TEJ8pL5VhezwQiVWJdJBEirIvaRX9a+Bzpxq18RRlH3qFSNR7WlGo909XpKP9bL9Z4ThGjTwVaT5oYql7JpX92dLk0e+rjL1SXyP0ftvA+jWMatZaIfLbkLb3U8UYxgkIiPjawP93YlePfGOKSHS4oJLGPT9Jt5lufJiQQwSTJkRmZzhriSMn5d38X8HQV9QaJ4m0mDT1uJ2jdYkVlVmBUsuBgkg5x/e/KvkH9pzXbzxJotnJax3S2Vtdu88GnwtNI0cqMqzCCHM03lvt3bdzbTv/g4+arzVONOnRrtyqu0odo2V7tdHtpffe5+nrAYeNOWIdG/LGLTbu29HpHq+v42tYwvhxo1tfeCPEVvKjyW17JcuhRGZD5qktnaCAQSdu6u2/Z51W9trm98KxCB7uxlaKaxnWN2mii+VZVt5QRIHiMfmbV9ab8APF/wxfwbPb6jr1xYrp8X2W9tBDFHceaUB/exXZgeNnG3azLuX5/48V41oHjK11v4uXWqeArXUGsdMuLm0uNaaJ7fTnEAkTy4rt9i3NySVhZbXztv/AC1dNhrFwq04yq83Ir3Ti7SXLa6dtVzK/wDl0J9ph6vsKfKqjjaM4yi3H3uXys3Hq1022V/0ffwZHfyNLe+HtOiLKpkZ7FI1yxJ3DMYXk9P93tXk/wAUJbTQdEvAoSMJby8DAKkAjGBgbcD5Pl9/uV2/hP40XF5pUmlapcEXNqrQyJLtDjPAJc4Lr8zMvP8AFmvjH9qv4nR2HhzUYbJw93NBLGo8wfJuVyTwD1O1PmG0fhXU/quKjR9nKVSUuTmclqmrXWm+qttd/gZYmjSwWFxNSVOlT5U3DkblFqyd1zNOK3aS2Py+13TPCHimT9oDxp42s71tF8O+CfE58J6hb287q/jLXXbRdMVryGCa3tLSGO1upnmkZW8xURK/FXXhoEun6j4Uu73yoPEnim10WySa5Ly2bWKDUNSeYkCM276g1ivzKywuzzOmXTf+hv7THx+0X4afs16t4Mh8TaPrGp+O/FVrJqmjWk1pNqPh6bwnfC8vV1BIrl7iGTU400+3t45o4VkFxcv/AKnzpH/D/wAReKRrOsaBLf3jwQ3d1Pe6hcIm77OuqvDczOsSqZnlt7ARq0ZZXXyUT5a/Qcjc/fpyhKNOFWFKLd1/BjG8tVezad3+Z+DcRSpKFCqpqVSdOpXlG6euInGUUrWSaVlqr6X0W/s3xKsbPStNGlab5b2kdrpR0YIPtEfmxadCLqSFW3tatLFL9okjk3TNHfXMiQpvhSvGPG9uxvfCmmE/Y7ldLEt8NrpJbs1+llOssA2pBCkH2q6WPy/MZJN6c7Uok8QJrWv/ANn2kkk+nWsmo3ttqH7yD7RY2u23W7MTAvGJYrPzIz96FWEO/wAtEql8S5tQg+Ix1W+LSXGqPpcz+dtIMf2GGGNinmNGzXD2+5lVvJjb54/v5r6m3LLW3vSk1a/Tl69dt99F8/im+aLauuVQVk7bqN7q66pvpfXvp3PhG6tvDU+nxyXCT2urLBfeWwUwT2t/C9vfQbXYlZ7eZJ22rubLI6HznR6/oB/Yq8c2vjj4U+O/h94XuLaPxN4Hlg+NngyGW6igd9Y+F8un+JZzaeeUjkuY7HRNzWPmLFqAt5rNN800Lp/ND4al1e7tpBEyyXGmvd6rp0cp3SRW2n3Q82KNmwCBHIu5VYMzeW+/93X6K/shfGlPDXxf8EyabbyMNSkudC1mCaT7PZapa6rD/ZF5byhWVoZDbanJ5c5kWORvss02/wAh988/ssRCok3F3pT2fu1LJ/g0/wDEkjopR9th50b2elSn5SjZx363XK9dVr5H+qH8I/HMPxO+Fnw3+I9uiRReO/AvhTxesEbB0t28RaHY6s9sGBYH7NJdtAeTzGaK/KH9gT9u/wCCPgf9lf4Z/Dz41ePrHwV40+Hdjc+DI7bW1vWk1nw5pE5PhvWbNoLWZPsy6VcQaHcxGQta6vomqWZ4twSV9BCV4Rd0rxi7Naq6Wj13R8VVwlaNWpGNKcoqclGSi2nG/utPzTX3n7Q1/Lt/wWZ8dWPxE+JNv4c8PySajYfD7SbOx17UIUuDFpk669bNqccu6WOH7DHfzafbw3HlN9o1mOQW0kgs5pI/6WfH/ii38FeBvGfjG7Ki18KeFtf8Ryl28tTHo2k3epODIQdmRb43YO306V/G98ZfGFprGg/GT4ueJjYazDdWnim5stXLXsUepauur2Wm+HY4LeNIku4dMP2nUvtVxI1n/amqQveu++2sKufKqFecmrKDvdfZXxN9dNFpumb5ZTlKvCcVqpwjD/HKSt8/8z+Z74/6te6Z4z8fpojJa6lfa3HpWmiV5N2mQ3l3c3D3UDu5EVzbWbs11eXCr5K7/Jd5pt9eb6dodl4g+HFnc6hbzSXIuJZRrt3cIkl/dv54jW2G5/N82+vbeSWGRo/MLIj9kTsPjxplvdXuteLJ9QtJdelv0vb62E3nXQj1Szv7jAtstASt2Y4ZNq+dGscP3IXff8neHda8V3mk22ni9W10SPVZNcPnYEW2z3fZrW0R2AkRri2kMcKrtZlR/vyJj5Gi1OEpRSak76tJrmu0ktrr1b6bo+3xEfZ1YwlduPKklreyind32v321sep2fj3x9+zzqPh/wCIPw41m+8Ia9ost3b/ANqaY6rM9jcBHDtBdQzWl9aySwxyTWdxFMkyqE2b9mz9l/8AgmN+0X4l+O2leKr7x7r0WpfEnT/Fl9qWt38VrZaa2pW2tSvqdndrZafHDZRhWnuLUra28a/uf3iI+9K/B34jeL4r+LWtFmkEcN7Z2awxKrA29tC3yCHfhV2PGu/5m8xZIUGyu9/Ym/aKHwG+NPh/XLtvs+h6vJb+GfFbpIILcR3DxJpmp3MYKgG3vZJLeafbtVbpJpulcWZ5fDFZfivZ0ovEODtNRtUcY2m4qXxWupaPTWx6OT5xVwOb4JTrzjg41Y3pzk1SjOSjBz5W7J7Jve2u5/dLpMl5daHHctLK1vHIDdeSHY7EgklY7Yt0h3eXjaqszfcSvmfxJ+0h4Etdau/DOqweJrG+t2VPsl54fvLR54n/ANVNCtxtEtvKgZoyjM3y/P8APjPoPwH+MGh6/ZRwJcxSw6hDbzW7M4LHeoKY5OGO5lbb1X1rd+KHwY0LxxcpfNbGO+VnaDULONBd2zsFc7G53xEj5om3K241+K0GqWYzo4rmlCXuxldppprR7630a6W9Uf1BlmJwOIjhp4qpWhhGoe1lR5ZOHMl7/K9ZR2uou/5HnsXj/wDZ/wDEVlb3Ou6fcC806IRJLLpc8VxdRqA62sjWN9BLdEFm2294rKrSA5TFcTrX7RngDwvdCDQPCviGSBMW9rZWWnW9qjRtxDBbxI/lFgSv7tfmZm+f569l8K/D258KW0lhqHhDwp4tlaTzbXUtatNQS4tXMbxGWKODASYkRzL5cjD7RH5jrMrslZGkfAi3u/FcHiTxEi3lzDMZrS0jgeDTdO3szFokm/eTXK7dscjfLAv3E3/PX0eJhldHD06vtalSVnem5TfLol1SW76PRH0dfCcJ0KGKnSxs8TNQ/wBmjR/iV6jSsmk+elGN25upy20tdnpfge91HxRpdp4gu9B1Dw/M9hc3c9rqDW8k32RYg8RlltXkhOyX93t3FomZ0r46/aH1W2Nle3dzKnlLIwd5GxEsdvma4kbd8qxwxxsxZs7V+/X2z8TvGln8P/BV1ZRyRxahq+yytEX5TFaRrxGo67EVPMk2/eb8a/ny/b2/aLez8Ia18PvDjT3Wu61o9xY6reW67v8AhH9F1VvsF3eyH5R/aGqJJJp+m27NvdriSZ/kSvL4eoyxWYQbXJTlWjZX91RjOLvur9lp27afl3FWPjhcqqqN5zdKSjFPmackklfVXS/zP59vGusXPjb4h+NPG0btcweLPF+tam0k0xMlxZ3WoSnS2bc0bMkOmxxqu7awj2I/z7N+xo/gvXPEcVvNYK08whuLnagdvJUGctGysIwvkW0DMy/d2/79aU2j6Pp1vDFp00cyWFnbZWaB42kv5p43lO1kx5ECJHbx7Ms38aJv2J7r8Ode0jQNLWCTE0uqok5WXKtHbrJJPDcRGNlCq9yklisbbmmaT/cr9upOL0iklG0Y2TTklbsne7T9T+cqkZ8sXNylJ3coyl8N7aX6W8lp1ep5y3hBvDuhDxdBBOI7T+zrKFWdIg0dyZBfW5yWbcpKbVjkZmWaF5N8O+u28O6Dp/xP0e6k1UE6zoUFhPaOI0RjZxXyC7idS2ZkXT5rhlj3NNG1r5Z+diKl8f8Ai+PV/D2kafbJ/Z0GrWWn6vZ2cARvs1r9pkt2k4jaVWlh01luod0flySQzfOnl7JdC1BfBXg6x8Sxyt9t177Y1vDIpSS9sbW5i04m1WH9zlheLNHI6szXEnnb96PVVG3CKd781t+vMr2/ro+gqSiqk1aMoxgt022rLrtr/kmjgLLw7Hoeq3OoGSNYdF1HyJk2nEkV3dyRC6EbK+6Ge4SxhkjWPasLfPsd03/WHwR8KaDd+OodahngjS4vNKdWFxGYrcTW0hbzsOrhWm2yN+8baP3LpvRDXzK2u2q63eafqbi3n1XRdWMUU0+wxeTNcPtlLox86WVBNIr7ZB9jR4Xdkhqn4J1zxH4c8S3UWlXshu7O98vyGJ+y3NokkktpcMVIV/OjC28nlrHCy/x73euebqOmrP3lLmbbun8LWrXR9O9zsoKCr2s1CSUdFtL4Vtps7WXk9LM/p6/bD1Xwml/+zxeJoCR6lqX7L/w1m1+5sbgRR6lrGna3418PPqE/2Z1gmvpNP0XT4b65RFa6u4JbibfPJLLIV8RaB8Z5vHfhfwpL42sb2/1HwxoNv4TsTJLbqbXS9Pubu/S1XdEN6Lf6pqEySLnzBPvctKZCSu3+1sP1qtPS65Xo9L7St1/D1tj/AGNiei00trLb3bbabS/A/wBAH9t7UdP039kr9oGfU7ma1sj8LfFcU728wt55kn06SD7FDO3yxSag0q2KyHhVuHf+Dn+Q/wDa+u7LTP8Agnvp0zXJtvEupeM9GtdMtvtGnw32pf2pd6ld6rfX8MH+lw6Ta2+ks1vYTeW000cN5cbE+wJX9Ev/AAUg8VXvjWGT9n2zvhYaLrvhlte8aTSS7P7QZ9RtovAvg7TSEd5tQ8WeJLSyaSzVZoY9OtdQu7+2e0hmd/5zP+C99lY/s+xfs1/CbRrtLWVvhVoep+MIIBArx39laf8ACOwF2sILVJftyxXl0ZJI2mka4v8AfczIiIfbzG9HL8RKW1SHIl1vUcY7f3bpp3X3nzWSQcsVhaaerquu9dFCnGMrNd3bV9Lq9tz+czXdKPiPxrbJcTRyw7by3u7tB5aTK9r5jPGJCsbtBNOsMMbMsjNG7/fdFf5e1DQ9THji78M6XaXFhoya3JDawPI0ii2OozeTDHdncJoVjijZWVmVppnm5R02e6+KPGTW3he1sLOIRyQGPUdXuldmkZdRDR6dpyySozQQ2dqI9Suvn/fXHlI+94X2d8vifwlc+FrDxPM2mlZ9G8uxmtbiJNW0/WYbpWZ7pZFDrFFHLttpPJxdedv+REr5Si+Si0lG/uqLvbVJSbavq76+mr0Prq8ebERcpS0bcvd0s7K8d7aX77HyT4r8H69eeNZLaa0ju7qx+26Y7qBHFcnT2t5diSRhVkuBEkcipIytN5rtvdH3nwfxBax6ZrusWIsIzarLPp9k4jkE7Wt/dXNwZbhMsZZo4pJIYxtXZGqBv9Tvr9EvCynV9Nvda1UWstxeeJbmw1W8O8GC7t9HsrnTtShdChWeS3UK1xtXy2khSbe7pv8Akv4o+HBNqst3DC0stv8AaJ3kRwnzWksx8+b5XBmNrDJI33j5kjzO773Q9dCtb3ZO1+Tp3d9X1Wlk+q16nn4rD8yVSCvyyla/2lFJaLTfW/prfc/b79l74ueK/hz8NPhx4rfUdQ1z4Za1pWlS+H/Gc7tcP4a1mLZZ3vhDxrPGube2N7BJDofiC42211GyWF+6X6I95/SL8A/iloPxW8HaNrOj3FvcXskCJdwGVDJBcoFV4ZVyf3kcoaP5uq7P7yV/OZ/wSPvLDxN+z7N4K1ZIdVsNE8UeJvD93pWopFdwz6ReyxajHBdW08bwTQyrqVwvzLJC3zxv8nyH72uvgV8Uf2f/ABAfGf7L3jCy0jR9QkEmofC7xob+48GNIpzs0PWLIz6z4VOB5cdtJDrWlxr5cNtDbQokKfj+c4TDTzLF0pWpVo15unLRQeqadl8Das27fgfu3DWNxVDLMur64ihLDU/aQ+3H3VF7u0kpK1m7+uh+/EfheIWkUl29osrIsjKzoQBtBxja55LdPl5rjPGEul+HrGbUL6WGKK3hL5IjjBwvHzew/un+dfmj4J/aA/bQ1mGO1u/gNpF7foQi3OgfFrwndQOAMFlTWjoV0ysFT5ZI1b5v9jnm/iPZftcfFiCXRPGMvhj4Q+G5QUvzFrsXjTxZNb4xLHZ2OkeTotk7D92txea1cJH/AB2cyfua82tRpuKpTqRprTmbm5Xs0nZLq7aLz7H0yzGTU508Pzzd3Ti4qDje2rvslfV3e2i2v4X+0F8ctV8f+Pr/AETwLAdf1RI5NN8OWETsLK1RZTHf+INUnTeIdPgl/cwM37y68t0tkd3SvzE/bJ+GL/DH4fXFrdXa6r4t8TS2WseJvEdzL5c11qcE4mdbeMqXhsrNJo7fTrONJPLjj2Om/wA6av3D+DnwI8GeBbedrC2MmSJtR1vVJRda3rN0qkG4vboqgYlvlhhhjhsbWP8Ac2dvCnyV+SP/AAUilTxd4sbQIodun6UH+23DSeTBGJPLRUJJRDLc+XG3ySf6PBby7/ndK78rqUvr2Hw+GvCEJQcpPRz5eWyu9k5W93e71tY+ZzihWeBxFfFS56tSMowgr2p3tdbau11e+iXc/CrRmgksda1PUJGWFLe1GlozjKT3F/NMscm5SJbhltptzRx7Y49833E2VmQa/HHqemXt9horOO2tUtxKVi8lHkBUSqHcoolkjbjarM/z19O+P/h/olnY+F9B0S2lPneHtK1WSa4CxCGSSCWS5tnVPne4t7Qwwsq+U0izO+xPM8x+I0X4Fajr1nc6gZ7bS4dIkhlaaRcEx3lrNcPLLF5eDFNcwtb28e1mmmmf+BN9frOEqp2W7fLZ9Ul5rzS9fVM/FcbSlCyt7qTk9LJ35dHu12W97X2szzi2v5dXtGa+KwNpaNFDNbMGmgsEkQ3ZMrbYSocsyxxxr+/85E2oUrsfEOpzt4Q8LJHKUbRNLksIoJG8xlU3t3dw3IlUloZJLidm8n9zGVhs5XTD4ep4u8HX/wAPtM0ecQmW7vdOiMEON638N0t/5Zn8vaoUWs0cjyN80yhLZ03o7pu6Z4csdR0vV4LqQRX9/pMOr6dMokUBkgQS2z28cJdry9cyRt5iRND9n/ghkd67Z8soQlG9oSbfT3vNat3a17vVeXDS5ozqRad5wSva60cLN20dk1pq9u2vl7eDNZ1CS51WItImnae2p3U4lbZFYy25lxLK4G59qyKzL+8ZvuI9e0eGdJm1s+CNe09ZGne3XTtdmYNGhawdljt5PL5BR/3iN95/uO7ps3+geGNR07wz8OreLU0sJdR8U2E3haa6mIP9nCeZtR0q6RvnEzxf2V9juN23yVk8n5P3xrkb3W7TwSVtrO1c2+pXkF1pV0mII7J7a9W380RZZngu4LbbIlwyxs05/uGuKrOUuamk1y35bKyScVo3q9fzun5elQpwpypzcr8yg5K+vxJ6+702v+J+n3w58PfZ/D2y9hTzmvGlChJJY1Sa0s5AIpIDsZCzMxJ+fzGfd2orwfwv+0NPpmi2lre26rdBA0g8oFuFWOPfunXD+XGmQowOOjbgCvA5H2l98j6WOqTvDZdu3of3S+Bb62+L/wC3p8VtRAk8R6V8HfFN5qU8cEVvc6cuuWtr4m8DeFILV5L3zLmayhaWWS1UzWI8m/meG2R0hr8M/wDg5D8LnXvjn8ONRjAums/hpo1xqkkyBorq5e61Vy8l0JTFJP8AZ7j7MsdqscdpH9m8tGmTzn/dP9h3wcuv/G745/EsWE9n4cu/iHd3/kXNsjxyya0bnTfAhnSSOOCaew8NT6p4iurxdrSTeLEvPs0e+2mh/mn/AOC837VWn/EX9qvxH8L/AA2Y5ovh9p7eHtQmjuI7u2s9Sis1A0y1ltsQxSWFhKupagIWmFtqWqLY3Li5trmG2/RM8qRWXSUnJNulGNvidpwkr9tI3lvZeZ+Z5FB/2rDk5XGlh5KeuiThGLu9tW9La3sfz8fEc+G9W8LRr4VsJPt1pNpOn66AcWTjVbZ5ELZXcZoJIbqTjb5dpC+z/Uuz+F+G/C0cGqyXPiPVIvIjvTaabpUVyC9xqMV/NGIzAnnKlvBbxrHEvHmNI7v9ze/rM+n30Wn/ABD8LWNolzqjf6VJKjDzbCztEt4Z79JEZo7cyiKPTU+b7Q02oTIn36j8FfA7xLe/EG40jXVmtvs8VhrU14IgfLtJlFwbi3kl+QkCCRYnX5lG7v0+TjNRouza5mr3WqT5bW6XdrX9dD62pHnrxTi5ct3v7v2V71ntfWz2dlsMTUtQ0fVJ/BGmGWSPVH1TU723tGW7tRfyfb4Iks5huxNaWcNqzfM8i+W6DY6NXFaf4a8VfEXxLfeENEsZLnX9cvY9EtJTGqwwTz+Utz5zsdsUAn+0GaRSrKvzu+969xv/AAvommanqCPO9jeeDfEWoWekXNtcRNBqGkT3XmXE8UzLloEt5pmhkw0y2zIib3R9/uX7FGkaRrnx7HhHVjc2mjeJtfhjS/WR4NQi04XM8E19aSKyyR6jZvqUN5bzPNHG0lwk294Zk2b4aLnWhFxlLm5EldLn92Gieyvt2V9DLEu1Cb5ox5b7p+5qrya9NXZa7aM/RL9ij4Y+HPgP4mm+E3hm5TUrjw/oWkP4v1u2u/tdlq3jm5NxJr72coREWCzMUdj5Ks3kxxwwvumtnz+0Nto8WsaMAVRW8vaVIB3gLlWJ5X/Z2sPavhbwR+z9rnwW+IMmkahbeZBNHFNpeuQxlbXV7Nr69TTbqMsPMS5e0j8u6tpma4jmV97zJNHM/wChfhtWhtkV0O1mjWRcjglsfzw33fzr8o4nnXlm2LnWwzwdV1bewaacFHkir/zXS+LVS1avc/ZOFIUqeS4Onh8SsXTjTv7WLup8/vNr+WzbXK7OPw6WMfwn4PWWaNreS5tbqHO25sZhC6kHgFSGXpzt28112seDpYYXlnluJic73u2DuzHkszYwSf8AZVf8ei0rRLm01AXWn3KxLN87I4ynJ7gcdfmP3K6zVdF1XU0UXFwqooySvJ2nIUjKgEZG1f4sc14NVyklLm89uzjfVaqzd/vtc9+DalyqNlpbySs7fd56niVlp1lBaT+YmYYIppnSNPmeRYpmRA3GF3Bf9n5vl9/wy/az8Ean490v4l6pYEiax8RX5WMRsYUFlbL+5DoQ8iNbpKp3fuwG2fJvSv3+8SWi6No32eCPabxLi2kMfyvIxiEzndyzfJJ5bHczYb5Ef7lfnp478F2tloXiy3vo1MOtRXHlxblT7RrGtb7S0gX5twm3QK4z96SZ/wDVpWmWuq8TD2ClOq6kORRu223G6S83+KM8wVL6rUliWqdKMHJub0Xndve6/HXQ/mruo/F2sa9HrNxbGO4sLryJLSIYij3NHZGJRsaMrbzxLJDHcKkdxbrMX87e+/rfB/irT7AJ4XjuWvtR1G7NvPdMrwT2rWt1dPbzGJZDvco8Maxq8kLboHj2bNj+5fGG1n8PzeJvC/hlLW81K0zb6rHGkcLNfokd1c2quVjmjjW4ijXO3/QRDcwu+x7p0/MK81Txf4L8QNqlonk3VnGmtJNdQh47WWWUR2rIlxmN2RZdunqys8aQpcn7m+v2XLVUg1GqrVL2kvO0XKN+ut7u+miPxLNp0ZJyppclk4+cbx5X321stT6R+Kk03iHVdE0a3jnuLbw/b6paXN1D5ckkKCWaS3S2nKRkIEf7R5ar/o8d1C6b9438r8KNX0Kza98Q6sJLa1tNQa3S6IjSKHT2ikstRhgjm3F2aWWGGaZk87bNsSGbzvnq+EPE8Mms2NxqasLFbf8Af2/l/v761vtPVNUuZw58hWXzFmj+0Blkjjtn2IqIlcp4jjhi8K+IX0hWi0aeS3XRJ2dYLi4EGq7Q7RoHEkFxPDNbozMvnxwQumxEd39NNuNVPS3K09Gt1o/S356Pc8NqMZ0pxXNpaVnZ3fJq79Nvv7C+PvDWrweIb7TNEuJbnSY9Nj1/w0EkmMSwDUA5ktMFhDHGGmkkEbN5flzO/wB+sPwn4ih8XWkmgatawrJpMckimRZ3dI4pV8yeJJJASI5IvlWXd5Z3ps/e19UaU2i+H9Sh1bXImh0uxsNFsNKnmjVI1tvFmkXE7Wgi2Sl2XVJrqFtsm5Y/n+Tfsk8Yn8BxeBNYi1B5IjDe2g0y4dphLcQ3N7c+XMS5Tb5lpc2txHIsn/La6fznd9hrn54yvBtq/LyyX8ys3td2a+SbOr2M4ctSLbjd86d9m42TVujb8np6nr+u6FBpV3BZwmSdEsLFhLtZg6vArRkMQpdvK8vzXIG+bzGHBFFZh+IHhvQgmja59tvtU02KK0urmORnV3ijUf62J3E3HKys250K9VCkleVKlW5nypct9Nnpp15vP8Ge1DEYdQipJcyjFS16pK/Tvf8ApM/01Pjxq8X7J37Ivxt+JtrcaboviiXStd8d6pfus9wh8QXlhvi0uyuXFveTS2Gn2Mel6Xc3C26WbI+pfZkA+x1/l0+MvG3if4ieMr7xqJrzU7+e51vX9ZvJ3e6vb3X9Xu5b67eea5Mkk7XV1cfaJHm2l96O+9Puf6C//Bf39oTw78Pv2W5vgxeeKVsbv4oWOpnVNEsdStbfxBqWnW8UqaL58bs15/wjT6zBNJrU0NvuuBZ29tDJvmev89bwlo2veD1t9Uf7lr4kudVtkYGTzrKyjt4f3sR3b4yk9rb/ADlV2s8/z/O9fTZ5V56tKHPFuEJVJQvb45RinJK9rRjdLV/k/juG6U6eEqVnB2r1YwUrK/LTimknbZvffo9TmNT1zxJ4E0m71WaOWObxotrZasjLIJ7u1sZYL21kaSTdIYZJmtZJI1H7zdBv+R3NfXHh3xtYeONGsLHRbrUf+Ep1fQM3LRpbs9jeabPfzmSeaQBmtz/pFqlqWZYYG86ZHTZs8u8beG18U+HbbxTrXl2VsVm/sy0Mx8m1WS4aCyitYXaW6uEkRVjG2NY08r59hQolP9n/AF+28EHx3aQ6dNdeKbrT9T0XR/kO3TbbUJ/sM5jaeQpLKbWa5VpreNZv31xCkifx+DVSdPSXJpqnovedtLW2XXR6rsfSUeaNdP2anfl1T+GUYRcr+rd3fs15FjxBbW+uWEl0iW0OoNpEEt1aW9ubeSYrZGZ7uV5nMTLNZ6hcSRzKu6T7PbbH+RGrlfhR8RvEPg3xz4L1LQbqR9d8O+IPCup+dPPvkliv2tYZdLZmKpFbz2nl2s1vu2/uYXTMyQVzvi261m61zVt4kNi9tbw3qJMFigtbXFgsUKwIyl7Qq+n+W37w+ciJv/jzfg5baFffFTRZPEWnXus+ELLXLa417S7FlttWl8PQPH9qtLK6TyAtzHp6SNZRyTRt9qjghSaF5pPL9HBuXNSk3ZQnC027bWSv0Wlne1tNNjjq0J4rELDUYynUxNoQpRjdylKytF/ablZWXVs/vN+EepWPxU8H6XZ6zpi2t3PYaNM1hP8APJp+oafYoZEtLgq8iuzpb6hYtbyLHJa6kibXSRPJ7PUvAN3ohtpIoZ57LDnzfKLE4Xd+92EllK7po28tcBXR6+Qf2NPG+kvoujeCdfvYrvxbLoFt428M+J0upUtPit8MJoU03w/470GZ44hHqGiS20eh+NvD8TSTaDqenl5rZLbVbBK/SrS7dZknIjmluFiuvKjaSVhAskr72gEshUo7CZvM/eGSPemxNjw1+nZlwfkfF2X0vrlCMcVGkvZ4yhaNem7bSkvjS1bjO8XsrbnxuH4g4h4GzOpQoyqKh7ROWFqc0sNXg7e9GL1jzLRyi4zjJOM/eUory7RLVJUQKfMxj7pXCrkbQTgAHP8AtenSu0fT5FRUbcSOcHPU/d2jbknH+etWdb0XTvDkZ1yO6ksUZvs5Biku0nvAwMdna6daxy3WpTyLt8u2sbeS6ZZPk37PkteHtXvtbyk/hu8029VY3iGohII3imiD+dNaLLJc2DxBWa5sbry7qNVTeUZ9h/Cc78IeJMurOGBhHNMLWqxhSq0nyThzSiv31KT9xLS84ykkk5SaWh+3ZD4s8MZhhoyzCcsrxtKm51aVZOdKo4pOXsakVrfW0JKLbso3PFPH+lX9xauLC0ee80xxdLartV5beK3/ANMXcxCoxtw21pGVNzH+55dfJv7Tnw8un+E+u+IdLhmj1PTJ/Dvi3w7LDGQ+p3+hW1vqcukP5bedGt/Hp8kcMtwq+ZfXi+SiPCm/9BLrUNM8OQatqHieJJpZpGWS8t7yynN2CEQw22mTXVrdrOmNsNnax30jW7Pv3u7vXzd4w1/wx41tNX8IaH4hs9Zt9FlgT7LDfJOdKtTcLr62l7pcn2e/jmSGVllbUrWFrdbXyf3O9Hr9I4Z8NMNw3gvbY+pDFZvXptc6V6WFlKK9yje13vzVNOtkle/5nxT4kYriPFLDZfGWGyuhNNQu1UxKjKL569ns38MNktXdn8aPi3R/EjeLdc8Tazrk9pf6jqGp39uyzyyveTRRGfUrbUIlJ22cUo+0XjTK3nWc0syI6PI9Q+KfBFhqCQ3msyxSR67b2FxdeVcr5vkRXCyxCFWQwWy7kh3L5Mir5c3zx+d+5+kf2z/D2m/C/wCJEj6cQV1lpLvRbYwSxXEVtdvqVldefEjgRygrJDGPLhW6tfJdkfZPXw2niXXfFOniy1W5W1i0+4eSOJ8RlLG5k8zy1YFJdyTxttjC7laZ7l08lIY6+bnB0MRXw+vPSqTd4vq+Vp7bPtd+nb1IVIV6FHEJ80akIXjJWa0SaT0SV9F2797EVlpeit8TZ7WCKWK2Ol6NozoymS2t7m+NhezNbvKpZone1jI8xvLg2b/k+d8/wdoOjeJNIs9Agvop7u2l1CT7PNKZJLn7HHbDST5pcJDbhL26ZWWTdI2+aZPkhrldTk0zUdGih0o3H/CRanq0Vvr1j5s4W7jgeHUV1OMlPv3xRZ1jZds0y7/k+cVpfC6z8Nt4zs/7Z1U6VZR6fbx210xOP7RtjkwXDkNE1vOLdpImkX5Yx5I3b0RHFurRmnLllzaJ21ty2b1Vm+ny+eC/dVodVJars24uy2bd+mt9dUegeJ/C+u6/4Wi0Oza8vdUi1Oy1i5ecoqaUJLa4NpBbxxzTzETQreMvkbW8yNN8aO6I/mmn67eeJtYu7DUJ5bqK/ilj2uzLJp+usIp4JQruZYorjVWH7n7vmT/I6fwfaek3uiW+szajaSlo4PElx4avHuY0Fra2qacBbeahZ90k1tc7bdfl8u+a5SNOE3/Pl34BTwn49+JN6qsljpmhrrgWeNNrxXULgXMSyf6uGO5jaS1xlo1fL796F8KbVlGcI8yptryacfv6Na9GjrqKanzxlJxlOPPvZRaUdFt93S22p80tp+vw3mpCAs0bXzsBNFFM6HyIEaPMqBowjIV8rkIQRuY5YlfTFlc6PJD9utIrFLfVWGpIt9JbGdWuERZ4z9oQSDybmOaBx90SxSbaKFVmkl7PZJbPy7afd39DHkX8y/8AAn/mfTH7avxf8d/Ev4u6zr3jzxHrviq/j8M3Hie5udb1i71K91HVWvLuygmvr69M80wtuZo4vlgVo7aOKGKK3CP8x+F/F914qt9HXUbSD7NZ3U1jPAjvuvreSOxmMM83B8hXRNsWxvlQAs3Wiitcc39axTvrzJX8nKn/AJv7yMvb+p4RdElZdPgievfCrS7f4u+No/CWtpFZWej6VdXMctpFnzUims7CxtTb+ZFBHDZiSSddql5JHcMyqcV2PhT4d6Z4XHjzX4bmW6v7KPVtMtJHgt4Xt4b25j0x3ieNTslh3TXdtIoWSG5kBDlE2sUVyVUm8O2ruUkpX1uueGltuvT9EejTb9nW8ttFppHbQ8Z1rQdM0/4U6NqlrDImo68moyT3bS75UisJNSeC2ZtoaWIyaTA8mGiZztOQ8UbjyD4IQQXPjnT7IxKjavLewSSjBjSZC81tK8BH76KCe2R/s5lQyoTE0wGWJRXp4dLmpxsuWVeKkkrJpySs/lp6HA6tSjiaFalOVOrSdKpTqR0lGcXTakn3T17H7jf8E5/HmsfEXxxof7L3iKSdNF8Uar4i1r4TeN9Iuf7O8Xfs/wDxB02wnu38VeBZvJuLe/0XxELdrfxr4E1dX8PeKIJpBc/Z3Z3f9oPhr+134ptv2WtS+JGu+GNI1nxZ4V8b+JvhNdTWl5c6Lpmsap4U1m+0n/hLhYxw3txptvqhia6ufDcWoXHks/lQa4FDM5RX6VwzWqxoU4qpK3PiYau/uQVJwjd3douUrdk7bWR9J4z4HCLBrELD0o13hcjxXtIx5X7fG/W1i6iSsl7f2VN1IpKEpx5+Xnbk/wA+/iD8XviV4+8RN4x8W+LtWvNWtpYLDT4NLu7vQtK0eyubuOQWmi6ZYXK2+m2yYRZlhBl1Dy45NQnuZkEtcre/FfxhbLds3iPxdNJG6DefF2rxb4zGiSRP5LIzxMQGVZHk2Y2gnrRRX1cpysnzO/NvfzifzXCK5rW6/P4b77nH6x43u57ENqMV1qQmvYLdDd6nPJNC0sk4lmWd4nffK0a+ZtCZhzACqMxPh3iDxhcyavENPsbbTb9pNZs/7Tjlu3udlnp97JuPlT2wYusUSIGJ8nYCCwLo5RXmZm37CLu7+5q9d3C+/dNp+TsduX6tf4m/mfD3jfW5vEXjp5/EguPEFxpc1siXGr31xezSGGxggiG+cuUgQGTFqd8BRkjKERkv8Qa7pjnVrtHvZ2kkW5aOXG0RLD5rRrsVhvYPPv8AMLqQUwoVCqoUV+OVEpVq8pK8niZXfV3Sv+bP1ui39Vwur/3em/K9obIm+HsEE8PiDxJPEJtRt9bMCNIQyCO5iGnxhAVzG1qkrvAynch2qpUIhXD+M9rDpfi66hsF+yxPPYpshzGv+iaZaWKMyg7WZzF9plwFDTSTEBRI1FFZtWeml3O9utuVK/ey7gm+Td7w/Fli117W4PCOnONRkebUtZvNUuZ3UNM97a3SWsMruSS+0WUbbXyOSF2sFcepJ8SdZ1O/TSr+C2uE8W6Na6Rq1wcrcTW2kXUltb7nAwxaN3DAgcu24uNoUorD7cvLmS8lyrRfcdybdOF23eNJu7e7UX+bPINa1DUNKvmsre8lMUUaKm44ICZi/gKjLeX5jnGTI7ngEAFFFJSdlq9l18hKEbLTou/b1P/ZDQo8IURPQ1RZUEUgSFRNTCBQVUJMSUMgIi0vL1czQy8vRFREIEhUTUwgNC4wIFRyYW5zaXRpb25hbC8vRU4iID4NCjxIVE1MPg0KCTxIRUFEPg0KCQk8dGl0bGU+UmVzaW1Hb3N0ZXI8L3RpdGxlPg0KCQk8bWV0YSBuYW1lPSJHRU5FUkFUT1IiIENvbnRlbnQ9Ik1pY3Jvc29mdCBWaXN1YWwgU3R1ZGlvIC5ORVQgNy4xIj4NCgkJPG1ldGEgbmFtZT0iQ09ERV9MQU5HVUFHRSIgQ29udGVudD0iQyMiPg0KCQk8bWV0YSBuYW1lPSJ2c19kZWZhdWx0Q2xpZW50U2NyaXB0IiBjb250ZW50PSJKYXZhU2NyaXB0Ij4NCgkJPG1ldGEgbmFtZT0idnNfdGFyZ2V0U2NoZW1hIiBjb250ZW50PSJodHRwOi8vc2NoZW1hcy5taWNyb3NvZnQuY29tL2ludGVsbGlzZW5zZS9pZTUiPg0KCTwvSEVBRD4NCgk8Ym9keSBNU19QT1NJVElPTklORz0iR3JpZExheW91dCI+DQoJCTxmb3JtIG1ldGhvZD0icG9zdCIgYWN0aW9uPSIuL09LTFJlc2ltR29zdGVyLmFzcHgiIGlkPSJGb3JtMSI+DQo8aW5wdXQgdHlwZT0iaGlkZGVuIiBuYW1lPSJfX1ZJRVdTVEFURSIgaWQ9Il9fVklFV1NUQVRFIiB2YWx1ZT0iL3dFUER3VUtMVFV4TVRjd056Z3hNR1JrMDlEZURPRWxjS2xINk5HbjQySHI1MEs0TGppWk5ZU05RWkpLN3dZUFlEbz0iIC8+DQoNCjxpbnB1dCB0eXBlPSJoaWRkZW4iIG5hbWU9Il9fVklFV1NUQVRFR0VORVJBVE9SIiBpZD0iX19WSUVXU1RBVEVHRU5FUkFUT1IiIHZhbHVlPSJFQjQ4RTlDRCIgLz4NCgkJPC9mb3JtPg0KCTwvYm9keT4NCjwvSFRNTD4NCg==', '20206203');

i liked it thx
Reply
#14
let's see if it's works
Reply
#15
A really good leak, I couldn't find it on any forum, but I came across it here.
