Ya has visto el procedimiento por el que se han creado listas, cómo se utilizan para generar actividades y cómo se pueden validar los resultados. [br][br]Imagina una situación en la que se puede plantear una actividad en la que las posibles cuestiones estén en listas. 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uexLg7Xg6QK+c29LBWnbXA580Gf3BKCEz/4wQ8StVQ561RZaG1Ag0XiRCaWQnFYpYAmAUQI4avA54KB6/xXoIL2UK4UHdexXqeeeqrdsoIVFvB8Cze0IZwstKVtcgFdGfHB11LLhHfQqgS9JHjJPVfBpa0rE6iohEEyGokEAQLS9ttvH6E7beWVzKfOhVkI4pVXXmm3hydpqXLTRacxfhoxYoQ964FvziyXZQJY0CdXjf8KTvCbo8JwUcije9wHKJShU3K5hxXk/y677GLOPfdc6wrutdde9jr3fSboo+7bbrvN/Pa3v7W8lXD6rLeUsqWYVIbkGZ7zkZLLUkdqLksoN27cGIFKBFDhBz7wgQhgQnsWQiqRF8Giox977DHb8RJGn3XjZuJusk5u/PjxNviAoEEHQo4lgQ6BBP4ikIyNCEDgFSiIQn54jjXC4h1++OFmv/32s+SrHPJQttrKeA2AnXfeeebee++NLKOPNtPv1E0b8AIOOuggW43kwZUXH/VnLVP0MnRx6eQ3SowDb97znvdY3mZJqUDlMoWKQLCIkKb/4Ac/GDGP/LXEQNHPt6wUp8xCe1aGZWEuQAFQkyZNMl/+8pejqJwb+pblYcU3R4HhlnLkckshfra2Y/V4MwfCe/HFF9vwuwArDQu4OLqZeThOhLrrrru8Akv8pJ4ZM2aYM844w/IA5VJrciEZxSCQ+C/68RrwyCQ7Wfo9lfunyqiAKBMdL1BBBMLZoUOHyP2rNUBBD9oeAcYdwkohbHkYlpa5gJeOwTphpTTGkBKSO8Y80xe+8AUbtMBCYZ0EKOgmf/zDdZ5n/MJGSlaD8CIBVtcDJldZ8Ju8Xbt2tfcJ3Qt4aduSNR91AqSf//zn5rnnnrN8h4ZakgvJLzJAUIUEfaIRw4HF5X9WOUkFKgoVgpctW2YFVNqW63QUh9jHCcvaGT7ywxRopGMVndq8ebMVvKzMSksfvIFHAAVQ8R8a1GH85hpCd+ihh5rZs2fb/VvqVOUT38nvfkS3KwQcoYZF3HPPPc3q1auj9pFHwPrQhz5kgwjdunXzajXUPs5hx1rRVikxXzxP2zfKBx184A/WXrIr+lBseDMk5U1bR2pQoWlhjKyUiOCbyUoG3iKo1hgnzYy7xLiCJCWRllFp89FJcrnYRoIFl5YWWBAyInO4Ru5mSHVeWv65nU3ZAJm5IqKK9913X2SxBD7azFjs/PPPt33lM3BB+fCdlf+MYbHctWStXIVEH3Xv3t3yD7q5hwv+wAMP2P+uQkwjB6lARaFouyeeeKIJeiUkdBSg4r+ISlO5zzyiA9rpUNysOXPm2I6lLb6SBJXAwO677x51iMubk046ya4+SJp0zEuXC0S2Yhx//PHWEsoVdNv8mc98xgJaLnHeOos9B9/hBe7pNddcE1lhl85iz/u+J9mFHrysAw44wFYJn8QrDIibLy1NRaVLDEAQSYxFYBIVuZqegXAtAQpaRaO0DG4IwQA62peVktv32c9+1hx11FGWZy64oQkXbd68ed5osJVuSYwJzjrrLHsGvAss+hKvAxqJCvocX0luWBNI4AL+UB+p2uCifvUNQZQePXpYulzlw5gVT0Lj4bQ0FwWVBBNBpMBVq1bZijWegmlEnrpt8dFJaSu1mT0mVxlgpVg1weZDki9AUTb84jN06FCr/TT2lKWfO3eumTp1qseWNy2aRbfHHHOMefbZZyMlg9DQb3379jWjRo2yD9CfPhL9QNlYTsaN0OO6gdWUF/UVNCDfeFtKUgYE5VhPSd4srmtBULmCCWPw0bVgkwrUEUceeaRh4lf5IaCaCTqkDKARWhlLMdbwaaUoGy18yimnmIMPPtjyg/plKdF4WA5p6krxiAgW7+6VYLj1Dho0yLqogN+XSyxZwTrjjpLgifqpUnxIqgeeSG5ZyIxxoH+4DvjpM9704tKcRhEkgsoVTLkOaBqiIVSm+wgSGo88tcAkGi9G0ZnQRQj9pz/9qWWMT4GmLkBEkGCbbbaxgipwc+/SSy+NlncldbDPa/fff789sllWQv3Vu3dvM3jwYFu1L1CpXfDihhtusMoNOuQxpBFSX7xxZZZgBZFY8ULWavny5WbdunU2ZiBr1RLNzUCliviWlsEfxlLBGAQT4UFo8Ms/+tGP1pSVgm46jI4jLIp2FM2+Ogd+MCeFhdIqAlkphBU3AoFqqTN80ceqDDYR0p+yEvAEevr162fHDNLQPmigXvrjd7/7nfnZz34W0SAr7qPONGUizyT4gLvev39/+1/KkN94Z7/85S/t9bQWNgIVBccBBSPWrl1rJw1feOGFyCIhMNwjwsReIDGnWkJjW7wlyUqpLTfddJPhTfIItjSP8pbzW52DgmEikfpVJ98ck8xC5GomtC2r1t1JaOjG03AjX75oBLTwgqAFe8A0Tldf+aq3pXIFICkY9rHJIiHn3MfbIWihaSXKLCbrbdxG8VvCR6N51yun5bCRT64D19HKRLdwH3iGivVpqRG+7qsdfEMjIfTrrrsuCqr4qpdyZRkZn4iH4gu8wi+Xu+OTjmJlY7XlBrtuzM4772yXMZF8uoC0HyHFarNKn+kEuaFShsXo93WPflK7iYay+kUyJE8N95lX07JKhOTyj7zx1EYgomEULnRykMcXv/hFQ8QKhGqMQCEsCmVpDQs7a81K0UAaP2vLvh69Wd2nlYJn8IDVCqxmUBLQCGkT9apmkiVlNQy8oY9JcgF33HFH+98nnyhfARFAhSsoMEkBWSIqnGQMpPRYHcTmUck1PKGPGUYQV0BhkzQ+F29dcLUhk26wfAfGM1nHZre7777bWii0LXk0TmBnJ+MHVSzCKsyPqDoapA80rlixwkb8aBsd6TOJd+zaRcm4nQRNuKBsl6lmUocDbrleEiLoRUPDK/WnT1oRUOpExgi1019u//msu1DZ1C+ridVmxQlgQvbFO5TR5ZdfbvsTmsUv5Iu88I4P+dvi4zKPwWQh0T3GIFo6w8OyUBAEOkeOHGkDFCQKEFMkXIUI93mdumWqERwmenFdYYrvpHbjRgEseMI1CS0DXQmrOsg3TYXKZ1zHgt199