cours/attachments/markmind/.1667328957012.png.ocr.json
oscar.plaisant@icloud.com 38fbb1938d from github to this gitea
2023-10-23 23:09:51 +02:00

1 line
29 KiB
JSON

["O0,2",["O","S0S1S2S3S4S5 S6S7$0$0A0A1,S2S9SaSbS3S5 O0ScN0O2O3A2,SdSeSfSg ShSiSjSk,SlSmSnSo N0N1N2$6,S2S3S5 O1O5A3,SlSmSnSo N3N4N5N6,S2S3S5 O4O7A4,SlSmSnSo N3N4N5N6,S2S3S5 O6OaA5,S2S3S5 O6ObA6,SlSmSnSo N3N4N5N7,SlSmSnSo N8N9NaN6,S2S3Sp O8O]Sq,S2S3Sp O8O^Sr,S2S3Sp O8O_Ss,S2S3Sp O8O`St,S2S3Sp O8O{Su,S2S3Sp O8O|Sv,S2S3Sp O8O}Sw,S2S3Sp O8O~Sx,S2S3Sp O8O10Sy,S2S3Sp O8O11Sz,S2S3Sp O8O12S!,S2S3Sp O8O13S#,S2S3Sp O8O14S%,S2S3Sp O8O15S&,S2S3Sp O8O16S',S2S3Sp O8O17S(,S2S3Sp O8O18S),S2S3Sp O8O19Sz,S2S3Sp O8O1aS*,S2S3Sp O8O1bS+,S2S3Sp O9O1cS-,S2S3Sp O9O1dS.,S2S3Sp O9O1eS),S2S3Sp O9O1fS#,S2S3Sp O9O1gS-,S2S3Sp O9O1hS/,S2S3Sp O9O1iS),S2S3Sp O9O1jS:,S2S3Sp O9O1kS;,S2S3Sp O9O1lSz,S2S3Sp O9O1mS<,S2S3Sp O9O1nS:,S2S3Sp O9O1oS;,S2S3Sp O9O1pSz,S2S3Sp O9O1qS=,S2S3Sp O9O1rS:,S2S3Sp O9O1sS;,S2S3Sp O9O1tSz,S2S3Sp O9O1uS>,S2S3Sp O9O1vS#,S2S3Sp O9O1wS:,S2S3Sp O9O1xS;,S2S3Sp O9O1ySz,S2S3Sp O9O1zS?,SlSmSnSo N3N4NbN7,SlSmSnSo NcNdNeNf,SlSmSnSo NgNdNhNi,SlSmSnSo NjNdNkNi,SlSmSnSo NlNdNmNi,SlSmSnSo NnNoNpNi,SlSmSnSo NqNrNsNi,SlSmSnSo NtNfNuNv,SlSmSnSo NwNxNyNz,SlSmSnSo N!N#N%N&,SlSmSnSo N'NoN(Ni,SlSmSnSo N)N*N+Ni,SlSmSnSo N-NfN.Nv,SlSmSnSo N/NfN:Ni,SlSmSnSo N;N8N<N=,SlSmSnSo N>NrN?Nz,SlSmSnSo N@NxN[Nz,SlSmSnSo N]N#N^N&,SlSmSnSo N_NxN`Nz,SlSmSnSo N{NdN5Ni,SlSmSnSo N8N|N}N6,SlSmSnSo N~N|N2N10,SlSmSnSo N11N}N12N13,SlSmSnSo N14N7NlN10,SlSmSnSo N15N|N16N6,SlSmSnSo N17N18N19N1a,SlSmSnSo N1bN}N1cN13,SlSmSnSo N1dN|N1eN1a,SlSmSnSo N1fN}N1gN10,SlSmSnSo N1hN1iNtN~,SlSmSnSo N1jNbN1kN13,SlSmSnSo N1lN|N1mN1a,SlSmSnSo N1nN}N1oN10,SlSmSnSo N1pN1iN1qN~,SlSmSnSo N1rNbN1sN13,SlSmSnSo N1tN|N1uN1a,SlSmSnSo N1vN}N1wN10,SlSmSnSo N1xN1iN1yN~,SlSmSnSo N1zN9N1!N1#,SlSmSnSo N1%N7N1&N10,SlSmSnSo N^N|N1'N1a,SlSmSnSo N1(N}N1)N10,SlSmSnSo N1*N1iN1+N~,SlSmSnSo N1-NbNaN10"],["S",["ocrVersion","originalFilePath","parent","bounds","capabilities","children","1.5.0","attachments/markmind/1667328957012.png","","thumbnail","pageNumber","titleProperties","iVBORw0KGgoAAAANSUhEUgAAA4AAAABeCAYAAABy6HqVAAAAAXNSR0IArs4c6QAAIABJREFUeF7t3QnYfVVVP/CjlgOikgNqmjjkrDmUIyg54ISzGKkk4DyEiAg4Z04ooSk54JQiolCaE2pqlkNiDimGpeKQomKahoFm2UDP5/z/69f+Hc6555w73/dd+3ne5wf3nnv23t+99pr32hc6//zzz6+yJQKJQCKQCCQCiUAikAgkAolAIpAIbHkELpQG4JZf45xgIpAIJAKJQCKQCCQCiUAikAgkAjUCaQAmISQCiUAikAgkAolAIpAIJAKJQCKwTRBIA3CbLHROMxFIBBKBRCARSAQSgUQgEUgEEoE0AJMGEoFEIBFIBBKBRCARSAQSgUQgEdgmCKQBuE0WOqeZCCQCiUAikAgkAolAIpAIJAKJQBqASQOJQCKQCCQCiUAikAgkAolAIpAIbBME0gDcJgud00wEEoFEIBFIBBKBRCARSAQSgUQgDcCkgUQgEUgEEoFEIBFIBBKBRCARSAS2CQJpAG6Thc5pJgKJQCKQCCQCiUAikAgkAolAIpAGYNJAIpAIJAKJQCKQCCQCiUAikAgkAtsEgTQAt8lC5zQTgUQgEUgEEoFEIBFIBBKBRCARSAMwaSARSAQSgUQgEUgEEoFEIBFIBBKBbYJAGoDbZKFzmolAIpAIJAKJQCKQCCQCiUAikAikAZg0kAgkAolAIpAIJAKJQCKQCCQCicA2QSANwG2y0DnNRCARSAQSgUQgEUgEEoFEIBFIBNIATBpIBBKBRCARSAQSgUQgEUgEEoFEYJsgkAbgNlnonGYikAgkAolAIpAIJAKJQCKQCCQCaQAmDSQCiUAikAgkAolAIpAIJAKJQCKwTRBIA3CbLHROMxFIBBKBRCARSAQSgUQgEUgEEoE0AJMGEoFEIBFIBBKBRCARSAQSgUQgEdgmCKQBuE0WOqeZCCQCiUAikAgkAolAIpAIJAKJQBqASQOJQCKQCCQCiUAikAgkAolAIpAIbBME0gDcJgud00wEEoFEIBFIBBKBRCARSAQSgURgYQbgT37yk+qUU06pPv3pT1dnnnnmQpDebbfdqj333LO6yU1uUu2zzz4L6SNfmggkAolAIpAIJAKJQCKQCCQCicBWQWAhBuBpp51WPepRj6rOOeec6td//dfrv0W0H//4x9VHPvKR6vTTT6/uda97Ve9+97sX0U2+MxFIBBKBRCARSAQSgUQgEUgEEoEtgcDcDcCTTjqpOuCAA6pXv/rVtRG4jPaHf/iH1ZOe9KTqhje8YfXFL35xGV1mH4lAIpAIJAKJQCKQCCQCiUAikAhsHAJzNQD/5V/+pbrxjW9cG36/93u/t1Qwzj777OoqV7lK9apXvap6zGMes9S+s7NEIBFIBBKBRCARSAQSgUQgEUgENgGBuRqAJ554YuXvgx/84Erm/vu///vVe9/73vrcYbZEIBFIBBKBRCARSAQSgUQgEUgEEoGdEZirAXjYYYdV//7v/15H4VbRnAf87d/+7eqf/umfVtF99pkIJAKJQCKQCCQCiUAikAgkAonAWiMwVwPwDne4Q/Wbv/mbS0//LBG+0IUuVJ1//vlrDXoOLhFIBBKBRCARSAQSgUQgEUgEEoFVILAWBuB//dd/VV//+terv//7v69233336jd+