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Distance entre fenentre et cloison

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Bonjour,

Dans la future SDB nous avons prévu une petite fenêtre oscillo battant. Nous avons, sur nos plans, prévu cette fenêtre à 3 cm de la future cloison de la chambre car la fenêtre sera tout à droite de la future douche italienne (donc nous ne pouvions pas trop la décaler..
Est-ce suffisant pour que la fenêtre puisse s'ouvrir normalement (90°) ou faudrait-il la décaler du fait de la poignée?

Voici le schéma :

[img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAjwAAANJCAYAAAAIl+ZcAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAJbvSURBVHhe7d0HmNzE+cfxubNN74SEEKrpIfRO6AFC6GACIXRCKDYt1AChQyD0ZgyEEnpC6L333g0hNGPTwj+hdzBg339fnd7bkXbUdrW70u738zzz3Eonzax1Pu3vZkZST1+FAQAAA4540JjDVvIX0BF6/a8AAAAdi8ADAAA6HoEHAAB0PAIPAADoeAQeAADQ8Qg8AACg4xF4AABAxyPwAACAjkfgAQAAHY87LQPI7OTl+VsJQGvt/ehE/1V9CDwAMpPA0+jJBwDSyuOcw59pAACg4xF4AABAxyPwAACAjkfgAQAAHY/AAwAAOh6BBwAAdDwCDwAA6HgEHgAA0PEIPAAAoOMReAAAQMcj8AAAgI5H4AEAAB2PwAMAADoegQcAAHS8nuHDh/f5rwEglbmfGWVeX2JXfylfUneZ7P3oRP9VeZy8fPn+1i3bcS7jMc6D/JxGjBjhL+Unj3NOT1+F/xoA2kpOlCNHjvSXAJRNkX+HGdICAAAdj8ADAAA6HoEHAAB0PAIPAADoeL09PT2GQqFQWl0AdBfXeaCVpVcu0sq7vLnTQs71jZZm1dvM0sz3XLbjwbEIlma95zIcCwDdyXU+qKfUc57LfUjrrZ1/ZmY/51/+Un6aVW8zNfM9l+14cCyCmvWey3gsACCLes9zuQYeTuJVzXzPZTseHIugZr3nMh4LAMiikfNcboGHk3hVM99z2Y4HxyKoWe+5jMcCALJo9DyXS+DhJF7VzPdctuPBsQhq1nsu47EAgCzyOM81HHg4iVc18z2X7XhwLIKa9Z7LeiwAIK28znMNBR5O4lXNfM9lOx4ci6BmvWeOBYBOl+c5o+7Aw0m8qpnvuWzHg2MR1Kz3zLEA0OnyPmfUFXg4iVc18z2X7XhwLIKa9Z45FgA6XTPOGZkDDyfxqma+57IdD45FULPeM8cCQKdr1jkjU+DhJF7VzPdctuPBsQhq1nvmWADodM08f6YOPJzEq5r5nst2PDgWQc16zxwLAJ2u2efPVIGHk3hVM99z2Y4HxyKoWe+ZYwGg07Xi/JkYeDiJVzXzPZfteHAsgpr1njkWADpdq86fsYGHk3hVM99z2Y4HxyKoWe+ZYwGg07Xy/BkZeDiJVzXzPZfteHAsgpr1njkWADpdq8+fzsDDSbyqme+5bMeDYxHUrPfMsQDQ6dpx/qwJPJzEq5p5LMp2PJr5fvm/UcWxANDp2nX+DAQeTuJVzT4WZToezfz58X+jimMBoNO18/w5EHg4iVdxLKqa+Z45HlUcCwDdoJ3nTy/wcBKv4lhUNfM9czyqOBYAUJ8s56JeTuJVHIuqZr5njkcVxwIA6pP1XNTLSbwfH2hVzXzPHI8qjgUA1Keec5HzsvRGcBKv4lgEcTyqOBYAUJ96z0W5Bh5O4lUciyCORxXHAgDq08i5KLfAw0m8imMRxPGo4lgAQH0aPRflEng4iVdxLII4HlUcCwCoTx7nooYDDyfxKo5FEMejimNRJfUCQFp5nYsaCjycxKs4FkEcjyqORVUZjwWA9snznFF34OEkXsWxCOJ4VHEsqsp4LAC0T97njLoCDyfxKo5FEMejimNRVcZjAaB9mnHOyBx4OIlXcSyCOB5VHIuqMh4LAO3TrHNGpsDDSbyKYxHE8ajiWFSV8VgAaJ9mnjNSBx5O4lUciyCORxXHoqqMxwJA+zT7nNHTV+G/jsRJvIpjEcTxqOJYVCXV29PTY1ynnhEjRpiRI0f6S9EGXTjUfwUgiwnbj/VfNUfc73DU771oyflTAk+cN3dayH9VHs16zxyLII5HFceiKk29Uaee4cOH+6/i9V4wl/8KWUUdO46pm+u42Ov0tXy1Xyv7tUhaFmm2EWn2tcV9Ly9xv8NRv/etOn/GDmnxF2sVxyKI41HFsagq47EA0D6tPGdEBh5O4lUciyCORxXHoqqMxwJA+7T6nOGcw8NJvIpjEcTxqOJYVGWtlzk4QPeZuMO4gTk8bTl/SuCxMRehimMRxPGo4lhU1VNv1FyCtHN4GpVlTgRQNu38/x33O6ztt+v8GRjS4i/WKo5FEMejimNRVcZjAaB92nnOGAg8nMSrOBZBHI8qjkVVGY8FgPZq5znDCzycxKs4FkEcjyqORVUZjwWA7tbLSbyKYxHE8ajiWFSV8VgAQC8n8X58oAVxPKo4FlVlPBYAIFI9WqIoOIlXNfM9czyqOBZVedYrt5jvvWAufwlAt2j2oy3ilCbw8IFW1cz3zPGo4lhU5V1vo8/SAlBM9T5LqxViHy1RFHygVTXzPXM8qjgWVWU8FgAQVvjAw0m8qpnvmeNRxbGoKuOxAACXQgceTuJVzXzPHI8qjkVVGY8FAEQpbODhJF7VzPfM8ajiWFSV8VgAQJxCBh5O4lXNfM8cjyqORVUZjwUAJClc4OEkXtXM98zxqOJYVJXxWABAGoUKPJzEq5r5njkeVRyLqjIeCwBIqzCBh5N4VTPfM8ejimNRVcZjAQBZFCLwcBKvauZ75nhUcSyqyngsACALOc+1PfBwEq9q5nvmeFRxLKrKeCwAIAs9z7U18HASr2rme+Z4VHEsqsp4LAAgC/s817bAw0m8qpnvmeNRxbGoKuOxAIAswue5tgQeTuJVzXzPHI8qjkVVGY8FAGThOs+1PPBwEq9q5nvmeFRxLKrKeCwAIIuo81xLAw8n8apmvmeORxXHoqqMxwIAsog7z7Us8HASr2rme+Z4VHEsqsp4LAAgi6TzXE+l9PW/BIDW6eurPfWMGDHCjBw50l8CUDZxv8M9PRI52qenctKpOev0/V/0m+r5cfp8lFc9IqquotUj2nGMqCdeXvWIqLqKVo8o6rGWEx+BB+g8SYHH9Xtva+Z5KBB4dIO4Slu5jUjarmj1CLbpvG1E0nZFq0cUdZveWSqvCTxAx6k38KQ9f8R9X8TVMzCHRytKqky30UrD8qpHpKmraPWIpO9nqUdK1HuintbUI9LUVbR6RFJd7aoHAFSW80fUOUgk1VP3pGVXw9pYFlH/gKx1dWo9wnWMqKdKtm/W8RFZ6ypaPcJVVzvrAQCR9fzhOgeJNPV4gce1cxpRDWcVrifNG3fp1HrCilCP/W/Lq55GNKueev9tRasnrGj1AOgOeZzP6j0v9uqGjZ606n3jYY3WI/tKHXnV06hOracZGv2ZqaLUo8c6r3oaVbR6AHSfdp4XG74PT6efRBv9oahOrEd/ZnnV06ii1ZO3PI61KFo9AFCvLOehXk5Y5ZHXz6qoP3P+L5YHPysAZZPbnZY7/cO4EXw4tBbHOxrHBkCnyHo+yy3wFE0eJ3Y+HLpbkX7+/F8E0CnadT4rXODJa+5EHvXk9V5QTkX6+fN/EUCnaNfnfG6BhxNytHb9cMuG49R8HGMA3cq7LB3dRX7m0qXY6M8+r3oAAGi2hnt49EOvUVpPox+gRatHFa2eItFj3ai862n0WBetHlW0egB0j7zOZ/XU412WnsdJK696Oo3+UBpl19PIse7Uemx51dNp7GPdiGb8zACg2bwennpPWuETKPUENaueTla0Y009QeF6ACCLdp7P6h7SyuvEF1VP1gNRtHqitLMe17+taPXUo9n1ZP23Fa2eKEWrB0D3aeV5aCDwZGlUtpPtXfKqp+xacYyopzX1lF0RjzUA1KOR81CghyfLSStOq+uJOwCiaPWk1cp60vzb8qonjbLWk3SMilZPWkWrB0DnaNX5rKevwn89IK7SLA1ST7xW1CPS1lW0ekTcttRTrnqEfn/EiBFm7mdG+WsBdIPXl9jVjBw50l+q1ezzUKbAk6VBkVc9wrVP0eoRWeuinnhFq0e49ilaPSJrXa2sRwJP3IkvycnL95q9H53oLwFohUZ/79L83rvOH1nPQcK1j3PSsmwkG9vqaTCvesqinceIeuLlVU8R5XmMwjjWAMrIdR6KvErLtXE9mlVPvSfQotUTVrR6GhE+RvUqej31Huu86glrpJ6ivR8A3cV1XsyD1JPqsvSinfgarUcPaF71NKrI9TR6jBT1uMm+UkejOrUeAN0nfP6Q5XqE64kNPEU7+eVVT97kPdX7A7EVrZ48FO1nX7R6VF4/s06tB0D3yfs8lKqHhxNWeeT1s5J68vyw4v9Q9+FnDqBIUgWevHTihyeBoLWKdrz5vwgA+WvG+aylgScv0vMAFAH/FwGgHJz34bHlPYbWKP2AabSuvOoRRTxG1BMtz3pEo3XlVY8oy7FOuh+H3O8DQLkk3aMny/23mnFebGngEY3WRT3JpK5OrUcU5VhTTzKpy1VPmsDTyA3OuDEhkF2zf+/aEXjselL9GaU7oPj0A6bRn1nR6kH58LMHUCSxgUdPWI0qWj0qr5Nx0erpREX7P5RXPapo/4fyqgcA6pX3+SxVD0+nnYxlX6mjUUWup5FjVLR6bJ1Wj32MGlHkeho9RgC6S/j8Ua/w+Swy8IQ3rPekRT3xmlVPURXpGFFPUJ71AEA9wuchUe85JXw+cwYeV4Mi6wmQeuK1qp60dem24bryrEfrSstVj6CefkWtJ1yX1pOlLgDdJc/zkMtA4NGTUVSDKunElVc9gnr6t4uqK209Se/JrieqrrzqEWnr0bqitKoeUfZ6oupqdT1aFwCotOcP3S5KUj09E981A9+Ja8zF1XDWOkTUPyCP9yPKXo9o5rGmnipXPSJrXUWrRxTpWLfisnQA2TX7svQz/3SWv1TVqvNiz/Dhw70tzjrrLFMJPx57J6k4qhL53m5HD/eXACA97sMDFEuzf+8k8GSl2SQuh4S/F5VNBm482NPTE1lpVOiR9b2zVL7G37sQAAK48SBQPK0IPGlvPKjqySZC9gtnk0yXpYdLVEMAAAB5yCuDMNANAAA6Xu5DWvWM0QHoLnM/M8p/FY0hLaC18hjSivP6Erv6r+LZw16aTbzXoRwS18sTHtKSbFITeLzXVgVxFboCz6ALh5oJ24/1lwAgu2bPJQBQK4/fu7Vu/95fqs+oA3d3Bp64HCLCucXVGROIY7qDbKwFAACgiLLkFnp4ABROUtc4gGJqRw+PfM8OOrJc15CW0Irs9bqOwAMgbwxJod2OeNCYw1byFwpmbOUjdq/D3jeTjZ/JX9OYTXftM/Mt0mcGD/FXZHTHLwd7XxsNO8IVeCRjaLBRrlxicwWemj+jXDvLOinSgBZdBwAAWkPCznHHmdzCjrhqVI959fke8/13/oqUJOhIkaCTR9iJk0cGSd1vbDegDQMAgNY56SRjPvnEX3CYc/4+s8/JE82h5wXLJjv1mSmm8jdyuOvKHvPVF/5CglYGHZVHBkkMPFKpNmQj9AAA0Dr//Kcxn3/uL4Ro0Nlmvz4z5TT+SsvPlukz+5460ay2UZ+ZdDJ/peWTD42597rk0NPqoCPiMkiWHFJzlZZdgTYSbggAALSODGXdeacx33zjr7BI2Bm2szvohK20Xp9ZYe1K6JncX2EZ/XCPGf+1vxBi9+oUheYTO/TYGSYsEHjCO9lfAQBAezz9tDvsTDujMRvvmC7sKAk9P569z/QO8ldYXnyyEnqsdtoxfFWPuKCjnJOW7SIIPQAAtM+LLxrz7bf+gmXJVfrMJI7emiRLrGLMZI79Xn+xx3xbCTxlCDoacly5xSVxDo9WEE5P2ggAAGgeGc56911jJobu1CC9O4su756Tk0Tm9LiGtT79wJhHNy9W0NEMojSPaD4Ji8omiYEnTBsCAADNJ2FnwgR/wTL9D9zDUmlNO0Nw/+Xe7jULPNdrlr60eD06GnoayR+pAo+dpOxC8AEAoLlWXNGY88835sorjVllFWMmmaR//dCFjBkyaf/rRkjQkfLYbBO9UjQadBrNIImBRxsBgFaRuyzzeAmg1ogRxlx6qTFX/2qoWXGdPjNJA4Fn5rsGmWXeKG7QsblySFToiQpCgTOK7mwXAADQWWRC8itL1Aad6WasBIMGhslaLUtuiXyWlr2TK1kJ2absz9KS9wugeE449w2z305z+ktAa+jnV5GfpSXks2v0sDH+UnoSdMQsR00wt11ee6PBRX/eZ9b8dfxdmZupkYeH6jaubOJ8eKirUrsiW5kCT1Sw4UGnQDHxAFG0g35WHDrPWHPkmP7XRf1MyxJ4NOjolVdnHNhrPn7fexnQ6INEG5Ul8ERlE5Hq4aEuUqFUHC5RDRWJ/KfQEOYqAAAo+7NBX+vnSFmF76dz8Qk95tOPvJcBc8xvzOzztC/sRMkrg9TM4UlShpAjwkEHAIB6lDX4SNDRsCP++5Yxp+zba954pcdMdFzmvsF2E81U0/oLBdVIBgkEHklMLpqktCF9HbV9OxF0AADNUJbgYwcdKf96osecuFevOffIXvN5xJPWdz92opl+Jn+hYPLKIDVDWuEKtKGiI+gAAFqhqMFHg85Li/VffXXkjr1euebc6Kegy1VZe51Q3LATR0OPnVvCyzbnkJbuIKUsYYegAwBopSIFH+3RWfjc753DVS4yQXn40RPNNNP7K0oonFviOIe0pAItSRW0m4YdAADawQ4+rWYPX4kP/9djJqR8MsRVo3rMWX/qNZ997K8oIbtjJvw1rGZIK0xDTzj42I20C2EHAFAUrQw9cp8qDToadsRH/6u8j5SBR3zyoTGn7tdrLjqh13zxqb+yYDSH2DSXhENOXC6pCTyujWWdFG3AbqRdCDsAgKJpduiR+1NJkZty2kEnTJ6kLnNzDj2vv0z3A/8bEd58xZgL/lzc3h5XBsmaQxJ7eES4AW24XQg7AICialbo0Ztxxt2Qc+X1+8wBZ040e/4lODdnj+OSw4/09vztuF7nPXrazZVBsuaQxMBjN2LTBluNsAMAKLo8Q4/26uR153EJP4ut2GeG+E9dt0noue786MvX20FziE1ziSuHRGWTQODRne0SbqSdCDsAgLJoNPTYQSfvx6xssF2fWWgZd+iR4a23x/SY77/zVxSYnVuEfnUJBB7XhnE7txJhBwDQDZoZdGwSen4yV5/z6ehP3ttjvv7SX8jBOe8ebfZ45hh/KdpLv57ZHDXuKH8pmZ1RkvKKc9JyuLQ79BB2gO4jJ3o56QNllrWXpxVBx7bEKsZMNrm/YJFenqL38Eg2cWUWKS6pziays1SswUdfR1UKAAD6pQk9dq9OK/1smT4zqSPwiP97sxjDWnllkMx/PmmDrULvDgCgU9lBp9VhR007g3tY60O5p0/Kuza3SiMZJFXg0SQVLq0OPwAAlJGrl6fdQUdNN5MxgxyB56P3Ku87w00MmyWvDJIYeLShdqB3BwDQado1fNVpokJPVBAKBB7d2S4AAKBx8jiIRnt1RowwZrPNjBl261jvnjndLktuCQQe3VB7dNrVsyPo3QEgHwryAQGUmd2jI4+EyOqww4z5zW/6g8777/srK/KaVPxJpU7XXJ0Zflj5LB7sLxSU5BY7s2hxqTmT2Dvq17jEBAAA3MI9Ommu2Ar7YSV4DHYEj9eez+fS8U8/6jETHYFnxh+55/YURTjsJEn1p5OGnnBJ00A96N0BAJSZ3avTKAk8vY5P63Ev9ZjvxvsLdfrXEz1m/Nf+gmW6GY35ydA+M3iIv6KN8sogmfuKpYFmBR0AAMrMDjp5hB2x5JLGTDaZv2D59ENjRj9aCSzf+Cvq8Mz9xnzjCDxzLOB+7EQ7NZo/UgUeTVJ2Q/Ja1gMA0O2aEXTU0KHGzDKLu5fn6ft7zLeOwJLGgzf1mP97yz2cNe/Cxkwyqb/QZuHeHM0j2tMTFpVNag6fvaFWZjcEAACqmhV0bGusYcyUU/oLFunluff67M+9kqGsx+9yD2fNMb8xs81TjOGsOHbwUVFhRwQCjwYbDTqCsAMAQC27VyeLeiYur7hiJYTM5u7lee6hHvPPs3rMl5/5KxJIz87Nl/SYr77wV4RssN1EM/V0/kJJaG6Z+4kjI3NL4NDZIUeLHX5agQnLAGzyYSIfKkBR2EGnmb06YdtsY8w00/gLIW+80mNO2rvX3PC36N6e6y/sMX8e3mvuvc7dsyM23bWvkGFn6PW1T1DXfKIBR8LO2A0P8V67JJ5F7OBjsxsBAKDTtSvoKJnL88c/GjNdTCCR3p4T9uw1R+5YW0Y/3GO+/9bf0GH1TfrM0J8WbyhLgszryxzqL/XTDJI27IiawBMVYjT0aCHsAAC6RTuDjk1DzzeTWncgzIH07Cy3Zp+ZLOLJ6e0y13X9QSYug0jvT1LYEan6ie0GtOg6AAA6ld2r02o9Pe7PWAk9N6++rHevnEZJHXudMNH8dMni9exIkBm3UX/PTlQGSRt2RGLgsRuxhZcBAOgUU+/f3uGrNPb4y0Tz+0Pqn2C8+7ETvTqmmd5fUSB2kNEcYpNl11CXkO1dAoFHKtDUpAVVWWfVAwCKKe58LkHn8+OLG3RsP57DmD+cONEcet5Es+qGfWZSxw0Kbb8e3mcOGtW//fQz+SsL5pSX70vstdFAlCW3BAIPAQdAEckHj3wIAY2SoBN1NXA7h6+iyLBW1NBW2Mrr95kDzuwPM1FlwSWKfX+d576+z/xhgVX9Jbek3p8oNWcQ2TFcCEIAgLLToBMOO3bQKVLY6eurfP76pRtscO8xZrHJ6ws74dzikupPJtlZKg6XqEoBACiKqF6dogadbiRh54bVDvaXgjSDSNiROTv1ZhD6iAEAHckOOq6wQ9Aphriwo6ImKGeRKvBokgoXWQ8AQNGkGb5C+6UJO/YE5UYySGLgqafbCADyJh9Q8kEFxGH4qjzShB258WBUz05U6IkKQoGzh+5sFwAAysDVq0PQaa+Fpx3klTMXPMzcu1o1uITDjm4n2xw6tH876dnRGw9GyZJbAoFHN5QKtAAAUGRxvToEnfaRABMm61xhJ0wuxU+6F4+Q3KJZJSm7JPYPy46u1BSXogAAaIWkXh0UT9Iwlosrc4TDTpKePv8Cf0lTE9+N38lucKCRyn72PQJcKTuLRvdvpiK/N6Bb8EEGIedjEQ46Io//H0c8aMxhK/kLTZDHZ+XoYWP8pXzs8cwx/qt82ENYttXuPdJ/1S/tdo1KPQNQk5QWengAAO2gYUEDg92jQxiu30Iz9+VaoqTdbrU5KmHo/EO9r6vO0P9VS3g5XHQ/LV++cFNyD48Gm/B6Id/rnaXylR4eAC1CD0/3knOwsM/Dzfr/0I09PM0Qnp/zwqcT/FdB4e00V8SNPsXlk/Do04gRI9xXaSl5LetclQEA0Ary4a4BQUOC3auD4pLLyiXk7PbSEZFDVDKJWbaRItscOTbdUJbmk3BusZdtziEte4eoHQGgHeQDTj7o0B3igg5hp9jS3GcnzTZp2LklqpMmcNawN9YiCD0AgFaye3UUQac8WhF2NORoVrFzi0vNn0nhjbWCcOixGwEAIC8MX5Vb3mEnLoNoDkmTR1L3C2uDWtJUDgBAWuFeHYavyqdZPTt5ZJBUgcduQIuuA4BWkw8/+SBE57B7dQg65dSssJNXBkk8Y9iN2MLLAABk5erVIeiUT5og89zX92UOO8qVQaS4Qk9UEAoEHt3ZLgAANENUrw7KJU3YuWzc/WaxyVf1l/KTJbcEAg8BB0BZyAejfECifOxeHTvoEHbKJ+0w1pZzreIv5Utyi/b+aK9PlJqzhe5gF4IQAKBRdtA54dw3CDollzbs1DuMlSQcdpT92pbqzyMNPeESVSkAALbw8BVBp9xaGXbyyiD0BwMAmiZq+Arl1e6enXqlCjyapMJF1gNAu8gHp3yAopgYvuo87Qg7eWWQmjNFuAJtCACANLRXh6DTWdIGmVb17GjoceUWl0Dg0WCjFUTtBACAi92rQ9DpLEUbohJZcksg8OiGUoEWAACSuHp1gGaT3BLOKlHZJXHwW3Z0paa4FAUArSIfrMzjaS8NOvTqoBk0h9g0l2i4ka9aotScJVwbayXagDYSVzEAoLPZvToEHTRTHhkk9Z9FdgPaMAAUAb08rWUHHQ07QDPlkUESzxBSqTZkI/QAQPdh+AqtFpdBsuSQQOAJV6CNhBsCAHQXCTrSi0bQQVFoPrFDj51hwgKBJ7yT/RUAikw+gBnWag7m6aDo4oKOqjk7aGLSIgg9ANB9wr06QJFoyHHlFpfEP4e0gnB60kYAAJ2H4SsUhWYQpXlE80lYVDbJ3P+rDQFA0cgHM8NajZHjJ4WggyLR0NNI/kh1ZrCTlF0IPgDQOQg6KCINOo1mkMTAo40AQBnQy5Od3asDFJErh0SFnqggFDgr6M52AQB0JjvoEHbQTDvP8idz+hLJDx9dZdAh5pC5DvGXkmXJLYHAoxvSowMAnYugg6J67+8j/FfpSG7RzCJf4/JLTb9veEcpcYkJAIpGPsTlAx215Ljst9OcBB2UXjjsKPu1LdUZQUNPuERVCgAoFrtXZ8L2Y/21QPHllUFq5vAkIeQAKAN6efpp0KFXB52gkQwSOBtIYnLRJKUN6euo7QEA7WcHHXp1UFZ5ZZCaP3/CFWhDAIBysHt1CDroVBp67NwSXrY5h7R0BymEHQBl1W3DWnbQoVcH3SCcW+I4h7SkAi1JFQAA2ssOOvTqoJvYHTPhr2GJf/po6AkHH7sRAEB7hIMOYQedRnOITXNJOOTE5ZKawOPaWNZJ0QbsRgCgyDp1WMvu1SHooNO5MkjWHJLqLBBuQBsGALSWHXQYvkK3cGWQrDkkMfDYjdi0QQAouk7o5dGgI/8WenXQTTSH2DSXuHJIVDYJnAF0Z7uEGwEAtJYddAZdOJSgA/js3CL0q0sg8Lg2jNsZAMqijL08dq+OBh3CDlBlZ5SkvFLz26/dRHYh9ABA69hBh14dwE2yiSuzSHFJ9eeO7CwVa/DR11GVAkARFb2Xxw469OoA/fLKIJl/87VBAEB+wkGHXh2gViMZJFXg0SQVLoQfAGVTtF4eu1fHDjqEHaBfXhkk8bdeGwIA5McOOhp2CDpAelGhJyoIBQKP7mwXAOg07e7lCQcdhq+A+mTJLYHfeN1Qe3To2QGA/Ni9OoJeHaAxklvszKLFpeZPHHtH/RqXmACgjFrZy2MHHXp1gHyEw06SVL/tGnrCJU0DANCtwkFH0KsDZJNXBsn85400QNAB0Ama2cvjCjr06gD1azR/pPpN1yRlNySvZT0AoMru1VH06gD1C/fmaB7Rnp6wqGxSE3jCG4YbAoBOklcvjx106NUBms8OPioq7IjAb7kGG9lBC2EHAKIlBR3CDtB8mlniBAKPbqypSZNTUiUAUGb19vKEg44g6ACtI/lEO2bs7OKS+BuuO4dDj90IAHQTu1dHMXwFNEdUBgmHnSQ1gSdqJ20w3AgAdII0vTx20KFXB2gdVwbJmkNS9eGGG7AbBoBOFxd06NUBmi+PDJIYeOxGbOFlACg7Vy+PK+gIenWA1tAcYtNc4go9UUEo8JutO9sFALqR3atjo1cHKI4suSUQeAg4ALqd9vLQqwMUn+SWcO9PlJohLe0msgtBCEA3oVcHKD477IRzi0viHB4hO0vF4RJVKQB0AjvoEHaA9sgrg6QKPADQbQg6QGdJFXg0SYWLrAeATsLwFVAseWWQxMBTT7cRAJQRvTpAeUSFnqggFAg8urNdAKDT0asDlFOW3BIIPLqhVKAFADoZvTpAeUlu0aySlF0Sh7RkR1dqiktRAFB09OoA5eHKHOGwk6Qm8Lh2knV28NFG0jQAAEVDrw5QHq4Mojkki8QeHmWHHG0YAMqEXh2gnMIZpB6JgScqSRF6AJSFHXQIO0C5xGWQLDkkEHjCIUYbCTcEAGVB0AE6k+aTcG6JCkHOHh57h6gdAaDIGL4CuoedW6I6aQKBx95YiyD0ACgTenWAzqchR7OKnVtcanp4whtrBeHQYzcCAEVArw7QeeIyiOaQNHkkcdKy0ga1pKkcAFqFXh2gc+WRQVIFHrsBLboOANqJXh2gs+WVQRIDj92ILbwMAK1Grw7QHVwZRIor9EQFoUDg0Z3tAgBFQ68OAJEltwQCDwEHQJHZQYewA0Byi937Y78OqxnSko3DhSAEoN0IOgBsdtjRvKKvXVJNWtbQEy5RlQJAXhi+ArpbXhkkVeABgHagVwdAXlIFHk1S4SLrASBv9OoAUHllkJrAE65AGwKAVqBXB0AaGnpcucUlEHg02GgFUTsBQN7o1QGQVZbcEgg8uqFUoAUAmo1eHQD1kNwSzipR2SVxDo/s6EpNcSkKANKgVwdAEs0hNs0lGm7kq5YoNYHHtbFWog1oI3EVA0AUO+gQdgAkySODJPbwKLsBbRgAsiLoAMgqjwySGHikUm3IRugBkAXDVwDqEZdBsuSQQOAJV6CNhBsCgCzo1QGQN80nduixM0xYIPCEd7K/AkBW9OoAaIW4oKOck5btIgg9ALKiVwdAM2nIceUWl8Q5PFpBOD1pIwBgo1cHQJ40gyjNI5pPwqKySWLgCdOGACCMXh0AzaChp5H8kSrw2EnKLgQfAIJeHQDNokGn0QySGHi0EQAIs4MOYQdAs7hySFToiQpCgcCjO9sFAFwIOgDaLUtuCQQe3ZAeHQBRGL4CUBSSWzSzyNe4/FIzpBXeUUpcYgLQPejVAVAU4bCj7Ne2VJOWNfSES1SlADoLvToA2iWvDJIq8NgIOUB3oVcHQFE0kkFSBR5NUtqQvpb1ADoTvToAiiCvDFITeMIVaEMAuge9OgCKTkOPnVvCy7ZA4NFgoztIIewA3YNeHQBlEs4tcQKBRzeWCrQkVQCg/OygQ9gBUBZ2x0z4a1jiHB4NPeHgYzcCoLwIOgCKTHOITXNJOOTE5ZKawOPaWNZJ0QbsRgCUE8NXAMrClUGy5pDEHh5lN6ANAygnenUAlIkrg2TNIYmBRyuVBmyEHqB86NUBUDZRGSRrDgkEHt3ZLlopgHKjVwdAp7Fzi7BfhwUCj2ujqB0BlAO9OgA6lZ1RkvKKc9JyuBB6gHKiVwdAp5Js4sosUlxSTVqWnaViDT76OqpSAO1Frw6ATpFXBkkVeGzaIIDisYMOYQdAp2kkg6QKPJqkwoXwAxQHQQdAJ8orgyQGHm0IQDExfAWgG0WFnqggFAg8urNdABQXvToAulmW3BIIPLqh9ujQswMUE706ABAchZKvWlxqhrTsHfVrXGIC0Fr06gBAbdhJkmrSsoaecEnTAIB80KsDoBvllUFSBR6bNEDQAVqLXh0A3a7R/JEq8GiSshuS17IeQPPQqwOg24V7czSPaE9PWFQ2qQk84Q3DDQFoPjvoEHYAoJYdfFRU2BGBwKPBRnbQQtgBWougAwDZaGaJEwg8urGmJk1OSZUAaBzDVwCQjeQT7Zixs4tL4hwe3TkceuxGADSGXh0AcIvKIOGwk6Qm8ETtpA2GGwFQP3p1ACCZK4NkzSGJPTwi3IDdMID60KsDAOnkkUESA4/diC28DCAdenUAID3NITbNJa7QExWEAoFHd7YLgPzQqwMA+cmSWwKBh4ADNAe9OgCQP8kt4d6fKM5Jy+FCEALqYwcdwg4A5McOO+Hc4pJq0rLsLBWHS1SlABi+AoA85JVBUgUeAOkxfAUAxZMq8GiSChdZD6CKXh0AyFdeGSQx8NTTbQR0G3p1AKC1okJPVBAKBB7d2S4A4tGrAwDtkSW3BAKPbigVaAHgRq8OALSX5BbNKkm5pWZIK7yxLLtSU1yKAjodvToA0DquzBEOOyoq9KSatCw728FHG4mqFOhU9OoAQGu5MojmkCxSBR5hhxxtGOgWdtAh7ABAa4UzSD0SA09UkiL0oFsQdACgfeIyiCuHRGWTQOAJhxhtJNwQ0A0YvgKA4tJ8Es4tUZw9PLKD7hS3M9Cp6NUBgPKwc0tUJ00g8NgbaxGEHnQLenUAoBw05GhWsXOLS00PT3hjrSAceuxGgE5Arw4AFE9cBtEckiaPJE5aVtqgljSVA2VArw4AFFseGSRV4LEb0KLrgDKjVwcAii2vDJIYeOxGbOFloEzo1QGA8nBlECmu0BMVhAKBR3e2C9BJ7KBD2AGAcsuSWwKBh4CDTkbQAYDOIrnF7v2xX4fVDGnJxuFCEEKZMXwFAJ3HDjuaV/S1S6pJyxp6wiWqUqAo6NUBgHLLK4OkCjxA2dCrAwCwpQo8mqTCRdYDRUOvDgB0jrwySE3gCVegDQFFR68OAHQPDT2u3OISCDwabLSCqJ2AoqFXBwC6T5bcEgg8uqFUoAUoMnp1AKB7SW6xs0pcdkmcwyM7ulJTXIoCms0OOoQdAOhcmkNsmks03MQFHVUTeFw7aEXagDaSVDnQDAQdAOgueWSQxB4eZTegDQOtxPAVAHSnPDJIYuCRSrUhG6EHrUSvDgB0p7gMkiWHBAJPuAJtJNwQ0Cr06gAAXDSf2KHHzjBhkT08dugB2oFeHQBAGnFBRwUCj26sqUl7dgg9aCV6dQAASTTk2JlFc4tLTQ9PeGOtQCtW2giQJ3p1AAA2zSA2O+iERWWTxEnLYeHgA+SBXh0AQBQNPY1kkFSBRyrXJGUXgg8aZQcdwg4AIExDTqMZJDHwaCNA3gg6AIA0XDkkKvREBaFA4NGd7QLkjeErAEAesuSWQODRDenRQbPQqwMAyIvkFs0s8jUuv9QMaYV3lBKXmIA06NUBAOQpHHaU/dqWatKyhp5wiaoUsNGrAwCoV14ZJFXgsRFykBa9OgCAPDWSQVIFHk1S2pC+lvWAC706AIA85JVBagJPuAJtCEiDXh0AQCto6LFzS3jZFgg8Gmx0BymEHaRhBx3CDgCgFcK5JU4g8OjGUoGWpAoAgg4AoB3sjpnw17DEOTwaesLBx24E3YnhKwBAs2kOsWkuCYecuFxSE3hcG8s6KdqA3Qi6E706AIBWcWWQrDkksYdH2Q1ow+g+9OoAAFrNlUGy5pDEwKOVSgM2Qk/3oVcHANBqURkkaw4JBB7d2S5aKboXvToAgCKyc4uwX4cFAo9ro6gdu1E3fuDTqwMAKCo7oyTlFeek5XAh9HQfenUAAEUm2cSVWaS4pJq0LDtLxeEkFVUpyssOOoQdAEC7hTOIvs6aQVIFHpvdKDoLQQcAUGSN5I9UgUeTVLgQfDoDw1cAgKLKK4MkBh5tCJ2JXh0AQBlFhZ6oIBQIPLqzXdCZ6NUBAJRdltwSCDy6IT06nY1eHQBAJ5DcoplFvmpxqRnScu0Yl5hQHvTqAAA6RTjsJEk1aVlDT7ikaQDFQK8OAKCM8sogqQKPTRog6JQHvToAgE7QaP5IFXg0SdkNyWtZj2Kygw5hBwBQVuHeHM0j2tOTVk3gCe8cbgjFR9ABAHQ6O/iouBAUCDwabHQHKYSd8mD4CgDQjeKCjgoEHt1YU5Mmp6RK0H706gAAuo3kE+2YsbOLS+IcHt05HHrsRtA+9OoAADpZVAYJh50kNYEnaidtMNwI2odeHQBAN3BlkKw5JLGHR4QbsBtG69GrAwDoJnlkkMTAYzdiCy+jdejVAQB0C80hNs0lrtATFYQCgUd3tgsAAEARZcktgcBDwAEAAGUhuSXc+xPFOWk5XAhCAACgSOywE84tLqkmLcvOUrEGH30dVSkAAEAe8sogqQKPTRsEAABopUYySKrAo0kqXAg/AACgmfLKIImBRxsCAAAoiqjQExWEAoFHd7YLAABAEWXJLYHAoxtKBVoAAACKSHKLZpWk3FIzpBXeWJZdqSkuRQEAAOTFlTnCYUdFhZ5Uk5ZlZzv4aCNRlQIAAOTBlUE0h2SRKvAIqVzYDQMAADSbBhwt9UgMPHaSshuR190SevTp5OECAACaSzOITTOIK4dEZZNA4AmHGG0k3FC30GCjTycPF4IPAADtofkknFuiOHt4ZAfdKW7nTmYHnSh28AEAAO1h55aoTppA4LE31iK6LfRo2EmL0AMAQGtpyNGsYucWl5oenvDGWkE49NiNdJKsYQcAADRPXAbRHJImjyROWlbaoJY0lXcTenkAAGiOPDJIqsBjN6BF1wEAADRLXhkkMfDYjdjCywAAAM3gyiBSXKHHtW7kyJGmp69CFnp6Kmmp8tK1YVS4kW17Z6l87a/C0+gcmHbOoSnzexcMqQFAenHn6yMeNOawlfyFJsjj82b0sDH+UucYdeDuXjhRkk0mvhudQ4Qrt4SziQgEHqnUpVsCj2ik/Xa/dwBAPgg87ZE18EgOsXt69LUr8Div0goXV3oCAABoFw07QvOKvva+VsKSXVJNWtbQEy5aKejdAQCgGaIySBzpFZIivTxaUl+W3i0ktEh4AQAAxZXU6WJ/XwJS6svSZcdwSUpYZZU19NC7AwBAczSaQXS7msATrkAb6jZpQw9hBwCA1tPQ48otYbJtIPBosNEKXDt1Ew09WoS9LIWwAwBAe0TllnBHjawPBB57Qy3dTgKNFg04dgEAAO0hucXOKuHsorlGJM7hkR1lB3snEV7uBgQcAABaS3OITXOJhhtX0NHva6kJPPYOSjfWCuxKAAAAmimPDJLYw6PsBrRhAACAZssjgyQGHqlUG7IRegAAQLPFZZC4HBLeJxB4whVoI+GdmknmycjkYAAAgCiaT+zQY2eYsMgeHjv0AACAfHBLk/yFg46royYQeHRjTU26A6EHAAAUiYYcO7NobhHh7FLTw2NvLLQCrVhpIwAAAM2iGcSmGcSVQ7z18nT0WSqvsz4t3abBh7ADAABaQUOPljTsJ6Wnflq6Bhy7ZGk0KyYuAwAAoXnDlUOySAw82kiYax0AAIjGhOX6ROUQV+iJCkKBwKM726Vd6OUBAABxsuSWQODRDem9AQAgX/Tu5E9yi2YW+RqVX0aMGFE7pBXeUUpcYmomenkAAIBLOOwo+7Ut1aRlDT3hElUpAACoonenfnllkFSBx9bqkEMvDwAAEI1kkFSBR5OUNqSvZT0AAIhG705j8sogNYEnXIE21E708gAAAJuGHju3hJdtgcCjwUZ3kNLusKMIPQCAsqF3p7nCuSVOIPDoxlKBlqQKWonQAwAoC8JO87k6ZsLLKnEOj4aecPBxNdIKhB4AQNERdvLj6nzRXKI5RL5qiVITeFwbayXagN1IOxB6AABFRdjJnyuDZM0hiT08ym5AG24nQg8AoGgIO83hyiBZc0hi4NFKpQEboQcAgCrCTnNEZZCsOSQQeHRnu2ilRUXoAQC0k3wGEXbaIxx6NLu4BAKPa6OoHYtEQw/BBwDQKnbQIey0V1zQUc5Jy+FSltBD8AEANBtBpxg05Lhyi0uqScuyczg9aSNFQ/ABADQDQac9NIMozSNx4cYlVeCxaUNFR/ABAOSBoFMMjeaPVIHHTlJ2KWPwsQsAADb780FfE3TaK68M0tNX4b3o6TET3+3vOrJpQy7yvd5ZKl/7q/Dof44y0P/UAAAI/fw64kFjDlvJe1lI8vk1etgYf6lzjDpwdzNy5Eh/KTqbKFdGcWWTESNGBAOPvHQlpk4NPAAAuBB42iNr4BGu3OIKPM7L0uMqBgAAKALJLZpZ5KsWF+dl6fpViys9AQAAtEs47CTJfFm6XdI0AAAAUK+8Mkjmy9KlAYIOAABopUbzR+bL0pW8lvUAAADNEu7N0TyiPT1p1QSe8M7hhgAAANrNDj4qLgQFAo8GG91BCmEHAAAUWVzQUYHAoxtratLklFQJAABAq0k+0Y4ZO7u4JM7h0Z3DocduBAAAoBmiMkg47CSpCTxRO2mD4UYAAACayZVBsuaQxB4eEW5AGwYAAGg2VwbJmkMSA4/diE0bBAAAaBbNITbNJa4cEpVNAoFHd7YLAABAEWXJLYHAQ8ABAABlIbkl3PsTpafPf3563CPYoyqU9eFHsMsj6wEAKLND5xlrjhxT7M+z0cPG+K86x6gDdzcjR470l+rLJkL2s7PJiBEj0gUeob0/8n37tavSXY89w18CAKB8rh7da4YtOtFfQqu4Ao9kjKgMEsWVTVJdpWXThgAAAFqpkQyS+rJ0rzcnVAg/AACgmfLKIKkvSwcAACiKqNATFYS4LB0AAJRSltzivCxdKtACAABQRJJbNKsk5ZaaIa3wxrLsSkxxKQoAACAvUTnEDjsqKvSkmrSsoccusi6qUgAAgDxo3nDlkCxSBR6b3TAAAECzacDRUo/EwGMnKbsReU3oAQAAzaQZxKYZxJVDorJJIPCEQ4w2Em4IAACgnTSfhHNLFGcPj+ygO8XtDAAA0G52bonqpAkEHntjLYLQAwAAikRDjmYVO7e4JM7h0QrCocduBAAAoBniMojmkDR5pCbwRO2kDWpJUzkAAECj8sggiT08wm5Ai64DAABopjwySGLgsRuxhZcBAADypjnEprnEFXqiglAg8OjOdgEAACiiLLklEHgIOAAAoCwkt9i9P/brMOek5XAhCAEAgCKxw47mFX3tkmrSsoaecImqFAAAIA95ZZCevgrvRU+PmfhudDKSysNkW9nPr8IzYsQIc/ZSt/pLQOuMHjbGfwUAjbl6dK8ZtuhEfwmtMurA3c3IkSP9pf5sIhkjKoNEcWWTVIEnKknJ+t5ZKl+tSgddONRM2H6sv1QVtR7Ig/z/IvAAyAuBpz1cgSdrNhF1BZ64Cgk8KAoCj9vECcY8dV+Pue2Kyu/qIGOWW7PPrLGp+/c5jb7K+f+p+3vMrZfV/rUl9a+zZZ9ZYuX4+uU9/f2MHjPmX/nMDaycusy6Wye3C2TR6YHn+gt7zL+f7DHffeuvaNCqG/WZZX/RZyad3F9RpyyBR0gOEfb3XdlEAg+XpQMdbEIlXEjYaZSElFsv7zFH7dTrDDtCtrnp4h5z9M695pkHOHcAaD4NOmlyi/OydKlAC4By+r7yl9uoQ1NdlxDr+++MGfmnXvPkPelCjASfmy/tMXdcSegB0FySW+ysEpddEs+GsqMrNcWlKADtJSHlHyN7zCcf+CvqNOH7Sj1n9piP3/dXpCRDX0/c3dOynp6ZZuGPM6CdfjCzMYMG+wtN4MogUjTcxAUdlfoqLWE3ONBIaGIQc3jQDszhqZKenbMO7a0JO1nn8EhPze3/6Knp2ZF6tj9govnJUH9FhWx7xek95vUXrXNE5eWMlZPg8KPymwchp5qRB/eaj97rX2b+DpqFScvRLjmpx7z5aiUzVH7vRV7zd0TUVVrClUGihLNJzRyeOJqktNgNA2g/6VUZ91KP+fPw2rBTj4mV+uywI+Fi/sX7zJ/OCYYdISFoyz/0mW33q35AyLnmw/+ZXHt5rjitJxB2ll2DsAO00o0X9Zh3Xq+GnUVX6DNLrZJP2ImTRwZJDDxSqTZkI/QAxSG9OpdXwoD85ZUHOZnd+c9qXRIuZprFmM1HxIeL2ec1ZunVq9tICHt1tL/QIJl8bV/ZNf0PjVlrc8IO0CoP3NRjXnq6emXXdDMas+qGfWaKqfuXmyUug2TJIYHAEw4x2ki4IQDFIHN15Kop6dUJDyf94MfGrL1Ffb+70rsz5gWrvsqZQnpTksh2a21W3U7ex0fvVeup11uv9c8JUlLvbsdUe5MANNd/3zLmmft7zDdf+Ssqttpnopm2EnraRfNJOLdEhSBnD4+9Q9SOANrPG3a6N/g7KsNLy/+yz+xyeH2BQIai3hlbnajshaeZjVl8pXThSSYuHnreRK8c8teJDc/hkV6iGy6snqrk/ay7TX1BDkB97ryyx3zxmb9QIfN2ppzGXyiAuKCjAoFHN9bUpD07WULPofMwMRlol0kmNd4cm0ZvLvj+u/6CqPz6z/2z9gQMCV8ycVrn7QgZyloiZfgC0DgZynr3zeq8HRnKWmT5PjPpZP3Lefrhb6oTlpNoyLEzi+aWMKm3pocnvLFWEA492giA9hs8iTE7HDTR/HFkY70pQkLGq8/5CxW9lbPET5ds0+96pdnwUNaG2zf+bwSQ3uiHe8z4r/2FijV+3WemamHvTlwGceWQqGziHNJy0Qa1RFUIoHWkR0eGjg46a6KZNXTlVF4kZIQvQb/slB5z5I69gZL3HZa1d0fJ+5Ceptnm8VcAaDrp3fnqC3+hYo75TeV3sM8MHuKvaJFwBqlHqsBjhxwtjTQKoLgkaOhEYwkZM/zQe+ndhFCCjgQbe4K0kiCU56Ml3h4T7N0Rv92TP7SAVpGJyk/fH+zdWX/biWbq6fyFFnFlEM0hWSQGHrsRW3gZQIeo/GqH76wsV4Mds4s76IRJ8Gn00RISuh66ubq/BK80V4kByM8T9/SYb770FyrknjuTTeEvtJgrc0SFnqggFAg8urNdAHQ3CTtZn8nV8KMlKue28NPUuecO0FpvvhJ8mvpK6/WZKabyFwoiS24JnMV0Q3pvAIj+4a1qj4/0tMgNCPWy84HLz8+dGLjhoJCenlsuk7uy+itSipq7A6B1XHN3hkziLxSI5BbNLPI1Lr/U/NkW3lFKXGIC0B3k/jo7HDjR7Hpk7VVScsPBX/22zxx8dvB7EnoeuiXj+aNyCgrP3VlpXQIP0ErhK7OWXq3PTD6lv1AQ4bCj7Ne2VP3UGnrCJapSpCcPvYwqQFHIzQzX2bKv5hlaYRKK7OdpifDQVJJnHqxuL7078yzMlVlAK/3riUrY+cZfqGjXlVkqrwySbWC+gpBTH1egkSJPkI8qru2lAK0koSPLnZYlnEw/k7/gSzusJcNZrzzrL/jmX9x/AaAlxv7bmO/G+wsVQ3/aZyZpwk0G69FIBkkVeDRJaUP6WtYjmh1SXIFGShzX9lLseoHcVX6tA4GlspxlDo32yigJMe/9J+W5orJtoEeo8pK7KgOtFZ6s/LNlmnNX5bTyyiA1gSdcgTaEdOwwYoeUPNn12u0BzaA9PM0mzwWrGc5isjLQUq7hrHYNZSXR0GPnlvCyLRB4NNjoDlIIO+k0O+REsdsj+CAPEjRm+GHrf+/lFMVwFtBeRR7OcgnnljiBwKMbSwVakirI22qX+y9KIhx02onggzxI4JlvMX+hQu6p8+rz/kITydAXw1lAexVtOCtJuGNm9XurQ19hiXN4NPTYwUdCSTOCkNR772/9hRIoStAJI/igEXKJudxrR0kQeT3DlVZecHmhur0EqCVWTg4u9sRmhrOA1pNHSciNRlVRhrNcnS+aSzTcyFcJO3EZoibwuJKRrNMGJZTcs1pwAlEeyhR2NEgULeiE2cEHSEvCxqxD+wITlydMMObOfwZPOC4Sdp5+oCdwo0J9Flccmb/zfuiENuOP/BcAWuKD//Z4z8xT0/2gz7vVRBFoBrGDjp1B0mSIxB4eJQ1oetKG81K2sKNBoiw09BB8kFZv5cyw3FrVk4kMaz1+V4951ppU7CI3Grz1Mmubysvl1kz+w0j2CM/f+YHVywSg+bz5O9ZwlvyxUpTAY4cczSCaQ9JmiMTAo5WGu4ryCj1lCTsaGMoUdGwa0gg9SENuNLj4isFeHn0auuu5WhKIbr28x3vAqJLeHemlSTOcJT78n3U+qbxk/g7QWp+839+bq4oyf0eyhmQOmwafLBkicOayU5MWWZc0LlavMoUdDQxlR+hBWvKX3frbBU8yMmT1/rvGHLljb6ActVOvefKe4B9AMhdog+0qSSgFqTf8hHYArfXpRz3eHzZloRlCsorS7OISCDyujZoVSsoWdjoJoQdpSA/NHPP1mW32y97Too+imHVuf0WC8J2Y08z7AZCf8ITl6Wbs/z0uqnCGiAs6qqZvWruJ7J6dpEqyIuy0n4Yegk+5LDxta89AEnrmnL/PHDRqYs3jIqJIz9CfzpmYeigrrH+ic337AoiX9hwy7Q8qAaEmIRSD3bMjxc4tWlwi/zl2KJGdw+lJG8mKsFMcnf7vQ37k0tTdj53oPQ197oXcv/cSdA49r38bAMiLZhAhGUKuFLeDTlo9fRXei8qfVRPf7a/YFUrssKO8xir7+VV4jnjQmMNW8hcsEiBWnnQsYaeAOuHfK/+G0cPG+EudS/46e+HTEg2yAyV19eheM2zRzgvvRT+HyHG3M4RmDMkgMuokYUfFhR1XNqnp4YkKO5qk7OIKQVEIO8Ul/175d6P45EQlJywtAJBFGc8hGnYkQ9SbQUQg8LiuxtKw0wgJUQ+ML/4HajeGHUXoKQ85YWkBgKzKdg6JulI8KvREBaGBwLPqZdUJynZpFHN2yoPQAwAoEskm9jBWmIaeNLnFCzwSSu7bsrphoz06irBTPoQeAEARaDaJI7lFM4t81eLSGw4lrh3jElMUwk55EXoAAO2UJkOEw06S3jShRENPuEQ1QNgpP0IPAKAdXB0xWTJIlJ7DH7Cu28rBfW8bs+ps/gIAAEBKzcoQUq/zPjxhUUlK1vfOUvnqZyZJZfJGo+7DU6TeFHp30inLcZL32Q334QHQGp16H54i2/2m3poMUU82EfZ9eDSb1NyHRyqwpe02KsswliDspMfQFgCg2STsnLFetoAp2UQyip1bwst2NgkEHg02uoOUTgs7yI7QAwBolnrCjgrnFls4mwQCj24sFWhxVWLT+/eUBb07AAAUQyNhR0g+0dBjZxdXNqkZ0grTncOhR5bl7odJ18gXCWGnfvTyAADylDbsRGWQcNhR0rPjyiY1gcfeyaYNaom61TMAAECcrD074Qwiy668EjfFJrGHR4QbkLATd6vnIqJ3p3H08gAAGlXPMJadQaRoLrElzSdODDx2I0Ir1AbRXQg9AIB6NRJ2bJpLNIfYYScqmwQCj+5sF1tSeioqencAAGivRicou0hukWwio06u3GILBJ64DQk7UPTyAACyaEbYEVmyiXPScriUNewAAID2akXYCecWl8Q5PFqh3VWkr6MqReejlwcAkCSPsCNZI5xB6umIiQ08rgq1wTJgOAsAgPZoRs+OZJB6rxSPDDx22JEG7K4iLWUKP8gfvTwAAJc8w46dQfQegPVkEGfgcYWdsqF3BwCA1mvVBOWo0BMVhAKBR3dOc3kXAABAWDPCjghPsRGaW+wSJRB4dEPt0Sljz46gd6d1GNYCALSL5BY7s8TllpohrXDYka9xiQkAAKCZXDkkHHaU/doWOWnZpqEnXKIqRXehlwcA0CySNVw5JGsGSRV4bNpwUTGcBQBAZ9GA00gGSQw8dpKyG5HXsh4AAKBZXL05mkFcOSQqmwQCTzjEaCPhhoAwhrUAAK2k+SScW6I4e3hkB90pbueiYTgLAIDuY+eWqE6aQOCxN9YiyhR6AABA59OQo1nFzi0uiXN4tIJw6LEbAQTDWgCAvMVlEM0hafJITeCJ2kkb1JKm8lZiOAsAgM6URwZJ7OERdgNadB0AAEAz5ZFBEgOP3YgtvAwAAJA3zSE2zSWu0BMVhAKBR3e2C5AF83gAAK2SJbcEAk9ZAw7zdwAAKL/3/j7Cf5WO5Ba798d+bZN6nZOWwyVLEDpyDH/dAwCA5rLDjuYVfe2SatKyhp5wiaoUAAAgD3llkFSBB8iCeTwAgKJJFXg0SYWLrG835u8AANC58sogiYGnnm4jAACAZtLQEw4+UUEoEHjsnV2VAAAAFIV2yKTJLYHAoxtKBVoAAACKSHKLnVXiskvikJbs6EpNcSkKAAAgL64MIkXDTVzQUTWBx7WDVqQNaCNJlQMAADQirwyS2MOj7Aa0YSAKl6YDAPKSRwZJDDxSqTZkK0Lo4ZJ0AAA6W1wGyZJDAoEnHGK0kXBDAAAA7aT5JJxbokKQs4fH3iFqx04kPUZxBQAAFE9c0FGBwKMba2rSnp1WhJ52hgttU4bH4kqr3xcAAHDTkGNnFs0tLjU9POGNtYJw6NFGGqFBwxU27O9FlTxIPdpmEn1fAACgNeIyiCuHRGWTxEnLShvUElVhGhpYNGi4wob9vbiiddUTRPQ9ZKFtAgCA1ghnkHqkCjx2yNHSSKMia9CIosFHg0hcsclyve9B2wIAAM3lyiCaQ7JIDDx2I7bwclr1Bg0NLXbR9Urrla+u4to3vC4trQ8AADSXK3NEhZ6oIBQIPLqzXfIkAUGCQr3s8KL1yNe0gSW8f7ikrQcAALRfltwSCDx5B5xWkbCiNLjUg+ADAEB5SG7R3h/5qq9daoa0dAe7lCEINRJ0wuwAFSfPNgEAQHrhsKPs17ZUk5Y19IRLVKUAAAB5yCuDpAo8AAAAZZYq8GiSChdZXxQytJR2KCov7WgTAIBuklcGqQk84Qq0oSLLcx6N1EWQAQCg2DT02LklvGwLBB4NNrpD1E71anSSr4aRcJF6NaDocpzw/nax6wIAAMUVzi1xAoFHN5YKtBSFBhFXURpYwiEmXHQfuw4tadn1AACA1pPcEs4qUdklcQ6P7OhKTklJKoqEBAkLedIgo6/tAOMqQr7m/T4AAEC+NIfYNJdouJGvWqLUBB7XxlqJNqCNxFUcR8OGHVSi2NtFFTvMSElL30cWdpsAAKD58sggiT08ym5AG26EHVA0RLiKvV24aD2NkP21rST2+wEAAK3hyiBZc0hi4NFKpQFbHqFHaYhwlVbQtjT42AHIXm7V+wEAAP2iMkjWHBIIPLqzXbTSbqDBxw5A9jIAACiOcOjR7OISCDyujaJ27AaEHAAAii8u6CjnpOVwKWro0V4YAADQXTTkhDNLlFSTljX02MFHGwFcmPMEAMiDZhCleSQq4ERlk1SBx6YNAQAAtEqj+aNXr0DqvWAuM/i2uZxDRHaSsgvBBwAANFNeGaRXr0DSEqYNAQAAFEVU6IkKQs4hLdlYCwAAQBFp6EmTW5yBhx4dAABQdBJwNLPIVy0ukZOW7R3jElO7yTAcl6YDANBdwmEnSebL0u2SpgF0Hy5JBwDkJa8MkvmydEIOAABoh0YySKrAo0lKG9LXsh4AAKBZ8sogA/fh0RJWT7dRqzGPBwCA7qKhxw4+4WXbwH14Ju4wzvv6/drjBnaQUvSwg2KR4Mn8HQBAK2hGiQs6KjCkpRtLBVrSVAIAANBqkk809NjZxSVxDo/uHA49diMAAADNEJVBwmEnSU3gidpJGww3AgAA0EyuDJI1h6S+SstuQBsuEiYutx/zdwAAzeDKIFlzSGLgsRuxaYMAAADNojnEprnElUOiskkg8OjOdikTenkAAOgeWXJLIPCULeCgOBjOAgC0muSWcO9PFOek5XAhCAEAgCKxw044t7gM3Gm594K5zODb5nIOCcnOUrEGH30dVWk7MawFAEDnyCuDDNxpWUsSbRBQDGcBAFqhkQyS+rJ0SVLhQvgBAADNlFcGSX1ZeplIbwPDWgAAdK6o0BMVhJyBRzbWAsRhOAsA0C4aetLkFmfg0R6dsvXs2OjlAQCgs0nAsTNLXG6JHNKyK4hLTOhe9O4AAFrBlUPCYUdFhZ5Uk5Y19IRLVKUAAAB5kKzhyiFZM0iqwGPThsuAYa3moXcHANAqGnAayR+JgcdOUnZD8lrWAwAANEu4N0fziOaTsKhsEht4tBG7obKhlyd/9O4AANrNDj4qKuwIZ+CRHXSnuJ0BAADazc4tUZ00zsCjqUl3KnvooZcnP/TuAACKQEOOZhU7t7gMPDxUS5hWEA49diNlQOgBAKB84jKI5pA0eWTg4aETdxhnvl97XORf79qgljSVo7NIYKR3BwDQanlkkFSXpdsNaNF1ZUIvT/0IOwCAdskjg6S6LF0bsIWXAQAA8qY5xKa5xBV6ooJQIPDoznbpNPTyZEfvDgCgiLLklkDg6cSA40LoSY+wAwAoKskt4d6fKDVDWtpNZJdODEKEHgAAyssOO+Hc4pJq0rLsLBWHS1Sl6Az07gAA2i2vDJIq8HQqenmiEXYAAJ0kVeDRJBUusr7sCD21CDsAgKLIK4MkBp56uo3KhtADAEC5aOgJB5+oIBQIPPbOrkrQ+ejdAQCUhXbIpMktgcCjG0oFWroFvTyEHQBAuUhusbNKXHZJHNKSHV2pKS5FlVU3hx7CDgCgqFwZRIqGm7igo2oCj2sHrUgb0EaSKi+jbgw9hB0AQFHllUESe3iU3YA23Km6KfQQdgAARZdHBkkMPFKpNmTrltDTqcFH/22EHQBAkcVlkCw5JBB4wiFGGwk31C0kDHRib48GHcIOAKCsNJ+Ec0tUCHL28Ng7RO3YTTop9NCrAwDoNHFBRwUCj26sqUl7dgg9nTHERdgBAHQKDTmaVezc4lLTwxPeWCsIhx67kW4hYaGMvT0a1Ag7AICyicsgmkPsPBKVTRInLSttUEtUhd2gLL09dtAh7AAAyiqcQeqRKvDYIUdLI412Ag0RRQw+BB0AQKdwZRDNIVkkBh67EVt4uVsVLfgQdAAAncaVOaJCT1QQCgQe3dkuSKedwUfb1LADAEA3yJJbAoGHgNO4cPCR0gx2/domYQcA0E0kt2jvj3zV1y41Q1q6g10IQtnZIcQOJ1qycO1v1w8AQLcJhx1lv7b19FV4L3p6zMR3ozd0hR7ZVvbzq/Doh3FY1PpuJccjLY5bMjmeo4eN8ZcAoDFXj+41wxad6C+hVUYduLsZOXKkv9SfTSRjRGWQKOFsMmLEiHRXaSF/2juTpgAAgMakCjzabRQuDHUBAIBmyiuD1ASecAXaEAAAQFFo6HHlFpdA4NFgoxVE7QQAANBuWXJLIPDohlKBFgAAgCKS3BLOKlHZJXEOj+zoSk1xKQoAACAPmkNsmks03MhXLVFqAo9rY61EG9BG4ioGAADIQx4ZJLGHR9kNaMMAAADNlkcGSQw8Uqk2ZCP0AACAZovLIFlySCDw2BVokXXhhgAAANpJ84kdejS7uAQCj2ujqB0BAACKIC7oKOek5XAh9AAAgCLRkBPOLFFSTVrW0GMHH20EQLTPP/3ELDztoNiy2IyTmn222czfAwBg0wyiNI9EBZyobJIq8Ni0IQBun33y8UCYWWH2Gf210SZ8/7254/qrB8LP3lv/2v9OOXz/3Xdml01+NfBvtssi0w02Gyy9kL9lrYkTJphdh63j3FfK+kv91N8SYXv8dmOz6AyTOI/bOovNZ8Z//bW/ZdDzTz1ulpp5Kud+Un616Lzm66++9LcOkv+b8n/UtV8zytqLzOP90YDWOnS3Hc3SM0/t/JlI+dOu25uPP/zA37p1Gs0fqQKPnaTsQvABqr747FPvw+Lnc/zAX5OdhJ87b7jGLPWjKc31l13krwWA5rr16n+Yleee2Qs0115yofnm66/879S6/vKLzcpDf+Rte/u1/zTjv/nG/05z5JVBEgOPNgQg2qcff2SWn20G884bY/01jZETyGF77FS63h4A5fO79X5hDtp5W/PxB+/7a9Lbd7vfmF2GrWPe+793/TWtExV6ooJQIPDoznYBEE/CzopzzuQv5Ud6e+677SZzymEH+msAIF/SK/3Eg/d5Q9P1euqh+83Wa65o3n3rDX9N62TJLYHAoxvSowOk8+UXn3t/4TTLd99+ay47+3Rz3aV/89cAQD6kZ+e//3nbX2rMu2+/aQ7edQfz3rv/8de0huQWzSzyVYtLzZCWa8e4xAR0K+mBefaxR8xj993tr2kOCT2XjjrdXwKAxp1z/NHm36OfbahnJ0x6eq699EJvPmMrhMNOklSTljX0hEuaBoBO9c03X5uLzjjJX4o22eRTmKPPusC88OmEmvLo2x/5W0WbOHGieWPMK/TyAMjNdZdd1JRgcs3FF3hXquYprwySKvDYCDlAP/nLKK53R4POk//93Gy45bb+2qCpppnWPPP+1+aA407x17jRy4O8LLLUsmZQ7yB/KV/nXHubee7D8c5wX0+57fkxZuppp/NrR16kd+eTjz70l9xmmW0Oc8eL4wI/j+MvuNzMMNMP/S3cZGjr+aeeiLwtQqMaySCpAo8mKW1IX8t6oBvJcNYLTz/pL9WaZNJJzVa77hEZdGxDJpnE/Hr7nczmv9vFX1NLennyugIMmHXOoaa31336n22uyvd6Mv8tjBJ54oF7Yy87l/PW3+9/wvx41tn9Nf1+NWxzc/+Y/zOzD53HX+P25phXzXfffesvNS6vDFLzvzpcgTYEoGrChAlm7Csv+Uu1hgyZxKy+3ob+UrJJJ5vM7HX4n/0lt++//66uYS0JZ5efc2bgxmGuIjeUO+mQ/f29ym/XTdd1/ju1FM3zTz5mFv/BZM73+uf99sh1rsXsQ+eufGq4Pyzkw6wnIgyVxQ1XXGKW+8l0zmNplyP22Nm78KDbvPv2W5H/n6RnZ8RBh5vpZ4y+n9hufzoytqfn7XGve73Szaahx84t4WVb4H+1BhvdQQphB2iNQYMHm+VXW8NfapzcLVdO6hJkjt1/T39tNAlGfzv9JG+fJX84hfcBXDbPPvbwwIfZQ3fe5q910+3+8sc/+GvaQ+Y8yM9oyzV+HvkhdMW5I70wtPPGa+fyQTL73PNE9vDMNd8Ckd8rOr1x3sG7bJcqyFx10XkDwej+225OHSpXn3/Wgf8/4SJXPiUNF6k1FpzDWYcUudtx3nNhxEujnzHfjo++UeDSK6/qDcfHkZ6eqaaexl+q9c6bb7Qk8IhwbokT+F+tG0sFWpIqALrRoEGDzND5F/SXakl37j03Xe8vpTN48BCzytrr+Uu1ZFhr3Gsv+0vRvh0/3hyzz25mmR9Hn5CSSB1b/3LlUvX4SI/ONpX3nJXMjZIPmGcefchf0zobLbuwOXyPnbywmcYj99xplphp8obnR/xi/Y29gO0y9wI/LV3gOeOoQ7zHZdRz4zy12+YbeL83nd7jM+61V2PDyMprrWOmmHIqfynaj2eb3QweMsRfah+7Y8bOLi6J/6s19ISDj90IgCAJDPJBmuXxEDKXZ8tddg9MErSLTG7+wxHH+Vu7yV+oV/3tr+bv543y19RPnnN18chTSxF61l18/sQenSTbrr2K+eeF5/pLzSdhR4ZF+/qyn0flw72R0BM3cXnhpZYxvZVAXxYyfHXZ2WfkMklWenxOPGjfjg4962z6G/PA2P+ZKx940vzwx7P4a6sWXHRxb4i9EbPOMad3PsuL5hCb5hLNIWnySE3gce0k67TBcCNAN5K/jhdbZjnzkznm8tfUkkmBfxq+g1l2lmnNC08/4a9tHgkoTz/yYKrhq7SkThlOKTLp2Xlr7Bh/qTFH7rVrS3p6dv/Nhmbcqy/XFXaU9PbIz6deronLcZOZi+hfzzzp/X/PM6BI6Pn6S/fDUzvJgosuYe5++e2aP6xmm2tuf4t4/xczD0jqyDPwCFcGyZpDUv3PDjegDQPdTLpzV1h9TX8p2ldffmF+u/ry3rBJmqen10u6qS849Xh/KT/fVU5qRe3lkR6ZRnt2wg4Z/jtv+LBZrr7ofPNg5T03s400rn7kWTP64+8CH3a3jn7NTD7FlP4WxXfRGSeb8d/kf/nzyGMOM+O/6r7JzGnJg0a/+Pwzf6nWHPPM5124kSdXBsmaQxIDj92ITRsEupVM7NvzsGP8pXQ+//STgUmJi04/xGy20lL+dxojf+k/98Sj3l/9UaSb+rK7Hg58wMkH3nk33uVvEaGvz7z5+mv+QnFIYJAemThyxZH975Vy2Glnm56IK5SE9BYdf+De/lL+Lh55Sqqemaf+92XgfR955nmFmDMRRyZVywRs/T/eSJGfrUy8jyK9Ow/ddXvsfJSRV95onv3gm8BxvOLex8y008/gb+EmVxlNnJBuXlU3uvqi8yInVMtVXosstYyZdPLJ/TWN0xxi01ziyiFR2SQQeHRnu4QbAVAlIULuoVMP+cB+6flnB07wMi8jy5wf2/fff2/uuuEafylIhijmXWhh7wN0kaWX89f2k+8tu/Jq5qn/fuGvqSXDLm+Pfd1fKo6kUCLB5uZnX/GXqjbd7vfm+U++N3PMPa+/ptaDd9zalB4Y6d2R8Bg3lLXFTiO8m/eF51FsvPX23of3PD/9WWxg6xZyUUDUvV5kqPmhN943K/9ynZqQ+LMllva+N+MPf+SvqSVXGfVNrH+4sJOdc8Ix5t/PPRM5nLXJNjuYaaab3l9qPlduiRIIPK4N43YGup308uxz9PFmuVV/4a+pn0y6lDk/En6WnzXbCWNi5eQsf+26yAl/613j5/XInKQtfj/cXyo+CSMSSqLITR8l2MS56ZmXI4OD9PLIX7F5u+/WGyofpNFBSsLOAceeHHkFlbj20dFmkgYnlXaCR++9K7J3R/4vJ11avem2OyZugyAZypJ7eklPtYv07qz/m628O8i3SpaMUjOkpd1EdiH0ANGmnGpqc+plV+cSepSMj8uQ169XXNJfE09O3DL/QrrspbdG5xZJD46Mp0vvQBz54J8r4jJ7r4dnXLF6eJ57/JHIicryb/nlxr/2l+JJMIpyz03X5d7L89bY12N7d/Y9+oTYsKMOPuGMwg9vNZsMTY3+6Fvv/7zcF0YnyUrvzkZbbZd4pZH8XgyOONb/eXMcQ1ohEnaOO2Av89H77/lram2y7e9a2rsj2cSVWaS4pJq0LDtLxRp89HVUpUC3kdAj8wX2r/x1nhf5sH35hee8++k8/9Tj/tpkMnYuzzSSDwKZo3PNI8/53+kcd1x3lf+qlszbWWzZFfyleHIvpehenkrIiwkn9ZDgGBV4fv6LtVJfISUBNk0w6hbyjCe5bYP8n5fnbyXN0UE2acLOUiuuYjbeavum9O7klUHS/XZZtEEAQfL8rK2H7+k9LHSzHXb21zZOJm7+br01MoWeLOSeQcN/vZ758767+2uKT57VE0XuIpzWPAsu5L+qldel7mr0E4/G9u6sus4GmS4Jl0t/mctTnwN+t6V3w8e4K43QL03YEYeffo7zvj55aySDpPrt0iQVLoQfoJYMLx1yylneX5uPvJXuFvNJ5FbwR+4Zf0VSWjJXaJ3F5huYLC2PkYi7uqtopOfL632JIHN79N+WVLZea6XYECJXvuVlzEv/jm1rngV+KuNx/lIyechn2Z951Spb/mIFs+gMkwz83G+56u9e0Ec8maAsV8slhZ0T//Z3M/NPZvOX8pdXBkn8bdGGAGQ39bTTecFHisytqbfnRz7kx776kjnlsD/6a9KRSZ1yu3z7Q16uBivanJyiGvPSi/6r4pGrzIrWwyNDqXKFmf6fb6Qceuqouu4JpI+ZsP/PS+9oIzdp7EYSduTZel989qm/xk3Czqq/Wr/huzPXIyr0RAWhQODRne0CIB8yt0Z7fqQ88X+fZXpYqDxv6eG77vCXosnlovp0dHnuUh6PmQCKzH46+rkn/jmXx0x0M3lw6XknHVfosKOy5JZA4NENtUeHnp3mGXTh0NQFnUn+ej33uttThx/p5ZF7uMTN5ZHHWay/1E9zfbwEUGRbrLacOWTE7zr+oZ+tImHn1qv+4Z1L4sg9ruRqyHaGHSG5xc4scbmlZkgrHHbka1xiQjJXiJmw/djUxbU/OouEn7OvvsULQHEmTPje3H3jtf5SkDzCYumZpzbvvDHWXwN0tpWH/si74zLDVfnYcf01zI1/vzQ27Mi9dm7/11jvashWcuWQcNhR9mtbqhlvGnrCJapSBEOOK8Rk4drfrh/t9enHHw3MFZB752y+yjL+d7KRJ1QvsfyKZvPf7eKvSU+68P+w1ab+Unpy7xJ5ZIHMuzjoxDP8tUEyTyTtAwWLYKW1fjUwbNhoyfNquyRjXv535Qye/pyadMfmTrff9lvUdZXVPkcd782n+/M5F5mppp7GXxsk9/LpHdTcy/5ffPapyDtFt4P0ko1+8vHIOygLCTsX3nqv97WVJGu4ckjWDJIq8Ni0Ybi5Qk4z2PUTflpLus5/v+FaAyFnxTln8r/jDzuNebXup6MPGTLE/GL9jf2lWt4VSq8HL5dO8xwtIZfNS7ixP9Dl3iVJNyUsGrl0e/ah5Qlgap4Ff5rrJOO3x42NvWtzJ0vzHC0hN3KUcGP/n99uj31yfc5TJ5Cwc9vVV8b27Mh9di6586GWhx2lAaeR/JEYeOwkZTckr2U9+oWDTiuFww+aa9CgQbE9HvJXmzznp1XinqMl5I682++5r3n6va9KF26iyF1yo+T99PS8LLrM8rGB575bbvACbVpxNzHsdHHP0RLyWJHH3/3UbLv73k0JN7PMPmfDN35847VXY3tTWuWc44+unD+ujQ07G/52G3PyxVe25D47LuHeHM0jmk/CorJJTeCxN9RG7IYQ1M6g46Khh+DTPL29g8yc887vL9WS+3tcecE5/lI231VOgFFzdITXuxG6sZ78lR91kzzZfq75FjB7H/kXf42bfHCOe+Ulf6n45pZ71sS46m9/9V/FW2+JBQZ66qRkCRz1iLtZ4MN335G6/ZMO2b8QH5bt0v80c/e8HRmO2uvwP5spppzKX+MmPbHyx0Le5MGjckVlEhmSbPfPUG4qeNnZZ8RejbXhltuafY4+wUw/4w/8NcVhBx8VFXZEIPBosJEddKe4nbtZ0YKOTd8Twac5ZGhI/uKJIxOI99l2c38pHTmBP/PoQ+Yf55/tr6nlBZh5F/CX8jOh0nbUw0eLaNi2O/qvakl4u/C0E/2laBKKwkFR5mBp+Nl12Dq5B6AV11w79maBe2yxUeIwjbjir2el+lBFtEfvu9t8+23+Nx989603zPNPPp74c7zm4gu880S7vDT6GXPiwfuajz/8wF9Tyws7Rx1fyLATZueWqE6awG+evbEWQegJKmrQCSP4NI8ME8U9LFT+cpNhps1WXtpfE0/CzmP332N22uiX/hq3np5eM3QB90M+XeQDW/6SvfaSC/01taRHSj5oy3QzQgl+K64RfawkyOy66br+kpvcQTZuSOj3+x7ktZOntTYcFlun9PKcUPkQigszclM97jMTTR78ed2lfzPjv/nGX1NLHi3x8vPP1n1116xzzuUNbUe5dNRpsZfJr7HgHOZ/777jL7XHiQfvZz764H1/qZbM1Rlx0OGFDjsacjSr2LnFJfG3WSsIhx67kW6hwaHoQSfMDj7Ix2STTW623X0ff8lNwob8FSW9BnHBR7qT5bb3O2+8tr/GTeYMyIf8Ikst66/pJz0GcZeISqA58g+7mpMPPcBf00/+ApXnZyU9WkJCQRHDkASSODKXR3pq5MnqNlleZLrBsWEnywNIs5B5PPIzjAs9V5w70iw246Q1H9gSWhf/wWSFDjvyf1jeu/aS5VHkAoHw1VgyNChXNUY58U/7ec9/CvegyF2Y5dYNSY+WSHpa+qxzVj4LYq7ieuLB+7yrNT9873/+mn5nHXuEWXaWadsedmQo67V//yt2SO3dt980ay00l/NnklS2W2c18967//FralxcBtEckiaP1PzWRe2kDWpJU3kn0aBTtrBjI/TkR8LH4sutENvLozT4uE4MUpafLd2TnYcMmcRsv9d+/lKVN8w1X/wwl5zYZJjHblfuwixDI2Ull/Bvtese/lI0eV6W/e9Oen6WOOqs83Pv3VE77v3H2A9rtdSPpgy8b7khXDfP27HJHLpBvfHHUIYsJVzYx1Duwpx0Q700VltnfTNZwmRoGdpadd5ZAu2POu7Itg5jqasuPNd8nnAX5aLJI4Ok+o22G9Ci67pBGXt1omjoIfg0bsqppvZurd4KUb07QobXNtlmB++vzmaR0Pb8k4/5S8VxwHGn5H4DtC132d0LU80ivTx/Omlkw1f5dLMNttjaDJ1/wVTBsV7vvvxUZMBcaPGlvCsFy/gzlD++3pAJ2yULz3lkkMTAYzdiCy93Ig0GnRJ2lPx76O3Jh9wheb8/n+QvNYf0NMyzwELmlEuv8tfUGjx4iNl6eP2Pk5APDglUUZfbS4+IPO27iOQW93mRY/DHv5zqLzXPsG1/5/VONfKBvcXvh3d1aNpipxHe0HK9ll15Na+nKOpn8MFbL5vvv48OBX/8yylmmmmn85fqI3+oyB9OrfTA7beYr7780l8qB80hNs0lrtATFYQCgUd3tku30qDTaWHHRuhpnFyx9Zsdd21a6JGwM99Ci5irHn7GX+MmvTxyV+ADjz/NX5OefGhuM2Ivc8bfr/c+8F1kcud9t93oLxWP3FCu0Z4e+bePuvoWf6n55KZ4ElLrCT0rrL6m939Ofu7dSnp5Dj7pzMTLz1023XZHc9oV15pfbrSpmWSSSf21Qa89dmvsPB/p5dn/2JPN1HWGntMuu8YsvuzPWx5aH7//nlyG9YoiS24JBJ5uDji2TuzViULoaZyEHgkMD78ZfXlnPeRE+Iv1NjL/fOhpf008+fCT8HXeDfF3XLZNNvkU3mMl5NJTuT/MXPO7rwCTIa1H7k5+Uns7SU/PoafW92T40R9/19KwoyT0XHL7A5mCizwC5Kx/3uQ9FqTbSeg5/6a7MoWO+1571xx2+jlez4oMSw2OCBzjnrknNvCI9Tbf0jzy1oeZbsi3zEqrmgfG/s+svt6GbfkZvvv2Wx01F0xyS7j3J0rNkJZ2E9mlm4JQN4UdRejJxzTTTe+Fh7OvudVfUx8JOmtusIlX18mX/NNfm470Fiy7yupej4c8gd1Fgs28Cy3sbfPkf6uXzsrVXnE39JN79ci9Q4rs19vvNPAIAbnnTRz5vm7brAnKaSyy9HLm2Q++8d6HhGcXGWp86n9fett0+1BW2M+WWNoLHXJspv9B9TEvNrkZ4YPj3vO2mfGHP/LXGjPXfPPHHsub/nFZqt6Qu19+26s7LvhIj448yuX8m+5u26XeMn/n2/HRl+uXjR12wrnFpafPv1xBToIT3+3fycUVeryKK/vZVzxEBYYyBIluDDu2Mv/75b2PHua+23A7ff7pJ2aF2Wf0l6J5vTnrbmhOuvhKfw2Adrp6dK8Ztmh3PqusnUYduLsZOXKkv9SfTSRjRGWQKOFsMmLEiORJy92i28OOkH+/HAfkR7ra5S+/pCK9OYQdAGieVIFHu43CpZuGuroFoQcAUCR5ZZDEwKMNdTJ6dwAAKBcNPeHgExWEAoHH3tlVSSci7NSilwcAUAZ2b09SbgkEHt1QK5DSyQg70Qg9AICiswNOUnZJHNKSHV2pKS5FlQFhJxmhBwBQBK4MIkXDTVTIsdUEHtdOss4OPtpImgYAAADqlVcGSezhUXYD2nBZ0buTHr08AIB2yyODJAYeqVQbspU19BB2siP0AADaJS6DZMkhgcATDjHaSLghAACAdtJ8Es4tUSHI2cNj7xC1YxnRu1M/enkAAEUVF3RUIPDoxpqatGenk0IP6kfoAQAUhYYczSrh7BJW08MT3lB3Doceu5EyoHcHAIDyicsgmkPS5JHESctKG9SSpvKiIOzkh14edJJFpx9iFp52kFcmTsz3ydgbLL2QWWS6wQP1pylPPnR/qvexx283NovOMEnN/lecO9JM+P57f6vi+/kcP6j5N0h56K7bS/XvQPOFM0g9UgUeO+RoaaRRAGi39ZZcMPeQY3t73Oumry/fPwxPOmR/s9iMk5p7b77BTJwwwV9b9ef99vC+f/k5ZxY6MFx/+cVm6ZmnNp998rG/JmjXYeuYXSrli88/89egm7kyiOaQLBIDj92ILbxcVPTu5I9eHpTd8Qfubd56/TV/KX+jn3g097AjvToXjzw1VZA5dv89zXEH7GW++/Zbf01xvPD0E+bYSjD75uuvvOWH3njfvPDpBK9cfs+jZqqpp/HWP3bf3eaaiy8w47/5xltGd3NljqjQExWEAoFHd7YLAHSSq/72V3PpqNNzDyRq4Wl7zZiX/j1Q/89/sZZ57sPxAx/qcWXpFVcxvb21f4dee8mF5sE7bg306px/091m9MffDex75JnnmSGTTOJ/15i/nzfKPPPYw03txarHPTddb777rj+I7X/syWbyKab0XouFl1zG/PH40wbWvfHaK5X3X9uTBagsuSXwm9VpAYfeneahlwdldeReuzYt7Kj7br3B9PlBY/a55zU9PY2dW4/Zb3fz/Xffea9nm2tu89T/vjTLrLRqIBxtvPX25pn3vzaTTT6Fv8aYC075S+F6efY87Bjz9HtfeSFt6+F7mkkmndT/DpCd5Bbt/ZGv+tql5k8J3cEunRaEAHSn4b9er+lhR7z5+hj/lTFD51+wcmKt/xwqwzr2MNbhZ5wb6MkJ22Kn4WbwkCHe60fuubN0PSQy/2j8+P5hrNXX3dBMMgmBCG7hsKPs17bavlMHDT3hElUpugO9PCgTmbcjw0Jqy112b7jnJYo9YXmeBX7qHKZK677bbhwYlpLenUWXXi62vjXW39gMGjTIXzLm+aeeKNywVpR9t/uNefXF572hu+VW/YVZbLkVzKDBg/3volvllUHq/y0sOIazAKjnHn/Em7ejLr79gYZCiE3m7NjFmEfN99/piXhus/26K/qv63P65dea0R996w0B3fLcq2bSySbzv+P2+ssvperFWnaWaSvvt/8y8C+/+Nxfa8wph/3RLDHT5APf0/LovXc5rwy7/rKLzFIzT1Wz/SVnnZZpOG3FOWcyt1/7T2/oTsLOKZdeNTCBGchDqt94TVLhIuvR3ejlQRls88uVB0LAVrvuYRZf7ufe6zy88OnEQDHmRdM7qL+tn/9ibvPch9n+Cm3UuNdeHujRmXXOoWaxhB4hdd2lfzNL/WhKc8GpJziDyk4b/dK7VFyvrhLLzzaD+dPwHcz4r7/211RJj5oEp88//cRf4yaXqC/z42nMpx9/5C3/evudzBl/v46wgwF5ZZCa34JwBdpQmdC7A0DZ83ZmHzqPOeC4U7zXzVM7YfmEg/d13ijwqZQ3Gkzr+Scf8+bA6ATnFdf4ZSV8VYe3okjYOXqfEYmXgEsvz4kH7+e9b+kh+uKzT/3vRNts5aUj76dz2hEHm6P+sKv5+qsvveVRV99iDj7xjMDEayCKhh5XbnEJBB4NNlpB1E4AUAZyCfpDd97mLxlz87Ov+K+aqXp/H2lbbgR48ZmnOIeDtl93de9uz3kEnz233MRs/cuVB0LLCquvafY95sTYCc5K7tmj+/31+jsGhtCkHH3WBYFhtH+cf7b3vr/68gtvWQKkXB1mb28HlnfeGOtdVv/t+PH+mn77bLu5+dsZJw20K/fjkYDGnB1kkSW3BAKPbigVaAGSMKyFIpJ5O0fsuctA786hp47yvjZfdcJy2rstS4C48oJznKEojtytWHuL5P42uv9vdtzVnPmPGxLn+9hk+OuJ//vMmz9j9wptuOW25pCTz6qpS7Z/7D+feEOEdqiS7S+4+W4zxZRT+Wtq76cjYeeem6/3eqJ+Msdc5tG3PzLTTj+D/10gPckt4awSlV0SB3ZlR1dqiktR7cRwFgBx8C7b+6+MWXHNtb25Ic0md1geNDh4so268eARZ/w10JtxzD67macffSh1T48MX/X1ubd9a+yYzD1Gh512tpl0UndAkhAzZEiwp+iQU84yk0cMPckNBOeYZ76BuUP2+5FhrPtuvXFg2O0/b47z5gLZQ31a1l5knsQ5QOh8mkNsmks03MhXLVFqAo9rY61EG9BG4ioGgHbZddN1vQ9ZIfN2Rl11s/e62ew7LIuDTzrTnFVp2zVMs8k2O3hByL7x3vknH5f6GVhyNVZUqJH778gE5LTP1Fp+tTXM4suuEDvfR3p0NMDI60WXWS52+9nmnGvg+++8MW6g90nem4YdIK08MkhiD4+yG9CGi4benfZhWAtFEZ63c/SoC/xXzTds298F5r/I0FLSFVIHn3jmQCB6+O47zHNPPJqqd0bvrGz3Gkmx58/IM7Vkzk1S6JFQ2JPhMv3Z5qqGn6z+cf8TgUdixJXbnh9jpp52On9PdLM8Mkji/1ipVBuyFTX0AOhuMm9H5X0JejNIT499o8AxL71YOfHW33v+5H8/N/MutPBAIJHQ8+23wQnDjZKA1Nsb3bsD5Ckug2TJIYHAY1egRdaFGwKAIlp38fn9V/3zdpp/CXo+5A7Ketfnca++nGqic5zDTz8nMJFYrpKK6+WZa74F6u6xAdpF84kdejS7uAT+h7s2itqxaBjOaj+GtdBOclWWztsRMqzlmgirRe4EbAcLuTxcvyeXaWed9Fskiyy1rHcPIA0xEqLK/O8BksQFHVUT6TUx2aUsoQcAAHQHDTnhzBIlVR+mhh47+GgjAIB+Gyy9kFlkusFeL5HMnUl7X524+/VsvNwiA3X+ed/ducIJXUcziNI8EhVworJJ5kFbbQgAimSxZVdwXukTVbYevmfgaen2lUN//Mupdc1pmWPuefxXxnsye5phJLmfjr3dmhsOC1wxNdvQuQeWH7rrdjMhZYh6Z9zYgXqZo4NO0Gj+SPUbYCcpuxB8EMY8HnQzfXaWkF4bmVeU5I7rrx4IJjJ5edHQwz5XXXv9gWWpc3QoILmcfOgB5rvvqg8AnXvBhTJddg4USV4ZJPE3QBsqMiYsAyiC/Y45MXAzvkN3+33sEJT07lx29hkDQ19bj9jLDA7dpNC7bN1ad/juOzmfZq7CDxCVZ2ottszy9PCg40SFnqggFPgN0J3tAgBI77c77xbokVn8B5M5A8oeW2xktl5rpYFgIo+g2HTbHZ13Lz74hDPM4CFDvNdSp9xFefzXX3vLNunZ2WbtVQJPPT/1sqszPVMLKJMsuSUQeHTDovfoAEA7yJPP9dL1XYet45yULL08K/9yncD8oCVmmnxgPy333nJjYCjrjL9fH/lkc7mrstxE0e7pWWrmqWrqvPC0EwP32znvxrsqYWdyfwnoPJJbNLPIVy0uNX2crh3jEhMQxjwedDsJLzI8FfesKSU9Ozc8+WJk2FH7HHW8OezUswd6euLIs66e+u8XZtmVV2MoCx0rHHaSpPpN0NATLmkaaDbm7wAoIunpkedqrfqr9ZyhQ4LOsx98Y86+5tZUIUZIT4/ss90e+zgfSCo9RRJ0bh39mpl0cnp20BnyyiA9ff7NH6T7Ne525lK50Ib1dXi/qADSrGBC4CmmVv9cpL3Rw6p32QWARlw9utcMWzT+ajjkb9SBu5uRI0f6S9VsEpVBooSzyYgRI9xzeMJkvRdu/Mr1ddT2AAAAecgrg9T0s4Yr0IYAAACKQkOPnVvCy7ZA4NFgoztIIewAAIAiCueWOM4hLalAS1IFAAAA7WB3zNjZxaX20oEQDT3h4GM3AoTJhGWZSAwAQCM0h9g0l2gOSZNHagKPaydZpw2GG2knrtACAKDzuTJI1hyS2MMjwg1ow51MwhQ9FAAAtJ8rg2TNIYmBx27Epg12Eg052nOkwzJaAABAa2kOsWkuceWQqGwSCDy6s13CjTSDHSpcpdm0HQ059jCZva4V7wUAAKTjyi1RAoHHtWHczo3QkBEOGq5ib2sXracRsr+2k8R+LwAAoL2yZBTnpOVwyTv02CEjbdCIKkJDSNYwou8jC203SztAWXz37bdm543X9p68vej0Q8wev93Y/042Uo8+wXvRGSYxV190vv+dePL08CsvOGdg33BZZLrB5vgD9/a3TmfXTdd11pWmHHfAXgNPNC+TPbfcxDvurn/T4/ff43zKe6M2W2kp7/+Mq82o8vDddwSe7h7lhisuMcv8eJqa/ddeZB7z2Scf+1uh20g2cWUWKS6pJi3LzlKxBh99HVVpnHpCRhwNIFqnhpG4IuRrnu8DQP3kA3jXYet4H5hH/WG4v7aWPBvnkrNO8z7s1ltyQX9t81x29hnee5L3Vobgo0Hnnpuujww1O26wprdN3sHn7TfG5n6MXnj6CbP8bDOYg3fZznz91Zf+2qr/vDnO/HyOH3j/pi8++9Rfi06TVwZJFXhs2mCrhUNLuAgNOxqAoopub++vJS27HgD1k7/w5QP4obtu99ek8+aYV70en6v+9ld/TfPIe1u/ErCa0TOSl01WWMzce/MNqd+jhIS/nzfKfP/dd/6a+j3/1OO5HxsJOztttHaqICPhba+tNiX0dIFGMkiqwKNJKlyyNiwBQYJCvezQEi4aPuzXUcL72kX2JcgArSEfkusv9VN/qV9vb6+59M6HzAufTqgpoz8OfjhLj8+Re+1qnnv8EX9NvBXXXNtZr6scdvo53ntRb40dY44/aJ9C9vScfOgBZuwrLwWeDn3g8aeZ5z4cH/g3zbvQwoF/07H772mefuTBhsPKuFdeNhMm9tex3Kq/ME/832eBdqPKz3+xlhk0eLC3X9jwTdcLBBip99F3Ph7Y94p7HzNTTTOt/93+0HPSIQeYr778wl+DTpFXBkkMPNpQt7CDD4DmkeBw1UXnmbfHve4tywfxNiP28kLNosss760Lk23kw+7QU0f5a/pDz5923cFfys+m2+5oLr79gUBAkCGuSoP+UjE8/+Rj5vJzzhyYCzPbXHObp/77hfntzrvVhIlrHnnOHHHGX80kk07qrzHmglOP9+ZcNeKB228e6Cmafeg8prcn1d/SkU474uDAENZ+fz7JnPmPG8xUU0/jrzHmZ0ssbR59+yPva++gQd466e0b//XX3mt0vqjQExWEAv8rdWe7lEU7QgrBCGhAJTjce/P13suenh4z+9zzeh9safx6+53Mimv80l/q731J28uThQSvrXbdw3t/qmi9PHfecI353pr4Kz1TQ6xAE7bRVtuZlddaZyAkPHLPnQO9M/V6e9xY0+cfkznnnX+g7nr988JzzfhvvvFeS8/OJtvsYCadbDJvOezgk84wU0w5lb9kzOlHHUIvTxfJklsCgUc31B6dburZAdB6b74+xvsqgWLltX7lvU7r9/se5L/q7+W547qr/KV8rbXRpoHAI3OHitTL8+brr3n/fiG9O4stvVygV8pllbXXM4Ot3p8XnnqioWEte8Ly3Av8NLH9ONdffrH5dvx4f8mYbXfb20w++RT+Ui3p4ZHwO2SSSbzlR++9q+EeK5SH5BY7s8Tllpr/leGwI1/jEhMA1EM+pHU4qx6LLbuCN3zSbN7wmhV4GrXETJMPXFa9yya/anjSsN27MttcQ01PirAxdIEFA9u9/vK/6+61sicszzrnULPI0stGzstJ443XXqm8l/76fjLHXJXjv1xifSuttY6ZZJL+Xi25cuv5Jx9v6LiuNt9PzOEr93g/ow/+919/rTFnHnOY8/L4e2+50Rmybr7ycrPC7DPWbC/DiK6rzhDNlUPCYUfZr22pYriGnnCJqrQdZGhJhpjykLauPNsEuo30mkiPhJDw88Adt3qv05JehJuffWVgEuv+x57sf6e7XPvoaPP8J997x+Cca28LzM+JMvbllwZCkmikV8aesCyBa1CDw1kSgif4ASp1gJt/gcAwmkzg1jrycNM/LvMujz/n+KOdQWWPLTbybl3w6ccf+WuM+cWCs5s//n5r8/mnn/hrqk457EAvOP3v3Xf8NYgjWcOVQ7JmkMz/w7XhIrHn0TQSQmRfQgzQIpXAs5I/jCWBR4aKwldsFcHoJx6VN+gvGTPHPPN5773Mxr32cqBHZ+Gllql73o1rwvKphx9klvzhFDU9G2luNCg9VvreJBCnCVAyrDV4yBB/yZg3Kv+XJkxIvqFhGhJ2jtl398RL3h9/4N5KkPmjd7XYynPPbN579z/+d6Jt88tVAj1IiKYBp5H8kRh47CRlNySvZX0WEiTscJKVBpJwkXrThBTXvnZJWw+AxkmPwv7WJGUJPTKcIR+McrM/L2gUgMwN0jkyYuj8jd3w8Jn3vx7olTr7mlsDH9St8ve/Vu+/s8Lqa5pBvfX3ythDahJolpllGnP+KX8JzMNRMoS32IyTxgYfGZKqZz7RrHPM1fBkaZeTDtl/IOyc8ffrAz+/Y8+92Ew97XTe94TcUVzub/TxB+97y3844rjAJfrH/fUSM81003vfE+++9Ya54YqLmWSdINybo3lE80lYVDapCTz2htqI3VCj6g09GkZcRWm9doixS3gfe1nXpaX1AZ1K/sqWG9mF/0pPU2SeShoyN+OiW+/zl6qk7a3WXHGgPglAcgl7q0mbl446PRB45HL1RiblttsfttrUfPNN9dLtHfbaf2DCbz3sCcvvpLzbsgSfy88d6QxFNu+KrzrCmAyLNXpvIdsss89pHnj9v2bVX60XOFbrbb6lOeiE0wOhR8j29732buXY7mcmn2JKf60x6272W3PudbeZGWb6ob+mf9J5msdroJYdfFRU2BGB31oNNrKD7hS3cyMkMOTBDjQiHGLsYpPlet+D7BeuD0B9llhhJTP6o28H5vO4yIfoEXvsPBCAWvFYCWlD2rQ/wA855aym9CK0ityg8L7bbhoIA9K7s9gyy9f9b3LdYTnqxoNHj7rQTGZdbSXPRHvyofsDH/Zyd+UifvjLTRztmxzaJPRMPkXwKrI/HndKoCfHttDiS5k555lvYCL2O+PGNjxxHcHcEtVJEwg89sZaRN6hRwNIOKwoe31S0bq0ZKHvIQttE0B+5AP3lude9W46uOUuu/tro8l8Hwk+8miJLB6687aB0JRUvMvPLXLp86bb/d5fKh8JO/IcMv1wlSuqTrv8GjPp5Ol641zsCcvigMoH/Vn/vCnQq6E2/O025sn/fh4IAn87/cRAb1MRLbvyambx5VaI7QWTHh0NMPJarlSL2/4nc8w5cFuAd958I3AfJaSnIUezip1bXBL7ZbWCcOixG6mXHVTiQkxUyYPUo+3Gsd8b0A1k2Ga1dTeo+Us9TZF5DvWQNv/4l1MH6pGen7hLz2WoqRXP05IQNrLyQV7Woaxw2BFXP/JsoMelHhtuua13V2f9eclNGpOGx+RqOm33sfvuNs8+9kihh3S8idMJl8XbZptzrkzbI1lcBtEckiaP1Pz2Ru2kDWpJU3kWeQeZLLRdDTWu0q73BnQz6fmxLz0PP0tLSOiR52k1I/RcdNv9XrsSwsoadvbaapi56MxTAmHn8Xc/DdyduJWkp8e+dN6+hHzhJZcpfViYda6hgZs6Ih95ZJBUv8F2A1p0XSfRUOMqANpPQoeGH/vREhJ6/nZ68mMpsjw8VMoSy6/o71lOrieotzPsKBlO0wBp32gwLO57caRXJq+5VnIbAgJM++WRQRIDj92ILbwMAK006upbvCEU1aznaZWV3NjutRdfGJh0LSFDhp/aHXaSyN2V6wkr79R5OTuKT3OITXOJK/REBaFA4NGd7VJk0vMiw00AykWGV3RysFxyfsJB+/jfyUaec2Ub89KL/qvuJU9PX+pHUwbuCCxXY133+AsNTVBuFbm7svb+2HddjvOvZ54MDNl5V0ENolemG2TJLYHAU/SAg/LQeU+AS/ixEnIvknosvtzP/VcQ115yodlundUGnjQufrPjrubMf9wQ+bTxRmy20lJeYJXgevTeIwLtxom7X499d2X7poZxxr7ycqB3R24O2egjLlAOklvCvT9Raoa0tJvILgQhAHmbY+7+q68k8Dx452113Vn52cce9l9Bws5Rew8PPMRS7h8jE64bubFgHPtZV3L35O+/r51UHha+187q621khgypvj/7ZoNy1+XRTzyWeBXXg3fcYr79tv8mhjIkJpeFt+MO1mgtO+yEc4tLTeBxkZ2l4nCJqhQA4siH5GrrbugvVU5clb/i/zT8d/5SevLYB1uZ75PTCBnGOmbf3QJh57wb7zK/+f3wpl71NKvVGyO9NmnCyT03XW+++67/fcq8osVCT0MPX8V10Zknm6+//spfqiXDWQ/ddfvAv3351dZoWsBDe+SVQVIFHgDIk8zRkEc06JVW3rBWxoeHHnfAXt5jH5Q9gbnb/G79NQPDSRJ2ll5xlYG5MM3yhyOOrYST6lDZUX8YHhtOpHfnCuuREr/debfA/urX2+80MAQn9+q55uILIofLjtln98CzqPY45KjCT8xGe6T6bdAkFS6yHgDqIVfiyNwSJaFn4OGhM0T/hf7PC8/1trns7DP8NTI8Nq93Q7tuJA+31B4TscXvh5sllvt508OO2myHnQd6ZKSXZ/lZpzeff/qJt2zbZ9vNzTa/XNl8+cXn3rI8gmLYtr8L9OaoPQ87JnC3ZpnUvtvmG5gvPv/MX9Pfs7P8bDN4X3X+jvTwlWFiNrLJK4Mk/kbU020EAGnIUMZzH9Y+QFI+wPQqrnCRmwzaZAL0Tc+87C8VnzxYVf8t8hBN++qielzx17MCw0iybLeRplx+zpnO97HcT6Yb2GanjX5pvnH03kgvz6prrxcYllph9hkD9UuR4UdtQ4ayTrnkn7E9MWdddVPg+VXS0yNhSuvbYrXlBp5iLpZdZXWzz1F/oXeni2joCQefqCAUCDz2zq5KiohL04Fykw9KeYSEfSPBNCTobD18T/P8J8V9LEGzyUTlIjyW4aSLrzTb7ra3s7cmTHp25LEWUQ/jVHLXZXmyeNJ2QsLOqZdelWpbdBa7tycptwQCj26oFUgBsuKSdGQlw1tyI0G5u7GEnzgyVHPJHQ96Qadbh7HU2Fdf8oYCi0B6ep5+7yuz1obDnFdISdCRuzz/9fo7UvfCSOh59O2PzDFn/835QFK5IuvhNz8w591wJ2GnS9kBJym79FR+WbzvyF9LE9/11tVsbAchpet6Z6m8tn7hoj7smvkhyAdssbTj5yFtjh42xl8CgMZcPbrXDFs0+R5AyNeoA3c3I0eO9Jeis4krl9hkPzubjBgxonYOj2tnWSdFGtCi6wAAAJolrwySehq/3YA2XBTSmyB/4QMAgM6TRwZJdZWWNmQrWuhBMTC8CADIU1wGyZJDnFdpKW0k3BAAAEA7aT4J55aoEOTs4bF3iNoRAACgCOKCjgoEHt1YU5P27JQh9DCPBwCA7qEhR7NKOLuE1fTwhDfUncOhx24EEMzfAQDkLS6DaA5Jk0cSJy0rbVBLmsoBAAAaFc4g9UgVeOyQo6WRRpuFYS0AADqLK4NoDskiMfDYjdjCy+huDGcBAJrFlTmiQk9UEAoEHt3ZLgAAAEWUJbcEAk8nBByGtQA3ear2FeeONAtPO8hZFptxUnPSIfv7W7fHxAkTzLqLz++9n0WmG2xGbLa+/53yWPwHk9UcWy1/3m8P79+I+vxm1WXNojNM4h3LHTdY03zx+Wf+d9CtJLdo74981dcuNUNauoNdOiEIoXkYziq2b8ePNztvvLYXaOQDN4oEor+dfpIXNDZebhF/LdI44aB9zKLTD/E+iL//7jt/bS0JnPKBvcsmv4rdDkCycNhR9mtbqknLGnrCJapSAMXw9VdfmiV/OIV55J47/TXJ5AnDY1560eupuObiC/y1iCJB8uKRp5qJE9M/Wfvhu+/wju9TD92faT+gG+WVQVIFnrJhWKt16N0prvFff202WX4xf6nfpJNNZi6762HzwqcTaspT//3C36qf9EAcvc8I8/yTj/lrYBv9xKNeb430jNl+u/NuZvRH39Yc30vvfMgMHjLE36rf9uuubp555EFCD9ACqQKPJqlwkfUAikc+hK+++Hzzzhv9YXTQ4MFm+z33NU/970uzyNLLeevCJp18cvPch+PNQSee4a/pDz2H7b6TvwTbtr9aNTAfZ8U1fukdvwOPP830Dhrkr61adJnlzbMffGO22e0Pge8futvva0ITgKq8MkhN4AlXoA2VDb086GbfVz5A77/tJu91T0+PGTr/gmbvI//iLceRYLTptjuan/9iLW9ZhrfefP01enlC1l/qp4GwI706I6+80Tt+SfY75kSz1a57DISet8e9bk44eF9CD5CRhh5XbnEJBB4NNlpB1E6AYDirwCpB5a2xr3sv5YNVeh/Skg/t3+39R3+p8sdD5YP9zhuu8Zdw9UXnm7cqIVDCoJBje8CxJzt7daJI6BlshaOH7ryNYS2gDllySyDw6IZSgZYyo5cH3Wpi38SB4aysent7zaJLL2dmm2tuf0060uMhV4HZl2FrkQm67WK/j103XddfW797b7l+IOyI3+9zYKawo7bYaUSgl0fmBKUJPXv8duOBS7Nd5Zuvv/K3jLbsLNMObP/Vl/1zt/6w1abeBGy7rqP3HmHGf/ONWX7W6QfW6aXg+2yzmXv7r7/2vh+2+SrLDFzJZheZ8C1XEjbD/jv81iwx0+Q1bWr58L3/+Vumc9M/LjPLzzZDTT333nKj+e7bb71ttl5rpYHjcsGpJ3gXDiTZdu1Vao5l//7HD/x84Ca5JZxVorJL4hwe2dGVmuJSFDofvTvF1tvTa2adsz/sSxB56K7bvddpTTLppOaW5171JtvKBNx9jjre/04tGYqRy6zlQ1guu3aRuUByAm9n8MmLHEsNPBIKF1t2Be91VvsefUJgcvNSK67ihc0oS808lXcM7735hth7+Sw989Tedmk+aNWwFRY399x8fephtV+vuKS568ZrU20vwUh+7v9+7mlnoJNL+uVKwjyDz8pzz+wdg1uv/sdAEHFZdd5ZvO2Sgs+/nnnSrDTXD82BO21jvvjsU39t1R5bbGTWW3JB89H77/lr0jlo523NUj+a0jzz6EPOY3nKYQd64fT8U/7S1cFHc4hNc4mGG/mqJUrNb5drY61EG9BG4ioG0D72MJZ3mfm//2U2WSF4xVYe5MNE5rPIZdZpSPCRYCS9GWV01UXnmT7rQ3ultX5VOUE2948/mT8lvRRRPSdRlvnxNKlCj/TsjHn5RWcYWWODTcyQ0JVle2/9a/PaS/9ybr/6ehsFrkTbbOWlvWCU5p5DEnz+ft6ohkKPBJMVZp/RfPzB+/6adCT4RIUeqXOXTdYxn3z0ob/G7d233jBbrL586tAjvTq3XPV3rwctyamHH+T9MUHoaSyDJPbwKLsBbbgMGNbKH707xTdkkknM3kdVJylL6HntxRe8v2blL8o8JiHLh9juv9nQG45RMv/n8NPPHei1kCJXLtnDY9I7IVc4tYr9XkZddbO/tj7jXnnJf9Vv7gV+6r9qHrlKzg4MK6y+pnnm/a8D/y4pcrsBue2A7eRDDojt4RByjyb5mWz+u13M0+99NVDfUSPPN0v9fOWa4bpH773L642Q7eWqP93+6LMuMEuvuMrAxG3p2Xnt3y8EgtHDb34wsL2Uy+951Ew19TT+d/tDzxMP3pe6pynsz/vuYb784nN/yZhlV1ndPPLWh4E2pVxx72Nm2uln8Lfqd+bRhwb2Vbv/ZiPz6ccf+UuVOldezTz0xvuB+n7441m870noeWvsmMT3Lz07Lz77VGC7O//9RqDOf9z/hJlhph/63+0PPY/ec1fThv+KLo8Mkhh4pFJtyEboAYpt0skmN+fdeJe/VCV/UW65xs+98CNFhhuuveRC/7vpyAek9HZoz45eCSbhZti2v/PWKfkAvOnpl7wrmZTsv9vmG/hL5fHGmFcD83fmqQSeuGGoRsmNH+025ZYBZ/3zJi/QhsntBiSAzLvQwt7PQ8iHb5p5Qb/ZcVez/7Ene0OZaqOttqu5b5CSsLPfn08KBKwNt9x24H1df9lF5oE7bh0IapvtsLN58r+fm2mmm95bVgsvuYx59J2PzU8XW3IgWMk8oCzDceqGKy4xYyuBVIf7ZMhQrpybetrpvGXbz5ZY2gstcszseVS6rzrzmMPMF59VH18hVzqeeeUNNWHp7pffNuttvmXg+EW5+crLzf233TzQs7PJNjt4oWzmn8zmLSs5JveP+T+zZCV0aog8vhIIk3qaOlFcBsmSQwK/qeEKtJFwQ+he9O6Uh3wQy1+jckPBuAnI8qF06G47euEn7WMl5EP0vltu8JeM98F4/RP/8pdqyYfK/pUPSHuY7cE7byvt0JaSe+s003233TjwISw/w0223mHgwy+KHGP9EPeu1LMCWpQ/HHlcqg9rtdcRx9b0JtkeuP1m8/33/WFH5pJJ/ZNNPoW37PKnk880U0wxpff6P2+OM8898VjmXp6H7rzVfPttf+/HT+aYywtsce9RLL/qL8wkk/T/u9958w3vdg62x+67e6BO+V2ScBL17zj23Iu9kJL083n47tsrYad/eHKW2ec0u//pKGcoU/v/+UQz3Qwzeq+lB+mFp57o2l6eMM0nduixM0xYIPCEd7K/lh29PI0j7JST3FBQJiDLMMgWvx/ur3Xz5vu89OLA0FcUCTzauyMfrnLFURL5INjRutxdPojvuO4qfwEup19+rRn98XfeEIf8DJM+wOshgSRLL1Wa7R+tBAXt3ZGevUknjX/f0tPz80pQ0x6le266biBopHX8BZcPDPXd9vyYml6YrP7z8pPmjddeGQicWw3fy0wx5VTe6yjS85W0zRMP3DfQu7P573Y2U049tfc6ioQouS+W/B6L+2+/KdWVeN0mLuiomv+1mpjs0imhB+hmMtwgQyI6R0CGP+J6fuSkLMNd4edpSdix5wDJh99aGw7zl+LJFU3apoQruakh8iHDkjK5+cLTTszUO+L1CPUG5+nEkQ/fQYOiezFkOMueNyTznNIEKvl/McgaXpL7PzXLjX+/1LvU/pwTjokMD68+fONAMJEeo0WXXtY5lGiTYa3Jp4juyZLhLHu4bs555jeDB7uHDW0SMgf7x/ydcWPrnuPUaTTkhDNLlFSxXkOPHXy0kTKhl6d+9O50Hukt0EvPvQAUepaWkL/Sj9p7eDD0SC/Qy//2Fyrnh56eTEM7c8w9j//KVALPGP9VObVjSC7qPjwyLJk0Qbkd9En94fcbLuedfNxAwHi78qFuXw1Xr6j78MikYb2fUJSP/vN6Jdw3L3SJPbfcJPY+QVrOOvaIgQnV/3nrTfOdNYm9G2gGUZpHogJOVDZJ34/p04bKitADuEmXuQQfGRbQR0sI+WvykrNO9Zck7/R5k0PrIeFo9rnn9ZfKZ8555huYECwk+KWZFNwoCZzS2yYffkn34Wm3cTIM1OSgEEcmLy/3k+m8Y5V0H560Zp1jzoF5UUlkXk7UPB6ZgG5fcYdsGs0fqQKPnaTsUubgg/To3eku0m0vV7fovBwdeuJ5WsastdGmktr8JWNet3q66nHin/ZLHJ6QHp0j9tw58YNShoSkl04eEps0cbboZOJyPUNa0qNz+B47OS8vt8kQ1QNj/2d23u/g2MnURSQTlydM6K4hrbwySGLg0YY6Cb086RF2ykfmCGhXuPQKnHzoAf530uvp7TVrWvNy+icz93+46yXo9ZB65DlUZSVDd3YPz4N33Cr/KH8pO3mGlvbcrLPYfDW9EScdsr93CbPdi+QFG+v+N1q8Sc3+xNZ2mmve+QNzglz3wUlT9MqktM446hBzzy03BI6hBJsHx71XU7dMap5+xh/4WyWTK7jy6FWTHkL7Uv+7Xnqz5r2lKT+edXa/hu4WFXqiglAg8OjOdulUhJ5khJ1yCjxWovJBWc/EYJlkushSy/pLIZUPfLn/jJIQk2Uuiz1vx57PUxYyyVdDj0yufe7xR7zXWUmPmfxs5PiJFddcu2ZyrwQincuiQadZV2s1ywtPP9mSSbZyQ0QNOxJ05D47EmyyBic1w0/mHghu0uMUvmQ9itcDk3LbF595upDzrsokS24J/Hbphp3WowN0lcqH8exD+6+Ekr9KH77r9szDUd6VWE897i8FeWFo6eX8pf5t77j+an8pnoQDvTOzhIY5SjifRx4WKj1g6q8nHVvXX/8ySdfeT650s+sNB6KtR+wVeMJ6FHnWVzvn+AxdYMFAcJNhv2bPc5LHP8j8GP13y+0X0gxVyeXzUZe/zzjbfIHj/eKzyeFEHi769VfRl4zPOW+wh+eNMa8M3K8I9ZHcoplFvmpxCf45UeHaMS4xlRm9PNHo3SkvOUmvsvZ6/pLxblJ2+J67+EvpSK/CnVaIkcuF5aZrSj7QdGKzfMhEPTTUJn/1yof8gErg8ebElIwMa6205toDvTwSMP5y4N6ZQsYJB+9r7r/9loEgIMdSLtkP9/DY5PJuOxC5yKXpcu8YDUntIPfUmWOe+Qb+LZefc6YZPz75eVH7bvebgeG932+4VuJVVHFkyFUvcY8il6aPlTAW8XNbZK2tzGTWJeaXnnVq4rOs/nH+2bHbLLT4Ut6wls6x+sf555gvP4+fbyQO3mW7gYfH7rDu6pmfFdapwmEnSfxvj09DT7ikaaDoCD21CDvlJifTYdvu6D1zSciHX5aHh0owkQ9wDTGuGwvKh9mq61QfDSETajdc5mf+Ui35UJHb4utT2yUsSGho9p2KmyXcyyMf6iM2Wz/VUIaEnUtHnR74oD39iutqHuPgPfbAauOuSgCNC1XSI3TMvrsFeiHeeWOsmdjX/KvIwrbceTcziX+zQXkP8oDSuCBw2hEHm/tuvXFgYvZKa61jhgyJv+eNTR4VYR8/efJ73I0LpUfoL3/8QyBUybBV+PjK75H2FD3+wL3e1XJR9+0Z+efDzSsvjE78PyCP2Zhyqqm91zL8dcDvtjQff/iBt+wy6rgjzd03Xjfw8Fi5QWMR5mq1Ul4ZJBB40uzcCSEnjNBTRdjpDDLH49TLqj00Enr04aFLz9x/sg2TE/UVfz3Lu2eKhh0JJkPnW8Dsc9Tx3rKSELRp5cNAe3mkfrlUXfa9+qLzvXVK6l1vyQW9UKAkLEhoKCsJaoeeMioQSCTMyb9/12HrOD/05LjI9y8+85TAB+uFN99TE3aUzNvRniT52Uiocg2ryM9Uno+m97FpN3mu1lyV/zd6fOQRDcvOMq13d+7wsdl8lWXMBaedMPDel1v1F97z2LLOU5p1jrkGLh2/6m9/NXtssbH54rNPvWXbKvP82Gyx2nKBB4JG2e3gI8z8Cy86UK9cALDbZhvU7Lv1Wit5Q5tpngG27ma/NfMsuNBAL488LHXloT8y99xUCWmhR0bIQ3bl5oh61Zk8nFUeL5J0N+dOctJyPebk5XvNKZv01BRZH1V0P1tP5UTlJRj5pZr4rjvQRCUpWd87S//JTkV9YJbhg7TbP+zL/O+X9z56WLlvYtcMcgJe5sfVp1FnJR86MlE2inz4Ss+O/cT0JPLhcfFt9zt7dyQIrL/UT72HXnq9QGv9yrtEvhES8pRMDG70iek2CTFH7rVL3XNUJOwsscJKgeBkk16b7dZZraGJrfIAWfmgtNuQ8KE9LvLgUHkQaNyztOSuxNob4npwaJQVZp/RfP7pJ/5SOjLZOOqxEL9ZdVnz0vPPev9P5EnoEur1aevSa7PTRmtnbs925j9u8EK8BNCrR/eaYYtO9OrdZZN1UgWksD8ccZzZYqfhZnL/OWG2NRacw/zv3Xf8pXTueHFcx1+hNerA3c3Ikf1/cElg2fvR/t8tVw6J6+WR70ko0v1HjBhRO6QlG9niKuw08mEvH5zdqNvDXqeSE+3T7301MLyVloSS7fbYJzbsCLlnz41P/Ttwo8I48kEy+qNvSzuUFSY9EfKsqznnnX+gJyYN6bmRGzwuFQoiYTKs9aeTRkb2AIVJvRdUQpQdRl5/6cVc7lpcD7kkfcFFl4j9Nyq5surRtz+q+xlYMqz1x7+cOjBclETaG3X1LYH2xr36cs0kYqn37GtuSXW1l/x/cIUbF7kkfYnlV0x1zyS5maE8kb2bL0d35ZC4bOL6XuB/oW4gIUdLt4Qd1Y2hh7DT2eQv93Ouvc27f8eT/42fICnbXnbXw14oCQ9jRZET9tnX3Gqe+3C8M/hIEJDhDWn/2Q+KMeSSNwl9z3/yvTn89HMHhj9cZC6UHFu5tDzpuUxKJovLcVtt3Q0i6z7ohNO94y/1Sm+O3M1aQ8b9t92U+pLqZrjygSe9UCgPwXQFHw06cgn5VNNM66+tzwZbbG0e+88n5lfDNo88vvsefYJ3g0ZpT24x4E2w9o+r98R1x5PIJfTI/Xzkieiu9yhPUpeeKfn5Tz1t+n/DRbfd7/3cooKPBp3bX3jd/PDHs/hrUa+aIS3vtRVy4kKPfK+ThrRs3RICOuXfKf8OhrQA5EWHtLL6xQKzmff+r//DNG5IC25RQ1r1sPd3DmmFSdjR3h5bp/f+SAiQD9FO1i2hDgBa4cVnnwrMt5K7Tqd5GjpaoybwuEKMrLODT6eHHdXJoYewAwDR/vPyk2bFOWfyJr1Lue/WmxInj8s23/iXj4uFFl8y9dAlms2Y/wc6tcWxeDfN0gAAAABJRU5ErkJggg==[/img]

