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Fotografia analogowa

Instruktor: Sebastian KLOCHOWICZ
Całkowita liczba miejsc: 10
Opłata: 120,00 zł
Forma płatności:
Grupa wiekowa: 15+
Czas trwania zajęć: 0 minut
Zajęcia prowadzi radomski fotografik Sebastian Klochowicz. Ten kreatywny artysta zaprosi uczestników do współtworzenia ciekawego projektu, w ramach którego za pomocą fotografii wielkoformatowej i starego aparatu miechowego uczestnicy będą współtworzyć unikalne portrety radomian. Ponadto podczas zajęć kursanci będą pracować w ciemni fotograficznej, zapoznają się z rodzajami aparatów analogowych oraz klasyfikacją optyki (obiektywami), poznają podstawy fotografii. Nauczą się korzystać ze zmiennych jakimi są czas i przesłona. Dowiedzą się jak korzystać ze zjawiska głębi ostrości oraz jaki kolor ma światło w zależności od pory dnia i roku, będą potrafili ujarzmić różne źródła światła. Samodzielnie zaplanują oraz zrealizują własny projekt fotograficzny. Weź udział w kreatywnych zajęciach pracowni fotografii!
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sueTjofQ120k10xBwhXttfn8jWLq0MZjeRCUl6sjdGpIu2hwFxegN88Srj+JBjFVpL5CgIZXYdNy4p2pFDMwXFYku+ObBJ2npXVT1OWrG2qLsknm/fYZPoK2dLgdofNb7oP38cVhW0bMwPJFdJYwvb22xmbDfNjNdEYN7HNKSROwOB79KRULNtUEn0A5p+MivYfBNnaQ+HreRbaPzHVS745YkA5/WtKlRUkiIwc2eUwaHql1/qdOunHr5ZA/M1s2fw98RXoDLaxxL6yygY/LNeyt5waNreOH743luPl7kY71amdflBb86w+tFey1seU2/wAJdQbm61K3i9o0Ln9cVdh+FtpGf9Iv5X9hhf6H+delqiYyXH4VVlZQTgVnPETtoXCnFs4pfh/ocPHlPJ6bmY/1q3beF9ItjlLKPPY7V/wroHb2qAs+fu/kK8+pXqN6s6404roV0tLeFNqQJ9OT/Om7RGPljjTJ7KKdI0/UtgdhVWR5M5yT+Nc0ptmliWRmxy4z9KruRjJY5HfFIXZu5INGwkfdFYydikiIsN3DfWmMFxkvUzoBzkL9KrybTn5s4rFstEbtGOQT+VQvL2Udfapcq/AwcelMZBj3qWWiu7vjA4/Cq53fxMTVxozjOKiKHHPX6Uiivx0wce1RSY9KtMvy/wARqnLJbxtumuYUA67nFCTY7kZP+yPypjOcZ6D6VHJq2mx8LciQjtGpb+VULjVLYtuWORvTK/41SpyfQpSRcYhjkg/jVeUqo3YHHqazJtdkBAjs5DnuXAH9arPqF6279xDGw/vktWsaEuoc6NdZ0bB296u6fpwuZ/tEi4hXsP4j/hXMQX9yru8so2hCSqRgYwQT+gNeh2kqyRoY2jaEqCrx/dII4waivCVNLzJ576GDqbyAS4UhQRwKuadJ5qIf7yVLeLHJ5ilTnHJqnprER7WyArbea53rEq5vQIs8ciOPTqK8q8WQ+Xq4bn54x+YJH9K9Xt3yWBHUV5346tyJYpgB8sjKfoQCP613ZZPlrW7nJiY3ps46iiivpDyjfA5p4HFNFP7V1GR1Xh0sYCY40VQPmYHnj1ru9PnjB/ft8sabtuc1wdvnT7OKV45FjK53shUH/PrVoaxAtq+2Y+aRkDPb1rgqv3mdUI6HoltemSVmVsg9fepbaKW4lLOuBnI9MVn+FlF5YecSSvAFb8skcCks6Iq9SzAAVkaWSJjtxtyMj3pitsPGTmqX9o2BJDX9pnPP79c/zpzapZx4ImgkTuyTA4+tCDQvMGlGDyPSq80WQBtwPTNVH8U6fGoDHbnoRyDUZ8RadcgmGdGwccHvQ2hxUr7CXdsjLghce9c3qkCIcIxVsdc7h+Vad3rQJ2BkJz0znFcxres2VvDulZQ+7OFOayZ0xTKtytxByDHMfYkH9a43xFqd/GxSdJUJOVLDA2+lesmzt5GjO9QGUE5GRyM1zHiTQY9RLIixSc4zv2kccYoWj1KvoeQvK0r7mOSajvEzBv7qc1f1PSLvSbvyriMqpPyNkEEfUVWlwYmB9K2Ts9DOUbpkmjSDftY4z6iuijfex9AAM1zmlRH7SAOtdKibIwv516FN3ieZU0dh1eueCr2Cbw6qJMrGEhWweQdi8V5HWbpnim40bWJ2t3aJhMQ2OVYYHUfhXNjYtwVjXDNc2p9HLMw+6+VJ6ZqY58znoK4fQfFtrrcKoYzb3WMmMtw3PJU9665JAwyWYHPcV5LnbQ7eUvrL8p5P0zUJYZ6Zog2eZteVASMhScZpZWtlJzIWx2UE/wAq1tNxuZ80U7DcjsKa3ShbiLP7uCV8euB/M1G805J2WsQ/3pf8AaxlTfUtSIZ1z0qubYt61LM18VyrwR+yxlv5kVUeK8k4ku5f+ABUH8qxcfMtMmFoAMlvypsoiiXLuqj1cgVUmtowP3skj9vnnY/oDVKWyscZMcCnviMH+dZuC6stE0up6ZGSHvYDjsrhv5VUbVbIk+VHPL7pC38zioQsJbCdjjGMUyfyYo2eKIB2PTHX3NRyxtc0SHNrDnIjsXx6vKq/yzUDajeZJENug/2nZv6Co2lRSdwXBXnH96qTXQVdq/e6/ep8i6IpItNe3rDKzRR5/uQ5/maqSNcscvfXJHYKQgP5Coft8x+7GoHvzVaa6uCfmcKKSTNFFEssEbnMnmSn1kkY/wAzUBFvCdyxwg9B8ucVE7yZ4Zm9cVSuJtnzSSRoo7u+MfnVqEmVoi7cXeE+RRn6YqjHM0v7yVgD6VnT6zaKCHv7YY7KwP8AKs9vEWmx5xcO59FQmuiGGnbRGcq0F1OhZYupJZQc8Got644Q47ZrLsNeivr5LW2tZiXBIaRQoOATj9K2ALp5FjEIUkZ5OcUpUnB2loKNSM9ionzXKnOFLYZfrx/Wuh8DSyt4Uls8nNndyQg55AzkfzrGuLOYfelX1G1OuK0fAUxg1jxBYNz+8SdcjH3h/wDqpVbTw8rdLP8AQiV1UR0U2UlRX+8y4+tU7Q7lkGRkE9fatTUpVTy3KgE+g6VlwFPtTgNjNeVc2Rt2vKKRzjjiuW8a2oOmzkH7hVx+Bwf510lsQMckKB1rP8SW6z2cgHSRGUj3K/8A1hWmFnyVoyM6keaLR5LRRRX1x4p0ajmtPS1jhM1/MgeO0TzArDIZ+ij8+fwrPWrhYjQrxFydzrnH41tWbVNtFYSEZ1oxkdBonxGbU1fTNZgiZZDtWQLhWz/CfQ0Xfgu31K5aeyuGtVx9w5kC56c8ECtCwh8PaB4ctdK1mJZJHHnTgLyHPPUc8cD8K2tHmhvbCOazdjazTfKSMEqOOa8yMrHo14pu6VkeK6mur6PPJbXb3cIRsf6xgp9x2IqhAbjUJhHHcbmzkpLLgPjt83BNfTN5ZWeqWrWt5bxzQuMFXGR/9avHfG3wwl0mKTUdHZpLReXhY5dPp6iuhVmzl9jG55vZWqXWomC6LxImTJgfNn0HvXRfY9DtrQMlsXkz8292/wAak8I+Hxrd1dQNd2tvMWTmVCzkYz8g/wAmumufhosVu7x6jCXGRmaMtt+oB4pyqq7THCmktjh2uYt2YPNiA6eXM4x+tRJqV/bTCW3v5dynjzPmpL/SNQ0y4KXKwOhPEkJyMfzFZM0nlvhWJFW4pq+4lKz2sa58R6ik3mzgn1eI5/Eikl1X7ao2SMzOcYrGSZmYe9RASx3MjQDBzzU+ziHtpR21PSrjxtdKtssbjMcID5PUgYrObxFf3W5ll3M3U7ulcVHNPLOVncgKMnbwTVhZIxjYXUjv5hzS9iluX9YbeiNm4urm4XbM5fBzjHSqrE4OarG5u2XH2qUj0chh+tEl9cYUSRI6qOPL+Uj8DUcnYr2nc3tBi+aSf0G0VskVjaDqVjJapbpOFuMkmNxtJPt61tHHeu+nG0bHmzleVxlcbJ/yGLo4B/fHqOK7M1xzDOp3h/6bGssR8JpQ+I0NOv5LG4ADOqqwZcHlG9RXvPhrWotb0OK5WT94Rh/94da8BZd0sRxyRx712fgTUn0/XGsi/wC5nbhc8bsV5OJp3jzLod8Ja2PUZ5j/AGvaHcQNr52nGelWLi4kjkBUbxnv2qrNKkWrWTA5V1kAOM9ulTXN1HMrNsdmQcDIFYQq2gh8l2W7WRzliSGPJAHFTtL8oxuz61yra5qSyrFp2m28zBWaRri9WFYwCAMnBzkntVSTWfFMxZf+KfscHBLvNMR+iiteVyim9AUXeyR1kk0hH3SfqapSyMH5GD9a5KefxPIPn8R2sKnkfZtPUE/99sf5VRnsrycD7T4l1p88EpIkQ/JV/rXO1C/xr8TeNGo/snX3EshHCADuTWTfalb24P2i/gjGPm3yqP61zp8L6RNGXuZ7275/5bXUjZ+vNVn0PQbUDytLts+rpu/mTRy0urf3G0aFTsjSk8X+H7X72rRMc9I23fyqlJ440iYnyUv7jjpHbsfyPFCi1j4SzgTA6RwhR+lOaefqiLx2zgVNqSekX9//AADVYafWX4f8EoHxFLMf9G8OX8noZQIx+tQy6n4hkB2aPbwKehlugcfgKveZcPyUCnsSciomLl+WQH3GSPyq/aLpFfiaLCrrJ/gZhm8SyAgXOmQ/7ilz/WmDTtYnDNPrzqO4iiC4rWaF3cfvGcbc524x+dRPsRTl8YH8VHt5La33FLCU+t38zNfw7DJjz9Uvrgns0pApjeGNMUj/AEctnq0khOP1rRZQFDnaVb7oYCgLldzbMZ6baXt6v8xSwtNfZRXj0fTYRlbaI49Y1/nSiG0h/wBRAiDPoP6U6VklfgA49RSLlgcYA77V/qaOeb3ZXsorZEsUyrc2MrEDZMMAD3A/ka3osIWRuvrnpXMyg+U5BO0cg9ORXRF1a5zxhxu/rWNfVIwnG0iO6XzFjPYNjiqfhyUQ+P2aQEG50/B92RsH9BV3oJo2ycNlaxGk+x+K9HnU4X7RLAT7MAR+pqqCvGce6Zy19k/M73Ux+5DI5GD3rE+0KuoIvUHGc1t3yl4ioySw6j1rlbl2EsLBQXX/ABrghHmNVsdZashO04PoKi1QAW+8DGwh+voaq2MoJwwPAq1OqzQSRtk7gVH41K0kmS0eSXkP2e+uIT/BIw/WoRV7WIympSE/xAN+YqiK+vpO8EzwqitNo6lRXR+HLRJ4ZSyhgZ4gc+gOf6VgKtdH4d/e213bBishKyIR1yK6cQv3bDCu1VMytRstX1rXZxFCyI8m1pZBhFUn1r07SNPttN0e2tLXmKEEKxOS57t+Jplvax3ulxw3k2yf+E5xuHqavQIII1iBGEG3Irymj06lRy0LFuC3OcYq3EVLEsB9cVXhBYZ6Cje0k4hj4HehGTPK/EPgf7Z4z1ptKkFvcJHDd28K/LvBBVtp7EMP1rL07dq0Z0yW4+xatF8kbN+78z2J6E/Xr617BqOiLczW99aT/ZtStQyxylN6OjfeR17qcA8cg8ivJfHOv6RqUkglszBqsDbTcWh8yKXHr0YfiK0ceYdKXR7HOa5pmuWMjLqVpcZ6eYUJB/EcVy0tu7H7pGfUV6d4S+J0MEK6drMu6L7qTv1UejZ7VtXOr+GtR1RVhji1MxgyLHbKDk+56KPcmrU5R0aCcVJni72UkMYZkPzcKMfeNejaV8HtSu9Bhvp7mKyeVd6xOpZmz/E3p9K7Tw34KGpax/wkOuQRADH2WyRcRxgdOO/1PU+1ehajlrfZxjb2q3K6uYJJSSPj7VdMuNL1y50+cgSxHBI6N7iqflzb+CCufSuy+JNrJbeKmuGQgYBz6r0rmgvcd61jO8UTOnabISWQ/Lkj6VYZS8YIqURfJnnn2p0UR3Y9elQzSxFa6JdzaxbqygYVJ3O4cJnj8eOld03NUNIVpIpbt+sxATP9xRgf1NaFdsVZHnSd2Mxk1xsh23t2f+mzfzrs+9cNO2Ly6x/z2b+dY4j4TXD/ABGot3GZICwAVOSTV/R7zHiOzkwQPPX8icVzatyOa2tLBF5aSjn/AEhQc/UVwVF7rudsdz2m+Zk1CzGcplnBHutTPLh2UDgjvWfK+9LMtu3KzJkn0UipopD9oUseMYrxHKyO1R0IIbh9P1GfaiFrmN9rPjC8r61QledpsGQBTyeR8361fv1Z722wOkMmQBnPK1nS+XuGMhvXdzVznKyvsdeHjG1+o4BguN8YOepAyP1qLagDMfmJ6kD/AOsaeCQfnZzn1LUIqbi2fz//AF1g5M6UkipMgBz0HXb/APrxVeRWP8IH1YVckCiTtk/eJAx/Konmj3eWoIY+mOauMmMhbGwHCjtjJNNztQ9FJ6DZmn+YqHnyzg8Zzn+dO+zyzhpEBEf8TqPl/OtFvoPmSWuhU3Op5cgHgYAqKaR9wXkc+vP409ziQKbqAsD90XMeT+tRywTKMujbc8Men596vVboUakJaRdyF3kxkEBewJ5qIZZwcp7KFz/OnuW38BBk9CadlgPnKj6NSbNSMojZJTOO+elK2zglWPPGTmiR88ZY984NNLcAfe9TjpUgJ1Q4i5z6U0/3ChyfQ8D9KJCrJy3zewFIjAbsKzE9zjiqJaGLJIA8TSYXsMZ5/OtCzm3W9qxJ3NCvH04P8qzuQQyo559ans5FSOEE8q7oP++s/wBactYnNWWxdM7rM5YZG0YBPSsLXZdi21393ybqGX6c4NbDsfMII61j+IIhLpdwB18okfVSDVYb+Ijjrq8GelXHzRxsoBJIPNcnqxMF0oKnAkIODW/YXDXOh6fcKT+9gRs+uRzWFrqut1kjIKggY74rgpR5ajiy4vS5oWcwVY3yR8oFae9T8ykgd6xrSQm1iyP4cmtMH91gZ5HGKzkrMrc4TxPB5d8p/wB5f1yP51hiul8SkSFzggq4P6Y/wrmwK+nwUuahE8XFRtVZ6+Pht4hHWCD/AL/ir2l+A/EGn6hFcGCDaDhwJhyK9YZlRcsQB71GbmINtLV6TbascabTujkprSAKt1cIN8IOB6e1VrC4+1wJcAYD8/SpPFOjaxqMrRaVe2kMMx/etMxDR+uABzTBp0WjCCxgkLrFEo3seWOOT+JrzqlKUVfoejCpGSWupqbgseM4zQhSFSV6nqazpbgH7zdBUS3QdDlvw9KxvYsu3GppD/8ArrzPxVD4Vmu5Lu7ixcOfm8hyuT646Zqfxhrs1ohigO9sE/JyF+teVXl7LPI7sWds/Mx6CtIpspNRJL5rOK4kNp5giP3FkOTXoXw1uND0rRX1rV5o3upJmSNHORGq47epPOfpXlfU5Jye9dLoPgfXdcjkksVSOFVyWkfaGJGcD36Vq1ZBzpvXY9ri+JOgXDFLa7iMgP3ScVz/AIj+J8ERMVuRJIOoXpXi2oaLdaddFL23lgkUlclcZI9DTTIAoB3EgdT1NJxv1CPKnsdR4l8T/wDCR2PkTQKcHKueq/SuKjE0DbNodR05wRVh5JG2hTtUdhSHJfce9VH3RTtLUsxz8cwyD6DNaFjafb9yqHRQRvcgDA9B3JP6VRiPy10OiLizdsfefj8BWlP3p6mVe8Kd0zRVVRFRFCqowAOwpKdTa7TzBp615/dErql0Owmb+degHrXAah/yFLwjH+ub+dY1/hNqD94khPPQE44rpdEjb7bZ5UY89SPfkVy8R+6R1HWuw8KR3E2rWrABgh4GOK83EO0D0KOrPQnm/wBQm3G24PfrkN/hVlHJmUEdGxWdNclr3ytqhRcqMgdflNXVbG4rnIIrw59DvitB2rk/b9MwC2RMpAOOy/4VVmfC9T6YLk/oKdrMr/b9JWNhudpOuMcpVNozDKqSS4B5wjZ4/CtZfCjow9miVXZsECMLjg7Ov51Xe47NKWP91CBn8qZsiL5wu5eBkDmmSBWQBBj1Pb8hWd1Y6khJ5RkISMHnPLGq4glmuFihTfJIcIoNTbXUL8qqD2Va57xhrEtppx0vTwFuLiAy3ci8GKDoFz2LHr7YHet8PSdWaijPE140Kbkxmu+NLHRs2ejrBqF+uRLeSKGgiPpGv8ZH948egPWuA1LWNS1eXzNSvri5J6CRztX6DoPwFXfDGgzeItbi0+FkiU/NNNIcJEg6sT/SvQvGXhjwf4R