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<span style="font-size: xx-large; font-weight: bolder; color: white;">Saint Malo</span>
<span style="font-size: x-large; font-weight: bolder; color: white;">édition 2020</span>
Préparez votre sac pour la journée avec:
<ul style="text-align:left">
<li>Un maillot de bain</li>
<li>Crème solaire + Chapeau + Lunettes</li>
<li>Serviette</li>
<li>Bouteille d'eau</li>
<li>Appareil photo</li>
<li>Un masque covid (pas de tuba)</li>
<li>Des sous</li>
</ul>
<span style="color:cyan">Entrez votre nom d'équipe</span>
<<textbox "$equipe" "" "">>
Puis
<span style="color:cyan">Entrez le code</span>
<<textbox "$code_intro" "" "CoffreMarin">>
[[OK->CoffreMarin]]
<<set $numIndices to 0>>
<<set $numBonus to 0>>
<<set $numErrors to 0>><div style="font-size: xx-large; font-weight: bolder; color: white;">Le Coffre du Marin</div>
<img style="width:10em" src=" 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" />
<<if $code_intro == "Inconnu">>
Trouvez le coffre du marin et découvrez le principe de la bouée culotte.
[[Demander un indice->Indice1]]
[[Demander un deuxième indice->Indice1_2]]
Expliquez ensuite le principe de la bouée culotte au marin de quart posté au point stratégique le plus proche. Pour vous aider à trouver le marin, RDV dans le petit bureau puis dans la chambre bleue.
[[Demander un indice->Indice2]]
Pour obtenir un point bonus, répondez à la question bonus du marin de quart.
<span style="color:cyan">Entrez le mot de passe donné par le marin de quart</span>
<<textbox "$mot_de_passe" "" "PointDeVueTestBonus">>
[[OK->PointDeVueTestBonus]]
<<else>>
Mauvais code [[Retour->Start]]
<<endif>><div style="font-size: xx-large; font-weight: bolder; color: white;">Le Coffre du Marin</div>
Cette histoire familiale est contée aux enfants de la maison
<<set $numIndices to $numIndices + 1>>
[[Retour->CoffreMarin]] <div style="font-size: xx-large; font-weight: bolder; color: white;">Le Coffre Marin</div>
Le point stratégique est un point lumineux de couleur.
<<set $numIndices to $numIndices + 1>>
[[Retour->CoffreMarin]] <div style="font-size: xx-large; font-weight: bolder; color: white;">L'alignement</div>
<img style="width:calc(100vw - 4em); margin-left:calc(-50vw + 12em)" src=" 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ymnx5aaNxVOS6HLDCahBze536sgzXyrsO5WKoCce4SvdldLdhW/YBzwccstOWCjzK0dzz5JL+sx3tsxBnNFrEodZzPUtlR58r1/FYkultnoAp5dEYfGO4pqatbdT0nn+KuKjkreD/QDu1tsef4iTclG6h1fc6ZJScLjW5wxwk2qh5YvfVzYajthctK1JXxsalkULcnUTGXMoOlvN/hMeFKbU8zTf5Vwgzaa8mbeC0Q/M+TpHFGPG8n1ZqOypLk126MDy/ER05FLuj045a4LvRy+IjeK/wArHwz8tfZlZ5Xa6W5581Y548keLp0ej17HPPDxMMku1kaapveNeqNJLpt6GMT8THGadOqZvnZ8oDEdpzXbzC+/TdknLRli3w1TKpRlWlp/7lEcL3k0m+lANwv8T9QQbKiAIpAAKQABYFFAgKAFkAAAADElaafDOfieGmlFuS2R2IVHKGN25Tdyf6G3CzaFAcoY1BUvqyygpdafc3QoDksSVt7v1OiWxaFAFsC0KIKgAgpRQABCkAzDh+7NGYfK/dmgAIAKQoAgvYpKAgKRtLlpACLlkeSCV6lXexCSlJ07A0Y0LVqpWzoYnNY4uTTpc0BnJFtXF7omOcXS1U+x0T1RTqr7mKhPJJVuudio5ZpRj8ya22Z3g7in6GXiTdu2dEtiKq4AAFJ1KKAhRYAAAAT2FAiqQAAUAqAJyAKGQAEUg5AAF6AQEsvIDkBAAAABChAEAABSAAAAAAAADkCXtsWu4SoANgBYACgBCkAFIUgAIMICjkEsA9ialZmbOae5Fx3T2BiBsqAAAAACdSkRbAhbIUAAAABEqQFFgUQajwaMQ6+5s0AAAAhaAEAAAAB1AFAAAAFgAAAAIUAAAAAD4AMhGGEQ1GPV8iK6s0FwoAEUAAAAAALAAy3exXwcZNuWlOvUsSmR+Wu5xk0mm6T9bR1lx5932OU/NbV7uuSkdfho+TU93J3udsfyL2EFpglvsWHyL2MqtLsKRGOqAuyRH8r+456i01f0AknxJfUjenVVNctGZ5Y41pk+VscXGebzT8sY/hXLQFlmcvJhVp7anwc3gkpRmqySez1Hq0LTpWy5j6CqV9VLco54sUotTlK2tq7Gs2Jykpw2muPU61vJd9yrdJkHPBk8SNPaSe67HU4ZsbUvEx7TXTudMWWOWFrnquwGyNpFAEa6sc8INXzwL7IDGaax43Ll9F6nKHwyktWZuU368FzrVmxRfFtndUgPNgxxj8Vk0raKS3Z6upw+F3lll3mdwJ9TORaoSi1yjTF+gHH4aSlhSfK2MzyPVow7vr2RymprPLHF0pvVZ3pYcenGm37FHFRjDJqldreT7vsejRG1NqnVHPGv7KuDcrtr1N3k1Rco6lW9dGBVOKTdrkuqL8yace5xalDI2sezW1dAsWSDjFJOFO16kHRyWSGRJ8cnn+HyqEmpcUblGWJxuXlrdd2cI49TUU972KzevdGeqT2ark1VPbhmYxk15qXsab0J29l1I04Yl4eaeK/80TeXPDHzvLseKeWeXIpR8qWyfVm4Y/zclxnf8TJKWZ+b6I14c8cba27robjFK9l7FjKcVSdrsypEXxLrhA82V/3JVCvZgYPpAtgy0dQCcgUmwKAIUACFIAAAAAAKDAAAEApCigICgAAUCFAAAhQIAAMw4fuzRnHw/dmgDAAAjdK2ynHNcnGFNqT3a7AMUpSi5yezflXodNcactSpcnNxl4628iW1dzPhVrx6fI1f1A6xmpScd7XczmloxtpW+F7mscXGEU93VNmXCUsycq0R4XqBw0aYY8Gl7u5HXxUp7bptR2NLHLxJTk1uqS7GcUJY46NtlyFa8Rucoxjwruzm5PK4QcafzSXsbxY3C7lqcnbdF8P+74ibTapoIysz05G1Wjb3K8ko446ktcnSRp4oPHoa29+pXjjKr3rgDE5yhGblVL5fUk9WOEZynvH5vU6vHGXzK/crSap7gcYKTyvVap2muq7HclFAABAAAuQAAAEKyEUCQAAABAAFAFAAhSAAygggKQCkBSiEKCAAAAKQoABgAAAAbIuQBargAAQoAAAAAABCjkATgpLAnIsIoCwABmasxodnUURdZiqNFIVApLADqOAACADAAIJACFYAcC9wOQKCeg6kGocs0YhyzZoCFADoCACgACAAACkoANwEAAAAAAR8GYy81P6FkzK6egGyp2jD53LHjcDRne7vYAIBRt2ypW9zQXEooI+GQZc6ssZalZmqi21sa2iii2U5yTvsWKerfgg3QACgJZG6AxllS2OV6YvqlyanNU9zjqb47cGmXSctXlXHYmn+5CPNbuzWOCSbfLGJqWScn3oiu9V3LF1BewqlzZwlkaxqt5Vt3sisZdWmSk1qb8vojpPI46IJ+aW1nCUZZcaVNN7t9jpovJCS5iqplG4zb+Imo24pb+5J5XKWjCrvl9Ec/wAThib1veT7HfHFQjULtLdPqBnHhUZNy80nxJnRvbV1XKFpuuE/0YTd77tbMgJbtJ+qNbbvamIqq/QqXIBXsWuSN7FAnucMuOUJ+LjW/wCJdz0b0ThbgZx5Fkgmv/Qm5Wox2bPLqayzyYY+VfN2Z0jnvC5p22+OwHop9ybvbZexwTrL/iS0192XLKV7apNcJLqBzyyv4qCcqSvdHoxtrFcuTyygnPEkrbTu11OmXVCDVScVDZ+pUb+E/wABd22zspwctOpWuh48KyQwPTjeruzaw5FGUkvM3xf3CuscutNbRb2W5NUoyUb2irkwoz8RPQtKVJXwTw8lfh+a3vyQcsuqOnNJ7p8eh6HJab8tNdzjPHNuepKSlxT4NfDXLFFtW1sUdo79i1QV9QQRlolFA83xceJfQ38PBeGpVuy/FK8P1J8M7x12ZfjP13PJ8bK1HGuZPf2O+XNDDFuT+h48V5s+uXXhdkItrthwxlDde3oVWnpfKPQqrYxOEZ7tbjTHLqStmaljkqcXa7MivUoyi02Ex0hFKCTSvqCNTk200kBrWNoAEQIi2AKCACgEAoAAAgAAFAEKQByAABSFAgBQICkAABgAAAAKBjF8r/1M0Zhw/dmgAAAAACMFFAAAAM/j+hoy/nQVaHIKgiAFAgKOpFQpGUAAColBIoAAAARlIRUAoUBQAAKQoEKQtBAhQBAAAKQFFIOSgQFIQAEAAAAUAOCgCclAm5mN2bFEUQAKgAAAAAAAAAOoAhSAAABQCAUhQBAVkAAEfIFBEUAAAAAAACgHID2DAdQOgIqw+ZmzEOWbNIApGgBCgCdCkKAAAAAACFIAAAAj5ooAzW9kr7GuCgZkrMOVO0jo+DnJbWhEassVfJi99+OnqdFJPgEaBm9iW9iK2SXysxK/oaSXR0BN37EUN7aNRW72LdAZk6jtwaS4IkvoaAELRmToKNnOTXeit7M80putT6/U0yTycRVbm8UUn8u5xjC5J3fsz16oqPq0RUn5IN3beyN48ahBJ8nKCeXKn+CH6s9EpKKtkVJ8Vv7nlTutlx0fJ1lm1XHHFyrr0OOjJKMd0lLakUdHOUUmkqvdvocnlnJuMHcuHtwu5Vibkk5N71XB2xQjFVFKNr7hHP4akpJr+4n5vU7rjZprozz546WssOVydbVX0527dwra5d8N7+jNJ731Mrd03vx6MzkbTje0X+5B1XCNcM5Ym3FqvL0Z1AnQvQBgDzfFS1aMUXTm9/Y7ykoxcm6SOGK82V5mvKtogdoQUYKMdkjjKL+HyalXhyfmVcep3ent+gcYzTTezAVqSd7dKCi/zM88Lw5PDlJ6X8r/AIPTT6SA83xMZLJjnG3VmcuXXicVq83Vo75oTnFU0nF2jy6VqVObS57IqyPbBeWO+1GjGOV40/ucpZ5Tk4YY6n36IiO05xh80lH3MePif/5Iv6mYfDq9WV65evBvwca5hF/QCxyQl8sk/Y5fC/LNXSUmWXw2OT+Wn6bHNL+lyJXqhLv0ZR6rKT9WYzZFig5P6erIOhHJLqeaOGWXzZZyvstqNr4XFfDf1A1mcXikrXBwwZoQhJykvudf6XDv5F9zywwKKcppRS7liXrDcsuXVJW5PZdkbhGWFaovm7V/qdsOCLSySbt8JM2/Dc3HIknwvVAkawZPEjaWy62dW97PLkgsK143pa6dGbhm1tKUdGSuH1IrrLhpdd0RSTmpJ7NBva+Kf2My4aSq1+oG40oq3uDhkuU20uQB3AAQAAAAABW4QApCkApB1AAAACkAAAAUAAAAAAIAAAAAACkY6AZx8P8A1M0Zx8P3ZoAAAAAAAAAGAAMv5kaMy5XuFUoAAAEAAAAAAAAQAAAAMoAEsiqQoAgKQAUEAoACBCkKHuAEAKQoEKCAUgBAAKBCWVgogscigKgEUAACAACgAQAAAAAADgAASykApAAKCIACkHICwAAACAUAAHIocAAgAAKKAEL0HIAWARkVqPJoxH5jZULABQAAADgAAQoAAACFAEBSAAABGrQVpblbMgGRxcl6FSv2NvsDGOHyFVunua0pdBRFZbpb/uS+pqUSRSW3QCrjgi2rYr6ET33Akdl+xV5nY60kVAaQBmcqCK5HKcnTZyy5d6TpHO3KuWaRdV0062+5YYnklve1XubjhvZ8rg9Cior2Jq45PFT7LpXJy0vI3pb8NVbOkm88tMdodWWc1ixtJcKtu4VFPwFofmT+WjKhKdvI7bWy6exwyJpa7uW0tuh0lLWo0uVqdPjuEd9SXy8Kn9CQWyj6Vfr0OUXGOWmqUdvdP/qNKaaUWqel/dBW3J81XX2rktebd7KX7mPFTTkk6bTX8hx1NJ3st/pwBqvLVen1OeJ6bhe8N4+qN+JcXLS62v3MZ6hKOTs6a7oDuuz46ehvnk5RyXGT0vbbfqblkcWrj0t78EHQHny5pxqaitFq2doy1K+gGhfcEugPNnip/EQhJ+Rr9T0qNJJOl7Hm+IlHI4Rg1rUtj0Uujf3AtvtZNXeLCTvku7/3AxkxLJFxb/4MYsk1Lwslalw+528y7M5ZoeJHZNSW6YHXfqiOqdrbqc8WdNacnlmuUzm5f1U3FOsa59QMQWTK5Qg6x38x64QjCOmKpFilGNJUkUCkpLdjgnO74Am5jK4tPG03qR0f7nHI78idSn+iA4Y88scUnGUk/la6nWMJ5cinl2S3USyadqNJwVLvZPFa1Sb2Xl+pR1tRjbaSb6mr83sjhKSenG5XSt+voRZXKGvVVdP4IPRar3ZJRi2k1Z51cZ44uUrW7f8AAlNyhKTUrvb0QHdvTwtltsjz5G8rlJRTgtt+rNO7SUJWo7erM44zk4RcWtKakq2KN4cSlUndcqLdk+KVpRUbb49DWbI8cVGCpvZX0M5Z5IKGrddaI1jMMzjUci9FLua17c+Vf+iTepK1drqjzpOLag7527lZemNuK3qtgFim0mmlfRoAdwARAAACWUVuAAFgAAAAAAAgFBCgAABQQoAAAQAoEAAACgAADAzj4f8AqZozj4fuzQAAAAAABC2AAAFMS6e5ozLgK0AAABAKAAgACAAAAMuW9FCqAAgSigKAAqBBYApAUgAACAAAAABSFKAAAhSAgAoKIOQxSAhQLIBSFAAAAACiMFIAFeoKBAUgDcAdQBCkAFIAKToBYApK3KAIAAAAFFgARgcCgFgUUARBkjJNeV30A0csuZY5JNe/cuaenE2r9afBiHnio+I31cl+wHaMlKKlHhhoqWlUiBRfOjqc18yNiIAAoAAAAAAAAAAAAABCkAEbDZAgEtXsErfoaCrQAIoEAAM1XU0KAlbGWtjZAMJPVvybqkBa7gXoebLkSb6pHeT2PJntJtU0yxK5YoSy5Ntldtnr