Merci pour votre aide.
Bonne journée
Messages : Env. 500
Dept : Haute Garonne
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Sinon, passe par un pro...

Va dans la section devis fenêtre du site, remplis le formulaire et tu recevras jusqu'à 3 devis comparatifs de menuisiers de ta région. Comme ça tu ne courres plus après les menuisiers, c'est eux qui viennent à toi

C'est ici : https://www.forumconstruire.com/construire/devis-0-72-devis_fenetre.php
 
Env. 500 message Haute Garonne
Aïe l'image n'est pas passée...

Messages : Env. 500
Dept : Haute Garonne
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Env. 500 message Haute Garonne
Up !!!
Messages : Env. 500
Dept : Haute Garonne
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Membre ultra utile Env. 80000 message 3 X Cote D'or = 63 !
Bonjour

si tu pouvais reprendre ton premier message pour supprimer le code ce serait sympa pour les petits écrans.
Picto recompense Membre ultra utile
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De : 3 X Cote D'or = 63 !
Ancienneté : + de 19 ans
 
Env. 500 message Haute Garonne
***** a écrit:Bonjour

si tu pouvais reprendre ton premier message pour supprimer le code ce serait sympa pour les petits écrans.

Bonjour,
Malheureusement je n'y ai pas accès... Je n'ai pas "éditer ..."
Comment faire?
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Membre utile Env. 8000 message
La bati de la fenetre a une certaine épaisseur, 3 4 cm, les charnieres ne sont jamais a l'extérieur du bati mais a l'interieur, du coup cet espace + les 3cm feront que votre fenetre va s'ouvrir a 90° pas de probleme
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Env. 500 message Haute Garonne
Bonjour,

Je vous remercie pour votre aide. J'y vois plus clair. Je laisse donc comme ça !

Merci beaucoup et belle journée
yoda_51 a écrit:La bati de la fenetre a une certaine épaisseur, 3 4 cm, les charnieres ne sont jamais a l'extérieur du bati mais a l'interieur, du coup cet espace + les 3cm feront que votre fenetre va s'ouvrir a 90° pas de probleme
Messages : Env. 500
Dept : Haute Garonne
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