Reply
#16
wow nice trick bro thanks for sharing
Reply
#17
(03-15-2025, 11:09 PM)jhrox Wrote:
English:
383.003 republic of turkey students' photos in sql file format containing school numbers , Base64 Photo and ID numbers. Have fun
Table of contents: Turkish ID number , Base64 Photo , School Numbers
Turkish:
383.003 türkiye cumhuriyeti öğrencisinin vesikalık verileri base64 tipinde kaydedilip tc kimlikleri ve okul numaraları ile sql formatına getirildi. iyi eğlencler.
İçindekiler: Tc Kimlik Numarası , Base64 Vesikalık , Okul Numarası
Proof:
[Image: ef8CA4x.png]
[Image: cQA5HBU.png]
Download:
Sample :
Quote:('63589089996', 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', '20206203');

thanks bro
Reply
#18
(03-15-2025, 11:09 PM)jhrox Wrote:
English:
383.003 republic of turkey students' photos in sql file format containing school numbers , Base64 Photo and ID numbers. Have fun
Table of contents: Turkish ID number , Base64 Photo , School Numbers
Turkish:
383.003 türkiye cumhuriyeti öğrencisinin vesikalık verileri base64 tipinde kaydedilip tc kimlikleri ve okul numaraları ile sql formatına getirildi. iyi eğlencler.
İçindekiler: Tc Kimlik Numarası , Base64 Vesikalık , Okul Numarası
Proof:
[Image: ef8CA4x.png]
[Image: cQA5HBU.png]
Download:
Sample :
Quote:('63589089996', 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40Vv9kk2IvlQEQReUwjYKy7XYLKrblP7nyj8jutf1LaV8ItNt7GGG4imvJQgJmu0gnZjgtjcVXYAx3bV+XP8AB96uY8SfC+yEJiS0VUbcQI4o1CdfnC444C7sfex1NeXieOcYtYK1+rT6Wvpp+K0PXwnhhhHG9Wel130Xu9v87vXqfzMN+zxZeALe/n8NeH4TI0EUV7GFM6aja4lhmC+YWVzcwyrG23btjJ2Psmrjm8O+GNGj1TULizgtNOS01B47L7PKnl3c89i0lvtI+0RzsLZbONpPmjt5n35+ff8Avl4u+F0Ec88UllDd2uGGJY44pEJPLQeQkjK6Fm2su3du+d+qV8k/En4DeEtRN/KFEM1yJXvP3CpHJMnlBmQxjKyKvlrJw25vnQIUq8FxjXrTjGvaSuotLRte7a8X172XQxzPgClhaUpUL6Lmsr7+7rdXu/L5bM/FzXtaPiDSo9abydK020GbjT2MYeGzRpbFnKKUhzPPJCm1vJZvsru6fPXzfrPxIi0qaXw7c6TZvDarGjJCzLPZpGI4be8YzRTBxP5cYksPJZVVZ0d4d8wX6Q+NngLUfB3iORbOTzdMl1GcG2Nrd+TFJ5k00IZUJUTfaz/ocfzedHskDu++vjzxr4b1OPxPocWsaT/Z9xKl/Je20rr89tfSs9vDNMOftsSytcSSM376OSF97JX6hga9LFYenVSvGcU7aOzS97027N3uj8fx9KthMVOhKTUoSSv3XutW6vfo0rdD98v+CYv/AAVF+JP7L1/4R0zwD4x8Q3ngXTdVtU8WfCjUdfbWPA+r6TeXsDaidK0zV2uLjw9fiPzo0utDa1bT7qSGb97a/bI3/wBF/wAC+M9B+Ivgvwt498L3seo+HPGGgaX4j0W8idHWbTtWs4b62JMbMomWKYJMm7dDOjxOA6MB/jNfCnxHceFPFJF5dSG1t9eljinjmfehWN4xF5yMsluHk/cq21ofL3/3Er+6j/gil/wVm8PaF4B0b9n741648Oj6bqFnpfg3xBeXtl9g0K31S6YrYaq8kcd1pvmX00jW01xI2j3M0htra4trv9xN6uFqunUlSqSvCSjKlJvS9knBP0d1d9HvdHk5hhVi6EcTQgvbU5NVoRVnNO3vWvdtaWdtn0R/XVRVKwvrTUrSG+sLiG7tLhS8NxBIHikAZkb5h/EjqySK3zRurI43oau16Z8yFFFFABRRRQAY6n16/hX8sf8Awc6ftHN4a/Za8M/CbQ5wRq3jDTfGGtFZgz3dn4YmtxEhtwhmFnH/AGlLcJcHdb3NxHDtSaFN9f0qfFj4ieF/hV4A8R+OvGms2Ph3wzoVi9xqmrai+23ghLLEIY41PnXN5ds62tja26vPcXMiJGhr/N0/4K3ftT6n+078afE2orBc2miXdxfaX4J0u+uZpJ7fw/4eluLOG5uLeV4o1m13UrqVVtY7eGFbe3toUh3w76yxEowotS+Kq/ZxT7ac8v8AwF2+9Ho5bRlOs62qjQXO5f3rrlS87u+myufjp4Ha01Dxjd60l9fFb25V1t7ExxNqTyzKbc3V1hGS1kikjVltWVpt2/8Adpv2f0f/ALKnw00nS/DuialdRRX2u3VnBLPcSs08FgjEyxWOmqT5Fva2ofav2eONZJN8zvvffX86f7OXh201LxRp0mqW97Bp0etQxGxLMqreLMPJtJCwLG3kdMfZ/lby1fe8iJX9SPwI8uDStNhwiDyUj2goqqiIBhFHAQKf7u39K/H+PZzpTo06V5qUUk1e2iSSsm1fZu+q/L958MqNOv7SpVtFxmrOTSu3yu+vT7up9qeCtKt4niLKSMggBO3BAweduON34V9Z+HtO08W0JSIHeN3zfwHgANjk5O3I3Lt968D8Bad9sWHY67WAQbT82OC20cscn/Ir6j0jw5fxQQmLJjIXhWVGAxjJ68csu2vzWnh8R7RTlSny9+WVlqnvts7fdpoftzqYeUFGNenzJWXvJ7W6XTT1T69zZFnDBaxyKIhjlV2kjdklshicBgPl3cKfWuG8R20VxHn7r4IIAUDHzIACFGeSvy/f49DivTJLWdIBbFTkAqOgU5GMbR8zFf72z5+nvXJarod3JETslkUFs4HI2jkNnAwMbuNzKuD3rfFYOq4Wp0m21e1m3e0X+ttrWRjh68H8dRJRau29LbN63vpa9+v3nytr2gxzvI0qbUD7VwDzhgDj17f068/PXxH8OWkGnTJHb+Z5KtOjKoDMGZGljIALZ2htsn97752Jz9OeO/GfgbwndjT/ABF4w8L6NfN8wstU8Q6RY3TDJVXFtcXizupLKPljcfMa+efH3iTR73T3vtP1Gy1G1kSQQXOn3kN3bvlWQ7JoHeMkZG5d3ysawwdHE4etTlUoThHmSvKDs0rdXp/WhnmFXCYjD1IU8TCcnBrljOL1tHTTXdddn5H4lftK6h4UvNP1Kw0nVp11C31OFbmwijaHU1YyiIRx7be48yRXbaskcM6/vNj7M71/OLWtVhutWt/D8liLyWSO9+yzalNDLrK3E8ebZjeMizMFCiJbh5mWHzEtpvJe2TZ7F+1J4xlsfjZ4ktNPjl0680qZLz7QqSTf6PLKLiKdY93zwBHXcfmEZhd9mzfXjumLF4xu7PWtTka5vE1eEJrHmeRHaXwdIxG0jpbGKC8TdbyW8ax5jVN/nY2V+8ZC5LL6VSMVy1IKSs+6j0em+tr6N3R/L/EVpZnXp+97SnN09YpR5r736vVdNO9rnxhpdlqNxrut20lqudGvbx7yZQ4SOOJ5ILmXySdq/v545mZF/dxbNpT/AFh/RD9lH4pab4O8W6HpPiWazstN8TNa2Qv5zvjhmvnhSxluZZ1SCWzliaWG4iul8uVdk3nQuqSp883lm3gHxd4yNnBa3+n+JdPvbO5FzbC5+wG480Xs8ir/AKjNutxAu6T/AFk0NzbPvTYnFeF0tNajl0y4uJILqwnjjsZ7gFJBYlVawW6znyEWCbdDJgod8yH5nhd/akua1TpH2bTv2tdPa3d7ejPFoydOfK9Oa8ba21a107en4H+lZ/wRp+PfiXXfDnxP/Zx+IWufbfEPwrvNL8ReCY7u4867uPAXilZ5/s1tcu7T6hFousLcRyTXbtdRWuo2EHnTQW6un7i88cf/AFq/gL/4Jw/tNeI/2efiF8EPjn4kl1DVNK0PQ4/hd8SJIUa8vZPBqz27W908okga7udEthEsVvcXBkutO+zQ20/koYU/vG8CeNfDnxH8HeGvHfhLUrfWPDXivSLPXNE1C1cSQ3VlewiWNg65XehLRyr/AMs5kkTqterhqiqU927apu13CS5ovTSyvy/9u7I+fzTDyo1/aW0qaStsqkdJLycklP0kddRRRXQeWFFFQzTR28TzSsEjjUszE+nYHux6KOrNwKAPwB/4L1fFPWfCHgH4C+A7CYRWfjvxH46vrtiiTxxSeGdA04W94baQFJL21bWpv7NkZWS3uZPtO0vD8n8Ev7RnxBbVvivr0Wnw3Ett4em0jwta3FpD5rLcSSPf3j7UaN7qaJo9u2OTy2V3mdXRERP6sv8Agvv8frXxn8YvCHhmy8SaTPp3wo8Ha5eWlloqSak2max4mgt3LanfxTC3m16Wxtre4/s+ER2+mW81rbTPNM91c1/IzZjw7Z3Ws3WsXN5cTx6xdalc3l3PAtzcanfW6tdJBF5UkInazWGFvOa6WOH77zI8yP4mLxDeMdJv3aEU0kk/fkoO3y1v597H2GAw3s8upStyzr6ye1oqTa31XNFq9u3zPY/2QNDHj7xJqWq32ki0sPC1tZ2ulwi3REmvLi4Zp9SuJBgT6hI0zMsn7xo4ZERG2bK/WP4feC/iD8V9c1vwq/im/wDAnw+03ydJju/D1xNY+I9fuwiSXlw2rorSafp1uzNb29vbxrJcMr3M0zpsRfgH9ka11O28XaDchbKy8E+I9Cv5dItbe6NxNdTWeoQRTX13O8ayTCaT7Q0dx/qbiSOZ02IqKn7Ia74G+JHh/wAD6jqHwug01NZ1C0C2eqak0j2ejzXhAfVJ7WIeZfNbRszQ26yQpJLs3zQJvcfAZ7iaaxE5ySlzuMYOabjTnGSi3rora7q69dT9S4RwtZUacFzJU7zqqD5ZThKMJRjpraRuad/wT90fRrZNV8M/H7x1o2pRRPL5HiXxxquq2sm/JJNxJq9pqsON8ixss0ijz9/30Q19S/BI+O/gzJFpl18Rbrxlo93cQRKuo6nPqtrBKcLut7y8uLmSGJ2C7oVkWNtn9999flV8df2SP2hvHZ+Fd58E/iP8VtT8TR2F5H8SJPF/irXNHjl1e7kkf+2NCi8MXmleGrTRrZJIG0vw/HHIrXdqkOsfb4ZncfpB/wAKTm8AeDtPWz1LxhLPo/hTRoPFt/4p1XTmluvFVpp9rDq1zYLBe319e2eoapHcyWcOobLyz85Ps14lsiWdcmOw9aGElNY3CYlU+T3KVP3nzwhL93LkV+W7UktVyu9mfSZbWjUx7gsBjcFZSkp1qsXC0J8tp/vHZycbx0fMmrb6fqKvjDzdBi1OaGKYonEwICmNV5XDA5JY43Btpr8/PjpqXxX+MEuoeHdD+K3/AAq3wKp+yXkmihbLVNSVjsne61tJEu4IyjNDDaWbR/xPM7u8aJ1fhv4gatc/BPUYpJHN/pttNBLIdrMrwh03DOTuOFbb/tV5to/w3TxDp3h3V9an1LUvDU9vMdXt9H1/+xNYnvXaRTDBeS2hXToULLJNJbXlvqF42yFL+wtt+/wMHiKtfE0aalCjrCDqVU3Cmrq85KN39979nc+kxtGaw1VqM6kfZ88aVOSjKr7qfJFylGKk9lqrbt6XPPfCP7Dn7Kei2zat4s1GD4n+L7lpHk1/xTcYjimn2s4shMg3MyjbJdXVxeXku3Z56Q/uK8W+M3wNs/h7JpeqfBu4l8P2Frq1tJqfhKK7nuvDut6RM3l6jClnPLJHZ3i2pa4sb6z8kw3UKI6PbO6V438NP+CenxQ8I/Ffxj4z+J3xM13xj4UfTNZtfBcHh/4k+JtC1nSr67u7q50nV9T1JdbubaS70ZLndHHb2d1p90trbWFxYXKfabm5+6Phd8F/iFb+F7a2+IPimPxRb6PJqH2HW5NOXT9T1S0dGW3/ALUghWOwkuEXcrXlnb2NveH98lnC4ff3ZtJYdUZPH0sYp+5KlFawvGGrTvG3M+VWs7xbstL+JlieIpV6f1Cpg5R96nUlUi5VHGduj5rtRUtdGpbuzPwB/ac+GUTfEDw/4rt206HxF9o1nUQmpQrc2ep6FpxVWsb2yaaBrmArOzNtZWQuiecnyb/krw/4t1C08O+KNWFtE2ixTWcE3h2f7Sllpk8115hTTBFcMunwyviaz6rcN/obl3R9/wCl37dPw5h13VtDfTr2awuPB0fi9p3tJAk72s/9my3G6PeWniSBJLiS18maSZVCInHyfkt4g0TXdA+FHxOuY7i6hhvl0e5jsrjyjGNRg1OGFZ441ZpIi7pd7biNoeVR9mx3x9rkFRyy/DwTaaUFba/M07WvqrNW/DS5+WcSUuXNMRUaTUpN63+JKKbUltK6d9943306nxnbadPHb+LrO1SOHUiml3pMge3hkuLCLUIGUZW1eWSzk2zozSF/sttM6O/mIflMeK5YfEeuSyQ29teFoYDGuIluVtAT5luQDCk1xCv7tVjVW8xdiJsr6a8PGCH4OeGJNRQxT3+v2dwAzl7q5t5dI1wlmjJYkiKWZhdH5PLt0L/3K+d/F/gWXT9NXVUlgmNyk13HGmFvYoZJVuYjIVLeZFHHMGt49zNC0f8Ac37Pfo2V4zu7NRWtr/Da/eya6dux85WUpclSC0spPrronf0abVtFr0P1k/YS+OUH9s6b8PfGU+mX/gHx7H4d0jX4dQdbe+02WPWLc23iLw7JNvb+1LGG53SRwxyedZfb7N7a537If74f+CQXjTTfEH7H2k+D7XUlvLv4S+O/HvgK5tWkZ7mxs7bxBd6tpBk8xY5Wt72w1Rbi0kkij/d7rYIptXRf8uzw4NS06DQ9c0ndFc6XPZ31o0AaRFn0y4hkcLKMMrSebLu2ndt3pu+7s/s+/wCCcXxs174USfs+/tB+Gb9rb4ffGXxp4X+GPxg8M2Wq3Et9pnjXX0tdEOnajpN9P9l1XTJ9Uax8QaNrVtG2paPDq0tncTOkMSJ34SdpyjzR5acZbt8yjKUW12tGVn5Jy9ThzCl9YwyfLJTk4tPRxlUhF2u+jnFyV1u1HvY/sgooByAfWivTPlAIzwa+L/29PjgnwE/Z38V+MLW6s4PEV09lpHh2K7f5pLu/u4LW+uYIDHPHNJp2lT3l4jTW8sNvcJbXLo7wpG32hX89X/BdnxffWOm/BLwratcG3vofFOp6kkU223/s/wDtrwdBI11H0WR57a3s7O4V42X7ZeQmQLNRz8ilN/Yi5eV1t32dm/I6cJSVbEUqb0Upq/otWvmfye/tE+MdQ8Wa3qtxeXJ1fXdd1DV9Q0hbyZrie+eOW4ubu+1AMskkltHbxRtZCaRvMhjT78bl6/LL4m6r4as9daVybqyvPs9vN8kULxanb2Fo+qXE7qskhMhmXcyr5lzDcImzfsr7o/aX8RNJ8S/EM3hqd/tmgXF/ouirFKo3XNxaT2TG3BDG4ihefy4W3Rxqux5vl+Svyt+I/hjXtO8X38UjzSCWaV52tiRGtxHDslt94CAXFtc2SxzKu5fMX7/yV8lFuVetUUrc0m9Wmm9FZXu9V/Sej+8q2hSoU+VW5IKyeyajLZaaPz7n7WfssfDtNW+D3iH4oeDb6W88L/CbxVZaG8V3Of7Sgs/FitqK2jwsVKWsV1bXV5bwRxxxr53Hzu9f0OfACbTdd8G6VvSO6jvLKB3jlCMrxvEoAbqhUj76j5e2K/nZ/wCCImtab4puPjN8E/GN5ezaP42sLfXbjTYr2W1Fw+kWC6Tb3rRM5tZnhnn8u1aaOZVuJU/vo9fs/wDsoeLDpsMvhW6ncSaDquo6TEJ8pL5VhezwQiVWJdJBEirIvaRX9a+Bzpxq18RRlH3qFSNR7WlGo909XpKP9bL9Z4ThGjTwVaT5oYql7JpX92dLk0e+rjL1SXyP0ftvA+jWMatZaIfLbkLb3U8UYxgkIiPjawP93YlePfGOKSHS4oJLGPT9Jt5lufJiQQwSTJkRmZzhriSMn5d38X8HQV9QaJ4m0mDT1uJ2jdYkVlVmBUsuBgkg5x/e/KvkH9pzXbzxJotnJax3S2Vtdu88GnwtNI0cqMqzCCHM03lvt3bdzbTv/g4+arzVONOnRrtyqu0odo2V7tdHtpffe5+nrAYeNOWIdG/LGLTbu29HpHq+v42tYwvhxo1tfeCPEVvKjyW17JcuhRGZD5qktnaCAQSdu6u2/Z51W9trm98KxCB7uxlaKaxnWN2mii+VZVt5QRIHiMfmbV9ab8APF/wxfwbPb6jr1xYrp8X2W9tBDFHceaUB/exXZgeNnG3azLuX5/48V41oHjK11v4uXWqeArXUGsdMuLm0uNaaJ7fTnEAkTy4rt9i3NySVhZbXztv/AC1dNhrFwq04yq83Ir3Ti7SXLa6dtVzK/wDl0J9ph6vsKfKqjjaM4yi3H3uXys3Hq1022V/0ffwZHfyNLe+HtOiLKpkZ7FI1yxJ3DMYXk9P93tXk/wAUJbTQdEvAoSMJby8DAKkAjGBgbcD5Pl9/uV2/hP40XF5pUmlapcEXNqrQyJLtDjPAJc4Lr8zMvP8AFmvjH9qv4nR2HhzUYbJw93NBLGo8wfJuVyTwD1O1PmG0fhXU/quKjR9nKVSUuTmclqmrXWm+qttd/gZYmjSwWFxNSVOlT5U3DkblFqyd1zNOK3aS2Py+13TPCHimT9oDxp42s71tF8O+CfE58J6hb287q/jLXXbRdMVryGCa3tLSGO1upnmkZW8xURK/FXXhoEun6j4Uu73yoPEnim10WySa5Ly2bWKDUNSeYkCM276g1ivzKywuzzOmXTf+hv7THx+0X4afs16t4Mh8TaPrGp+O/FVrJqmjWk1pNqPh6bwnfC8vV1BIrl7iGTU400+3t45o4VkFxcv/AKnzpH/D/wAReKRrOsaBLf3jwQ3d1Pe6hcIm77OuqvDczOsSqZnlt7ARq0ZZXXyUT5a/Qcjc/fpyhKNOFWFKLd1/BjG8tVezad3+Z+DcRSpKFCqpqVSdOpXlG6euInGUUrWSaVlqr6X0W/s3xKsbPStNGlab5b2kdrpR0YIPtEfmxadCLqSFW3tatLFL9okjk3TNHfXMiQpvhSvGPG9uxvfCmmE/Y7ldLEt8NrpJbs1+llOssA2pBCkH2q6WPy/MZJN6c7Uok8QJrWv/ANn2kkk+nWsmo3ttqH7yD7RY2u23W7MTAvGJYrPzIz96FWEO/wAtEql8S5tQg+Ix1W+LSXGqPpcz+dtIMf2GGGNinmNGzXD2+5lVvJjb54/v5r6m3LLW3vSk1a/Tl69dt99F8/im+aLauuVQVk7bqN7q66pvpfXvp3PhG6tvDU+nxyXCT2urLBfeWwUwT2t/C9vfQbXYlZ7eZJ22rubLI6HznR6/oB/Yq8c2vjj4U+O/h94XuLaPxN4Hlg+NngyGW6igd9Y+F8un+JZzaeeUjkuY7HRNzWPmLFqAt5rNN800Lp/ND4al1e7tpBEyyXGmvd6rp0cp3SRW2n3Q82KNmwCBHIu5VYMzeW+/93X6K/shfGlPDXxf8EyabbyMNSkudC1mCaT7PZapa6rD/ZF5byhWVoZDbanJ5c5kWORvss02/wAh988/ssRCok3F3pT2fu1LJ/g0/wDEkjopR9th50b2elSn5SjZx363XK9dVr5H+qH8I/HMPxO+Fnw3+I9uiRReO/AvhTxesEbB0t28RaHY6s9sGBYH7NJdtAeTzGaK/KH9gT9u/wCCPgf9lf4Z/Dz41ePrHwV40+Hdjc+DI7bW1vWk1nw5pE5