8LQnK+nY83w83jT2R0nmure3ZAeiMkoW9qMebPu/Lj/c5Y7zzrS1CPNdTrKfRL/YK02o+VbKq9jyTyOWTXX2/cuXI5+SO3d+hrDhlJN8RYRhRlKko3drsTB5FNSW8f2PQlpenRe/JJYoZHbaT9GDGYrxYOSq0kvsdPCbhvs+nocsOKWudZHpi6rueqOrSvYK5xxyuO62VFWKSuOvZ9a3OlPqxpd22yDHh2oU60mcmJ1KTlflpnXTtyy6V1A8vw8VL4aLk2qdo9CinF6t9XJy+HhGM8kGt1K17GJTcMknN0oviuUUd3ih4bhbqq3Zn4ad4lGT3jsyvKqi1FvV6GJ1gz6/wT2foyDvqXclnF51L5McpfShfxEuIxgvV2BIpYZPVFPVLZpHbbov0OMo5U4uc4tJ9Ed1JUrXK7BTrtY3bvcmRKqXzPijKn4cNk5JdgjeqXZM82bLKctFqEers75M0ccNUov2PLCCyqU8nyt6tINc5KWactDcku56vhFHw7jz17osdML0QSlp3RznGep5MaSlFeauGUerS+9CnXLOEPiJSjqSTt1RvxJSrQlV03+5B00t9WZb86i73MzytOUU0qVuzPiSjpbrVPjskB10pt/Yw4wtzUbl0FuEZW3KVN12JGlgjvuwLj0yueneuxdCuOy539zm9TSi5VKT6dBOOjJHzNKW25RVj80W/wAW9VwbarVXsvc4ppOU4qUmtkmJK3F402681AdnK7UWntuya4ynGHFK6MY0lDZUnK22jFyfxVrbXHb0QHovdyfHCLelerMp1XVLZerMRlqyyVry7ECSx5XS3cX1OblKW0tLcXyuhpt6JuflT6pbl/p3v5+WnwU1znK60u0+25cMVDVkl8qey6GpQ2Su3wtqSMZm7jjhTrdgdknJW5tN9OwOKzpKnKLYCPUACAAAAKQDLZLoPk82STnyquVID18oNkjwRsItls465NrStn1Linqgmy4OxmTSVsWScbi0wOazx62t63OyZ43bi7bb6r2Z3xZXO01TTppgdW0uXRFOLdKSb9zl8TK4rGvmm6RHFY3GcltBUkuoV6LKctShaSbdOTXNDxN2lF7Rsg6A5LLKTajHfTe/fsFOUm9NLS0nf6gdSJy1O1t0Zmc9OmvxOr7Eg5PLK29K4tAanNxpJW26SNdDjcnPJNReqO0V3EVLxU6lpr7sC5JyWSEYteb06EXiSd+IlHvXIWNyzSnJUuEbUGsrdrTVJdgNKUWrUlXeznlyKWJ6HvdKu5lYZKEFts7avZm1j/ua3Xsu/cDOCS8N3Junu2bWSMpNJ7rk5QxScGlPibd0ddL6v9ANXZSACkAApAUCFAAGZ/KaMz+V+wVQFwigAAAAKEQAAAABCkKFKAAQAAAAEEKAFAQAUAlhFIABSABQpABSAdQBSAAATkqKtuQAAABAsWQvQKoIuABaBAUCktWUIEAsAAQCvgEsdNgKCbhgUEsl7gaILIBogACxYqwAKZotbAAEOQAbKRgLFksUmAe6p/oeeUVGb8F+avNHudZ5I46u/twYXiapRWnS+JXwBiEblF4ZNRfzJ9D1KkqozFRiqXXct9ArTILXqL9GQOq9zocpSaXDN+bv+hYNdAZp3yKfdlRoUZ0vuy6fVgUE0oaV2ApL9SafQuldgDa7ktdy0KAakNSLROAI5Imr0ZQBnV6Fjb6FUb6GqoCb9iJu+DQsio79Cb+hQBEn3CTb5NBcgRp9yNPuaDAzWwUUaAGdKLp9CgDLjSOM42d29jz5p6IWWJXCSuVJaUjp4ccOJyrfpZjA9c23uzpmmvEjF/LHd/wUSMZ4o7eZctcP6GM2VqnzfAy5JqTitJzwxeWaUuFywrtgwalrnaTPQ58pOkuqJLIt0too4qX92ouklSX8MgST/qJd6vnaznDzzUca0al+h3bUvKmnJLb19DnirxpV+FUga7Y4xxxpNu97ZqE/It/wpiW6343X0ZlK4ypbuKZB0lKrpXumZeW9UdLtbmZzhFT1WtXHv/1GFPTF205zaoD03z9DV7tHmk3Jyjqpprf6EUtet27tRSA6ZINZo5Ivfhrucp5cimm8cUnsrK5U2pyflVP1ZmTbi3luSe2muGVY9OOSnFNNP2Oc88dTWm1F+Z9iYseSLT1VDokdfChrc63ZCr042JUb7exp30pkbVVJNBHCWZTelXavleh3Tajx06Hnlqc5L8NPSzeKM8fllNNPgNVpxk56k626oysLUUtTpO0ztfQNKgy83xS1Y4pu25JHbwYLGocJdTn8Ts8Uf86PRXUDm8S1arknXNmVOGOfhdXuddXcy445O2ouurA80sfh5PFxx8seV39TvijjlHXDiW7RtzgmotpX0PPkXgzc8TX+aBR6HihJ24pujKxQVRq167lxZY5Y6os11b+hBKSjSVIixxjKNL1NS5XuH80QJKm4+9h0579EVqnEn4232A8zzyS+VqDbVs6TyRhFttK+Dzzl4mRLGrdVJ9D0Y8EYPVLzSq22UY/qY35Yyl0jSOUlmeRZHGnTvzdDup6ZRjok5cpEhllKcoaHq6tsDn48v/r5W1O6RVlwt7eXbeT6mo4oRe0bn1pmpJNU1dcRiBpSxzjSa0m6jXSjj4ON8wS/cmTFDVGm020qTA1KSUXka9IpHGOOU15pV3S6nVzisruS8uyRl6nGUb8/NdkAWCP5UCPLii6alfoAj0gAgpN7AABjgjA5ze3uznDz5G+kdjeRSdaaXuXFBxi9XLdsqNNpLc4zTnj1JtU9vudclKLb4oiWppLdLsFjDrFi4brY5ZFpwaoOqW56Glb1djnlrStk4r9WB1i+5voccUXGFM69AjlkjUtSVrrRnFCXiSnJVfQ9FCgOax/3dbk26r2NygpSi7+V2WigY8Na5TT3ap+pYQUbavd22aBFZUIxbpc8jRDVq0q2aAAcgAAAAAAAFAGMa2fuykhw/dmgBAUAAGBKKAA6AE6gUklaZR0CpHhFMw+VFsC8jqS2XkIAE45AoFiwAIABRZGBQSwwKCWAKCACkA3CgHQEAAAAAUCWUASygEE6i9ygoJkbFh0+oEvcq5GwtVyBQS0LXqA5FMX6MW+zAVY6C32G/YAX3Jv6Df0AtAlPuKfcCgU+4r1YADT7k0gUnUulEUfQAT6lpdigS13JZoUEZ1IfQ1wAMj6FAD6DcFAzuNylAzuWvUIoEr1Yr1ZQ7rYCVXclXZSTkopttJd2FNKMTnCDp/sYUpLzqXiRfKXQt6k543qvmLCI1KMk4NSUnumdYQUFUVSM4scYR2VX6nTkCgAigAAkvlfsbMS3TOi3RYgkFwUjRQATKAAAE6gAAARsA2QBXexUCqPVlUSkXCgQEUBSAUhSUARQABC0QAAUCewKQDMjx/Fu4bPZM9kujPLlimpxfD3TNRmvPjko7N0qu+pVk0Ru7k+TPhy16UrDSjk8zbrmgpuqyS4fQQfld3qb6dCzk5eR21z6nSDp3Td9V1AmrVq1xba2Sr9zWiUWtt656pnSMklGk02tn/uFNpLy+Z7qJAhjco3Lyvqx8KqTdbuTs6p7pJNvqjngaUsuP8N39wrt+CUeq3RY/gfdURaqp8rr3QivLX1RBJRW7pOpF0RSlsu5qt9uJchcr1VMB4cXJulfc45XNZI1tF7t1yeit/oR/L7Ac5LXJbbXb9SZFw1te3+x2rzIxNfN7AajLUk+5o44par+6+u517IDGabhDVHfei45uULaXqcMs/F8kV5b3ff2E4Lwndt3dRZSdbyVKa5T2S/79Dps3T+h54N2nKLilXP2O7ehO91yiLW73pkflVt7HGeeTqMINykr3Jmm1FQnJptb0rBi/EVNY2mrUrO/B4dKjO4pJLrJ8mtWXKpQUrvbh7FMailOU6Tba2XY1/TtQUVWy+/c6NRWPSpKMnStCWVRSrzW6REc/DcMmpyVc+wjJytuOl5HSfoayweXZyaXWhccrTjquL6FHLJHw/PhtNNLbhmo/Eylqi4qM10vk6eGsdvdpb8nHwlkwa4arW8bA9E5PSqcbW79Dnqy5GtlGNXfUzhxY5x8XduSpps7RxqLq264