06GGwb+0b2RNzTytnH0UcCvoKdGFNWij5WtXqVZXk7nk63ESrtNlA3uS+f/Qqv2WrGzfNpPc2Dd/Lk3xn6qe351TlkLsTtUDPAAxTOvBGa1cU9zJTa2O903xCLxo7bUfLguH/ANTcxH9zMfT/AGW/T1ArbBYM6vncvVXHSvLEOxWQjdC5+dP6j3Fd74eu5bmyMFyDJNCBsl/56xH7rZ7kdPyry8ZhYxXPA9vLsfKUvZVHfsy8hkLs2VI9gP8ACo5S+eoC9emM1YMZUjHGORg44prQgcsRg+p/lXm3R7ZX2rneBGzeoxxUbEsASwY9OO1TIgEvy7R9V4NSbWIPzA+/SqTEyqm4dSpzxymKdDsTeiDGyUN0x94D/CnkMrfdXj3p8A3TziYYHlBt30P/ANeqvdM56q0LZZWQ+o5qrdp5ltIh6OpX8wRU0YDJ8rZzx0pblYkDeU7SKu0gsMHPGazhpJM5p6qxseCbqSbwXp5Iz5RaE+2GP9MVLryLIqMwIw3FZ/w+kCafqNmTzb3z4+jAEfyNbWsgvbkYzgDHHvWOIjy4iXr+ZjSd4IzbNUFvGCTxkZrSXlBzjisu1H7tlZTwxxitLID9PwNc0/iZutjnPEdqdpdOd6nIzxkc/wBK5Gu/1aMSQK3aNwSPY8H+dcM0e1mHocV7uWTvTcex5eOjaSZ9Z6l81uIc4MrBB680DS7JUCJAFAGBtJFcZpXxR8K67qNuo1D7IUUttvF8r5umATwfzrJ8XfGiy0S7ms9JtY76WLh52kxEG9BjlsfhXsnmHod3BaWdu89xem3hUfNJJIAq/ia4241nTNRmL6ZqSX6x/JJIg4U+mehr5717xjrXi/UWn1S8eWNT+7gHyxp9F6f1rvvh9GI/CuoXcZ3NHcDeMdF2j/HNZV/gN8P8Z2F5qKK7Ddgjqc8AVnR6yPtbIX+Ygt17VXu5UuUMqumMcknp/wDXrl7qeSFnjkIKry7b8FyegI6/h9c1wqNz0L2K+uSXWpaxtgwN7ja5HH4/Tr+NO1fTYrGxltmnDRK6sLqYkM3HO1epPXsAPrRaOE8QWrzMzKpCheO/U4HY9B+fYVmeKJnutZeOJW8pWbC5z6VpFW0Mm7s3PDGlWN7asFUfYov30892MIGJwoOOXwO3ue9d1pNxa2dmyW8iKoOEBJy5Pcjtx2ryK31GfbbwlysMLZWNeBn1PrXcadZ6d9gW51NC7zIWBEhXAz2xUzLhG4zx/It5YRhIhKUG4MOq5/xry5yecg8Vu62PKvpDYahcSRZ4848/mKxn+0SclVJ9aunohyiU9xDd6l3cZ9aaYZOrkZ9qgEhMmzpzWu5k247mnEcrmut09NmnwjGPlz+fNctZwmeeKFR988/TvXYABUCr0AwK3w0dXIwxU7pRFzTCacTimE11WOJh3FeeXZ/066yefOf+dehD7w+tedXX/H9cDPSZ/wCZrCvsa0dyS1y0m0Z9a9U8E6e4sjMkDNIWJUngbSK800GNZtbgiboxI6Z7V7V4eS4Ft+5RIYlUDOMsw6/hXi4+VlynqYdacxU+yvaXkMUg3MZ9zN78itIAjkdd4H61TvmdbqJJCcifduz1OTVwE9DjBbOfxry562O+JDrLxG+07dkEyMDsHIGw/wCFZc87l5Qu0L0+YnJH51Z1k7tU09cjIlzyevyt39agkK75HJIXd8oyCVrW/uI6KGzQ3OcESFSP7qAZ/OhY3Zc+c2zd3brUvRlUnO7ocDj9KjdFVgFy+emWyfyrLfY6bipbo8ihFLMWClgR34/rXlfiHUHuLnUJAQRd3rdBz5cXyoPpz/46K9XtATPGd7hVcE547147qcDRXCxP1iup4mHoQ2f616uWJXkeNm7fur1H2N/LptoYISVeY5kZTyR2FSz3El0BJMzknjr1qCG0kmfeiklOvGa1rm1ur9oJpQpkKiNljiKkBQACe3P9K9lLQ8LqYUkKEAouOfWmC3fBbaCoPUGuhbw9dbx5cbbe24VZj8PyAnzlycddwFIZy3lMp5HX07V1nhe62wta9GId4SegIAOPx5/Kq0uimKORmICoC3BzTNPja3vtPG35ijSsM9AI8/1FZVoqUGmaU24yTR16zLcxJIuOV6Z6VE7KPvS/+PVlW0p3iJ2XDLkE+oq9KYljOSp9gM/1rwJ0uWVj63D1va01IeSMZ+X2IJpqsR9M9VY1XwvPB6dxilQN0yGHcLjFCiaNkk5EZDFiR2+brSJLulTggOjKMnqev9Kic87cADsMCo4cR3UBxwJBz6Z4/rVqKMZ/CzTg3CNiAc9QO9NkO/zBnqM0kbbX2sQMjBpzxbZFccZXFY2OZsk8GyeT4j1a2/hnhiuAPfof511eoLuiIyenNcNocotfGtlz/r4JISPUg5Fdxfn9y2B/CanFr94pd0v8jmpbNGYoKvJjP3ga0VKMqkjPFZ8TK0kmT1UEVaWQbOOgrkmtTojsVL9VMMw7FcD61xd0o+0yEdCc/nXW6rl3RAx255A4rmbuMiU5HAyB+Fenlj5ZNdzkxsbwucosmVqpfTnYEBODUkYPk7s4rPuZAz/K2cV9CeIWLI/I31r1X4W6jDt1HSZj/r1EqA98DDfpivLIl8qBR3PJrW0rUZNL1C3vYjh4XDY9R3H5VnUjzRsaU5csrncXNxc6Nrz2cpke3ydhC7jj2qa60mTU51kt4GWIkEbWBY8e+P8AJpdZu01q0ivrCcxsxBAB25x/CT2rc0ZZtU8pHgaJo+GWZeQ3sB1/HiuRROyUrDfCvhOW4vRdsWYxSfNJKAPy9QO5q7rWhQgyR29t5pDYEwH3z1IHoo68envXc2UaWxS2EhJVQASclj/ICqOuoxs2jjU/ZxkO6kqZP9kdzn1qmtDJTuzxSXQZoZmJccuduOeKuXE2pW8UebeVo4RtTaM45zXaQ6L5ySuUAcJu8tSAPp9Per//AAjhmCIZX8wYZ8McL7AfnWep1RnFI8buroMpSSI4yXAxjBNUS64BQ/UV6JrfheMI1xC6sygFl24yhOAP5/8AfNcNe6XLbTyoRwg3dO2cZqosOZGXO21cCqflkSB/erzIScHGR1FROCkLOOdnNbRMajuzqdEtBHB9ocfO3Az2FatZmjaza6nbhIyEuFHzxHr9R6itOvRhFKOh505OTuxrU0049aYetMkVfvD615zc83dw3rK5/U13Fxq9jaTeVNNhwRkAE4rhJDulkbOdzsf1rnrbI2o9SbT7sWOoQ3RjEgjOShPUdxX0R4dvbTUdDju7KVTC2CBtAIPcH3r550sRNqsCXEYeF3CMpOODxXfeEzfeG/G50OOZZra64YZ4I27lf2OOK8nG0lNX6pX+R6NCTS8jtNYXZcJzn9/n36mpUHy8tgZ9Peq+sDZcLntKoxmnM2YmQFc8439O1eR0R6UdjP1Y51a1HBxOqn6bGzinqhM52gY6AYPSquq+bFPakFd4ulI288bWHergMgYPIxUEdFatJaQVjej1GyRKGGQw4xx0/nTHNuh2l+QPWleRdx2K2R+lM+x3EoJLqAehAyam6S1Z0XFhEKEAsOueM/4VwfinTzJqk9xDGSt4TKmP4Zk4df8AgS8/j7V3RtSv35zx6nmo7e0Scz27RrIoOcHjOc8+x6811YSqqc2zz8yhz00+xxPhZopDIM4mwM+4rqRGu3LZyOQK5DVNOl0m/M0TsiByY7ofdJ/uv/dbsc8GtC31xkULeW77j/y0i+YH8P8ADNe7Gakro+dlFp6m40uG3ccUJOVnWZo1kQZBEgyp4/yaz49Rtp3CoZWP91YHJ/LFdNptrDawm81VLewscczao2wY/wBmIHe59vlrROzuTa5z39nyalILRPlSQGSd+0cI+8x+vQepPtWDcXau91fRjatwfs1pj/nkrZd/xICj6H0ro/EOv211YtbWkUtnocz75pZAFu9WYcABQP3cQ6DgADpk8Vx2pztI4kKKnACogwsajhVHsKwqS5nZGsFbUu2mpCeS33YWZZcEjjcNp5rebzNq4A55ByK8/wDtZtZYHCqxVt5VhkEdMfzru7eaC5so5YlUI65GB0FebjKbjaR72WVU4uHUHRiQwPHrk0oR2X72MelPkLAbdvygcYNQfKAN2QPrXGrnptISQFOWxuqtK37tj8x2jcD9KsFVfgA5x0qsTH8y/eJ4zxW0TGa0saZKiVcnuMcdc1ddsw7fesqOQymPbjJVcA/SrzM2fmBHsRWMo2ZyJ6GTJILXxFpN4RgR3aozZ7N/+s16PdgEFW5G0ivN/EAzYzSr1iKSj8Gr0C4kM9tFOvSSMMPxGaMTrCEvkYQ0nJGZasBMQf8AnmMVfUKyHBHWsqBwZFOf+WdaMDr83Fcc1Zm8ditqMQa33N/C4Nc/fKvnsoHfd+Y/+tXUTp5kDoD1HFc1d7mMTt3Ur+R/+vXTg5WqIyxCvTZ53ey7IkiHpWcQSRirF+f3+PQVHAN00YP96vpz58ucjap7jFPGUUZ59abMAxK5qOKUn5WOGHekxo39B1U6fcbJZP8ARXPzAgnHuMV7B4f1SQxBbW5R1kxh8F8+w7Lj868DDbSeu3uPSu48C+IoNBjuHmmdlmZY1THygk9ff/OaxnC75kawqacrPcI2W1iMwDtcN8gZ+/rinSIfMjDybsckAZx9D9ax9O1mDU1AZhuzjarbjgcHHpyDWmlwI87ieGLEkdugrMfoWktdreWqDLHDD29PegI1xevbrIVUDMjrx0GM+/Wo5dVMUTIgVQc/P7UW062tk80oCeZu2gn+EdKTGrmfeWcU1w1okY2lETew+6q5IJ/OuX1DS/7Uvbq5MKqjK6x46kBcAke5x+tdG99HJC0sSOzOd0pbgAY4AHck9qxtZ1KKw0y4mVgt5JCY0YPkjj5iKg0TZ5HdQol3KqsAFbAOP0rN1FhDbSLkfNwMelaEnyxnON2eoPFc5qd15021furx9a3pq7JnKyKkcskMiyxOySKcqynBFdHp/jC5hwl7GLhf768OP6GuXorpTa2OV6np9lq1lqKj7POrPjmM8MPwpmq6iNPtSwwZm4Rf615srlWDKSrDkEHkVdOp3Fw6m6kaXA2hj1ArRT7k8pK7M8hdySzHJJ71F1B+pqYgEZByPWoFHGc1lVNaXUfbSeVdRyEZ2OrY+hzXd+BXbVvHn2yXgKkj4H8PG1R+tefjO/8AGvW/hPpY+x3+pOQDKwhjz3A5b9SPyrz8Y1Gk5ddvvOyhdySNzVgwlOTkC6VRj6UzJ8wg9CM/yqfXUaEhiRta5XH5GoRzJuyP9X/SvDXwo9eJTvhvubVcAnzlIJGccGr880gVSjK7KOm01lag8nnWbocHzkwfzFWBPcLu3Bic8gCiadkdNFJpl+C8iMeJHZH6kbR1/KpZpEA+8xYjsmc1mPO64Cwr6/NnP60xxPINmXAAzk/4VlGnd3NuUcVaSRiAhU+uMmka7FlMlxsPy8SADqvt7jr+dEUTZBGRz04pr7GJBOWX2zXUnqZzgpRcWJ4h0u7ktpNW0qPz4toeZUG5CD39we4rztryxLkizmtWzybSbaP++SCP0r0eHUJdFgmFpdmSCcfvLLay59ShIwD7dDXBanFbzXEkluhUlskEYP416VCatoeLXw84OzWhANWjtxmG/wBXHH8MqL+u2qsmtHz/ADbezBn7XF25uJB7gt8o/BaSdlcKBEoKjBPBz+lVChPTFdak3uckoJFuJpZ7hrm6maWZuSzsSammu/Njit5kVLWHLPIF+Y//AF+wqok8UCfO4BA+73