PhvWbNoLWZPsy6VcQaHcxGQta6vomqWZ4twSV9BCV4Rd0rxi7Naq6Wj13R8VVwlaNWpGNKcoqclGSi2nG/utPzTX3n7Q1/Lt/wWZ8dWPxE+JNv4c8PySajYfD7SbOx17UIUuDFpk669bNqccu6WOH7DHfzafbw3HlN9o1mOQW0kgs5pI/6WfH/ii38FeBvGfjG7Ki18KeFtf8Ryl28tTHo2k3epODIQdmRb43YO306V/G98ZfGFprGg/GT4ueJjYazDdWnim5stXLXsUepauur2Wm+HY4LeNIku4dMP2nUvtVxI1n/amqQveu++2sKufKqFecmrKDvdfZXxN9dNFpumb5ZTlKvCcVqpwjD/HKSt8/8z+Z74/6te6Z4z8fpojJa6lfa3HpWmiV5N2mQ3l3c3D3UDu5EVzbWbs11eXCr5K7/Jd5pt9eb6dodl4g+HFnc6hbzSXIuJZRrt3cIkl/dv54jW2G5/N82+vbeSWGRo/MLIj9kTsPjxplvdXuteLJ9QtJdelv0vb62E3nXQj1Szv7jAtstASt2Y4ZNq+dGscP3IXff8neHda8V3mk22ni9W10SPVZNcPnYEW2z3fZrW0R2AkRri2kMcKrtZlR/vyJj5Gi1OEpRSak76tJrmu0ktrr1b6bo+3xEfZ1YwlduPKklreyind32v321sep2fj3x9+zzqPh/wCIPw41m+8Ia9ost3b/ANqaY6rM9jcBHDtBdQzWl9aySwxyTWdxFMkyqE2b9mz9l/8AgmN+0X4l+O2leKr7x7r0WpfEnT/Fl9qWt38VrZaa2pW2tSvqdndrZafHDZRhWnuLUra28a/uf3iI+9K/B34jeL4r+LWtFmkEcN7Z2awxKrA29tC3yCHfhV2PGu/5m8xZIUGyu9/Ym/aKHwG+NPh/XLtvs+h6vJb+GfFbpIILcR3DxJpmp3MYKgG3vZJLeafbtVbpJpulcWZ5fDFZfivZ0ovEODtNRtUcY2m4qXxWupaPTWx6OT5xVwOb4JTrzjg41Y3pzk1SjOSjBz5W7J7Jve2u5/dLpMl5daHHctLK1vHIDdeSHY7EgklY7Yt0h3eXjaqszfcSvmfxJ+0h4Etdau/DOqweJrG+t2VPsl54fvLR54n/ANVNCtxtEtvKgZoyjM3y/P8APjPoPwH+MGh6/ZRwJcxSw6hDbzW7M4LHeoKY5OGO5lbb1X1rd+KHwY0LxxcpfNbGO+VnaDULONBd2zsFc7G53xEj5om3K241+K0GqWYzo4rmlCXuxldppprR7630a6W9Uf1BlmJwOIjhp4qpWhhGoe1lR5ZOHMl7/K9ZR2uou/5HnsXj/wDZ/wDEVlb3Ou6fcC806IRJLLpc8VxdRqA62sjWN9BLdEFm2294rKrSA5TFcTrX7RngDwvdCDQPCviGSBMW9rZWWnW9qjRtxDBbxI/lFgSv7tfmZm+f569l8K/D258KW0lhqHhDwp4tlaTzbXUtatNQS4tXMbxGWKODASYkRzL5cjD7RH5jrMrslZGkfAi3u/FcHiTxEi3lzDMZrS0jgeDTdO3szFokm/eTXK7dscjfLAv3E3/PX0eJhldHD06vtalSVnem5TfLol1SW76PRH0dfCcJ0KGKnSxs8TNQ/wBmjR/iV6jSsmk+elGN25upy20tdnpfge91HxRpdp4gu9B1Dw/M9hc3c9rqDW8k32RYg8RlltXkhOyX93t3FomZ0r46/aH1W2Nle3dzKnlLIwd5GxEsdvma4kbd8qxwxxsxZs7V+/X2z8TvGln8P/BV1ZRyRxahq+yytEX5TFaRrxGo67EVPMk2/eb8a/ny/b2/aLez8Ia18PvDjT3Wu61o9xY6reW67v8AhH9F1VvsF3eyH5R/aGqJJJp+m27NvdriSZ/kSvL4eoyxWYQbXJTlWjZX91RjOLvur9lp27afl3FWPjhcqqqN5zdKSjFPmackklfVXS/zP59vGusXPjb4h+NPG0btcweLPF+tam0k0xMlxZ3WoSnS2bc0bMkOmxxqu7awj2I/z7N+xo/gvXPEcVvNYK08whuLnagdvJUGctGysIwvkW0DMy/d2/79aU2j6Pp1vDFp00cyWFnbZWaB42kv5p43lO1kx5ECJHbx7Ms38aJv2J7r8Ode0jQNLWCTE0uqok5WXKtHbrJJPDcRGNlCq9yklisbbmmaT/cr9upOL0iklG0Y2TTklbsne7T9T+cqkZ8sXNylJ3coyl8N7aX6W8lp1ep5y3hBvDuhDxdBBOI7T+zrKFWdIg0dyZBfW5yWbcpKbVjkZmWaF5N8O+u28O6Dp/xP0e6k1UE6zoUFhPaOI0RjZxXyC7idS2ZkXT5rhlj3NNG1r5Z+diKl8f8Ai+PV/D2kafbJ/Z0GrWWn6vZ2cARvs1r9pkt2k4jaVWlh01luod0flySQzfOnl7JdC1BfBXg6x8Sxyt9t177Y1vDIpSS9sbW5i04m1WH9zlheLNHI6szXEnnb96PVVG3CKd781t+vMr2/ro+gqSiqk1aMoxgt022rLrtr/kmjgLLw7Hoeq3OoGSNYdF1HyJk2nEkV3dyRC6EbK+6Ge4SxhkjWPasLfPsd03/WHwR8KaDd+OodahngjS4vNKdWFxGYrcTW0hbzsOrhWm2yN+8baP3LpvRDXzK2u2q63eafqbi3n1XRdWMUU0+wxeTNcPtlLox86WVBNIr7ZB9jR4Xdkhqn4J1zxH4c8S3UWlXshu7O98vyGJ+y3NokkktpcMVIV/OjC28nlrHCy/x73euebqOmrP3lLmbbun8LWrXR9O9zsoKCr2s1CSUdFtL4Vtps7WXk9LM/p6/bD1Xwml/+zxeJoCR6lqX7L/w1m1+5sbgRR6lrGna3418PPqE/2Z1gmvpNP0XT4b65RFa6u4JbibfPJLLIV8RaB8Z5vHfhfwpL42sb2/1HwxoNv4TsTJLbqbXS9Pubu/S1XdEN6Lf6pqEySLnzBPvctKZCSu3+1sP1qtPS65Xo9L7St1/D1tj/AGNiei00trLb3bbabS/A/wBAH9t7UdP039kr9oGfU7ma1sj8LfFcU728wt55kn06SD7FDO3yxSag0q2KyHhVuHf+Dn+Q/wDa+u7LTP8Agnvp0zXJtvEupeM9GtdMtvtGnw32pf2pd6ld6rfX8MH+lw6Ta2+ks1vYTeW000cN5cbE+wJX9Ev/AAUg8VXvjWGT9n2zvhYaLrvhlte8aTSS7P7QZ9RtovAvg7TSEd5tQ8WeJLSyaSzVZoY9OtdQu7+2e0hmd/5zP+C99lY/s+xfs1/CbRrtLWVvhVoep+MIIBArx39laf8ACOwF2sILVJftyxXl0ZJI2mka4v8AfczIiIfbzG9HL8RKW1SHIl1vUcY7f3bpp3X3nzWSQcsVhaaerquu9dFCnGMrNd3bV9Lq9tz+czXdKPiPxrbJcTRyw7by3u7tB5aTK9r5jPGJCsbtBNOsMMbMsjNG7/fdFf5e1DQ9THji78M6XaXFhoya3JDawPI0ii2OozeTDHdncJoVjijZWVmVppnm5R02e6+KPGTW3he1sLOIRyQGPUdXuldmkZdRDR6dpyySozQQ2dqI9Suvn/fXHlI+94X2d8vifwlc+FrDxPM2mlZ9G8uxmtbiJNW0/WYbpWZ7pZFDrFFHLttpPJxdedv+REr5Si+Si0lG/uqLvbVJSbavq76+mr0Prq8ebERcpS0bcvd0s7K8d7aX77HyT4r8H69eeNZLaa0ju7qx+26Y7qBHFcnT2t5diSRhVkuBEkcipIytN5rtvdH3nwfxBax6ZrusWIsIzarLPp9k4jkE7Wt/dXNwZbhMsZZo4pJIYxtXZGqBv9Tvr9EvCynV9Nvda1UWstxeeJbmw1W8O8GC7t9HsrnTtShdChWeS3UK1xtXy2khSbe7pv8Akv4o+HBNqst3DC0stv8AaJ3kRwnzWksx8+b5XBmNrDJI33j5kjzO773Q9dCtb3ZO1+Tp3d9X1Wlk+q16nn4rD8yVSCvyyla/2lFJaLTfW/prfc/b79l74ueK/hz8NPhx4rfUdQ1z4Za1pWlS+H/Gc7tcP4a1mLZZ3vhDxrPGube2N7BJDofiC42211GyWF+6X6I95/SL8A/iloPxW8HaNrOj3FvcXskCJdwGVDJBcoFV4ZVyf3kcoaP5uq7P7yV/OZ/wSPvLDxN+z7N4K1ZIdVsNE8UeJvD93pWopFdwz6ReyxajHBdW08bwTQyrqVwvzLJC3zxv8nyH72uvgV8Uf2f/ABAfGf7L3jCy0jR9QkEmofC7xob+48GNIpzs0PWLIz6z4VOB5cdtJDrWlxr5cNtDbQokKfj+c4TDTzLF0pWpVo15unLRQeqadl8Das27fgfu3DWNxVDLMur64ihLDU/aQ+3H3VF7u0kpK1m7+uh+/EfheIWkUl29osrIsjKzoQBtBxja55LdPl5rjPGEul+HrGbUL6WGKK3hL5IjjBwvHzew/un+dfmj4J/aA/bQ1mGO1u/gNpF7foQi3OgfFrwndQOAMFlTWjoV0ysFT5ZI1b5v9jnm/iPZftcfFiCXRPGMvhj4Q+G5QUvzFrsXjTxZNb4xLHZ2OkeTotk7D92txea1cJH/AB2cyfua82tRpuKpTqRprTmbm5Xs0nZLq7aLz7H0yzGTU508Pzzd3Ti4qDje2rvslfV3e2i2v4X+0F8ctV8f+Pr/AETwLAdf1RI5NN8OWETsLK1RZTHf+INUnTeIdPgl/cwM37y68t0tkd3SvzE/bJ+GL/DH4fXFrdXa6r4t8TS2WseJvEdzL5c11qcE4mdbeMqXhsrNJo7fTrONJPLjj2Om/wA6av3D+DnwI8GeBbedrC2MmSJtR1vVJRda3rN0qkG4vboqgYlvlhhhjhsbWP8Ac2dvCnyV+SP/AAUilTxd4sbQIodun6UH+23DSeTBGJPLRUJJRDLc+XG3ySf6PBby7/ndK78rqUvr2Hw+GvCEJQcpPRz5eWyu9k5W93e71tY+ZzihWeBxFfFS56tSMowgr2p3tdbau11e+iXc/CrRmgksda1PUJGWFLe1GlozjKT3F/NMscm5SJbhltptzRx7Y49833E2VmQa/HHqemXt9horOO2tUtxKVi8lHkBUSqHcoolkjbjarM/z19O+P/h/olnY+F9B0S2lPneHtK1WSa4CxCGSSCWS5tnVPne4t7