tknopO8jCOgn8gctPukExlCIBn8o7SHDRsWkVstGVK99BPgYm4Py0TfIUOysKyvHD16tHVhhwwZYpfnyeqrEZTR9uSTT27WB3L3XN+RTCwQnTx5stluu+2sEMMcCVGzQip4wRUC/F8ibVIIvslQh7Dvhpl5gYl6XSHxKahp28g4hoCTgKOxBPOMWFmBKm15efPBI2Rs2rRpNkiCpRTfqgUs+kfWCneYt5p87nOfs4YGOVd0lEjqxIkT7bBo+PDh1uUnP/3PVAq/22qfCwyiYB7WDlQ1kP0mn//85+0gjmiftE0tAEp0AyIafPPNN1vmVKpzBBYJquiR66m9Z+79vMJY6nNoXLmi0C3aEQjmYUR7qfW09LzcJIYabHfB+1Hdleq3OI2qF55gMAD7VVddZSfOWQOIfHGd+ygEluuxYJrfnA3CXjY+TCK3VUYxWYxWpfxHQBjAASh8SwqqtQSdCDCamORaDJ+0qjPgEUn84zo0VIqONG2ENg2w3fwITCVc5TiN8EjnndSC0oE/CjzBJyLcXPva175mnn766cjCY3TIR5/zm1X4SrwTuQ0Pa6BFAQBGbgH/aSxjrjFjxtjxFpZN+WuBETRGgs2+GFY0IMhxXzfeoeX6LxBJWKGFD//hJVaApHzlqjdPOfRr0r43FKVrUfOUnfUZ+IG79LGPfSwSVvVj1rLKlV/yDJ+QH/jC2Il5Rtw64YH6kDEF8JQfkGHx23CGAcdkMehSpE8+Lw9TEBWAVEwhA0yNpchXbUaIodAJ/axF1Kr5StCmOlA0JP2XiyP6KkGL6ir0TYe7wRQBHWuhsH8lwE8/oXQIUnAoTS3xSLTQnxgQeEP4H3rjfch/sAEe+ObDuLUtW7HZEcuHWWNWohP5WLlyZTRwU1AC14pzDghU4HO6ghOvsFDH+riuumn4brvtZufQGP/p0BUfdapMuXdMrhIixlpyTdYeXpEqIawttRPLwIoP+MVHNDEYX79+fUXoVF8RbaSfdLCK6KmmHMkSIUcABHnnRCoi5CSXRhkgeSjifefOnU1bTfxxkRUSHNuLtmfvFAM1DnpBQHiYgugAXjnDUckc9lJJV6uQ0IgZNBpmsHyKHaecSMR/WZFCz5dyXYKJUOIm66hmeAY9zPcRmmUOsFpJwgBtWqvJNY2nCV6wmp3kG/wSRs4mZFAvpVRNMKnd4gnfKEkCEQBKtMEbyROuHwoTvLBrmBOZwBJngbR1rY2EE/eJD1ENCmb9H0JC9IhxAkJy66232hUX6jAIqxZjRIMaTLQSVxU6NVbwJdASQtxjokS40VI0fB999NF2hXo1QaW2K+SLQMhlgXecaUHiWlzzlpNv9A/84pAazj4EYAAb2ZLslbO+LGXBB/pLssSSLgwHPJHygV4wAIiQr3333dduboyfeb+lPW9tH6bBFCCrREFoWcwfbpQShZL3kksusYdRusRkaUS58wrQYgqrxZnEox0ww1dCGOAbmp4oEPXrg4Ay/6MjsHzR0FK50IgmxYK7iX5kLMWkZiUSdCA/HHmN+0ffuPyqBA1JdUCXPsg/C4857oDfApTmbtmDxqoKjiMgyCJA8Tz9bZUElUgguUFCSEgwgDkEwAWKEU7yUBkrFhjAkaRp9Ly9WIVE/QI5vjouBuZY2tAXSeIf41AskjQyfCFBh6KAvmhoqVyifsw1wgv6V24XKyxY1kXStZbKynNfdRJNYw9XXAnmKbNcz0gR018c+MJL7Bgf67pcVpQSx2m7C6ddT49+59NkP5W0BsLJTf5jpTj5h1A1HcJ1RULYEsKWAnWIGFWuxmYtR/TzDY3sFTr22GOtsEhRZC0zTX65TAsWLIiOHKBOWX0OesGVrlaiDwG2uwAaWuATk68su0FwfIGKepAdFqqi4dHuUnTqs2rxxrVS0MLaSCLcWCb6FXnHuBAh5zWstEH9LYyIl5L/ZpsUlYFvHsL/JmIk4ZQ55B5BCw5ToTBZq2oxR/XKWvEfIBFhwofX+i0f9FGngjich+GCm990EMEd1432QUehMnH9xo4dGylFKU28DR3D5dPLoB8o/7jjjrObODV2gTc+6y3ED/e6aEB+CZ+z/AhZQc65B61E9Igm4/Vo+KPn1NdumYmgIoOEUy4Ms8sIJ8kFENoZl4fC9ZxbQaV/q5FSCB/+8IetQnDB5oMmOoFEtIi9XPBI1oqOIGCh7do+6i9UJgLNXiDcP/FAAsMWe6Kk0sqFyijlOnyg/Ux1MJSQGygZktyUUkcpzwrU0MHWeQIUCqBIGdBvRPnkqbmASqq7IKj0IMLJhBaLHgnHkrgmV4Ft9oTdSb4FN6kBSddEB3SSGBgj1GJK0jOlXoMfdAZ7uBBWV4NBBzQRTdIau1LrS/v86aefbsdScmWgA2EhsMIxCVz35fZBo9xuTphiYK8lPtyrNqCgQbICD5YuXWr5oWsoA1bwowxcJdmSnBcElRpNw2WtDjvsMBvJojJ1DpEjFhcqP9ernVyFAK24P2xXYTW2tLQPGmWtWH3NJLrbEdQHoHiNaKXWTjIO4Jhn+kQKRgLBuIETjnxbKUDUv39/q9gkS66n46Mf0pYpWYUu5uqw2iRX+eKdYancay0pg6KgogJ1CN9UoAG3Ook8rDZW8IJ8tQIsaINOaMN95dUzJCkJ+6eMCW2HZmYLhbaMy6oLYMxxYMl8A0sT+G5boQ96mJfiNaL0kxRBGdlgi0Lw5P4yJ8W4XPNjul/uOvOUJ4BgHAjayKsQX3BbyYMMpVUGLYJK2gWGYKX0hgQaILeBMQSLD6UFW0JynsbneQZ6JFT8ZrLad4gd5uMGsvyLQa8ECF7BF+ggKslxBd3ePoQ0T9sKPUPdnC+IFXLHUdSLwLAcjQWihNFRAL5AJb4zV8gaP+qXK1gLShf+SV75Zs5VSeBhxQfTSSQZkTSy3SKoKFAFUble9oyQCFREkGopWCHmSIhhCKDnBWksIOZ6Gub4vP2KAAAQDUlEQVREXM74A5eT8hnPLFq0KAKThAm+wUcmiwF6fEbe5XmhquP0AyZC5ux65hRc6lJ9fEvIsVDMw5BfoeFCdeS9Dm2AlagZoXzVJRritOetp5TnXEARM8DbIuk6vxlP7bHHHpHFTVtfKlCpU2AGC2npPFUOw1ii4wYr1JlpifCZTwCCToSZ8zXYTu5zbKX2wIdTtpxYy6Sw6y7LFSQfVgPg4SLhCSjs3hIPdR9rxJozXhiHW0c5UnaUr77j97XXXmvP/9PqAF98p620kYjZpz71KTsGVyTNV51ZyxWw+QZUOtLc5TuKj7Zoi0faOlK9SVGCSaGgl4WEzDxzXUQQTRLQ0lZeqXzQJeYggERziPT4cn1ol3jBXB5BEo5L69Onj22yXEF+Yy0YZzEGAxScMcfuZc4Jwbpyn6VEfBPoYP0eCoLfRGMRXCKbemWPBtTUTz20m2uUz544hBsh8ZUAk9qEG0rdXKsF6+S2Gf6oj/CyWB0kZScealtKVvpTgQpiBCC2Nrgb7wQqto2Icbrmq+OylivaNYbAJeGFBXpXlS961WmMnxD8H/3oRzZYIsHjG5rkSjOnxkvi+LDqHUCyWprnUVpMazBwxjqx4BmAkRACBBkA0VZZKv7jQbC0RhbKJ6DUL4CepUiMSbRTXLzI2ne+8osevuERPJM15RqxAxZHw0/6KQv9qUFF46iAjlTkyrVUaFZfwlkOxkIrH1wRmMS+MM7kc9d4laOeeBnqDFYvMGhnxTrLlgjvkxRVAgACF98sOOVD0nnnbtkASXM+ci2pi+sKCLCuj4WhzI/RZ74BJUAzROAdxAracL3WkuQBuniFKskFGm64Aj3cy9KGVGMqFUqluBmawHQJw0Vx3RpLZY0l6Efg6OxDDjnE+vtoVd9JygbB5rwD3DBWokAH9ABywEA+fmv8JwuEIuBDfq7xgffk07PwXpYP15yVAZx+pe0LvgEFD6Ef2SBAg/IVTWq/bz5nLR+6+MTfZkk5tEPvsc4CKJ5NbakomM7E9XPdP1WoCeGsDatkfmgVsBAy1uOxIgQXS/d80UO91AkQCHezfYA31vffMjHKYmV3FbsAJlqkvCQEXBcAARIfEhqXsQFjMj4kKRH7x2MSjUyUsppbVgo6swqlRzKbFA1dAN89YUpywMlI7tEDWWhKDSqYAwESSipxmYXAcK81JNwllADjEqJlhKER5EokRcLgJTur+bDagBcFMLmOL0+Hpk1s+Sb6ysJmzjzUy+20UgLhrkSi73GXiK6qzloFk8sP6E6il7Zwepj6KwsPU4NKmkhIjleCkLSGJPrxmWEY21rQ7iymrFSiE6FDbh4BDBJr41ixwm5SjiogcAGdKAEsDvQCfsaBbNdgnEYQg6VPbOUnASb6ohLunviltuBuMrEti1zLVkq0wyv3rHsZBnjOb32yKIjUoBIRfCdVgA+adN19rlZ+u3TidrGsn9NIK6kY6CxAQtK4DnDwUQJY8BVAyY1DYDm+WWdKKC9lUGYlwaS6qZc5Nt4QQ7RP7Wkt8uD2u2iWQuB/1nbkAlUSOPJUnlROpa7BNGl/9vnwQgMOiqmUu+S2U+BSSJwxEnQoKpXEEwU4EAg+KiMpr+9r0HLOOedY6wodWYXQN33FyofWpH1upbQhdfSvGGHck5lsKV+t3JcSQIARSs7cqNS4qhAPFO3D2kCTghDxb2gHdOTju5IWNk47tOC2EvHT+KM1KVgftJYNVD6Ii3dguf+jCBBYvjlo/pQtS4oqEWJP2w5Zofg39NZKot8nTZpkx3Lwkv+1RF9LfPJhDMoGqpaIr8X7UgSKBrJDlmsKUdcizbVEE24fE9O8qwyLqcE9PGwtyYcxaGhQ0fEakAIkVjlwuEc13anWJIwAiRehyVWF9tYEKF+8bnhQyV0BVIxpzjzzTDtfFKxVcZFDGbFGkf1pUkytye0r3rrS7jY8qKRd5Qbg0uAGBmtVWLDgFWBiRQp8Eu+ClXqLZwFUb8uOq21ZNsREZrBWycCCVywM1tIqWfvk3I13NYDq7T6PD1gJsQdr1RwQ8In1fay4lyKK8675U411JYDK6W+FV/lmDR4rBEJqygF4oyipwBTGUk15FEDl8MPVuAgKb3ZglUBI/