P0FUbu9a6AjC+XCpztzyT6k1UIu5ErWKszmWZn27QTwPQdhXX+E73/AECW3bkxvkD2P/1648jFXNLv206/jnA3IDh1/vL3FGIo+0puKNcJX9jVUnsd67B5Aqqc+3FI20YVs5HXg1bgNlqFibmCUFCMYxyD6EdjVY7sY44HI3cV4traH0inzK6IfkUYG0CowqsDwAPpSvnbwN3oCMYpnlE/xEE+nFWkJj4VCJGOO6/katMzAgAsM1ThJ8piR92Uj8CBU7Nx+NKW5yNDNQQS280Z/wCWkLr+mf6V0+g3S3XhXTn3Et5Cqxz3HH9K5+RflhLcgtj8+Kl8FyMNImtySfs9w6Y9OaKi5qHozB6VfVGsoHmRA/eKdqtwqxkKjsAc+tUuDcwntsq5A3zbuPSuGZtEsPu8rp2rmr0/6KCQRtc/rXTnLRAcciuf1Dy3gnTncATt9xRRdpIUldHk14czA+ozSWv+uT61G7bgvtxTrb/j5j+tfXHzZYRt96Qx9qe8as5B47ZquzbLzP8AtVeCFpOvWkBSd5Im2uDuHRqclwSwYuU2c4H9KuSW8ci7C6nHbPSs2e3kgb5gdvY0Ad74H1x4bi9vpX8tkWOAuTkYcnr+R5r1wamJbctESwHQjBPbP1r5minkiBCOwUkErngkdCR3xk10OkeMdS0+eFFkD2yKFMUp+Xgdc9R/9es5077GkZ23Pcm1AzIHygRMEhT0+oFZeoa+JgZJTI4Yqm1eoA7AfXrXnlx4ztobtpLR3eMnlHXGFPUcYPHpWVf69DcvJGpZAhDhmbl/YelY+zkzTmSO6ufGUKDawbjlzu+UEnoM965/WdXe8+UYUE5EYGD+J9K4q51KSeWOQqFZRg85BPrj17VXa4uFO5pG3Hn71WqIvaI09Tv8L5akFu+OgrCYlmJPU0ruzMSxyabW0YqKMpScmFFFFUSFAoooAu2so2FG7cipF5jBzVCNsMKvpzGKmexpTERWeUIgLOxAAHc17/4b0ldN0O1giO4xxfNg9W6sfzryDwVaR3XiaEyg7IVMv4jp+pr2yxiYRDZIfzrw8zq3ap/M9PCQ91zMnxAHWKFnJ2m4HX6GqKS9s9Iqv+KQ6WUO7kC4GMfSsZcAjJOSnAxx0rhgrwR6FMZqLqHtCTgCaP8ADJq2o5K+ep9STyaydRyRGD90Sxcjr94VegeOUbB5XB6Zya0mvcR1UN2O5IkUvliDjn+VV9s4IJkznqpOM+9Sv8qy4XDbeCBVT52PyIN2MHIpQNmiSKUqT8h9MhqRp03bgR1yck00xtvAVD6HbTXeUDbvBUjgntWqsJruOa5YgYSE47hOfzzWB4isZr21jurdAtxbAgmPIZ1/PtW2f3g4gBfHVaRl2jd+8XB6df6VrTqcklJGdSjCpBwfU83fUrybHmTs2OASATUZlkcYaRsexxW94j0mKJft1spCs371B0BPcelc8B9a9ilKM480T5qvSnRnySE2gHpTSAO1POfpRg1sjBkWPajoakCnFIVyKGIuaXqUmmXQkX5o24kTsw/xru0MMsKTRyIVkG5W55Feb7feuj8NajsY2ErfI3MZPY9xXFiqHMudbo9LAYhwl7OWzOl8tOokHPXBqP7MSc8N9TUnlxkDDDP0qOdCMYm591zXmnt6kLRFPNXcDwrYU/WlSQmMrk8GmSNsKruyWQgkjA7GhG2wb25B7jsfSraujjqaSZoOA1mSOq81F4Ym8nUtatjwC6zD6EU20mMikHGGqtpD+R4rkQ/8trbH4r/9anCN4SiYVfijI6AOCY2HZPyq5bMMEZ6EH86oQHFyAMfcq1HIM9MblGcVwziaxZoEgAYJrJlhJkkbPXINaEj4RfpVAs7Fs5Geox3rKMWmVc8Xp8J/fIfemU5DiRT719efMj7j/XNVxJW8lXU8461TuP8AXNUls2Y2U/UUARbpFYnnk1Kt44GDz7GkYEGhogwyODSAZK8cgyqbG9ulQ4pxUjqKSmAlLRRQAUUU7FADaTFOOKaaAEooooAKKKKAFHWr8R/diqC9avx/cFRPY0p7nf8AgOK1+xTSopNzvCy/TPGK9Ds2xF8rEc4wR715H4Jvjb601vuCi5TaMn+IHI/rXq9q0ix4dRkHmvncwi41Xfqe1hpKVLQo+KGkMFuOq/aP/ZTVGNGaNZBgqqDdk45PSpvEs42WyZIInBIz14IrJguG27d3y4xlu1Zwi3BHTDqQX8v7vzBn5Jozj1+cVZjO2VvLO3JycgDmsy+f/RCOo3oSf+BitySJDPwRj6f4GtZ6QV/P9Doo/E0AlkRW3tG3mLtxxlaYghjOxZBsHUBs8mnywxyYzInHf/Jqt5MKjb5iJzzgKc/iTWCSZ0bGhIQpBVcH1VhVYFo5QAw3scdRUEixAiPIJ77QDSNFGvBKZx3XOf1qkrDJpHt9+1mEjdAM5qJmVhgAD2BOarNG4YZCHI6Bf8KaY2iG5S3PBx1/WtEvMnXsLPbrcW00TRhg6lfTPHFebFSvy55HBr0pjMGXaG55J4rhtds3tNQc4xHNl1/qPzr0MDJpuLPLzOnzRU0tjMBIPPNPRlJIY4qHcc1IjHrjNemmeIydQuODTGXHvSjkfd/Smk8VQhMU6NzDMkqfeRgw/Cm5pN3HAJ+lS0NOzujvvOBjSRcEMoIwfWoJJgwOCevrnFQ2gP8AZ8BbIJjHX6Urodmep9jXkuKTPpYTbimNZWkMZUksX2gfUVIYiiMrKdx6e1ReYsaB+NyupGT71Y83fK3OSTwKJLTQwm1zD4SoZAikYADZPeqjt5HiPT5Rn5maM/iDUzMyMCRxVDVpNnkT5O6GZW/CnSj71u5z1/hudVHn7TweSlTPMYoSMDKnmiIK16hHQrkflUk8CSxYY8g44rjmrOxpF6ExbNspz/DVbcS+PbvT4yTbKOuBimEYlX3FZWLPGqQ9aCaSvqD5sezbjmpIGKyY9Rioc0obDA+lAFqQsOcUwSMT92pHOQCO9NDEGpAaAz8YJzSNbShc44+tSGd1HAAqN5WIxmnqBEQQcEYpKUkseadTAQCloprHtQA0nJpKKKACiiigAooooAVfvVfT7gqigywq8v3B9KiZrTFV3jmSSM7XUhlPoRXtujajJfaTBdsvMqByB6968RALOAoyx4AHevavDkEljpUFo+N0cagj8MmvJzRLki+p6OCvd9ir4hfelu+3GZFrJjUhGkKnb90H361ua6FeG1QoctOAT6dajttKtjE8jJNkYVvnH+FefTlGNNczPQUrM5G+cvbsFzhSp4/3hXT3CiST5HA+gxUU+h2vzRxxzEN1BlAOAR0+X+dXrW2e5O9w4BOMfKDWtWpCUE0y6NRRk+YoomVOUXA4ycmo3CrndgA99oGa3/7LPlg/acMPvAqMZqp/ZnnnDXJGOAQijH6VzKou51fWIGE4RjjaWYjKkdKQJtAUhjnkAE10w8PZgBN9KM9SI1GT+AqNfD9um4tcTO2OvHH6VXto9yfbw7HPjJYZAVR1+XmkY4PzKTjvnpW1/YaRvxc3XPUcf4Uw6WsRJ866DHnqp/TFXGrHuHt12MN89Q5Az0zxWZq9p9usWTP71Tvjyep9PxrrZrGOXO4SDn0Uf0qo+lRhvMVZc56b+v5VrTrRi07mU6kZxcWtGeTHrg8Edacpx9K6/wAQeGS+67sY2Df8tIj1Y+o9/auPKlWIYEEHBB7V7dGtGpHmifPVqUqcrMlDjHXFBbjk5qIKT1NKQK2TMh25akhjM0yRCTG5gM5qvgk4AyT0ArqtE0Q24+1XKfvGHyof4R6n3rKtVVON2a0abqSt0NAuEQIhyFAAOc1G8oKLknPfNWmhgycrGPwqNooRgrHEV+leapJnuOpbYrISVkweqnJzTRJslDZA56U43flHattCy5/555qMzG4nLtGQztknGK2jsc05c0iea43p175qlqbedpkvPRQ34ipjgSMhyO2cdKekUTh42JIZSOnFVGyd0ZT1TTOk0iUTR2Uo6NCp/HbWhIow2D1Nc54Xud+n2qZGY9yH8K394zhvSuCurTaNaTvBMWEDDA9QaHjGQwPSmBjnj0qTIMWT6VjY0PEaKKK+mPnQooooAtxndEPamk4JpLXklfyokO1sd6VgGse5qMnJoJJpVXuaAFApaKDxTAQnAqOlOSaTFABRS4pKACiiigAooooAs2ke+QDHU4Fer6BbQjQrbNvGxABO5QeK8w0pPMvYEAyTIBivXLNBb6dEo7xJn8q8nM6llFHq5fG95EX2exiu/OWwt1mAJDBAOa3rO6jJJK4JUVhtKm5twOMVftREyIFY5wDgmvFnJtanpWQmuSIILYhv+W4OfSrFldoSV27ldcHnuKoa6iC1jeV1VEkyzYJAGO+AazbfVNPiDSRa7pyt2DO4/wDZK3hRlVpLlMnOMJNNnWIUk4MZ3Dvu5qxEEBwYcAD5c1zq+KLBGBOs6YB1I3t/8RUkni7TyzbdX0w8cZkfj/xys/qdd6WF7anvc6C5I3ZRBxyPk6VRL7t7bSAvXC4rOHi+w8oq+r6cRjoJW/8AiKry+LbB5P8AkK2JH/XVv/iKlYOv/KNVodzbivJHAVE49M037Qyn5uS3T5qwP+En0oZ/4mNnuPcTN/8AEVC/ibSc5+3Wx/7at/8AEVf1Or/KP21PudB9pJP+rH1zTd2BuYkjHqOK58+KNNJx9stCB0zM/wD8TUR8VabjBnsxn/pox/8AZaf1Ssvsh7en3OgMoDE4zu9TUcsyk4CKB9Kw/wDhK9PAG2ezAA6CU/8AxNKvirTm+9c2qjv+8P8A8TVLC1v5Q9tT7l9y7kAfdPasnUtCttQJe4tgJP8Anohw3/16T/hJ9NOdzQEf9dzn/wBBqGTxJp5OUkiHPH70n+lbwo14u8VYUqlKSszIl8GNn9zeYB7SJ0/Kmx+DD1mvOP8AYStZfEVoTkzWwz6uf8KU+I7ZiQLi0H/Az/8AE10qeL2/yOd08MLZaNY6aVeGPfKP45OT+HpWiz7gQQPyrLHiC043z2hPqrn/AOJoHiKx5Hm2/wD32f8ACsZUq83eSNo1KUVaJceEFT8vXvioGt1AwFx+FVj4htAcb4D/ANtD/hULa9ak8SwL/wACP+FONKr2H7an3LP2SFRk5H1NNfyYxgk89MdqrNrtvj/WwH23n/Cq8mrxOeJYMezH/CtFSqdUS6tPozQDRZ3CTnvkVE/lh1ZWXIb1qkNThxjzYs+vmf8A1qja9iZt3nxdc/fraNORlOrC2hoeFyFvL6LP3JdwHsa6WRirqSK5HRJ408STrE6tHLHuBX25rqzKG57g1liV748O7wHZ6H1qQSZTnGMVDKVMZIzTWJ8vjPrmuaxueQZpDRRX0R86GaXNJRQA5XKnI4NBOTk02igBw61JTRwKTPNIB2cU1mzSE02mAuaM0lFAC5pKKKACiiigAooooA1dB/5CtsT/AM9BXrBmVbK33bdpiX5s9DtFeUaCMapan/bz+hr1CMCTToyU4Cgex4rxc0V5RPYy74GR7VldiG42/dq/EpWNS42hVyaySoDEBscDGa07VJpT1/dgYBPIJrzZJJanoEu4zK6Ou7cOVJ7GuGk8AamZW+ztA0e47NzkHHbPFd9aaZNDe+Z5rOhUg5H41tJCdhI596KeLlQb9m7pmM6Uaq988jfwFrKj52tV/wC2uf6VJ/wr7VlRWe4s13dAXbJ/SvUp06YbFOFvEdkgySvvzWn9q1vL7jP6pTPLv+Fd6uX2+fZ5xnBdv8Kf/wAK21zGQ9mR/wBdD/hXrSwhhkPggcA1IsY7n86X9qV/L7iXhqZ48fh1rvP/AB6HHpKf8KhfwBrqcFbb8Jf/AK1exxqq5ViWz1NU7mJJG5TkDH3qv+1K3l9wLC0zyM+BtaDAbYM+gk/+tQPAmtMThYOOv73/AOtXqyWB37lVOB61J9kUDKkA+oo/tSr5D+qUzyX/AIQPWwM7LY+wl/8ArVAPBOtOeIYh9ZMV7ASYQUYrnscZqoUB4Jzg9uM01mtbsg+p0vM8u/4QTXQOIoP+/wAKUeBNdJ/1cH/f4V6mqAd+vqaf5S4J3frT/tSt2QfU6XmeVf8ACC64P+WcB/7bCg+CNbXrDD/3+FeqGPA6jH1pG2Y6gkUlmlbsh/U6Z5T/AMIbrXe3i/7+ig+DNbA/494v+/q16g23Gcj86hZQx++B7U1mdbsv6+YfU6Z5i3hDWR/ywj5/6arUR8K6wnLWy/8Afxa9PaOPIzIuajkSPByd30FWsyq9l/XzE8FT7nmZ8MawRu+ycf8AXRf8ai/sDVMf8ehIHow/xr0l1VYyoHUelMs7e3VQqqST6mtlmFS2qRDwUO55sdF1FTj7G5+mDSf2RqIH/HlN/wB816JKnlscRDr1ApmWYDGB65qlmE+yE8FDucXo9le2urW8slrMi7iGJXHBFdgkgJP171C15dxmSyKqIifvbeT7/WpDE6HduDZHpUVqvtGmzSlSVNNIuAq0eDTQD5eD2GKhRyYsd6mR90fPWsDax4/RRRX0Z84FFFFABTlHc03vTqAAnNFFNoAKKKKACiiigAooooAKKKmWMFeRQBDU0Fu0zAdB605Y1z0q9aL84FS5GkYkmm4TW4kUYVWI/wDHTXpisxsIFBwNq/yrh7S2eC4LhV2kFie/Q13EAJsoFClmZVwBXkZlpKNz1MBZxdhiQNezmADpjcw7CuiSGOGFY1TaiDAFRW1mtnFwMs3zMfWrO1XHOBn0FeHVnzu3Q7ya1YFjgA/hVsBGBDDGeuKhsolhOSScjvVwJu5xwPU1lYmTK0drFbxCJA20Dgkkn86sIoHIVfqetRXXmxhTFAJO+N+DT1eTy1Pl8n7wLdKZN2TYO7LbcEcALUe3e2T/ACpDOw5YZ+lRvcqepXkdM0gsw+YHhfm9c1jXN3cC6wGwvXG3Na0kpGzIGD6VUkUFsFQGA4ytUiooq/bZA6/IfwH/ANenrcShslTt9xTXwjKflH0FVZdQUSbSGVf72AM01G+xZfku4zy0eSRyaoNcQo5wvPal+1WrpzL261WaeADcMEjvVKDHZFt55QqkIqg+1QG7kPXj8KqnUUcZKE+56VKbmJo8qAT6Yq1B9hFgXG8ct+tJ5sbAqH571SebnO1QD600yrE5BK4PvV8gFpGUjGTn3p5Csen5VUWeFOhxnrUgvEHAYfkafI+grkpiU/wt+dMaIgcjIpBe5cjcAMccd6b55cEcn6Cjkkg5kMlVTG3AGBVeFTuB+6fcVMckYPmVExYH+PIrVJ2JbRPOokiI3YNUBtXgnp71MxJXkn8TVZ4MksQPzqoxE2OkSOUK3HHvTnZNvVcfWoSsajlR+ApVjVlyAMH2rSxNySNo8kllFKoz349ag8vsNo+oqRcjgHBFFhpnk1FFHavoz5wKKKKAFFLSCloAQ0lFFABRRRQAUUUUAFFFFAD0GTU1RJUlSy0SRjmtOyQeYv1rOj6VqWH31qVqzTZXNbfh8dSwYD8jXdacyi0hZyqvsG0ZxgV5+vzanaqem1249dpr0MtuEeVXoO1eVnDvOKO/Lf4bLnmfIDn8c0qSgH+I+9QPGnGFA+lP2Lt6d68PlR6Ny5HfCMjJYYPer324f3sA8DkVjiJMrlQfrU3lpj7opWQmjTa8UA8jjsTUTX4YNtccc4U5NZzKGDg9Kit4l3lcnGPWlyoVi7LO0nO58jp14qobm5SIkFmKnoEzVjYMNyenrUYO2XgDoKdkh2KU2oag8O0oMhshgBnFV3u71/3jRggd9+DV4quHO0Z3VCrFHdF+6w5FaKS7DsV7j7W6D90oBHB3k1SzPKQGUcD0JreVibdAelLDGvlM2OfWl7VLoFjCFvKIyw7egxVbypYpR5anJ55rpyQDJwDx3FUnAbqAcdKqNVjMuBZpNwbHuOlSCKbJVMD8Kk3FGUr8pJ5xTHldGG01qpCBbWRcFmH1xUk1ruAPy/lSGeQgZOfrUm44ouxEH2eTYSBnHvVf7NKznr+FXWyEyCR9DUCptzhm6+tUpEsjawlK4DmnJHMi5Jx+NWCuOQTn61E0SlznP51fMKxFIkmcls/Q0zcw6t+tSBRUTIu48U7hYcMyLyD+BpChxtIJqaKJBHwKl2g9RU81gsZpgYnoR+NCQkdd2K0pI1wOKhQDcflFVzCsVGhbdwFx70jAKw4FXZPug4FRMAQCQM1adwP/2Q==

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Sebastian Klochowicz jest zakochany w fotografii, uwielbia eksperymentować w ciemni fotograficznej oraz na ekranie monitora. Fotografuje pudełkiem od zapałek oraz zaawansowanymi cyfrówkami. Jest absolwentem czeskiej uczelni fotograficznej ITF, wieloletnim nauczycielem fotografii w Szkole Plastycznej oraz członek Związku Polskich Artystów Fotografików.
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