Qwwsq+U0izO+xPM8x+I0X4Fajr1nc6gZ7bS4dIkhlaaRcEx3lrNcPLLF5eDFNcwtb28e1mmmmf+BN9frOEqp2W7fLZ9Ul5rzS9fVM/FcbSlCyt7qTk9LJ35dHu12W97X2szzi2v5dXtGa+KwNpaNFDNbMGmgsEkQ3ZMrbYSocsyxxxr+/85E2oUrsfEOpzt4Q8LJHKUbRNLksIoJG8xlU3t3dw3IlUloZJLidm8n9zGVhs5XTD4ep4u8HX/wAPtM0ecQmW7vdOiMEON638N0t/5Zn8vaoUWs0cjyN80yhLZ03o7pu6Z4csdR0vV4LqQRX9/pMOr6dMokUBkgQS2z28cJdry9cyRt5iRND9n/ghkd67Z8soQlG9oSbfT3vNat3a17vVeXDS5ozqRad5wSva60cLN20dk1pq9u2vl7eDNZ1CS51WItImnae2p3U4lbZFYy25lxLK4G59qyKzL+8ZvuI9e0eGdJm1s+CNe09ZGne3XTtdmYNGhawdljt5PL5BR/3iN95/uO7ps3+geGNR07wz8OreLU0sJdR8U2E3haa6mIP9nCeZtR0q6RvnEzxf2V9juN23yVk8n5P3xrkb3W7TwSVtrO1c2+pXkF1pV0mII7J7a9W380RZZngu4LbbIlwyxs05/uGuKrOUuamk1y35bKyScVo3q9fzun5elQpwpypzcr8yg5K+vxJ6+702v+J+n3w58PfZ/D2y9hTzmvGlChJJY1Sa0s5AIpIDsZCzMxJ+fzGfd2orwfwv+0NPpmi2lre26rdBA0g8oFuFWOPfunXD+XGmQowOOjbgCvA5H2l98j6WOqTvDZdu3of3S+Bb62+L/wC3p8VtRAk8R6V8HfFN5qU8cEVvc6cuuWtr4m8DeFILV5L3zLmayhaWWS1UzWI8m/meG2R0hr8M/wDg5D8LnXvjn8ONRjAums/hpo1xqkkyBorq5e61Vy8l0JTFJP8AZ7j7MsdqscdpH9m8tGmTzn/dP9h3wcuv/G745/EsWE9n4cu/iHd3/kXNsjxyya0bnTfAhnSSOOCaew8NT6p4iurxdrSTeLEvPs0e+2mh/mn/AOC837VWn/EX9qvxH8L/AA2Y5ovh9p7eHtQmjuI7u2s9Sis1A0y1ltsQxSWFhKupagIWmFtqWqLY3Li5trmG2/RM8qRWXSUnJNulGNvidpwkr9tI3lvZeZ+Z5FB/2rDk5XGlh5KeuiThGLu9tW9La3sfz8fEc+G9W8LRr4VsJPt1pNpOn66AcWTjVbZ5ELZXcZoJIbqTjb5dpC+z/Uuz+F+G/C0cGqyXPiPVIvIjvTaabpUVyC9xqMV/NGIzAnnKlvBbxrHEvHmNI7v9ze/rM+n30Wn/ABD8LWNolzqjf6VJKjDzbCztEt4Z79JEZo7cyiKPTU+b7Q02oTIn36j8FfA7xLe/EG40jXVmtvs8VhrU14IgfLtJlFwbi3kl+QkCCRYnX5lG7v0+TjNRouza5mr3WqT5bW6XdrX9dD62pHnrxTi5ct3v7v2V71ntfWz2dlsMTUtQ0fVJ/BGmGWSPVH1TU723tGW7tRfyfb4Iks5huxNaWcNqzfM8i+W6DY6NXFaf4a8VfEXxLfeENEsZLnX9cvY9EtJTGqwwTz+Utz5zsdsUAn+0GaRSrKvzu+969xv/AAvommanqCPO9jeeDfEWoWekXNtcRNBqGkT3XmXE8UzLloEt5pmhkw0y2zIib3R9/uX7FGkaRrnx7HhHVjc2mjeJtfhjS/WR4NQi04XM8E19aSKyyR6jZvqUN5bzPNHG0lwk294Zk2b4aLnWhFxlLm5EldLn92Gieyvt2V9DLEu1Cb5ox5b7p+5qrya9NXZa7aM/RL9ij4Y+HPgP4mm+E3hm5TUrjw/oWkP4v1u2u/tdlq3jm5NxJr72coREWCzMUdj5Ks3kxxwwvumtnz+0Nto8WsaMAVRW8vaVIB3gLlWJ5X/Z2sPavhbwR+z9rnwW+IMmkahbeZBNHFNpeuQxlbXV7Nr69TTbqMsPMS5e0j8u6tpma4jmV97zJNHM/wChfhtWhtkV0O1mjWRcjglsfzw33fzr8o4nnXlm2LnWwzwdV1bewaacFHkir/zXS+LVS1avc/ZOFIUqeS4Onh8SsXTjTv7WLup8/vNr+WzbXK7OPw6WMfwn4PWWaNreS5tbqHO25sZhC6kHgFSGXpzt28112seDpYYXlnluJic73u2DuzHkszYwSf8AZVf8ei0rRLm01AXWn3KxLN87I4ynJ7gcdfmP3K6zVdF1XU0UXFwqooySvJ2nIUjKgEZG1f4sc14NVyklLm89uzjfVaqzd/vtc9+DalyqNlpbySs7fd56niVlp1lBaT+YmYYIppnSNPmeRYpmRA3GF3Bf9n5vl9/wy/az8Ean490v4l6pYEiax8RX5WMRsYUFlbL+5DoQ8iNbpKp3fuwG2fJvSv3+8SWi6No32eCPabxLi2kMfyvIxiEzndyzfJJ5bHczYb5Ef7lfnp478F2tloXiy3vo1MOtRXHlxblT7RrGtb7S0gX5twm3QK4z96SZ/wDVpWmWuq8TD2ClOq6kORRu223G6S83+KM8wVL6rUliWqdKMHJub0Xndve6/HXQ/mruo/F2sa9HrNxbGO4sLryJLSIYij3NHZGJRsaMrbzxLJDHcKkdxbrMX87e+/rfB/irT7AJ4XjuWvtR1G7NvPdMrwT2rWt1dPbzGJZDvco8Maxq8kLboHj2bNj+5fGG1n8PzeJvC/hlLW81K0zb6rHGkcLNfokd1c2quVjmjjW4ijXO3/QRDcwu+x7p0/MK81Txf4L8QNqlonk3VnGmtJNdQh47WWWUR2rIlxmN2RZdunqys8aQpcn7m+v2XLVUg1GqrVL2kvO0XKN+ut7u+miPxLNp0ZJyppclk4+cbx5X321stT6R+Kk03iHVdE0a3jnuLbw/b6paXN1D5ckkKCWaS3S2nKRkIEf7R5ar/o8d1C6b9438r8KNX0Kza98Q6sJLa1tNQa3S6IjSKHT2ikstRhgjm3F2aWWGGaZk87bNsSGbzvnq+EPE8Mms2NxqasLFbf8Af2/l/v761vtPVNUuZw58hWXzFmj+0Blkjjtn2IqIlcp4jjhi8K+IX0hWi0aeS3XRJ2dYLi4EGq7Q7RoHEkFxPDNbozMvnxwQumxEd39NNuNVPS3K09Gt1o/S356Pc8NqMZ0pxXNpaVnZ3fJq79Nvv7C+PvDWrweIb7TNEuJbnSY9Nj1/w0EkmMSwDUA5ktMFhDHGGmkkEbN5flzO/wB+sPwn4ih8XWkmgatawrJpMckimRZ3dI4pV8yeJJJASI5IvlWXd5Z3ps/e19UaU2i+H9Sh1bXImh0uxsNFsNKnmjVI1tvFmkXE7Wgi2Sl2XVJrqFtsm5Y/n+Tfsk8Yn8BxeBNYi1B5IjDe2g0y4dphLcQ3N7c+XMS5Tb5lpc2txHIsn/La6fznd9hrn54yvBtq/LyyX8ys3td2a+SbOr2M4ctSLbjd86d9m42TVujb8np6nr+u6FBpV3BZwmSdEsLFhLtZg6vArRkMQpdvK8vzXIG+bzGHBFFZh+IHhvQgmja59tvtU02KK0urmORnV3ijUf62J3E3HKys250K9VCkleVKlW5nypct9Nnpp15vP8Ge1DEYdQipJcyjFS16pK/Tvf8ApM/01Pjxq8X7J37Ivxt+JtrcaboviiXStd8d6pfus9wh8QXlhvi0uyuXFveTS2Gn2Mel6Xc3C26WbI+pfZkA+x1/l0+MvG3if4ieMr7xqJrzU7+e51vX9ZvJ3e6vb3X9Xu5b67eea5Mkk7XV1cfaJHm2l96O+9Puf6C//Bf39oTw78Pv2W5vgxeeKVsbv4oWOpnVNEsdStbfxBqWnW8UqaL58bs15/wjT6zBNJrU0NvuuBZ29tDJvmev89bwlo2veD1t9Uf7lr4kudVtkYGTzrKyjt4f3sR3b4yk9rb/ADlV2s8/z/O9fTZ5V56tKHPFuEJVJQvb45RinJK9rRjdLV/k/juG6U6eEqVnB2r1YwUrK/LTimknbZvffo9TmNT1zxJ4E0m71WaOWObxotrZasjLIJ7u1sZYL21kaSTdIYZJmtZJI1H7zdBv+R3NfXHh3xtYeONGsLHRbrUf+Ep1fQM3LRpbs9jeabPfzmSeaQBmtz/pFqlqWZYYG86ZHTZs8u8beG18U+HbbxTrXl2VsVm/sy0Mx8m1WS4aCyitYXaW6uEkRVjG2NY08r59hQolP9n/AF+28EHx3aQ6dNdeKbrT9T0XR/kO3TbbUJ/sM5jaeQpLKbWa5VpreNZv31xCkifx+DVSdPSXJpqnovedtLW2XXR6rsfSUeaNdP2anfl1T+GUYRcr+rd3fs15FjxBbW+uWEl0iW0OoNpEEt1aW9ubeSYrZGZ7uV5nMTLNZ6hcSRzKu6T7PbbH+RGrlfhR8RvEPg3xz4L1LQbqR9d8O+IPCup+dPPvkliv2tYZdLZmKpFbz2nl2s1vu2/uYXTMyQVzvi261m61zVt4kNi9tbw3qJMFigtbXFgsUKwIyl7Qq+n+W37w+ciJv/jzfg5baFffFTRZPEWnXus+ELLXLa417S7FlttWl8PQPH9qtLK6TyAtzHp6SNZRyTRt9qjghSaF5pPL9HBuXNSk3ZQnC027bWSv0Wlne1tNNjjq0J4rELDUYynUxNoQpRjdylKytF/ablZWXVs/vN+EepWPxU8H6XZ6zpi2t3PYaNM1hP8APJp+oafYoZEtLgq8iuzpb6hYtbyLHJa6kibXSRPJ7PUvAN3ohtpIoZ57LDnzfKLE4Xd+92EllK7po28tcBXR6+Qf2NPG+kvoujeCdfvYrvxbLoFt428M+J0upUtPit8MJoU03w/470GZ44hHqGiS20eh+NvD8TSTaDqenl5rZLbVbBK/SrS7dZknIjmluFiuvKjaSVhAskr72gEshUo7CZvM/eGSPemxNjw1+nZlwfkfF2X0vrlCMcVGkvZ4yhaNem7bSkvjS1bjO8XsrbnxuH4g4h4GzOpQoyqKh7ROWFqc0sNXg7e9GL1jzLRyi4zjJOM/eUory7RLVJUQKfMxj7pXCrkbQTgAHP8AtenSu0fT5FRUbcSOcHPU/d2jbknH+etWdb0XTvDkZ1yO6ksUZvs5Biku0nvAwMdna6daxy3WpTyLt8u2sbeS6ZZPk37PkteHtXvtbyk/hu8029VY3iGohII3imiD+dNaLLJc2DxBWa5sbry7qNVTeUZ9h/Cc78IeJMurOGBhHNMLWqxhSq0nyThzSiv31KT9xLS84ykkk5SaWh+3ZD4s8MZhhoyzCcsrxtKm51aVZOdKo4pOXsakVrfW0JKLbso3PFPH+lX9xauLC0ee80xxdLartV5beK3/ANMXcxCoxtw21pGVNzH+55dfJv7Tnw8un+E+u+IdLhmj1PTJ/Dvi3w7LDGQ+p3+hW1vqcukP5bedGt/Hp8kcMtwq+ZfXi+SiPCm/9BLrUNM8OQatqHieJJpZpGWS8t7yynN2CEQw22mTXVrdrOmNsNnax30jW7Pv3u7vXzd4w1/wx41tNX8IaH4hs9Zt9FlgT7LDfJOdKtTcLr62l7pcn2e/jmSGVllbUrWFrdbXyf3O9Hr9I4Z8NMNw3gvbY+pDFZvXptc6V6WFlKK9yje13vzVNOtkle/5nxT4kYriPFLDZfGWGyuhNNQu1UxKjKL569ns38MNktXdn8aPi3R/EjeLdc8Tazrk9pf6jqGp39uyzyyveTRRGfUrbUIlJ22cUo+0XjTK3nWc0syI6PI9Q+KfBFhqCQ3msyxSR67b2FxdeVcr5vkRXCyxCFWQwWy7kh3L5Mir5c3zx+d+5+kf2z/D2m/C/wCJEj6cQV1lpLvRbYwSxXEVtdvqVldefEjgRygrJDGPLhW6tfJdkfZPXw2niXXfFOniy1W5W1i0+4eSOJ8RlLG5k8zy1YFJdyTxttjC7laZ7l08lIY6+bnB0MRXw+vPSqTd4vq+Vp7bPtd+nb1IVIV6FHEJ80akIXjJWa0SaT0SV9F2797EVlpeit8TZ7WCKWK2Ol6NozoymS2t7m+NhezNbvKpZone1jI8xvLg2b/k+d8/wdoOjeJNIs9Agvop7u2l1CT7PNKZJLn7HHbDST5pcJDbhL26ZWWTdI2+aZPkhrldTk0zUdGih0o3H/CRanq0Vvr1j5s4W7jgeHUV1OMlPv3xRZ1jZds0y7/k+cVpfC6z8Nt4zs/7Z1U6VZR6fbx210xOP7RtjkwXDkNE1vOLdpImkX5Yx5I3b0RHFurRmnLllzaJ21ty2b1Vm+ny+eC/dVodVJars24uy2bd+mt9dUegeJ/C+u6/4Wi0Oza8vdUi1Oy1i5ecoqaUJLa4NpBbxxzTzETQreMvkbW8yNN8aO6I/mmn67eeJtYu7DUJ5bqK/ilj2uzLJp+usIp4JQruZYorjVWH7n7vmT/I6fwfaek3uiW+szajaSlo4PElx4avHuY0Fra2qacBbeahZ90k1tc7bdfl8u+a5SNOE3/Pl34BTwn49+JN6qsljpmhrrgWeNNrxXULgXMSyf6uGO5jaS1xlo1fL796F8KbVlGcI8yptryacfv6Na9GjrqKanzxlJxlOPPvZRaUdFt93S22p80tp+vw3mpCAs0bXzsBNFFM6HyIEaPMqBowjIV8rkIQRuY5YlfTFlc6PJD9utIrFLfVWGpIt9JbGdWuERZ4z9oQSDybmOaBx90SxSbaKFVmkl7PZJbPy7afd39DHkX8y/8AAn/mfTH7avxf8d/Ev4u6zr3jzxHrviq/j8M3Hie5udb1i71K91HVWvLuygmvr69M80wtuZo4vlgVo7aOKGKK3CP8x+F/F914qt9HXUbSD7NZ3U1jPAjvuvreSOxmMM83B8hXRNsWxvlQAs3Wiitcc39axTvrzJX8nKn/AJv7yMvb+p4RdElZdPgievfCrS7f4u+No/CWtpFZWej6VdXMctpFnzUims7CxtTb+ZFBHDZiSSddql5JHcMyqcV2PhT4d6Z4XHjzX4bmW6v7KPVtMtJHgt4Xt4b25j0x3ieNTslh3TXdtIoWSG5kBDlE2sUVyVUm8O2ruUkpX1uueGltuvT9EejTb9nW8ttFppHbQ8Z1rQdM0/4U6NqlrDImo68moyT3bS75UisJNSeC2ZtoaWIyaTA8mGiZztOQ8UbjyD4IQQXPjnT7IxKjavLewSSjBjSZC81tK8BH76KCe2R/s5lQyoTE0wGWJRXp4dLmpxsuWVeKkkrJpySs/lp6HA6tSjiaFalOVOrSdKpTqR0lGcXTakn3T17H7jf8E5/HmsfEXxxof7L3iKSdNF8Uar4i1r4TeN9Iuf7O8Xfs/wDxB02wnu38VeBZvJuLe/0XxELdrfxr4E1dX8PeKIJpBc/Z3Z3f9oPhr+134ptv2WtS+JGu+GNI1nxZ4V8b+JvhNdTWl5c6Lpmsap4U1m+0n/hLhYxw3txptvqhia6ufDcWoXHks/lQa4FDM5RX6VwzWqxoU4qpK3PiYau/uQVJwjd3douUrdk7bWR9J4z4HCLBrELD0o13hcjxXtIx5X7fG/W1i6iSsl7f2VN1IpKEpx5+Xnbk/wA+/iD8XviV4+8RN4x8W+LtWvNWtpYLDT4NLu7vQtK0eyubuOQWmi6ZYXK2+m2yYRZlhBl1Dy45NQnuZkEtcre/FfxhbLds3iPxdNJG6DefF2rxb4zGiSRP5LIzxMQGVZHk2Y2gnrRRX1cpysnzO/NvfzifzXCK5rW6/P4b77nH6x43u57ENqMV1qQmvYLdDd6nPJNC0sk4lmWd4nffK0a+ZtCZhzACqMxPh3iDxhcyavENPsbbTb9pNZs/7Tjlu3udlnp97JuPlT2wYusUSIGJ8nYCCwLo5RXmZm37CLu7+5q9d3C+/dNp+TsduX6tf4m/mfD3jfW5vEXjp5/EguPEFxpc1siXGr31xezSGGxggiG+cuUgQGTFqd8BRkjKERkv8Qa7pjnVrtHvZ2kkW5aOXG0RLD5rRrsVhvYPPv8AMLqQUwoVCqoUV+OVEpVq8pK8niZXfV3Sv+bP1ui39Vwur/3em/K9obIm+HsEE8PiDxJPEJtRt9bMCNIQyCO5iGnxhAVzG1qkrvAynch2qpUIhXD+M9rDpfi66hsF+yxPPYpshzGv+iaZaWKMyg7WZzF9plwFDTSTEBRI1FFZtWeml3O9utuVK/ey7gm+Td7w/Fli117W4PCOnONRkebUtZvNUuZ3UNM97a3SWsMruSS+0WUbbXyOSF2sFcepJ8SdZ1O/TSr+C2uE8W6Na6Rq1wcrcTW2kXUltb7nAwxaN3DAgcu24uNoUorD7cvLmS8lyrRfcdybdOF23eNJu7e7UX+bPINa1DUNKvmsre8lMUUaKm44ICZi/gKjLeX5jnGTI7ngEAFFFJSdlq9l18hKEbLTou/b1P/ZDQo8IURPQ1RZUEUgSFRNTCBQVUJMSUMgIi0vL1czQy8vRFREIEhUTUwgNC4wIFRyYW5zaXRpb25hbC8vRU4iID4NCjxIVE1MPg0KCTxIRUFEPg0KCQk8dGl0bGU+UmVzaW1Hb3N0ZXI8L3RpdGxlPg0KCQk8bWV0YSBuYW1lPSJHRU5FUkFUT1IiIENvbnRlbnQ9Ik1pY3Jvc29mdCBWaXN1YWwgU3R1ZGlvIC5ORVQgNy4xIj4NCgkJPG1ldGEgbmFtZT0iQ09ERV9MQU5HVUFHRSIgQ29udGVudD0iQyMiPg0KCQk8bWV0YSBuYW1lPSJ2c19kZWZhdWx0Q2xpZW50U2NyaXB0IiBjb250ZW50PSJKYXZhU2NyaXB0Ij4NCgkJPG1ldGEgbmFtZT0idnNfdGFyZ2V0U2NoZW1hIiBjb250ZW50PSJodHRwOi8vc2NoZW1hcy5taWNyb3NvZnQuY29tL2ludGVsbGlzZW5zZS9pZTUiPg0KCTwvSEVBRD4NCgk8Ym9keSBNU19QT1NJVElPTklORz0iR3JpZExheW91dCI+DQoJCTxmb3JtIG1ldGhvZD0icG9zdCIgYWN0aW9uPSIuL09LTFJlc2ltR29zdGVyLmFzcHgiIGlkPSJGb3JtMSI+DQo8aW5wdXQgdHlwZT0iaGlkZGVuIiBuYW1lPSJfX1ZJRVdTVEFURSIgaWQ9Il9fVklFV1NUQVRFIiB2YWx1ZT0iL3dFUER3VUtMVFV4TVRjd056Z3hNR1JrMDlEZURPRWxjS2xINk5HbjQySHI1MEs0TGppWk5ZU05RWkpLN3dZUFlEbz0iIC8+DQoNCjxpbnB1dCB0eXBlPSJoaWRkZW4iIG5hbWU9Il9fVklFV1NUQVRFR0VORVJBVE9SIiBpZD0iX19WSUVXU1RBVEVHRU5FUkFUT1IiIHZhbHVlPSJFQjQ4RTlDRCIgLz4NCgkJPC9mb3JtPg0KCTwvYm9keT4NCjwvSFRNTD4NCg==', '20206203');

thanks bro
Reply
#19
(03-16-2025, 05:38 PM)radmirkarpov Wrote: Is it up to date?

(03-15-2025, 11:09 PM)jhrox Wrote:
English:
383.003 republic of turkey students' photos in sql file format containing school numbers , Base64 Photo and ID numbers. Have fun
Table of contents: Turkish ID number , Base64 Photo , School Numbers
Turkish:
383.003 türkiye cumhuriyeti öğrencisinin vesikalık verileri base64 tipinde kaydedilip tc kimlikleri ve okul numaraları ile sql formatına getirildi. iyi eğlencler.
İçindekiler: Tc Kimlik Numarası , Base64 Vesikalık , Okul Numarası
Proof:
[Image: ef8CA4x.png]
[Image: cQA5HBU.png]
Download:
Sample :
Quote:('63589089996', 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', '20206203');

yes.
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#20
helll nah this is old data
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