4zeqi1/84lPhMcYA/PjHP15d4hKXqPubpZ177rnVLrvsUv3CL/zCLK9ZyG//+7//u/rMZz5Tj23WeS5kgPnSRGBGBL73ve9VH/3oR+vo/6ztYx/7WF1I6i53uUv1q7/6q7O+Ln+fCCQCicDGIvA///M/lSJ7hx9++MbOIQeeCCQC7Qis3AD87Gc/Wz3kIQ+5wF2BT3ziE6sXv/jF1YUvfOFRazfEAPz85z9fXfe6161e/vKXV7/8y79cXyHxjW98o7rZzW42uK+/+Zu/qZ73vOdVFMbzzjuv/t11rnOdav/9968OPPDA6lrXutbgd5UPOsP4hS98oXrCE55Q7brrrlO9w4/++Z//ubrf/e5XfeITn6jf8bSnPa16/vOfP/X7lvnDH/3oR9UrXvGK6va3v30dUV7n9m//9m/1mdf73ve+6zzMLTm2F73oRfUe/s53vlPPj7Ji/3e1SWsla8Ce8z7tBS94QfXUpz61rmbMifK4xz1uJgznta9nGkT+eCEIfP/736959SUvecmJ7+fo/O53v1td7WpXm0inP//5z6sf/OAH1VWvetWJ70OzaP/KV77yWjofFwJ2vnQwAnjXV7/61Z2eJ6f22muvHZ995StfqV7/+tfXvFOjbx1yyCHV5S53ucp37li+9rWvXTvoP/WpT9VF/ji7syUCkxAg71772tfWfOkiF7nIjn/L3/znf/5n5Q9fvN71rle98IUvTFCXjMBKDUARvxvd6EadU37sYx9bGwKTlLrmj4cYgM9+9rOrP/3TP60ZIaGNWFUOdYZxSGNIPeMZz6i9Yo985COri13sYtXf/u3fVm94wxvqd1EiH//4xw951U7PEPzepWHKD3vYw3b6nmFkM+22226978bQGbWM1BNOOGGjDMBjjjmmOuqoo+poMOWqbJQe85rWwO4FbsQDhOsd73jHWgn7x3/8x+rqV7/6iF9vvUf/4z/+o3Y89Cmu85q5qsNf+tKXdig0kwzAvrWyT97xjndUr3vd62oHzKUudanaSUTh0Tiqpr3PtG9fzwuPfM9yEXjXu95V/e7v/m512ctetkKL17jGNeoK2K5BKpv7cJ/85CfXCvUNbnCDWlbc//73r57ylKfU/Dya57zvL/7iL6orXelK9TtFojkjrnjFK+54jsJ09NFH13LGXsN/bnOb29QOi1vd6lYLAWGM7FnIAPKloxF4//vfXz3nOc+pOKvf9KY31fT0zGc+s860+pVf+ZX6feTrm9/85uqlL31pTUfo6tGPfnRlvffdd9+aTtVWuOlNb1oX13PXsmrr2RKBSQiQo65mowdHNh868ke2RkSZPveBD3yg/mxVxSO380qu1AB0ZhBBaLe+9a1rgYgJEYLRTj311JoRDW1DDEDvIrwjaiOKd7vb3W5QF8Zr3Lxkxx133E6/ESkQUXzjG99Y3f3udx/0vuZD3vuXf/mX9fjKFDSMm5L61re+dVSq2/HHH18xpDcpAkgBJ3h+53d+p2KsRyO4HvzgB1c/+clPao/kKhuDggPhZz/7WV30SBR7O7e3v/3tdZTMui27CFQ4iLoMwL61opjzQDYdNww3+9h7OXZm8Xx37evtTDObPHf0oOr02972tjqix5NN2eH1LukI7dzpTneqvydnRFgYetLxZYo861nPqmEgOxhxlO+HPvSh1S/+4i/WhiJZI8LnuAKHmEZO/uu//mvtMb/MZS5TRwvvec971qn+n/zkJ2tZOs82reyZ5xjyXdMhIDVeFs0f/MEf1E4IOsSf//mf13pXeWQlsplKJRyNPfCBD6w+9KEP1XKXUu/ITLZEoA+Bk08+ueZ3r3zlK3c8yskgyHKLW9xip0r99F0888/+7M/6XpvfzxmBlRmA0iYvfelL75gOTz4lTOO1insEneth9AxtQwxAAvab3/xmbfQZw5/8yZ9U97nPfXYI40l9MaYYVV2C9t73vnctoG9729sOHfKg50QfPve5z9WMe++99x70Gw9togHYNTlKF0WHQPurv/qrwRjM+8EwKO585ztXxx57bK2gbfcmYitya+9SGJfZJhmAQ9YqIs5jnSvLnGP2tV4IiKDI0hChi8YxxQFItnEeMOIo1He9611rhYfiE+1lL3tZ5ZiD38hC4fDjpDvjjDN2OvaAvxxxxBH1cQgedREb0UH/hkHondLzGH6cpZym82zTyp55jmG7vAvtoAFOUGebo3EciC6jrzEtDEARFobfLW95y5oe6SfPfe5zd7zqNa95TS1TQ9fifLjHPe5ROzko5mQumj399NNT3o1ZgG36rOgzOj7yyCN3IMAY5CTbc889q7/+67/e8fnf/d3f1Y6zP/qjP9qmaK1u2iszADGYKErSTPUjLCOVBeNSZGVoG2IASiHcY489aoWV8s67xStbptl09RfCEAEj5LGNJ5hiMKnxBmtlepDzcLzAGLC8/KFtiAEodS9ST4e+t/mceWldc5s0767vKFEXvehFd3RFQEm5dLZxkrdIipQ2bVGesl/XmjQLEp122ml13jqFbqhHVKSw7VkpENa7baxDcPEM5aCklZJ+RCCMtcQxALXuPu9KsS779w5j7VrfcNr0pT/39TmU/kqanWQAxlrhJ11zFZ0LDyTaaqPttnmX+BiPZyadWW7b12Vfs2BjffQd/aNbe7ovfd6amkcbfZRjK+fatieGrttWeO6nP/1pfeZP+uXXvva1nXgnBxVHlbQ7NOdcKcUm1jbmzzvOkfe+972vjjKLBFLIm6n/IQs941npofvss0+dHSGtL1rJQ8L4HIP1JNqbVvbov8nDuvhg21iHyEp0j/e10fm0/HMMbvN61j6UOXTooYfWOglDzTGH2M/+dSRkGgNQZgZDjvKtwBVcONvJUE5MrWkAWicpo3QiKZ8cDt/+9rd3pI7Oa975nu2DgMwgtCjwgv+1taG6i+fs+b4aIV08gF7kb1odsTn2Pr5W6pRtOtuqqGBlBqAzNeERZeQxwEKJDa9VgALcoVVBhxiA8V5e0ytc4QrVNa95zcH4S+cRsmb8CXMPOe/0rW99q46KKMjC+NQfjxpm/2u/9mt139J4nEH68Ic/XHvqpBaFd5lXULohT4lzhpgyIlK8pk/B6zIAMXQKBKUi0nBFW525dKZlSLMuPNMOm0chDngQNKKgjHzKEC+4sYchb+M5S2Cu+qdgmJcGW8/zIFFgKUDRTjzxxDo9ihHIW04Rc07Ln/bOd76zjsjpC2YYzR//8R8PquZY9ivVj0f+oIMOqsfh3xgfr6w5G4s1Q7uUN975JjMSfVKo5D3vec+OZzHApz/96fVYzd/7RbujyAj60Le0G99RMCkC//AP/1C/BzbGSjhTGFVo40DhbWvSjzW2FrA488wz68P8FD2M2J/PNPOTzmwuCiSJIMjLR68Kp5gbOtIUOpIuJDUoGiVMP5QIz/Iw+x0F95d+6Zd6+xxCa54xdutgTaW7aRRha6E1U0D75hrvZPTBmrdSISg4oGO0iz6tY5xF9Zl18+/1r3/9WrlHk7GH0BxPeRSUmrSvo/9J6zEJG/edoiNGAbrw39aCQRtri0dYr+Az8T48Br34jTHiSdLEpPDGuHyH1mBgjr7jLPNu54p91tfweU4rmRFlxIrCi2ab4+p73zp8T/lwlo9MwuNKJSIchPYv5fqGN7xhzfcoz2Wzr+1HNIdHkCUPetCD6n8VEouGLkViwmuOFu1BhiU6i0Z+Bt/GF4ekKw/ZH9PIHkZG8Cr7ItLk8Tnvs78i/ZX8LdsQWXnWWWft4JH6ES0LOmJ4w8wfXh249/HP5lnzNjrjTDI3++Dyl798rbPgBX5rrUMOTUOjjhAYO0fUtMdH2vqlS5Etjk/QN9APzIwb74SdiHLTAIx34akypOZRYTneuRV5Qhv2eDF56k+tC0Z98Ao0TMaKxOIRZXMkQVr5UOfyNPS2it90GYBtMrJNdyEzOMg4SkLHowvij7Ipwn5A34IFZLRgCfrVfvzjH9fyDm/2jL1Ghsnqo2dyguLt+KL0evtQX2S87xhx+orIeZ8uOA+es+h1WpkBaNHLiBtlM9ImwyMfk7dZ4tByHyBjDMC+d7V9z0Aqzygy5GxsyiAh5K9UCDBawkGxmJe85CU1IfG8EfZx8FXqDuZPoFMANMyBAYiQpadGpdEY09DIaJsByHhQsMQZSMov442SaE3MbWgo3nkVgkNqqo2GcSlEEAaekP9b3vKW2pAoxxtKKkND36WBFcaRzVPmihsrw6jZ9CE1xh/DwFk0Si/BzwBxjoGCbI0mNQa6ddEvBcvZmjAyCFDrbo2sCWPceQiCE24Um9/6rd+qTjnllB1dYCCw8J0D9ARvMA4Cwe+M1bp6dxiAUT0r5hoGoIP6/tCFVho+lHepO4zBoJ/ye8+rPohBwoaSxWBAq5ghg82czc96mYdos0bxpOhwfPgcjWiwEcHHqO1bhmuzYdKU/r4+GYl9DW3ZRxRsNEo4WtfyjGhpABpXX7/2IuxiTsaATs2HIUdwmENJu84wcF6Ybxg0hLsCIIST5nPr5ndd+9pzQ8Y4CRsKKZ4RAk7xEXRj3owT+yucFJ6NgluitRwlBCAnC5oLI9q+Yfxac6mH4bzwTsp88CF9lk6AtvXjKJHaLzJKwDKWokn5sWcJUftoKzSFMxgGGmUDDyHjfEYBLxvjXaSHIUTJ0Cg4TYeec1twVHQs+Efbc9aJkU2WOJ7Q14bQHsN9GtljPvgI3qI9/OEPr+UYHoIfB73e/OY3rz+PoyBDZSXnBbnDgaGVBiAZiwfiT2VmUR//7DtTLuOHAmsto3+yilFFMbT3GJ13u9vd+qC/wPfwkkK/iPTK0gCk2OJrZCkHqj/GmHHjXWUK6OhJDPzBduEJ+C1HjqgtncH/w5oM9d/0DcaE/V3yQPySc0kA4AEPeMBAVDfjsS4DkGzo013sZXQrcsghSS+h08AXn6HvoGGyhv3gGTKajAp+Q4dQwDFkXTgx8VO8NY6dkXFlBX5rxgGC59DjtSG64Kw8ZxmrujID0OTKIjCUJVa8s3mxQAEA5jw0SrdoA5CHALFSjtqazSsixkhASP6fgKBYlWlWoQB5R+mxJcQJ8zAAMW19YtwMLYqEdw5tbQYg5YNxxSiJyCpFlxE31LCMtLFmPjevPuMmjCHGppLSoeCU42a0iCiUBqDvIzpcGoBRwp/B6jcnnXTSjleFUc6TXuacM9Js2KFGbRmV9jvGBaOSQe8djHwKDMYDJw0OFGaK9tlnn10rdZHr3lSSMQ1GM4VFC+WuLW2Sw4NxHAZg4BdRRsqTCC7niPnHuZ+gH+MjROwb54IYnbxdjM7m+VXeZwqbyrj77bdfHbGgvGrl2MyVgokOKSyMXLSJfhkVEQ2m2EfzviF9TqJnuEqnUxRJRKpUkmHJwNZKA3Bov5j/Ix7xiHqdOQDKFFD9Sn9q7omIyuizPNsVz/s8UvtiXs197fOhY+zb65RO/IIRD5+o0lcWcSj3EqWVMRjCzPs5MKx/KeR8jteJ6mrojEBFw94x6SwyfkeBkWUR12ugn3COEebocEjkpW/+5feMWfxnbMM7ZCLM0oLXSreL4i5olaMl9ny8/4c//GGdfcLA4pVua/aVVD3rSAY2o2Xlbyib+A0lfsjVOUNoj9E/rewpU1Lxa8pZyJo4l4tnyhRReXIaWUlekVulAQgTPNERj+bREnu9j392rb/9gb9xguCj+C9lNK7+MBafRabIUDrCs1T1LjN+hv52yHOlAeh51aqNlROL7KaDkQ9k9KINwFXxhJIHq1I9ponSl6nWQ35LjuB99NioCBz7DZ3DnQMW/aArzta4miPOBtsjW+0e2r4U0Em6i31FB6Nbl/qF7AJyj67EuOPU0MIhZh3srbJF4KLMYikzKMisMmBgTeibPsfPndseqgvOwnOG0Nqsz6zUAKQQq3zW1+KgfN9zvl+0ARhjQHhhkFGuKV6RdkVhpLjb5DwTrphoVkZ0joaAwhAiXci7Q5CHARj9RWqRCBXiG9q6UkDLnGRCiGAIhtM8r9LWl/FHioL0QWkxFE/v8l2kIDHcQkjaDGXjwfW7pgEozUb5/Wa1qFC8mwYg5inKaD3KuxzDOGCgNVOw2uYU/fqO4VpGX8I73aawmYO5MKIwnDIKUKaFMqysa0RO4txPmwEoLcRalwagcfGWo5mmgRHzCfoJxSo+n7QOYUBjrBhseW1BqbR7VxSlaEY89UeJLg2IMX1OomcKPY9pGKjNZ5tnAMf2K0LRZgCGUGgagFEJWORUNKBsvLro1H6375vrEvt67Bgn4RPR8TZ8osJpSdPNs4joUvonnJtFfIJ/NPdiH/+hLFOeGBHSmSjkcfBfBoB0RXulVJjxB/sYH8Xvxpx1jvGQFc27z/rG6nvpe0PSJrveFTjjD9aBJzqE/yQDED6U8bYWBcf6qlRH+mhUeuyb71jam1b2xL4Mx1g5LgYhxwujSWSYt3ysrKQ70CGaBmBkF7VdI9THP9uwwwMZSeQ5ZwinSFNBF+mNlLE+/MvvvQe+5M28ziOV728agL6jHMMebmQ9WcuJJENkTMG9MfP07DQ8YWwfk54nS5uZVH3v5wgdGnzwLg4tfA8fKAMZ6Ma70AjnOCxC7kS2gN8vyjHWNk9ynuM40v77sJj1+z4DsEt30W84xCNDpRyLjDVOxjIYEWel2wxAWTwqkjaPMTjGwnlvXQQPotmf9I+4NWCoLijLT5uG58yK9dDfr9QANEjKFG8yT56GaR988MG1MhmtaThMmtyyDMDmGIwRQRl7MFmeHYVmSo9w+bvweCAuipe2LAOQUKN88Y4QojzNkfLYNH668A4FJb5naFGKMbuIUoay0RZZnIcBWHpY9O+P8sUQ5e2jTA6NaoYBGEpJOW9GmtQCjULnnYw7OMJPw+BERcx9iMIcBmCZAhp99hmApdAoxxn00zQQOSnMS+MxE02Ak/FTQihNUXG3NACbe6+L+bUZgGP6nLSno7BGs5Ji/KZpAI7td1oDsE15FzW23zlFgl7a9vXYMU7CJwxAa+NMRLOFACqV1i9/+ct1+iilltEkCmGvyGzAs6KFARgR36GCBX16Z1SnLA1ijhpCFf/h/ImGdzIWKSSiyyK7+l33hsfJ0BD9x0/L8+qwp7x0pYA2HSkxV0ak75qOwCYWcSZwTPXdsbQ3qwHYdoY/7gAOIy2qCI+RlbMYgF38s4vWyEROC3zZmMsq1GH8N/f8ELoNGTiklgBHQengHPL+NgPQ7+At4wV9iZrjIWMrrg/pv3xmGp4wto9VPx9ZPaVTvxwT53g0dBQGoc+6HGPznpMjIOSUbDv69xj9epaxDDUAm7pLGZ2L4mblOMqCkpyZdLMwAMsU0PhNlwFYBgBkaIiK45Wit2RjnDEcqguGAzjk71ieMwvWQ3+7cgPQQBEgYqR4Uk7lwoeySpluCs9Jk1uVARhjinQsXjbeNFGhrhTEOOvIECD4tGUYgPCkZMk9d/5A1ILSEik1Qw3AqFwmRSKKYAQO4alZtAEYFfn0S/mK6KjN6nwTJdTfkNYVefTbuAtLehWDTUNrjCiRA8