+cAZwjuvffe0WS/rFXg0f85EEAVkwZ3fMBqcVaRk7QRsFGFR0EIzsLQ7wCoZGkIoIrxRYIil2bAgAF2gpNwe6MGLrTqZPr06dZyizcCV7JoNe7VAKpY38sFlMViByuH+yNYjQgq+EDAhrdsnnjiiZZbUjwBVMmKI4AqmS/RGjYEiA2Eo0ePjpbiFHikLi9r5fzEiRPtpr24Ja/LRpfYqACqAgyU8KCl2dPEe5XYDdpI1oq2shSJU1qZu4MnwUoVEBjncgBVAR7JDdR4otuWI5qnTJmSa3t1gSpq/jJWigletsjHj5CueeKrSGAAVRHmu9YKcPFqTQ6wRHvXu8XSyn2mFdjW7wYnwliqiNBsuRVAVYQ/ClYIQJyuc+GFF9qdoqwRrNek4ASn+fImSqyV1vgJXPXa9nK0K4CqBS7KDUSYECwOiuS1POy69f06nBZI83Zb512wDYZjvrW1Q7zwVnGdFFy/6raMHeS6gZwjT9CCI6M5LlgCWMbqqloUbh+HtxCY4CV/rtsnPlSVwFZQeQBVik7SGEJuEW8NYdvD5MmT7clG9ZQYL+6+++726DZOSHLdvjCWStfTAVTp+GQ1NmMrhIwxFQedsLqAt9FjsVp74ALAsGqE3c9se0FxCFABTCmF5O1sAVQp+YVgucDC7UP4+NRjAmBa7xjcvmw9HECVgV8usBA0nbVXT5pcQYkAqAyCEcsaQJWRdwIWj9VbkII2aVmSG6DIyKKGzx5AlUMEXMtUT1bKZUW9titHd2d+JMxTZWZZeCBwoDgHAqiK8yfcDRzIzIEAqswsCw8EDhTnQABVcf6Eu4EDmTkQQJWZZeGBwIHiHAigKs6fcDdwIDMHygYq5jU0t5GZivBA4EAdcSAXqJLAw7xGmNuoI8lokKb4MAaZQBWfZXfB9dprr4VjkhtEEOupma4xSDIWSddaan9JoIIg1oqReDs62wZCChxorRxwPa24AcnSptTLlKhElerbNZ3PPPNMAFUWzoe8NcEBVuNv3LjR0uJaJVfGsxKa2lK5KGbzGkn7bfgdB1Ues5mV+JA/cKBUDrDTYP369bYY13Co3DxynAtUe+yxR5MXTgO4devW2U1usl4uCEtteHg+cKCcHHCBwpAFgyBQ6Z5eqI4cZwVWalCpYL45p0Ev/OI/2wU4CIVgBSkPIeVkWigrcKAYB1yFjyEgHiC5lfeF4SAh31kNRGpQUbA+HNXFEcAuIfxeuXJllEcWy2YKKXCghjgg2eSbQ26wVNqUCZmcn7/LLrtYiiXzWchPDSoK1Wmtffr0MZ06dYoqlRV75JFHIhcwDzFZCA95AwfyckDWBxl96aWXbDGuEeCY744dO0ZWSvKdtr5MoIIIfFAOB+ETJ+buu++2bmD8elpiQr7AAd8ccAGFq7dixYqoSrl5GAzcP9c7y0JXZlBpXgprJculCh977DGzYcMG+xeCsiI8C+Ehb+BAHg5ILpFNDMSCBQtsMQIbvxnadO/e3V7Lc0pWZlBRCYQdcsghpnPnzlG7uPbqq6+a2267LZcfmodB4ZnAgawccMGzefNms3DhQluE6/4RM8AFzLuYIROoqJgBHZXtv//+pkOHDpYg1ypdffXV9oBJoirBWmXt8pDfNwcEKr7xrAhSyO3jWrt27cygQYMikFXMUgEqXq1y+OGHWyLc9NRTT5kZM2ZY8LkN8M2sUH7gQEscQB5JkkvkVIpfwOKlDICKJBluqdz4/UyWSgRxMD/AGjduXJP3FnEfZF9xxRVWC/A7WKw4y8P/anEA4PAhLvDoo4+aW265pdm4v0ePHqZLly72TEcNdbLSmxlUIgy0s1xpxIgR1v9UgmDcPw7xf/nllyN3MbiCWbsm5C8nB5BXPhgDLNDZZ5/dZFcF99q3b29OPfXUyJLJemWlIzOoqIDKtIrivPPOs69bcRP3H374YXPKKafYxYq8y4lJNpIal5XQkD9wIA8HJG/IJNaH5UeXXXaZWbx4cbPiOD/+iCOOsMBDZuUuNsvYwoVcoJJPinlkkow3RJA0qOM+v3ndzPDhw83y5cvtof7MYeEOktTYvIS30K5wO3Agsjiw4o033rDvE5s7d6655JJLmqyg4D6rKMaPHx+9zE8eWR425gKVKlQkcOjQoXZ8heun5R78BliELE866SQzffr06A2EAAttoAW45I2DLIAtT3eGZ+CAKzvIGRaKIcrMmTPNmDFjrNck5U5+rNKwYcPsNFGpVorytnr99dffColk7A9ZK74BBYSec845Zvbs2RZYIhpgcZ9G8RbC0047zQwcODBakEu1AhXfJJ7nOTEnr2+bsUkheyvmgCuPkknkCevEN2C64YYb7Fyqm5Az1vndf//91uvS0KYUVuQGFZWqIbJKmzZtshbr+uuvt+gH9SQIFUBY4d61a1dz4IEHmv3228++mJplIYDOfd2nyiylceHZ+uNAHDySK1oaV8pcYzEC0WiNoVxZlPJftGiR6du3rzUECqOXoshLAhVEx4FF5O/KK6+0g0FZG9fiuExg8pj5LgaPsk79+vUzkyZNsmFNmKTGldLI+hOtxmyRZE0A0hg+zg22csybN88q9zVr1hiUfTzJg2KMNXjw4AhQ8Xx5/pcMKiqNAwsf9qabbrJvNsdaqQHkFThccMUJP+6448zUqVPtMijyFWJe/Lnwv/454CpoduwuW7bMygibZJl3YoUE8scaVEWcXeuk33zfeuutZsCAAZHydu+VwsmygAoC4sDi2tq1a82ll15qZs2aVZBG1wLxG+uE5brjjjvsy5wxyYAqWKqCLGyIG64SRhZYDUHUGXkBRPqkYQbvNJ4zZ45die6CVDKcpoxieXJF/5IKdFEuQhk7TZs2zSxZssSMHDky6THbKH3kEzMJR4hT1xMfDBcbigNSuHyvWrXKfO9737NzoLxvmR3ngCpN4gXorEz3BShoKBuoKIwG6yNAYHV69uxprrnmGmuiCWsSulQ+lxEKxwPA3r1721vBSrkcatzfroJ98cUXrReUJEOFODRkyBA7XzphwgQb5ZMCd41BoWezXi+b+6eK4+aU6xAeT2gWBpSrV682L7zwgoFRaBxWv3/iE5+IXv3po9FxWsL/2ueAQIU8MG46/fTTzfz58xMJV9CLUPlRRx1lRo0aZXbdddcob1xGk+QzseCUF8sOKtUL4SJWjeBe2ga4z6dsS8hW5xxwwbB06VIzduxY6woyfcPYG+AcdNBBhjETUzW9evVqtnLCN6CsjOed/M3bfwKLC7SksoKFSuJKuAYH3DlMRfgAloYP4lKSMq+Esq44qIJYBA7k5UDcysQVswsYeUTVUM6pj33Oy4jwXOBAuTjgDieShhFcSwJRUt5y0ZRUzv8AvDjWAJ/MYfMAAAAASUVORK5CYII=[/img]