ycBzcYT5v3uTmGWQzAZp56vLuLfqIcvefK/WT8cGIQRkR3kgEo0u0sT7MSa5sBOKbPSesjOoMBdynDTQNwbL/zNADtY8KVV7I8K9xcl7FjnITPEAPQ2kr9hpWzSy4Xd/7Mf/NYUy55rbsMwGnvEXUOljGn7zjzHR7b0iDFP6wDL70xhtBnqM5SXGPIvp/lGUobBQG+HIDNaqoKOMURgLKfKALDiVbeleUZkVI8mSIUqWFtY4Qpr7ejE6WzoW8+Y2lvEQZg8NqoZhpp6GNk5SwGYBf/nIRdXMHRNLYjTXpsdo6+OL6tcTgRu/rnbJShMzZK2GUAcvxJ/3SuGr/ihOcEXGQEMOY2lCf00fE6fm+v4Gt9Ed3IZuIAiMhSOGaajrF5zxPP8iezgMN+3QzAppwnA0Kva8smoMdGddzIFpzGAIRzFHm0p/FVtRnoxdJGow3VBeP5MACn4TnzXvvm+1ZmACJATD+IT0g2FjGUSYN1MLMs9NAHyKINQMo/ham8/6kcU6QDIkpzEsnkleedbzZnCaQJlAd+l2EARg60s1ll+H+MAWjdCLyoYGXjUeJ4Fn0eG6hMN2pWaWR88vrPmgIaG8xZGkrstG2SARiRkD6HRJztMQZnBSeV7UbbcXYuzlnF2CnLBHJXCuhYA7D0bomMRppqG1bzMgDH9DlpzeL8BD4QB7Xj+RLvoK+x/a7CABw7xmkNQKndUpgirSXOR6Fjymd4NRdlADpLIc2sPAOH50j1pFAreiB13DkwClCZUkuZIiOae2MSFnhaFFQawwec8YiS+EN/hwfqy36R+lxWoVPYRhZAnK2UdlumgysEwXgrzwnpl3OGExEvM/9SaYZRNPufM0rakkII0aTxwmtSOutY2luEARgpnzH/kPljZGWk/jczA8K4npQCOo0yFtG65l288BGZsHZkn34n8deSvuIMoDnEPchD6W/Ic10GoN9y0pLf9A+0K+1tGQbgUJ7AORnFxtCzoh5kqnPofVdptWGjX9GvMU3EtZnm3/X7OPc6Ka07fhtOuNLZHpElBqToE/kvICKLQtE+PMXzUa9hSPG0SXMNR9C6G4DOQIcTvy0dPrIgYCUar4UB2HYvKn2Ts66tkrUiagxyMtMZdenRZGjJT4fqgoF9GoAdVBgePF9j/IoSWMDS4Btb9GTRBiDhirnHYdNyajyyiJBg4r3FOKKkc9OTjVl4ljKOwKJQSigMzYpiIYTLaqlDGFmE3XndeP21MC7KuwzjXirfD4kAEniER7N6Wgj28GKVKZoYuGqJGsPQ+mNmTQMwysN3nQFsnr2KCAiFSurFtOWTu/o13khb89+iu9ISu1qsFXqmGHY1Z3YUrWnmnEfVKb/rMgAj1aH57i76Kc+cRun5rnFR2CONrSkcIgLYPAsZCpxoT6TtjelzEi1zoni/1A77KIxqY6MAx/naULLH9ssJwRnRdIh0nQGM+yjbBH1EAJvpYM11GTvGSfgE/Zfe5HjeWR/nrSLaJlov8ucuOQqAZiycUdIOmxHANv4xhO/EM3iNaFac9bNGFBdjNhb7CM9gxFDqykq6vLGcUio7Dm0ci5wCY5QaMgNPHxtd4byhkIrglfdwcrBJM6LQx/k8hm6p4EehqPJMi0IGFBa0WKb6Mdrx7yh8xeCMlL3mVRyU3PLqnDbcxtLetLInIvMU2bKAjf6tK7wZ/aKm08jKOG/bNKLjaMIkA7CLf06iszj/VxZtY1BQzqVN2zscw+h6TGVbTgR6j8jHWBrs2xcUYfTYVeUU7ngTfqV2+ZqpAAAgAElEQVT/sQag93MeSXPuKozXHONQniDSQvG2L1RldPTCPPx/VHbsm3/5PX5epmAO+a3+oyDakOfRtYyF5vjwPfOhN5qLfQvvsgiWdWCw+4xuwPjAX+iVaErtA3xNujADEu0NvR6tbeyTDEAOu7gqZFLxqSGYxDNRa6BZODC+79JdfI+vcQY07z/1XeicZRGYqC8CKziF8y2MRb9rMwDJDzoqGqN/kk9R0CvGOUYX9JswAKfhOWPwnebZlUUADTbudesaeFt6TN8kF20AUqhsbkoVQyRKWPOqUmJE/qSwMuh491SWY7Qhegduw5MRXoSy8qDNzQtNyUbUvN/RIlpIQdCvfGIMpa8pb4uAS2MkopQ8aZR1HiZMnPdSKw21rvdHdc/SiIzD8pgHwy5SviKFj8FLGDlLgcFp+mwq0nEPJC8MwRhCsSxoIboqbdh68OZGMSGKLS+480MYPgPMWEUk+1pXv/G7OIvm/1VxpYBgjrz5nBY+k6YT0RTPwR3Tx4jgQjmTG45Oo1qY5zA2a4vJMTCjoFDp3S6jqW1rVNJPUynSB0X68MMPr6dDmTE20ey4r5Dy4uBymVLR9JSHAYienXENJU8RFYasNZY6YQ9QKjD9IX1OWhvRZYLVnOEoEsKIIBQJSPtLi7z9MXP1bJzFbVbAjEiCZ8pzTDzmzhY0MfBcGIBl5kLXvh66Hn10W16RwovMcGLEw54jiVIXqYRl1VR7kKLqOXsEzTWdEcE/mp/3jSm+hy0lJRQiQtqVBhwFHD/eiy+KejlDVxaFQY+U60lOlKHjmPdzQe/2bCgX+D2+jB7jrAqhz5hDL+asUTJcNSIKG1dA4FXWKJ73nPd5lhMU34Sbz8gZygu+Gc1z9gLeWp5P65r3GNqbVvYEb7Bn8QI8mWLFAcXYdzwizr6NlZXmJW0x7i9lRMEZrTOqKWlaWdCsj3/20QiHJ74TxYw8H5EG8l+kwl4qK1T3vTN4C5mO1smpcAYP+e2kZ8wdH+JAaxZIK38XKW1jzwCWkZkxV2AM4Qnkl/2i+rNCHlHoh8HKgTXv6sGzYh2/jyt2yKJIB8dbyUT0H9kM1tnawNA+CaciOoClM8Wc2egaDnFXI5lNJtM7427facc+yQCUuk7eGvcQ3alvDGSgd9mv9jxHbhQH9Ns+3aVMWy+rq7t6By9lVDP6IjJc6jAyJdAMHgtL64IPKcTTll3ic2c5ta4srqG64Kw8pw/XWb9fqQFo8M179WJCzgIoUtC8XLtvwos2ACNtL8ZBiBP2NgtFnxesPHNm8xOgDlrzSIqc8IiKNlEiopR6pC6Vd5LxeDEIECxvjHNXUcWqrziAqCKlKgwJ42VQ2TyUBd6kuLtNBSVKNc9H3BtG6Zp0+Wt5iTOlX44248CYRQ14r6IRkozOGLtIjmqTvGIMHw1TgIGNF3fQ+RxmlNAo/VtuPMYeY8kZNn0zXkr8/B5D5W3vq+TFUC/7NUafxfUKIagx5FDaYn6eNUYKSTRpQgRds+qYstBRHYyANua4z8pv0Qfsed0xKY2izJg2j/J9aA9dEA5t9GPO9ld5N1VZ1r/cS4xSjE+krbwH0txCCHk+BFWsDYVL9B7ujPCgqdIA6utzSPVFjgJjLNcI7aCj+L2x+izOaPb1ay7eGTibE1pmwBPkFNRyjdEmnKNgVWCgP2mqmt9Fmqp38dTiCV37um+MQ7DpuiOTwEWX5Z1GBG1cyxD7zhoydqOAFc+nSFyTf9iLzpoxRIY268VIinMulGjGtGgjuiWQI1WSoViWXHdGidI0DwVk6HiHPFdek9L2vH1XRlw4qih0lDfKiv3tLAulJtY3lPCu/kPpKRWhtmfjztIh8xhKe2NlT/TdvNPQ5/YoxwMsmrJ9qKyM98MVbYXj0uf4FwPZ3ov+ROc8O4l/9uFFZlIum5VWKfDqFbgTldIpdZcRPraZO0NHQYs4d6RybmDkXwbu0NTHMsobY2mLnvjO3MhSmRVjjNcwfs1fQZm29W7DYQhPMFdz4LyWJRUyE3/VV1fl3LG4z/t5Og0nIH0EbdLDRPA4PcrzvPa/7DDRRc5NhgKHMh7sc7qH7BYOJboEBxD6QgdRhToqdNMj8OpJ0U10g3eUEcNJBmBkjpCBUc1yWqw4xsmMpm4WBVqG6i7kFBzoQPQ6Rio68B6Yx9VcMc7IHIr/py+RL/TTuLMXn6DLlme34z5X6yCTr62RYX26IF40C8+ZFu8xv1u5ARgMyKb2Z1F5faZhot61aANQHwiQR4riaGOJohh36dFoLoIUIIJKqhBjyfNluofNjBEjRJs8DuqW6Yw+Q6wUsbjrq2ux4zoG79MnxiR1yPtghIB5lr1L5T0NIzGmSKXrS0eJaCdvF8+oOXVdURFGsnGJkmFE+ok5+x6WxuDfKKNuzMZRjgVDxUAZmaVA9D5eIEYI4UkwlcrvpI0hrSf6Dc+797Up4LyPhJjvGWrm3Sb8rCnPsHXn1cVs2gxR80FL1lQUpFwLCjsMvN+f9fSvd/uznlGNNO5mLNc75lTOnbAR7cToKOTuhAsc9aXP+H/vhEfQoe+sEaM76KVcG1FazzTPs0zqcwzDIkR45YzP2GERtBPrVu6ZSf0GhuYSe85n5dyCDn3umbg+xZz1F/QZeKFn87cGxhX7adK+nhWbMAA5hdB93B83yXikEPOIWid4oWV/xh10ZPwl//A5vMemHeE10nDsk8CJYoRnhLOMoifaXZ63kTnAiJUJsukNdiKDcd2O6PFY5+YiMBhKe2NkT4wzeCI+g7+ZL3rrkyt9srLEAc2iLYoy+op0PTRnH8d+jPPBXfxzCLb6sb+aTV940jzubeOU4tQkM8jXsjGCOFgX0fACtBnF94b0EbUEyiygIb/zzBCe4Dk8XgZJnHPFE0RtImOgWXRpaP+Lfo5OxHDlVO/il2gTH5Z+HnzQb8iUUr8zX+8L5xgHHh2EEcMZNanOwKR59p0BJEcm6bRDMaQn2H8hA8nH2Jf2aMjhpq7apruYr2g2fgJbRt2ks5AcNPRBEVMR9pBvoU8ZW5ucpF+Si33nLCfpgmh8ks42FL9FPrcWBuA8J7gMA3Ce4813JQKJQCIwCwJ9VUBnefeyfussmGwIChClIIr7DElHX9YYs59xCIQB2HYNxLg35dPrhoAIN4NXZEeWwSIaXsBBHfUT4ggIhynjU1R8XQ3AeeLRNIIZM4xBPFPUeFqnQFQibRbnm+fY813rjcBcDUDha56MVaXs8JpJseENzJYIJAKJwHZAYCsYgNYpKoFK6eHdlkI9TUXP7bDmmzDHNAA3YZWmGyMDjAEi+rcoI0w0VCpipFNzJMhWkR6JNzgSs9WbOYtQlcXg1IYQNZNtFdeHjcFBurFjCjLuZEw56iMNVcpitu2FwFwNQIVNpPDIg19FY3gqIlCe0VnFOLLPRCARSASWhUAYgM7kKACzyU3aG4VPas+0xwA2ef5baexhAEoznbYy81bCYyvNRbqoyp996byzzFl6rzT0Mg1Ryp70wXmkJs4ytmX+VhpjWYlUxM5nfemJyxxj9rWZCMzVAHSA2WHoskrPMmFRVMBB56gwucy+s69EIBFIBJaNgFRJRh+nl8qOimcNLRSx7LFmf9sDAQqq4mNxHtx9Wsq4r8OZx+2xAjnLRCARSAT6EZirAag7B1RVERReLi+y7R/K9E9I/XSHiKImY+5/mr7H/GUikAgkAqtFQCVNZ3AUGeCJjypw5QXvqx1h9r4dEVC9UDQ66NI1Lqqgumg8WyKQCCQCicB6IDB3A9C04i4sB1R5/vwtojnrp9yuMrPShdyrpoJotkQgEUgEEoFEIBFIBBKBRCARSAQSgQsisBADUDcux3bPnUOmInOLaArOuOTRXVFx99Yi+sl3JgKJQCKQCCQCiUAikAgkAolAIrAVEFiYAbgVwMk5JAKJQCKQCCQCiUAikAgkAolAIrCVEEgDcImr6V6b9773vfXZCKV3syUCm4KASn7Kct/sZjeb+uLZTZlrjnMyAqrzfeYzn6nPHSr6lS0RmAWB5C2zoLfZv332s59d3yd4wAEHrPVEkkbXenlycFMisFYG4EknnVR99KMfrX7wgx9UBx544E73vCj/+9Of/nRppcG/+MUv1tVMjeNa17rWlPD+38/OOOOM6s53vnM9N40SlVXRLgjrpz71qerNb35z9f3vf79yAWqZ2qvAj0tgr3zlK8+8HvmCYQjYjwo7xdUqH/jAB6q73OUuw36cT60VApQY5cOn3T8cWO7e+sQnPlHP62lPe1r1/Oc/f63mmINZHgLK8aOny13uclN1mrxlKtjW9kf4A1oYqte4y87z7hJsXmb+85//vNaVrnrVq650vkmjK4V/bp3THb/zne/Usm+RV5fMbcBLetFaGYDOCp5wwgn1NQ7u9HviE5+4AwbGgGqfmMIVrnCFhcNzt7vdraLsulbiTW9600z9nX322XXkhLfrFre4RX028hWveEUV9yTN9PIl/vhHP/pRdZGLXKRy9nJRjYH3/ve/v3rYwx5W3ete96re/e537+jqSU96Uk0X73vf+6q73/3uixpCvrdAgNHw7W9/u66yywhMA3DzyANfPfzww2vFzN1RX/3qV6unPvWpoy9SVt7/G9/4RvW85z2v5tNpAG4eLcxjxJSp008/vTrkkEOq613velNX90zeMo/VWP07OAHe+MY31voa/nCNa1xj0KDcGY0vlTUizjnnnPoqG1VkXevl0nIOxxe84AXVFa94xUHvHfqQuwyvdrWr1TpNV0saHYrmej7HSXX00UdXL3/5y2tnAiPwNre5TS3/smBkVa2VAYiEGEtXucpVLmAA3v72t6+Fzle+8pWpPdhjSPTEE0+sDTYGx73vfe8xP73AswcddFBdoVTV0qHesZk6XMCPn/nMZ9aK31vf+talpK+KujL6SwPwOc95Th0RTANwAQvc88r999+/joinAbh87GfpkcNMitWhhx5aPfe5z61f9bnPfa6+okcF5Tvc4Q6jX3/88cdXj33sY9MAHI3c5v+AE871IxyZ73jHO2pH3etf//qZJpa8ZSb4Vvbjr33ta9Vd73rX2iFM0eYg/PrXv15d85rXHDSmhz70oXXk78lPfnL9vKwoyvmjH/3oynfuM3W3NB4lcvPxj3+82n333Qe9e9JDMske9KAHVe95z3uqs846q77Qvq8ljfYhtJ7fP+UpT6mzFF74whdWl7nMZeoA0j3vec/6CIP7SW9961uv58CXNKq1MwBFmS5/+ctfwADEYKQMXOISl1gSNPPpBlMTcsYUMcdNbRRGiuNHPvKRau+99174NG5yk5tUe+yxx04GoE7dKbXrrrsuvP/sYGcEUgBuJkU8/elPr+9lFVnfZZdddkzivve9b+1d/9jHPjZ6YmkAjoZsy/xA9E/mijsnyeI0ALfM0k41kaCHuPprqAFIjl/qUpeqvvWtb9VROO1d73pX7VRyXKZ0lB977LHVEUccUb34xS+uOCBmbaKMrg3THC266EUv2vvKlH+9EK3dA44RiSL7t3QcOGbE8Nt3332rU089de3GvcwBbYwBuExQyr4YnTxRZWOMShsgCDHAEIZtY4yI5g1ucIOFXYcxL2yCGbalporA8sCJwjLOFt26DMBF99v2fqlvsOlyPqCBMPSbv2+jH8+Un3u//7/YxS62iukN6nOIAIQB2umLcjvfEULX3lEUqdl+9rOf1XgMeZdnIq8/FJLyfdOsT/x+0p4YBNyKH7ruda9bF+1RwKdsovmi+oxAaaFj2lADsIv2y77QjIaf2gd4a1Mh69t/5fukbJWGbhs9TBrXpO+8C+2u8z4ds46zPLsKAxBt9J3fGcJbrLHWlOtNPNCmPsv1HkNP6NZf15g3nbeUeI01AE8++eTq1a9+9U586VnPeladpSCizLEQ7dOf/nSdrufYh+yfoY0MaZPZcA+ZYz2HtJR/FxoC01o9I414n332ucAxrlJXwy/6+MBaTWrOg9kIA9Bdgt/97nerH/7wh9V97nOf2qoXxleMQMSQ0qmqJs8R616ECLMQ8sXAEQLPlDQCn0+KImIO73znO+v0KMxGKoJCB3KHeaikwEkd+OxnP1v3JcR83nnn1R6Gxz/+8XVucUlQDhG7q9D3r3zlK2tjkTHoTGBXE7LWh3kqHFO2733ve7VSPK98ePN91ateVf+deeaZdVdSVo877rjaQ6eZ31577VWneLzhDW+o+yZEndFb1DnGpgEo9def9ZY2IiK5KBoIvKW7Sh1wVgAG8OA1UqSGcJEC9eEPf7g+syg19XGPe1z9U+cg0MqHPvSh+jupMlJa0aHPnH1Am/5VYCVSqESJpdY5S9Gn6OhnmXTSJQAJUON3BgR9wOmOd7xjdY973KOeR5yvsJ8++MEP1nhQ0OGDzvy/f9GVPQ5Hqabeo9385jevpP7CvWxwP/LII+uotGZP3f/+969/64wt+hm7PvH+IXtiCB9Gr9JMnFnmQIn9NOS383gGv9T3Ix/5yOo1r3nNTq+0XgcffHDtAW1i29f3JAOQR59hiTfbB2ga/5OCGoUepOHE2tgDb3vb22ovLf5p3fGha1/72nW6edf+K8/tnHvuuXW6/ute97od+xSfl0mC7+tDKpkKzGgQnfqNRkGXZo6e8HvrhBbL9vnPf74eB1o1PnPCL8cUQxLxIMe++c1vVnvuuWd9dm5RvLNv/ebx/bIMQE5HZ3isH7rBD9DTM57xjB2OiyG8Bb8WQWJ0kOWaM0FojgwvG34tLRGP0shu/M/nt7vd7WoZTz5zqqApvAbf0RzzoD/g855x9ogOMW/eIqKveAo5DI9pCzvNgxa8Y6wBKA0Pvy4NPUah1Ez/wjuafUee2DfmPKnRj6yzIzzoBc9lWIochjMRXyKPfWeNOY2ksXp/V0v5t7NOOIRuVi3/nHW/znWuU+tYL3vZy3YMuYwA0yFLh+GQeW2lZzbCACTcKZkYN8OL8k9ZJAQoMhg5xZkSgamccsoptZKOAH0uT53AxdQpDpSyroO/DIyjjjqqZt4YSBQ6wOwJfecfNMwCgT3gAQ+oDcFQRMviNZi/g/LRQgHELA877LBWOqK0Sc96zGMeU3suSgWNMet8JGbEQJu1wYsRR2mjGFHQCC542TgUFhE/Rnco5OVcQomadRxtv28agIQCPCmWgfGiaMB4KJ8PfvCDa2XwIQ95SKXC2Wtf+9pa0WT0UCxFUd7+9rfX2CjqEwYgpcCzoUCEAUhxoGwqZkSJJLR5oyg1aAn2GoWdojJJQVwmnRhTmwBEj2hVGiHl2Z6wJoS6uaBf+5ZDhFHgHKy5oy0GsDx8DW6Etn19yUtesjYOOBl4fr1DUYDYLxQeDN2+OOaYY2pDQZEaSmK8j7JNQRq7PsYyZE/0RcxgAC971XkWUTapmAyPZUaP0B18GOL2TNnQ7X777VfTNwN8TOsyABlRHFbo9yUveUkdybPmlDq8D4+RemNdjcee1qwxhS0a/DjOJu2/eBaPwp8UKTIfjhOOFvtU8y+nAufbW97ylpp/GEvwLjSMR6Mn8iWcEfF++/hRj3pUTb/S0CiRD3zgA2tjkDzAp/uad5BV6NG5Zr/jUEMbm9qWYQC+6EUvqo0zzgvOCsoaQ9wfWcUZy0nax1vwZlh7DzlNttAN8ONwAJTrrTAJurntbW9bHzlQ8Ig+oaFxDi40g+cxJtBDGIDey2Ec9Oy3YQDOg7fAnTFD5zBvhgsj1j4T7V9VG2MA0qvwd7pWpGLGuNsirPQ28sEeinPMbfPECzhl7C3OILRhz9n/+AO9UIFBjsNmK9ew7d0p//5PJ9wU+Wcd2+iJbq+uB1nEFtjObSMMQAtEUaFYhgEYixYbs7Ty46oAnjtXS0QULbzevIqYxKRGQcFom5XubnnLW9aKpogjJh+RGgrqS1/60lqZ560M4hM94m0amgKKmfN2iRBSIAkTY9CieMM0SlvbXClMFMHmYVgGD2WJsctAZKTwfOpfxS5zWXRrSwENj06zQuwiaCCqwJYeIszEeQUGR7QQToxTa1c2h8splWEA+u60007b4Wl0NotxEy0Yk//vK3SzTDoxnjYBSLEyfsYqJTkabzsjz9xL+rV3FY/QGAmULNE6e4gXWwEAwjqUd89RlhnCoWjHOHh6CfhoIiuqz9nzFK1p12fInvBMV0OjDFkKByVEC5wYJne6051af0qxGZPe5CWcWBwKTSUqOgi8GS6M5bJxTjDe8SzRuTGtzQDkBMEXpNTYH2UaZxhR+ij3EyGM5hlkooCcIqKRIm4ceRT8SfsPn3UPISOBA6Bsj3jEI2rnQ8krGeJxZUEz9SscPqUBaBz4eTP17Mtf/nJ1/etfv6ZxCv+kFpWLZafc6EY3qqMN6NRcu5QPDiSK69jGYBLBXEZbtAEY2JOz1qZsIZ8YYgwybRJvYdChx2YEyZrAmWEQvIYzqo33Bi+3vxVV0oJfcwKj37KFwVkagLPyFpgriIKGRMLsm5h3k2+WY1kEb2nS2BgDEP/gDGK09jX7n/Netguna1cFeIa6Pek5DqRwtnMYChAwOh3HufSlL107bDlfS0dQ3zhS/v2fTrgI+UcWcLKPaZyb01Toj7UU1KF3bOe2MQYgRYent2kA8sRRvgnl0gNmo2MWZeEVHiJKZjPFoI0AurzccRaOJ5mHMFocLG0ylUg3GGIA8kYjSAYqjyPPYak0CmPz5pdCaFriJUREW7SmMhQKK6Wecq9FERgRHIx20a3NAOwqELQIGqCoSy16+MMfXjsCzJkh0ixCE+cW2gzAuLqkNABDselSHkVDrL0oNE93W1smnUT/bQIwlCIKf/O+JsYtp0ypdLlb88Y3vnH9yubZMwoNJwMDzt6j3IkSMig0ClwYz6L6IjplCwOwieuY9Rm7J5prI5pg/3L64DthBFlPyiJjpCvdhNOKUTumMQCb92eVvw9+N8kAbDpThvTfxhvNEe0y1BntZaO4WleKl8hwOOSCptoMuCH7L5w0HA2cZWULA5ATKxSWSesr6szoLA1AjgiKrWyLMpNDPxGdL4tYNLGLiChHAD6iGQPngPExwNsaHoPHj23k37LSmRZtAMb6tVWdDh4KHzTlyMck3lKe0beW1hm92K++g5n3+KypM8QaBK9jRES6ZZwxajMAwyEcBuCsvMU4gh5LXUdWgf0jQtYllxfBW5q0OcYApIPhSdahr+H1+I0sE/Khq8VeoyNKwS2bfuxvTm3ZCIxEkdNZDcCUfzuvxizyj47UzDLrow36wdCKs/GuSDMWCY7qs339bOXvt4wByNNTnpuSYkD5LL1MEUEbcpVBnwHYNERFPUL4lgbVGAMQoTlDgDmJAlKKKcoxLwoDr3EZ4ZiWOEshSmkm+KTqwZHywWNWel83wQCcJw1ERCDwJSwiva28gzAMjDIFNH4zyQDsOs/A4KZEH3jggXV6c1dbFp1E/00DsMyjp0Q1UxsjOuP30u3gF0paGSWP9zt353MOhmiMG55BTg+Rm0jfaasG12cADlmfsXuiuTYREUATFKJVN9F6USfKqJTMskUKKD43NhWxjTdyWIgymrf5N1tE+6StOdOpBU21RVz69l95kJ/i0UyXDgNCZIaCroUS3qb4tRmAoTh6nrc5HGboPdKNyZSu89ycWBR0e5WysupGwbrpTW+6w6kyZDz4flOh9rtFG4AhbyLlshwr+RrnucKhMIm3+G0YEvEeDitHHTj3OGfDWdJVGTCU/TLzIAzAtvTBpgE4K2+JtMkh5+CGrOu8nxlqAEZaur3YV9Gd84azZMjVQ+VxG3LDnkUjdAJrq0XK9jwMwJR/F6SgdZN/zRFGBhn5Qw5lW8N7ALuiPH0RwGYUiwHIGx/pHRY7DMDwBE0igLEGYOllnMUANKZgLqXiJuoj1Ysy0yxSMA0hS8EgALXyIlZGIGWeQVgy6E0wAOdNA668EGmKc5+BcxlVmLcBGHTXrITWtsbLoJPot2kARhqc70uveDxPUVJ9UhPRoDyHkiYN1DmwZqOgikjZs6UhyEGhPxFFgr40IuId8zAAx+6J5vh54qXhUfoj0jnN3pzXb0TGKK6iT5GOGu+OdPgh2RDN8bTxxkjLkxIs+ttsEaUvjeO+ynqT9p/si4j6tR3kn4cBKFJBeWTcxjkuSqXIrqgTHtl1TpfR56xM39miea310PdQwCOqPuQ3nJGxj8vnF20ARqpeyWvL/kU7FQtqGoBdvIVsQPNSxtBV2WQwcKwyNrrOBc1qAM7KW6QFK5xCHjFm160NNQBd6M4p3uRHzflwfnOCcw71Hdfx27inmM7H2afZm/QZjnkZCOFIn4cBmPLvghS4bvKvHKEoOOcJZ3Izm2Pd9tIyx7NlIoDzVv5XaQCGsOBRwfS18CAy/kSHojQyzyChTiHiCf/CF75QPz+pyqjvy5QZudcq5k1q280A/NKXvlSnFIcXUURLhEOkwLnIuKDe2QsepbaoFCdErI9zoOU6dnlyQ3ElJJ0VmtTG0ImzSuhDmhDlTQSbF/zqV7/6IH7TVNZDiPpxW3pOeNvKlMxJBqAooXfGpbwYNoylaTAMjVehDmlQ5dmfGHyXAThmfcbuiSZwkZIY18QMAvb/P2SeZSGUIb9liNjvXWcAw2lEgWqeL5RerAiGdNWhNBBjauONIfzb1sbvGFDmV0bkJhmAffuPkyAyLtrob5IBaDzNqGEYxGUKaIyvLYLatz4RUZomxVZ0NgpK9fVTfl+edx/zu2meXbQBGPLGGT0FlJoteGtE5CbxFroBh5KMDI1DihHIsPe5NRI1ivO5kbFQ9jnJAGyLGqIj6Z+RAjorbyF7jLeZeTRk7RbBW5r9DjUAyVT8w1nGrsYhjZeKPKODaPhV86xvkycNOWozDwMw5d8FV28W+ae2hnT6MY2Oq8JzX6M/cAyom1BWncVbZAAsK22+b5yr+D4NwA7UpQsQwpgOr1W0OAPYZMRdES27blwAAA+iSURBVEBngRwaH1IwIPpQGIPXvjzrx/OHgHmeRH4ox5RbOe28XIQbJV96Ii+ndNFJSkR5LkdVLJGLSS0EcvPs46KIdpozgPN0AlCaRUfKs20YFGW5TM+MtMRmlIWCKoVWazsDSOEQkS6r0YbR1HaOqg3noXQiOkPJ4USgiCt+EOlPioFIvexrvOO88aofYvRaFERy9qt5GDvOhJVFYPRr3m1eeuctvb95fiwUedig73CIqBJZFryIUuHNfTZmfcbuiSZm9hHlhnLQjAxRzvEB91m1NSlRfjem8Wh3FUWI94gWSIMXpS1pzXpyapRnpClejA84G29Xa+ONBHGkRjfPY0vXtC4cTQzOKMTSRlPR55D9FzwJLXMOhIef4eu8ECOsNDjL1MHSwQJ70T6R29IAjDPX0snQ7h577DF4eaLgTFvEBv+2HyMVtvlS41fld+gdZX6P3jjxhlwfM3gSEx7sMwB9T4HHX/DG5nVG5avb6EDhM8o+/otmynn5f2d/SmfDJN5iLORjSev6Dx7FqcqIi8uiFU1RcTJaXCjt/8sU0DDyjZFsiLTU4OOeDwNwVt6Cvjke27IL8HV/pXJb4rso3lL2McQAxG9E9RRp6aJTWQvWgkOmdGKfddZZtS7WxZciu8uYSsd5GwmXxtvQi+BT/vVzjVnkH55oj4xpDLe+1HrZDnRhulh5HUvoL5GJxOGMtlSRXYfsnTE4zPLs2hmAwchV7jr22GN3zC2UjmY+uMUlZErGLCVIik4znSOY6JDKd4SAdKXyDi2KDAWW17A5jtIAjJQ3g3dWhKJMuExifOUiRmWvYPaUN5WweDJ4rmGDIUmXNSbnJChgiNmGIDwx0r4KSc4FeZfGE2KuzroQYAxCm4GBqYUHH3OmcElxWlQedUQuRMAiomkMQRvNyqyLoAEGqDL0mBrlijKGJhjdZfUoynWcMWIIwceaE0Jxr6J1ieqX5VkQl5TyblMsCUcGu3dRDodcFzCUTjgLRDEo1WgRXZiT/2YgKLE+qZk7BY6RRmliUGplWpMy6NLdNHQpIm0PUpLiXsy4E5PyxsgolQB4mT+sosgCg0HkFHZoHK0bc1y5oqADjy+nBF5hfzQNwLHrM2ZPNDFDF5TS8lyYMyjGqUgU7JqXnM/CvIf8NuitPGeHn0ifbFYTDoO+6fRq9tPGG/ElBrm1EN3Ga6UPahExtBb3u9/96s9KmhIZPOCAA3bqZsj+K6vm2ndoGQ04RxtpfqUBqINIHUQnzj6KnnISaPh6Gd2nKHpOFJ+Sr5opumZIywSQpm1PdKWBwoNRVp5DZxwrrsX7vKyKnUPoZOwzYeQwtEVgmy0cMj6HX5ejoou3lDJP2pYMCwYW2cAB5xhHGb2exFvCGJdWGHe92ZdohnwhZ0UU8fqgBfzS9/gUR0Dw8lLPKNPcRRiMiyIrum6fk8FlZsgsvCVSipuVo+HMkYDOm4WQxq7pLM+HfjCpsiJ8rWFXcTPYkVEisGH84SvWnHPKfi0N8+Z4OQelymr2KmMT3SkeJnPEZ5xw3knGoEt6Dz5Fvwr51Xxvyr92nXDd5Z915hThhMHXo6Enujjej161OCM8JII8yz5Zt9+ulQHI4CK84wJPBgAF0samVMdl3JgzpZUhEoyZgcUw4BXAEOOyV8omAUyp9m+8g6ET1zWUi0KoiHDEe33nHTzDzh8ZW7Qyja80AHmMMSpKCAYdzeeUp76y6xRdDNXcGTfGRAhiUJiavghAhu7FL37x+l4jjCwqzVEsFDDwm74W1100nxOFIrwiPE4Bp7xFpaYhB7P7+m77PowVHvrAXkEICmXQhs8ZT+51WgQNeH+cQUFX1jmKPlDmQ4n1HA8iI5lCGE0lMmMToQg6jMhCaQCW86do+s3ee+89GLahdEKRpfCYS0RnoiBGX0pRpKOVdM8JAg9KjrUhmNGFtWCwWUO0yisc5bgjcl7uBZ9ZVy0cPP4b3ugu7hKkgMXdQ4xL/RlXNAq1z+DdNADHro93Dt0TbQuFxzCgGMlwp7j4b86ErrtHBy/4lA/iQeiPUweO+Kz9UzrYOK1irZpXbES3XbyR8Q97ija+RQlDa/YBuuG4Ea0O2m6jKTzW2Z2ILg/df+gPnwv6ZKjZR/pgoDUNQIU78MbgY+aMr9hLHDiad/h9pCXxHkchicCCooAuJ0W2KLTeySmnGI87VdE1/PvSu6dc6oX/DA1xIDk3FxjCy3rZyzGvSL1uOnLLAfbxFrwS9mQxnoNfcKRQ3PCL6KuPt4TjUN/4gzR4hrt3ek94/NEAp2aZZsjARU/2C17e3BtxV2FJF/DxXvQXfRoDfjkLb8FLOH4ZpugojoHQh+C/7BYGG30k5LX9JF2Wwl0aenGHMUd11/GUOMfXNY/Sydj2jEJ8nIjN4mltele5bngVeeaKp2bro9GUfzsjtk7yr3RQt9ELWonzopyQZFf52bL30yr6WysDcBUANPuM0tCYNYWNUBBGFsXAxHwe58Io1VEZznswQt/7jT/vEuXwW14k7/H/Q9N0eCm08OxR2n3GeI0W1cFCsQ+vpDMH+hlyOaz38qBSrqXKUFYialPiY/4EGYa5Sm/jMuiEcsNBAE84UjYY2m24GI8UgihHHxEsxoffxtoT2mEAMnKkSEltodCMPYdVYjCETvTFSIoKsiHY/FZqVBedoPGS7v23v7JAEI+tqJf5w4ly3LwslrMCdv7Cq2uPlJVzKXrOfnmfwhMUtS46Q/eUUMoGeuw6Axg4DV2feH7onmijRcaUdTX2vhSVZdCyPmDKiWMdKGBxHir6j6qblF/n+dpaF29EC2UUzBqKpuGf1pBToOR5aMpfG4+N/TVm/3kXGsZf0Z6+2s4AxpxCYTUfEQFONLQYdO574yjHbE5o3HqKSIsYDWn2Pjo1Rnt8VU6AIWOd1zNwRF+iVoyWrvPlQ3iLd+HDDAypw97b5Al9vMW88HEGuNRavAlNdl2bYP/qD2+KO//azgAGXhw9nmeExRqbmz3hjxwozxnNwlu8F6+jd7QV55nXGs77PXgP5brv3sx59EvGuUrLnuaYstZtUXp0Y1/Tp7r49BAaTfm386qto/wbQlfoodTnh/xm059JA3DDV1D6qwgIBReT43WUaiItx+HveVQM3XCI1mr4pQEoJWlZTYSY8hNpwSIT0mNElBle0xSdWNbYh/TTZwAOecd2fYaSzQHAcSFrYaiDap3xmmQArvO4t8LYnKWR0ruoLJFVYDTJAFzFeDatT/uRMd3lXNq0+azbeFP+rduKbMZ40gDcjHXqHKV0V1GcuLCdx9WdWzxfiteEB3PDp7llhr8qA1CalDz3ONOpDDdj0PlDKU59dzKt+wKkAJx+hSKNyXmoTU1NbM4+DcDp6WGWX4qqiqhIky9TjGd55zr8Ng3A6VchjhuI0o+9uHv6XrfXL1P+ba/1ntdst5UBKE2Swrvpym65+JirVKrSay8lRSh7K3jy50Xo8Z5V00BUK1v2hb5oopnmIuU3KjLOG+dlvy8qA46ptrvsMa5rf9JppUGu4hzRojAJA7DrHrlF9Zvv/X9Vj7ea4zEMwLY7T3PNJyPgHK7Ce8vMeNlua5Lyb7ut+HzmuxEG4LR33TUhUnlN2puzUM1GQeYBl1ffJrxsMEUOHBzvOgc2nyXJt7QhsAwacIYoqo5G1c5yLNafAaloQBTMGLNaUu0cNlaZSuGEsuLlmPfkszsjAFcVIRX3sC6i4PDtqs6Y+G1dBJy5c/ZMEQoVSRVcUWl32dVXty7C22tmIprO80ZkXDVd1bG3w1nOea20IliqpKoynm3+CKT8mz+m2+WNa28ARhW/ae66ay4i752qXso+l4c9lYJVbUxxBOcW3Gfl/jL/L2XvkEMOqX/HOPSsUsxbvQjKOm2AZdCAQg0qEF7pSleqK4Lx+Kpiud9++9X3lxFeihm4M88Bc+cuJ11m24afqoJRuRXTVmzCOc0UjNNTm3ONoqmi3aJYgasI0BFHHDH9i/OXG4mAKsuu20ALaMIeQxP29FaKcG7k4mzgoJ2RlrqInrS4U7C82mMDp7XUIZOtiialE2b+sKf8mz+m2+mNa28AKik+y113zcUUKaB0uxPGuShRH6W8lfGXDqeClJLtykS7asH9McrRR4lgCjzlf9JFyduJgJYx10XTgDnwUipZzsBTTtq6H3PMMXXqirUWPeb5jaYc9yrudVsG3tlHIpAIJAKJQCKQCCQCicDWRWDtDUAlZYfcdafwiUjNkBZ3Oql+yKPnbpoyWiCFSFRBKXN3mpWXSHq/iKBKm5kKOgTt2Z9ZNA0oWrD//vtXp5xyyo7BSiWTqulOIRU03YlYNqmczpvd6la3mn2C+YZEIBFIBBKBRCARSAQSgURgSQisvQEIh3ncdRd4Hn/88fWF8KpmyuuX368aoovby3bUUUfVESARIaXRyzNfzhopLpDnAJZEpQumAbM4+OCDL3Blhgu0pQBZ+09+8pM73Z2mwp0IsrTObIlAIpAIJAKJQCKQCCQCicCmILARBuC87rpTnWzfffeti0SUFTKd8xLp2XXXXet1c3ee9D5XLOy1117VPvvsUx133HF1xOfUU0+tVLWK+9Q2ZaE3fZyLpoEjjzyyNgLjcmDVOl2ZcPLJJ9fnQ1VbPeGEE+pzf2eccUZ16KGHVgzEOBuy6fjm+BOBRCARSAQSgUQgEUgEtgcCG2EAzuuuO9XgpPsddNBBO62uQ8qHHXZYXSHUGUB31ehzl112qas+iva4YH333Xev79dj/CkIkm15CCyaBhSaecITnlBJ/XTOUzv66KPrs5+qfyr8Iw3UFSK77bZbbRgqEpQtEUgEEoFEIBFIBBKBRCAR2CQENsIAnNddd4w7Rt6FL3zh1jVyL9plL3vZ1vLx5513Xl2MhvKfbfkILIsGzj333Dqq11axTMGgc845p65oli0RSAQSgUQgEUgEEoFEIBHYRAQ2wgDcRGBzzIlAIpAIJAKJQCKQCCQCiUAikAisGwJpAK7biuR4EoFEIBFIBBKBRCARSAQSgUQgEVgQAmkALgjYfG0ikAgkAolAIpAIJAKJQCKQCCQC64ZAGoDrtiI5nkQgEUgEEoFEIBFIBBKBRCARSAQWhEAagAsCNl+bCCQCiUAikAgkAolAIpAIJAKJwLohkAbguq1IjicRSAQSgUQgEUgEEoFEIBFIBBKBBSGQBuCCgM3XJgKJQCKQCCQCiUAikAgkAolAIrBuCKQBuG4rkuNJBBKBRCARSAQSgUQgEUgEEoFEYEEIpAG4IGDztYlAIpAIJAKJQCKQCCQCiUAikAisGwJpAK7biuR4EoFEIBFIBBKBRCARSAQSgUQgEVgQAv8LYJWExVANGC8AAAAASUVORK5CYII=","image","bbox","ppageno","scan_res","\"/Users/oscarplaisant/devoirs/cours/attachments/markmind/1667328957012.png\"","0 0 896 94","0","70 70","x1","y1","x2","y2","text","(9)","*","Soit","la","suite","récurrente","définie","par","up","=","2022","et","pour","n","€","N*,","u,","cu,—1.","Trouver","lim","inf","sup","lorsque","c","0,","—1,","1/2","2."]],["A","S8,O1,O4,O6,O8O9,OcOdOeOfOgOhOiOjOkOlOmOnOoOpOqOrOsOtOuOv,OwOxOyOzO!O#O%O&O'O(O)O*O+O-O.O/O:O;O<O=O>O?O@O["],["N","*]#/#f5va/xz}3|p{?|m}3v?z@7=b@v=v[r;4vh~4p{jj;g~66{pj=f<yvan{;{@*=qfeo|j|ar=z>9vm/g[{^|5*>j>o/mx|h*=j?9/k=|nz?x/mn|)&@6vifo;|#&@p~q7|(&[4~s!|[v[!vl~o~qvs/6){i*[n;9~5#{pb;%fo/8;|]{zz<mf9#{=f=evd7{?j@j=t/eq{^r>pfh;|7&>x/ip|qz?d~l4|xb@6fo&|zf@h~pm|'j[v@%/u&|]7[x~ul}ab]5/w!"]]