TYHPFmevw8r8y4fSRzzZPEnJRdQivM1+xr4pKSUErk5bG4YIxxuD7K36gZcVjxyUa25fY0pyhi1ZOX0RrwoNytN3zvyJYYNJNX9QOEp+V5dfmntFKjUfInDVulcmuWzr4GPWqgu5ZJU+i/cDyqT8OC1SSlvsJOUXvai3ur2R6Gqt7781z7HP8SajTXCW7+4RlL5p+G7kqoPG6goRqSV7nePd8vt/uZulOXFKkFYhCTakorTvSv8AULFNxabqTfPc7xWmCXZC74e/YDksb7w+wOlf5QBQQpEByAAAsnIEaKkBYRGk1TPPTxXohd9mel7kYHBxyOLbq307GcWNqTlL6J9D09DE4KcdN1fYoqNUZhHRFRtuu5sAALIKDNlQVeAQvsABGOEBQTcUBQQoAEotbgGLAAxDrfdm7MY1tL3ZsBYAAhbAAAEbQAdRa7jUu4U9SoloagMx2iaMxe3DLb7MCpFJb7C32BhRL3DbXQm/oQaXqXY5u7QtqqYHQWZ56ivVlGiMV7kpeoFApEpdgLZLXculXwKQC1XItAATV7i/coAl+gv0KAJb7C32RQBN/QU+5QQSn3G/coAleoooAlCkUASkSvRF56FSAiVFAAAAAQvIoAUgABAIC0ACgAAgAEAAFkEHIBQAAEKABB6lIwBSACkKAIUDqAAJYFPPlc9WvTqgvw9fc7tMdAOODQ3KWOlFiOFLM57+i6WJYms6lB6b+aup2oBRSFIABCi2CDoBehqHyR9jPJqPyoQUDkFDgpCgQoABk4DlRjVb9Aa02QjkroR53KipN+xtUuACLApARQAAACAUAAATqUAQpADQ5BJOgEnRznk3orZwnNxt6U497Kzro9XOpexjK2oO9ulIz43eLj9OxzjJSyOTkqXHSyrjooyxQVS3e7s4bKLUpWuXRrJNzk74Svckse0E6WqgMqG2qbq92ehwSx6rblJUujJmgl4cFu5SXPY1PJHx1B9FtfRkG1iXF3apmlhjqvdOqavk2ltvG/4LXZ/RkVIxpUmtnszjNqHxUJPZSWlno6VJHD4yOrDa/C7A1G03JzelfLZpTUoR08vg5OVSTdaHH5W+BGVZItNO41zVFG57OMpS01u0bc41zutzmscpt6mqbvbt2KscmpK1uyDo8kdKle3P0Oevz6rdS+VCWKbU/MvMvsahjlGepytJUl2ASypRjKnzwSeVKORpbxrkwl/ccdTWh3xsSOHVO/Ebhz7sonw8tWl3WpV+v/J6ev6HmxSbyVVaZ1S9v+D02lfuRWdKjulve5JbXKvuM03BNpbvZHLW8icZJU+q6gxiOR5Mqq2mmnHseiE1GK1P09jzwlUtFKO/R/ubzSqmqV1q+pV6zNSnm1ebbhLodlibdzlT9DWvHFJXFLoSWeEb5dOtiI3GEY8Je5lY1DW4PeW5YS8SClTXoznOU1ljUW4rlhHLE1peDLGpevU9Dg/EUlVJUkZcPEyxnXy8FxvJctdVeyQGsstGOUuyOeOsOOKe8pdO7M5llyTjSSinavqaljnKcJppOPTuBM2ptY1Xn2fojSnGL8OHEVux4cvGWRtcVXYscTjklJSVT6AcMM9Cyxk60tyOkpTWG2/O+Pcx8Vi2jkt+V+b2LnqMY5XJtr5V3ZRx1v8AqEl5ppUn6nqmnrg4ypJ1L1OeLFGOOMsjqV3a5RucksLyRddmB2W7ZF83sjz+d1UpXLh+pWtT2dtrSv8Acg7re33G1pdjnjmtShGLaXU5ZGnNy0txW1+oHetTf5f3MNKu6XRbIjlox1FKShtzycsmScsmiCW+5R2bd1HeX7F2bUFvW8mcFkaWiDVt1bN48jiq2dyqL/cDuzLt1VOnuctbTnKU/LHb6klqioOUt3sB2v8A1IHjyZJa3U5UAPYUWmLXciHoKGpdxaAUF6HLNPbQr1T2RrVHHGkn5VYHSgc3misayNNJ9ywlKWq41Tpb8gbozKSgm29kJT0uKfLdJHD4u9WL/XwB0eRrJGGn5uvY6UYc/wC4oKtVXxwZjObnNNrTHrRR1op51KUvh3O5b7xrk1CUtaxuTbSuTIO3Qxri8mhc1b9DlBv+5OUpOMeEZgtGCWRJuUlZR3jkU5yiltHZs2eZR0Y8a/C35mX5fKm2pt3LogO9ro0LXc4/DK4apR83F90dvoQTUhqRaKBLF+hSgYt9mW32KAG/Yb+hQBN/QlPujQA5wTp79Wap9yY+Jf6mbAzXqxp9WaAGaQpUaogVKXYUuxQBKXYoAAAAZj19ykj19ygqk6FJYQQYD4IrDW7JyypVv1DTcudgIrR0XBhU+DaCKQAoAoAAACBlIAfoAQKoAIAAAAABQAAAAAAyAUAAUgRQJwAUCAoAgKAIKAAqAAAEKABECooIAFAAACkAAEAoIWtgJ1AABbD2AAoJwUACUUAOpw15PEaUG9/ZJHVPUkwLQAIBznl0vi6Oj3TS2PPkwy+a9XpRYO8ZRkrTT9inDFHwrlNpX07HW7ja4AtkUk3VqzzSlNyW+z39i4H/AHZ0UelHSPCOaOkPlIKGAUABdAUy2RsnIRJPf3JRqu5UqVAIxSYk96ssd0R2nTCtgLgWRQnJeoAiVFAAAAATgofAEFFQsCMl1yUzJgVyXQw2ZvtyS7e/6FZ6k3StukcVc3VcdP8Ac1JyyS0wqu6N+EscObCpNeFgfd7I5yhFQSaVpbs1lvTBSfzSRnM7lpW/04AxixKW26EcEnn0xyPyq9+h1wQ2N4Go5c0nSVpAY8DMpXcW11ZWsqkrxJ6fU7LPGU6jb9UaS5bXPcLjiszj82KS9i/1MOGpV6xOyW2yS+henNgcl8Th/P8AoY+IzY54JaZJt7Hek/wo83xUb0R8sbl0QBSUpdFpWlNr7mYwSreNe3odI4HjhJ+JfVW2jDyyeBScqqVbAk1p655JaZtRUdmlsdME7xrVLzGJJxxuUp6q63QxqUpVLrG+9Bbfjs8+NT0OVMmSc9WmMdmvmMSwvok/Yf3HKm/u0iGuKlqi3Na2/LSXY3kSklCNxS/DE6+HS3kku0djcVGMdqSBrisTj5lFp3d3f3Nwyq2peVv7HU8rxOE278rfHOwWTXbUpRqK1NfY5TxrTCKfD30sk9cZfLcWuOiYwYozxOLa55QE0VDTSS33bJWKWzlF7Jc9jv4EHBQa2Ryj8LTWqtm79UUmLJQjovHaSpdRB6Z5JOD547iUoy2h8vXbszU8aUE4yXPZBKZMsvwWjo8kFHzSS+piOKMlqkueFXA8HHHdpN8KyIjz71ji5/sRyzqLlpgl7naKS4VEyaHBxlJK/Uo4R+JlKm8Utt9tzf8AUNO1in9hF48dKORN/udk1JbAcnnm1thl9SePPrhn9DtF2GnpaXPQg4P4iLi1LHNJ8+U82F6sq31Qg/Kmdp+JGteTd9Eti4sWOXwsXOCbq7opY24ZJKSdPe77m/D1KGrhb0cVgx6E4ynG1tuFLNji9nOPG/KA6PHJ3LVScfqjni871XVRpqqO0M0MkfK9+3VHDLktzhJOm6SXJFdccG8dRyKu6RViShGLbpbs54IZFLe44+ifLO85JK/+sI4uCi0ottt2k+F6k0R3hDn8Uuxptp1zkn+iOkYKMVFdSjEMMI6Wl7X+4WKNLy9bR0rdoq/4RBnw4XehN+xWo9Umg9+BzvW3VATTDo6+oNbd0AM0OAGEQoKBy0S/qNbdrTS9BGEo5JS2al+h1AHJ4nJZE5Xr29kdUqSQAGJY9eSM235eCvHFzU3bkuL6GgBnw14mvdSqgoRi5UuXbNADMYRitlt2LpV3SvuUAKRIxUUklSRQArYdKAAAAAAAKQFsARgAUhQBCgAYx8S/1M0Zx8S92bAgBQBCgCAAAAAJwUADK+Z+5oyvmZoLQlFAROA+C8joRXJSt72XuZls+TcFasBFGyFKgQpABSFAhQABAAAKQgpAAoOAAAAAAWAAC2IAfJSLcoB8HPJmjBbumdDh8RG8bpb9CjtGWqKkuGimYR044xvhGiAUgAAoAhSFAnUpAAAKAYAAAAqHIAAMllIAuwOAwAJyOgFImUAQAAAKHAD6DqUyyCRyRk2oyTaOeeSVRbcb4adbjJgUvNF6ZrqjMZycvCy405crbZlHRQU1G25aVynyalkjD5nRUklSSOef5U667ga8SLkop7s2eb4eMvF1NbVzR6QoHwARK4pa7t78UZxSqUoPo9vY1kjbTTad8mJJLLGTdJrd+poTKmlJRel+5n4eaU5J/i3JklJTdrZ7JjElJzlJeiQHqjJPhnWD8p5o7ZpW6i0qPTDhkGgGRsoBkARCpWypGguJSCiUdCB7EasoAAFCoAAABLAoJ0AFAIBSFsxKXQBKRzkw2G0nzTq77FZ6l1Hy8mJeZpLmiyk701v27ex1hBRi0975DTlB+G+9o5zzNzaakn0R0zzjBf5uhiEXGT4c6t+gRnLD+y5y3nF/Y55JJzTq9uDvhi8uOTlLZ2kkjxy2SjfGzA9WLJai9LSboy1GOSWtulLjuc4ZKlHS90alK8mu/K3T9AsenLJuCWGNq+eh1WyuT37nFbTSeryry+rMuMpwipQdp+awO7nBNKUr92SeVRx61uvRmdLtypKlUUSMJJQVLy7tEHRZFoUntfY885Y8uW3vCK39zpOM25z1JJrZvoc8OOTx6m0rd13KJoyY40sl3xF72TXHwlHJBwi99SO3heZOUuHaXU555J4krXmql2QDXj8mPVcbtt9TT/t3PGqi6X/IantBJ6OPdG8MJxcnPlgZcmpTajJ7bGvDSxxqDbap77nYEHGeJ646UtH4i5YtLdJ463R1L0Czx5oPKlFJpN8RfY6vzy34OckvG1p3tVf7GsOWE+tS6oLXWcIzjTWzMY4Sg3aio9EhL4jFB05r6CPxOKclFS3fGwZdGrD3TKAPLLBKM46d4rrfD7kc4qTi+U964+h6mjnHEoJqrTdhd1pTUknF2jnOatt/LD9Wc8kHgk54/kfMRjgpwThk4dpVwVHSObVl0KLur3GV65aKXd+xIYnCbnqfm7hYV5vNLzcsBjalk1Uu0Uv3L4k+y3dL1DwR0pRbTXqaWGKrd7eoGfFkptbPekHOb1NNUtlS5Z0eKMqvp2M+FjxvVWy39iDGVzit2nqVV6nLBk8miUloUbNtP4l1TWJderGJLBkeOXyy3iyoLK6S1bSt+3oWNzV6m0tturNzkuFG9uDanHbgivOoRzy1aqlXTlEbyYc6cv7japVyepUraOOJa8853tFaUUWPxMG6lcH/AJkTVb8R8LaK7ldTblKtEXd9zElmco5IxTS4iB2xY9Lcpbyf6Gk7bfQ5RzxkpavK1yn0Jhc8lzeye0V6EHbpfcVul6WVq2gvm+gGekX6mZS0an9K/Y0/k9jnluUko8dQOE2tTtpvruDu8eJcp/awVfGygEZASygAiFAABsACACgAAAQClIAAAAAAAAABSIAUgAFBCgCFIBnHxL/UzZzxL5v9TOgAAAACAUhQABAAAAGfxv2NMx/+T6G+gVEUAID9wAJSfQIpAJ15NEKAICAaBByBQCAAgGRQBIFQCAAAAigBALYBAKZvfYosAUg3Atk2YAApAAKQoFIABSAAUDoAAFAAAAAAAABhEsoBRABYDoAQALA4ABgACkFAUyy8iuhFCUrvqWgA6ApAgS6KRsoWHwYWSLbSe6Jknpg5dgMRcnmfVLobaUlbT24tDFBK5XbluXJbqMeWBnJBTqP69hCChFLncaZptRaZqMtS3W6CsTine18Kjt8O7xp+iMpKlfPJMEmnKN2kk0Ed2yAclQ6mlEqSAXDgB7hEUoUAAAAAAlgUWTkUBSAAAAA6jgloxKSqxhqykc3KjLltfCEbmqS+pU60tk1e7MNSbSgjaxJeVtuvsdNkttkRWYQUVvuxkyKGy3k+EYnk30w3k/0KovFHWlrk+QJHFveRKTl9hOCck9O/DMyyZFGNRVPo+jM+ItOmSWpN2Ux2xY4x3Sav1PPkxRWaUOFLdHqi43pVX6GfiYaoKUfmhugPLHDOL9Ks28TlGSbXB3jKM4a72e79jgkpOTkmnN+VBG8EmrhJXKNI7J7/AFtnnyLw3HJDzOKqXqdVkbUHSt70wrSle/XlvsX345ZhXFOKWy3bb2HiNxT0U3u02QbatVLdctFjSrv0RwnrnJJpJpapUzK1Slab1SV+yKPRki5Y5JVbXLPOksmeEZKlFWvVnaDaxrVv09ySxrLjintJcV0A6RVSl5rT4XY09jjDLKEtGbbs+jO1ogE3su46AU82bLql4cHS/FLsWc55G443S6yOejVBQxK4vmT7hZ69CxKOLTFezZxjDxMlpJRW77nojFxgo6m2upxVw+Lq9px/UJx2jixx4il9DOfGp43p2kt0dCbgTFJyxxlJU+qJmU3DyPr0N7ksDGLXGNSuR0slvsX6AZlvwc54dMteLZvldzsZyy0Y5S7IDEMim3HquTXyo80vmioupVbaL8PlTi9cm5dijpLNKMklB792WOWcpyWlJLl2cppz1ylCeriNFjGSWNKLau5X3A7xyRa2krXO5q03TOOTG7Xk1Ju2YSyeJJpJNPdkHoUoXpTRmbx5PK2mc1Fx8sJK3K6fYLFKOPytc3Xp2A5xyaWscnbXD/hm9cWta5TK8Mp6m9O6pPsedxeLKouW1duCo9LzpYdTTT7MYk1jWPh8zfY5ZYqTjjx+Zt25M7JX/bi9uZMKsYqdJf4ceF3OthJJJLYbLkg5ZsMcsV0fcysrxySyxaSVJpbHZvYxGTlqbrT0QGozjN2mn9TXVnCOGMrlWlt7VtQ1ZMLbfnh1fVAdJuscvcxhyRbST8zW5JZou1W0qp9yZckceHpqapBXPJ8Q45JRjwmDvixQWKKdN1uCo0CgiIOgZLApC9CdCC2RtR3Yb2OGSSbTlJRivXkqO0ZKXDsrkoq26OGF+edNNXtRZJTzXKtGP9yj0CjmslyUdLVqyLI5SpLh0+9dyK6NtLZW+xyWWUtdQrT3ZrLPw4OVX2XqZjj0YdMntVy9QOmOfiQjKmrRZSUYuT4RwlN+Bri9N0oqiyV5IY223VtvqB2jLVFSpqyo4W5+JdpR2SXJPNKePHJtOKuTXUD0Gbe90kupxv8AxMu7S8qX8iS0Yox+ZNrU76Aac5vDeylJ1H0N6lCK1S+rMTTeWEkm4pcIijLzqcdSlLauwG5ZVHIoct/oWWWMdmzCU/FlJrmNRfNCGNqSk30qS7sDo2EzOR6YtnnxuUMm7tSX6lR6ynOMk+HZ0ApAikVjH+L3Zsxj/F/qZsCApLoCkAAFAAgAAAgAn40aMP5omwoCFCAAAgBQBAUCApAKTgpAKQpAABQoAQIAAigAYAAACFIAZEGigKBSAAAAAHQCgiKAAKBAgyAUpm9xZUaBmyoCgEIqgCwDBOR0CKTkACMqFDqAFAAQDkFAMAAAUAATqRQAVsAsnIe5CopyyT0r32NylSOU9eqLpJdmBt4ouuvsZ0uFeVSrq2dUo9PsRTitrp9mFZWmbppRmbtrbS2YaT3ik2mdNS6gRO7/AGI0uzvqznKemTa+uwjmjkT081wBZ+WcaTafZm8e+RuPbgyqjTfKVG8X+O77AdVHqzVAm4RQwAoAAAAAAAAQAAAAIUhGwK3RzcqfcspUrMXXPPJUa1Xtwcpt6rT45L5pbJfU4S1KOlxud8Ax3hDXO8j35SOqnDemqT3PK55m04wpcHJLLkuFvZ7oK9ebJCKvZyfCPL5mlF7W/wBTccD33qVbe50UH4a2ScUn7gYXkjqVrTyblJxi02++w8KWiMVJXbv1Ljg1upLzR69CGuU1LI099/NyIJtapc87bM7LG5Qkr3lvfr2JGFZ71Vt2Kakcmhubi3t9TpkzuLpJXXBieFpPzWpc7GscFUZN20q3RCuM4yhkePVUZm8zlBwrmPZbG81Sjpa9fY5Qmm/Nba5Xcoqj4sHvJauV6mMPkyOLk9lt7HR3wt9vvX/Bicpa21D5d77gdoQTjK23q2dssowjKNuWrhVyc8ORyjz6qzcfPc+UrSAShGU57tbU0bjjxziqSdbWYxTVzkuj46mcfzaVLo3JL1A9NKPCMw+RUcLu/NJpKvdlUacFu3GN+7IO0oxktMqfucsEnCU8Uvw7p+hPw6nG5+q4OWdeDKE0vwtfUo75MvhyTbuLXTuZUpZ6UU4w6tnLHgnqjkkl7Ho/w6V0mwI1NLTiVJOtzUMTg5NPndIxLJUHpmlvRqTloag3JvYGpGeSUbTjbe3scs+pPHPVvqrdHRY1BRxvU11dGfiIScMj08cO+gHWM/O5OdRW2/c6OSq727nnhGU0no8jjS3OmXW46YQ24dsg5a5aVJZHvL9Dvrq9biq9ehmcZXDTFaVu0Iwk5TlOKt7fQDfiQSTclTLrjdWr7HGOKTi4Sqr+5rw5ap8K1SfYDakpK47oPdU6ozFOEKlJKKXK2NJR0rTugIklwjOTCpq15ZLhnTqRbgcsU3emW0lyu52SZzyYlKO20lwyYsjk9GTyzX6gM+eOPa3fp0OeSEnojuoPeR2cVKS1JUunc307AcI4tWTXLZJVFfyE4424a2r3VllKbyVCOy5b6m9CbtpXxwF4zgajg1SZzx+bVOSt5OF6Elicrjjl5JPf0Ot0tEPNJKr6IqMaViTWNf3Jfoag8uKNPHa7p8nSENC5tvl9zZByjnhJ024v12N32aaElGezjZxljeNrw1f+VgZ+IlkS8kbSe5nJklDEmot3vL0OsZLK1ulT3V7lnljVSVR7lDFehNpqUuj6HWtq6dfU5rJraSTT6X2N3q6N16kHCWFwlcWtD3afQ5yxwjNOd11b3R7La20/qSUL42/YLCMMbitKVdAcrUPLdV2YBjqRk7BsMsTmoRbf0Mwm5SlGVWiZKb9v3M4/Nl1Rba01dFR6VuGRFIrMuxxeJzrXW3RHoolFRmMaVJUYWD+08bldu7o7ADE8bnDS50mq2RYw0ycnu2qNgisTxLI1qb2NUqroUjAihFQ01aLSu64JYsqaoavlIypWygUpkpFUhQBA3RJSpXwco5dUnF7MqLOpPQ30thQ3TfSxKEZ8rfocoZZY1Ura6OuARcflyz1bNvZeh6EzhmX9pyXPT6naN6VfIGihAis4+Jf6mbMY+Jf6maApGUgBFAAgKQiqQpABCkKiPle5oxLle5sKAECF0OSkAFJ0LwrAhSJp/UAUgAApCgCAAUEKAIUEVAAAFAAOoKRgCLYoa2AnUqAAAACUKKAAAAFIUAAABGUjQEMtmjD5Xa9yoKX0Np2SStdvUzF1s+QOhTNgDQICKo6BACAAAUEAAACEFgqKCWLApSIACkQABukCTipRpgZWSLdXuVo8rwZHtpa9bPVFVFJvhFHKWqMr0to66tcOKtElwc4rK3vpSINTvT2vr2OabnjWvG5eqNaZT8snXe+p1jHaugVxxwtKvKr4szrcszhe1FnGWLanKHKS5RcGLTbkueEBrwm3UpuS7Ms4QjFeXZM6INJqmkRXmlPVHTFu3wd/h8ahJdyxxxXEUjcfnRUdBwAAAAAAABYAAAAGQpGBA3RLMuSQxNVszbfyqzm53JKW24lkS2/Qp0U1LdNX69Cwi5PqkR4NdTTp10XJmeeeOKi0tXRrgit5cyhHTjXm49jGOHlk+q79RjxPdyd6v3Ou2m65jaCrfStnt7HCH/kTi/xKzu1u+1o45FoyRyLpJphFm5RipUtWz+pvGpPG9XLW1djM6lFU3t2RUpyS0tKgMZcmh+j3XodKVbdUZyYdvPL6mcc/LVOXsga7Vf2MZHUlLuF4jXCil1ZGk1TyoDTmlF9UZxtxTbtJvZUZg+Y61VdhKEpcZYfYRak5rUor9P4OU7jPXFL/ADI1LBku1ki2+5Y48i2lUo10e6Ky7QVU62/YrgpRpS3XRHGGLLVNyVbKuwjGWPJFuKfqkGpHTw1jqre51hCMEqXJ5pTlJeJK1FcI3H4hLam9tvULjanijJtadV1YxSblKMklJO06OcYLJO3SdeZI9MUo7Xt0IlxPWq7nOeTQoR03Jnbr6nJ5YxgrV+nYEWOZSi6t0uqPLkyNTU8kHpXyo744LU6tK7rsZ+OS8BV0ZUrpLNKMdfhtxq9max5YZotxV90Ib4ldVpPP8FF6skl8t0gPVUa4LXuZeWEUraSZXNJJ7tPtuQa+pGrTT6mI5oTbUW210SNQyRm2k91ymBw0Zfh4vQ1KC30vk9EJKcFNdUZWRTi9C1Vtscfg53rhxTugPS30G5xyZ3icdUOdrsmbJPHDW4px677gdrFdzlkyThDXCKcVvuzeKfiYlOqsC5Ya8bjtuaey2OEMssuqnpitk/UfD5JTlOM/mj+oHYcbsPmycgXqc5QWeN8NcM3uk2Yxv+1FdW6AxDL5tORVLp6na96+5jLjjkVPbTw+zOWGeV7NK0/mfUDrkyxhu3xwu7Myb0qWR6Irp1ZwyZFGd1r0ct9zUq8ROWS3pvfgo6anKPlWmC/UiyOMI6YculuZyZFoWNNxurbN4loxtydyb5Ar+Ip8Jr0Z1xyco3Kk32MZEo6Uo7PZ0rowoyTm446lxEDs5J8SVd7MZWoY5VKvUii7ilBKC6PuRwnkyxcklBb0QeesmpTi9637FlKGWEYq009lf6nolGXiXGNx01V1RyyfDym5W0nWzXQouOUtWrI21FbUjp4iSfkkttWxxhhyrzKaba4fY3hm4txntJ9XwBpyUt1fl825uGSTklp2auzKw7aZSbV32OiglJyTe5BHig3birByn8XCM3Hd0AuupHwUBlxlhU5W29+huMdKpKkjYKhRQCKAl0SwNAllAAAARlHQDyx8V53dqK/U2sdZHO27VUdaRnUtenryVHOUKg1DZt2bxatC1vc3sEgKgCkAjNECuU6ap/Y5RerNvXlWx2yQUlTVmYY1Ft7tvqVGqOcopZE19UdG0kc3kTmlpl7gjOS1jXpL9jumcJ3kyKK+VLc7rgDYASIrGN/N/qZ0MY181/mZsCdSkKAAAAlq66iT0xbfQ8spUlkXKe9dgr1AxHLGXp7mwOcsjWRQjG21d2MeRZIb+VttcmIR1uUp2m9u2xpQay7xWlKo+gQlJQSTl23ZXlguZcOn7nNwklLZN6tSdm4Y3HHpdOXLvuBp5YLr1r6jxI6lG93wIQ049L36t+pmGNxhGNq11A1KdKVbySujGPTphP8AE197NrGlKUl+LkPGnKL40qkBl5bhJpNNOvdmU/Di4vVN7avqb8JJLdqnaHhrU5JtN8+oE8RJ6Um99O3Q23RmOJRbptXuzYAAAAAAAAApCkAEKBAUgUAAQHqAFCPkooARmiMAAAAKRgCkRQAAAAAAQACGJxuLXc2GiokHcUxONq1yiRdSavng2ResRd0aMyWl+jKVGgRFAAAilgBgAAAZHwUyyogsM5Sk6Ul3A62UxCSkk1w9zaApAAKAAAAbAgJZLtbbgHIy5W0l1NaElqm+Dnknw4RbSfQGI04x1LeUevodlOOnVaoxerHa5MxwRjFO9/QLFl8TBbbv6HWLUoprg8soWrp879zp8PLy6a4RB3BdgRTYL5kGOq90UdSA558jxwclX1KjoRtJrfk4SzZHoUVG3zY8Ryaqm7pbfcD0A5QyWm5PrxXBqEm4tySQGwRyS5aSE3UW7S2AoPNizzlr1JWnSoYZ5J6nJrTdKi4j0NmG65Mymkm7MY5eK74X7AWUm/RPj1Lpk03GNLu+TotEU2mtuWccnxKSqG7GrIzHE5Seqqf8HaUscXdKzz/3pRUpySV0bWBNy1ycnyReJP4i9ouvRK2cZxnNOWl1zuzsopZf7b0w/E6JklabjP5dnEYO8N4RrhrZmvK1v2PLhzKMNLt06R2qTW9RS77hGq1fscsyTjJJ71tXc0lFv5pTfoa0yvypRXqBnHq0Vo++xFHTeqdddjoot/NJv22M41s9t+GwMpJu1By9ZFcZuXKXsdVuigc441+Lf3N16IqKBwSUcu65OXxUVqvT0O+XaSZz+KjcU/Qka/XHjUFK3VUvudMEPPFbW03uMe0pJ2m/RnohjhW9Ul7GmIzFNOTWyvi+GdFJKGq2m+l9TaUXDTFquxiEVrp9unVhpmGvImpQi/VrYuSEYxtrT0uJ3jtx+xx+J2alJ2lxHuyEYhGUZLTJaFzXInmk9Uccd7M6NORzclFNWknyzcXrilkqM3x/yGhfEvdOD22tEjFbTi3T3pmdEo3pp78PlMuJRnF402pJFR6YJJJJnH43/wAd+5fh8bi25p6uLY+Ix5csdMUlH1ZGauLEvCS1OmuC5Ywhgcb0xrlDDDJCKjOnXUvxGJ5sbjdPkDEo18K1xHTtZr4b/wAeHsFilLEoZK27FxYnihpUrXTbgDn8PFePma6NFhi8Oc8k5Xf7Fx/DuE3NTbb525OsoqUWnwwOXw+nw7gtMWzy45eH8TKV7ammj2Y8EcW0W2uzZmfw0JKTS80ijn8RNPw7/Oa+Ma8B7rcYYQyw88bnHZ2dXCLryql3AxklH+mluq00T4epfDRSfSjpePhJOuysbq9MEr77Aef4asTePKqd7N9T0OST8qXqyN/nyJexjVjc6UXJ+pB0eRJOt36INyfEUvcVP0ivYw3FS0ycpSfFgJSVebL9IkioPeMZujDncEoLS739DphnKTk2kk0mUZuL8v8AcjfYjeJY9Gt778GdeTzPypRbr1OWZSUcc3tLjYDqtLW8636pGtKfl1rtVHFzyJvdybrodMKTk/xXvbQR2cZ1uov0C1KlodLszEkvw+VPrdDF5/xSXXkK6LJV3GV+weWPem+4cZpWp/dB+IqVxb9iC6otUpL7l6t+mxjzcvHF/UxJRvfC/oB0lOONLV9yQyKcbi78xHLHH5tUfezMfDhenI1bvcDcZxadS3i+CyipbfU4ywxm1KM42n25Oz1KN0nXYDCnPEqyLVH8yLlyrw/I7ctlR0U4z4+qOGTFHHNZYK9O7RR1hhjGKVX6gKWpKUZbMAaCAIgAAAYMtgZk6Vs5PM1OKa2bJPI3JqKtrZIsYOWRTaa07blR3RSJFRFUAAASygRmJ200nT7mzh4X9yT1PdcFR0i3W7s2cMOOUJW5Jr0O4oFAIrnljOTjofXc6FIBCNGiMI8zj53qbvpuZhKcpu40lyd8kdcduehxjhberI9+KXQo3gXld83u+52SMwgoqkbQFKRFIrGN3q/1M2Yx/i/1M2AI2GzGpXVgbsWcnNqSUlSktmVZIt1fSwOnQ86UozklG4o6xlfSjE/EjJyglK6fqBiai1cWt2nX1PRGUZK4uzkp4632bMc5IJW97/cD0gADMvlZUSXDKuEFCkKiIEKCiAoAAAggFBFApAAKQoAAAAQoAhSBQAEAEZUVAewBFAAAAAAoAAAAAAwBGykAnUo6gAQpGtyoxK1uqtcHRNNWuDEkXHs9NbdBSNSWpUc02tnyjqZlFvdcklWxDSMJmiooAIAbACgBABCsnBUSW5ySvDTOjZjG7Ti+enqCM4ZbKDtNI7WcFHTO17GnCdaoyqS5TKmOtlRyS8SFqXPBcUm7i/mjyFdQQWQXoZbS5G743NRj1u/cGIo3zaNJJcIFI05ZXGPzXSMXKa2Wlep3l8rtWqPM8q0aY25VtSCNK8auT53ZE243ul0ZlxyyehxdPrZvLBxWqC45RRZapY0l8z2MwxV8z422LHI3Gnjd+3BhxU5N6mpLlMDphls4ylbUmtzr7Hkk3JKMXqnfQ9a4JVA/5KSXysDcpKCttJHDNeSMf8zt+iO7imxSXQqOGOUXLVvV6YnaTUYtpXW9F+hegHm1LJo5e+77ehrXqUlNSXZVyjvXoHsgPOl4k06ahp3T6FlNzmo6Worqzble55p5ZPLSlSrZsqI1KEZUm5Sd32NxuTUVF6UuhdGuCcptLql1NRk0tGJbeotan5c9GjF8vm/FYnPxLjix7dzp4Vu8sv1OilFR0wg2vYhZI4v4eThJyl5n2NLE4yx1GKpbo6NzrzOMUZ8r3803+gTWLnF1cXcr7tBRmpykvxdX0OqU2tkooeHt5m2UcZQa01NJLoupI48lNKKtu9Uj1RiorZUUg88sE/LTVLojqsS5e/vubAESS2SKwLAhyb0ZH2e5ucnGLklZw8TxJq1SquAPTEVueOE8yjtJP3RtfEZesE/Zhcr1A839S098cjS+KT/BNfQDplVxOeRasHsH8Viaptr3RmGXHLVFyVP1J9X480UlNbenU9KdNN8cVR55RW72f6GsctaSdJrqzTDtF5G3CKWldRGPhrUpOW93ZuEYvHXCZl+FjShF733I07q+rRJQjJpyV0IO4ppW+pr3CPNLeelwShHhvuZlg8uptym30PXKKkqkrRwmrXhw4XryGpWItZYuPGRdupPh8kIJrS0urZhf2/NJuLT2ihkj5Y5Y9f0YV7YyUo6lwXocfhnFYlJtpy5s7WuQzYoOeXJ4aUqtXuIZYzm4rlc2EdASUox5dGfEv5U2BsGLm1u1H9TNwvmUwNynFdSa2/li/rsFq/DFR9woyfzSfsgPPll4GTW5Na+kUdUocpSn6srx45qUVT7sz8PJvG4S+aDpgVz09YwXBXp1JSm23wjjPGpR8NTbWq5NnRxjHJ4ql000UWM8axuUa5pmVUeiTe79EMWC4y1/idtdjUo44t2raW/UC45twUpuNPhnOGnPNzUntxTNJ4/KlDnjY1jarUopJt/UgzGOOcWqum1yc8k44o1Btuqq7oudXljGKdcvT0JjqGSTq7pNLoUNKxpyq9qiZ+LevGtt07Z1m1uq8sHfv6HHP/h6VFapSVv1CPRig440nzRiT0yla2r6lUskk9Gl0l9WSWRSTldrhIKxPHGT1zk0u3YuCSbS77cVsYjtlqcm63a7nSTTkmmvde6/3Brvdv0LTbb+hFsv0Rar2SIByyzcJJJNtnVdA1z6MDzSk8mSqWiL3Os6qvp9zbUYzulvsc72fdbV3QKyoxlLzRSt/qYSm8s3CTSjtXKsuSTi9KVzlsk1+p3ww8PHp69yjmpq6yLTJfiiatxjUt4fmRy+JhoXiQ2fHuXEnGEdD4W6l1YHnn4kZtY5NR6A9TjBvfC79kAOoAIgAABC2RsDOlW9uS0RsqdlRSkKiKUAAAAoCD6FYAiRUAAArcAAUgB8EKGBmhRSgSgVksCiyEboCQfzf6maOSk1flbWrknjKTcY3qA3KcY8tGVWTVvcWzPhxi5Nq011N44rHBJcMDLi54IxdvS0anDzxcVstml2NcJ7bdSJ+VkVyyJxkpxfDqjupWvKrOORtrtbVnoVJJIpjlLEnO5SdvojUIRhwvqXJslLinuEwlWTrgJ7AoVBF+VBkj8qA0LACAHQAACgQAACFIAFgAUnIAAAAALAFJ0DAAAEVCgACFIBQT3KAAsACgAACAUAgFIUgAAAABRUR7mHtvXBtmeoG+hTMPlW91saI05zVPUuOpIvjsdDlJaJej/QsrNjpYsyioClIikVSANgRmWaMsrLMd8vshJRjtSu7szJV51Sa4MTybPew06Tpxend2WDUot1T4ZxblCOqUdn+h0i780GrfPqBZ3HE1FdKMYvJDdNye7OuTi30M5J1CTrZL7gWM9SuO+xtRbpt0uxxxZIQi4K24q5bHeEtcVJcNEpIqSXoB1CoiqDDywUtLkr7FhOM1cXZRozpSdpK+5QQK2FDpsc1NvO8bS2jdoo6Ucsk4xyJSWzXJ2I0mB5YtyzLQvL1o9RFFLhJFAEfDKGQbXFhkh/hx9kU0gTgORlsqautGZzUVbZynkS+XkkqVyfmcd6B1NXiS06nFewlCLa0XtvZqUfEpwVevCKoxgnvqa5vgnrcyC83Hm/Y0kkqc/pFFi45PxJpdFwdFS2SoJtc0q+XHXrIrjNr5/saW5aCMxxxXTf1NJGiANNFAAAIAAABLIysy5RXLA10OWf8P1/YOe2y27s45tTWzd03bA64dov0RrXj2uvM6W3J5bf9P4bl5pbI60vGxY58xWyXAxddnji38pHij0tHTkENrk8Ka5/QxL4ZVwn9D0kGL/TwKDxz0SW1WifLJO+Nn6Hp+Kj5FP8v7HKajS01fJplp5ZRVQjd87mdEo429Kc2+m7omK4tqTf24JacvEjkW2zCx6cT8rV7cjLmWNW+eiOeKTiop72ugnNLeVL9WQ+twzOeNPa3+hvHCt3yzjikuVTS4o745+JHUk17gTNBzg1Gr9Ty/DyXmwzez4Pa7p1yeSpxe8VJyW1LgLFeO4qCnFqL6mlCmuldpbE0OUk9ot/N7nfRD8q+wKxl8+OUW4K+tkVJJOdtr8K5OqjFcJX7HKa0S1LvwGVpRTkofWTKtc15pab6Iz4qlLhtJWvUwpadM5J3w72oo3KEIVJu2ubd7HW+i6djhhWuEnzLdJvsawykselx80fmILqmlFSkk7t+xuctqul3OU1OcG9G7dU+xdMnN+XytUt+AKljjPVGSTrdXyYxKLzZt9rX12NuE25uknVQPO/7PxMWnFJrdFHXHDH4s8kVVbGsCxttxg0udzCg/HlUulVTO+NKMUo3S7ga/EzlLE/N5ud+Dr1D5+hBzeK5Xqe6phY6Sg5NqtrNSnHRepfcr3jqXuBzx4tOpqTb9RGFZHTajLevU6XxLoyS2246oDm8cWm2uvmVnHPjjCWOot+bf1PRLZttccr0OfxC3xdXr2A3hadpY3A01FW6S7G1xuR/qBxnxtLT2ZyhjlFNSkqStfc7qlt25fRHHLqcZKm90ijvilOXzRS7U+TU8kIQuT/AOTyxyyjHSk5tbXVHSONuSnl3l26IFdsc1kipR4aNPfUrPP8M9KnD8s9jvKUU92t0QYk7Vu99nXQzLiKaUuz7mt9VRe65XcnNpK11h1AzHFHxNfzbVvyjummu5zhFfMnfr1R1TA55YeJFxaVM89aJPRLXNLc9MnF7Pc5xxRi24uMWwsFckmlJ31sGWoN24Tv04BUdbI2DGtPdO/UMtat6K2efFJvLO32+h0nKoN+gBZIynpV2Wc6icMkHFqUZbpO/azrJa4NcWBynOcG3acfc7QlcU2cY/DbU5Wrvg9CjQGkaMopFVAAAUhQIAAAKAAAAEKQAGLJYFXA2MtgCgzd/KrLobe7fsBHLolZnRfz7nWMVFUlQoaYxGOqMvc5QTUqfS0dsfMvcxOo5Le1kVibkq7UJTcFcKkn0LDIpx5RFHTfYqNpyfzNbroSMXpa6mJ62lpS2e/qiSzNtqMZOulAXLJrFK3uelcHmwpzyapKtKqqPSSqmpNtXv2MLyvT06bnHLqx5YuKe/oeiUdS9eUxwoimIvfS/mRqyopI1RbMxa3XqFbAAAUAEAAQLIOpSgQpADAABMDgAAUgAD0ABAAAAOpBQABGQtkCr0IygCFJuUCghQBCkAoIUAAAICksIAgKBl8lDCEHt9TZiFtfU0yNqSSuLRQQcYv9OTdknGnqX1QRphpMpkBWiCzLlQFsw5Jtp8dWWnL0M5qWJKLXK+oMSMvI1Ktls+6OeHyvW68y8q6nTIlkxJrscsLSqKlolVPrYV18NxS21JqpK+WeeMvDzaY/Kuj6Gs+aU0safmveiY4rHjt7zspXbI3KO0d+lkcXHE1Pdq2ySeuaUHslb2LKLp6pak/SiDnGcnPJKCtuKZ3WRRTUY3p5S6GcOJwm5JqntRqOLTllKDVS5QDx22qhepXHcmObnnuqTjddi+B5oaZVo42NuFzU06lVEVz+IbWXE1zq5EJeGsrkvMvM6Ok8KyNOTe266GtEdWqt6p+o0cpSnqhUvLPqlwTFOcvJJtTi9/VHSTjiUfK6utuhpLdyrkDzynKMJT1NuMq24Nuv6qLvmNHXRHfyrfnbkaY9l9hooAIFgNACkF9zDyJOlyB0g6giOXWzj4yjCvxb7I5KMvLKbWmXRG4y9EskV1OMsjndNJLudNMVFvaKf4pEx+HHeFc/NILIzjhNwadJPqzcY1K0tcvzM66N9936m0kiDlJNxau3RhpZHT/Ev1PQcvlf+mX7gXHjjBbKjaKAogBwBSABFBCgCE1RurVmXk7BXQxKaj7+hzyzlGDk0zEkrhNy8j5QMbeST2Wz7Ldkxxcm3xTruzsoqKpJJEjsggoJe/dnHPy/avuz0M82Vp5Gr7AahihNRk1vF7HSOOKlqq5d2XHtBGgtAUgQAAVHFSi0+GeLR4eVKbarZPuj3HmySnC1kipQvaS6CI56b3Sv0qyRgm9NLndIuRKLg4Sdt7EvS9qW+zbpFHSWOUcT09OV3OmOSnD5KrhGotSje7/kkMeiTadt/oRXKNQzyXqjtiWROWuqvY553Tio8m/kya23WnjkGuxmPyoiyRcXJPZExTtJU+LvuETIqlfF9fUsckXs9n2ZwyaZ5G2nXyp9GzklKCkk9SjymVevf0I0pRafU4QzONJ8VbvlI6Rm2laSk96XYiMpvFLS97/Uy54smS2rUVy+COb17qNS4fsZg4ztWm3y11KsdI59c9MINx7nSKcZSnJpWuDUFFRWmkhKOpNPh7EKwvNLxHw15UVTetx08b3ZmWNRx+aUvLujjeSU3LFGdvly2QR620zx/FtSeOXTVSo2vh8k9smSl2iYy4MeOWLTduXVlHZTeibVWuWyxySbjultcka8GDdtbs04RbvSm/Yg5LK1HW5WpcbcEnOptuW0tvRHZQj+Vb+gajFcKgPOnB5Ku4w3V9S4p69MpSrTvS/Y9G1p0RpcpbgRN21Xla2MTyUrcW0udjcnGSSfXg4/ETkoaF88ttuq7gaxz1xTintw+6M5d8+FLu2WMlCSxRtqrvsYjPxfikmtop7lHpd1yl9Dz48s80JN1FcJrqb+Im1BQj809kZyY1iwPT0X0AYpyyQUml6Lp7nONZHKWp6b+rZuUpL4dTiktrpnHDahj07uT3sDtjxzxydtO+/Q7JWn9jjJt5VFSdLeXr6EjccjSk9K2+v/AKAqen4r0mv2JmSy5ccK9XRibUsfjdpJ16cGvh68OWVW3f6dgO72St+z7GXNVcpJdpLoc4XPDcmvPe/b0OeSLjkwx0tyXPqB6o5It7yWr0YjHHLJ4kXbSrZmXKOKDlKr7fwc1JYsHl3nLfboQaglLJPK6UVsjOGoxnmlHnj0RcleCseOLd8tIThbx6W3CPMSjuptpPR+oObVu9MgB58s5wtN3qdRLGCcdKk1pdUkPiPKoy02k90bjon5sdJ9UESEJxcmo8tiKcnJTW64RuTklcVuZUvEb29aZAc1ThPl7J0Zm3imvyP9zanCUqap1ZE45UpQ2lB7AI5oybSe66M6KRwlBylt9X1Dk4OMU9W9PuVHos0jzSy6JxXfk7xYwbBFuVEVRwQAUlgy3XLA0Dn4itLd32Q13ez29AjpZLMKS2356Fu90m/oFasWZqbdJJLu2PDk+ZfYeHqtozqvhN+xtY4rpfuaGmOemTfRL3L4e27b/Q2OCauCQAIoCigMQ/F7llFSVSSa7Egvm9yzT0vTV1sUeWWBKXkuuxrXv4b+ZruSOSf4opr0NPFCclNp2VBRnGKV+h0w14UaVdxL5X1ddDGOeiME/wAT+3UDsApJ8AyqMpLKBJR1IypXzs+xszKOrdOmWJRCNW/czF26ez6hfMyo6WQifcoAEbS6hSTdXuBogAAbmYzU3JJPyurNAUhSACkvcWBWQFAEKQByAUCAACggIBSFAgDAUAACgAAKQoAgZlsqNWUzYAoAAAzPIoK2wpWrQFBmTowskerproyo6mJSUYtvhGHmj610fcjk2/NGl09QNY8quMWqtWvU7nnnTlj0tJre+yLDI6invfBlp3BFwZnOMI3JkVs5uP5f1LCamtvsyTlpVlRLd8MXJraL9iQy23qVVybhNT3W6LpiaZfQscaXzb+5shNMYyulb+XrRyUsUqWmzvJJprucX8Njre39QNNR3aVHPw45IJvypOzUIRUXvfo+xMm+Nq1FNUr7lHFRhGnjWpt1ZueKbpW273ZMcHrhBPaPmkz1O7dDRn6fUl+vQ2+/qR9uqMq5ryr2Nqb6ld3z/wAGX6+4GlOL616GvY51S3Gl35WB1KcdckVTlT2A6FOTySS2Sout1wBuwc9cm6oy3JvkDsS13OW76snlfW74QV01roZc5N0kVJL96Y9OwRh3Jbv6FSvje+pjK5T1KHC/VkhGUYJ63db9i4NqHMm0r69RiWnVojsttT5Onw6i03eqS6lhieqTk+d6KjhFvxFLaVfY1ix6ptuFK7R3eOLknXBvYLqLYoAA5zTc6/NH9ToYybRUuzsI1CWqCfcpjG61R7M2AAYYVjJJxj5fmfBYtpJSdyOb16pvTv8AhZMb1STcWpRXUI6zkowbbo4t5NCak9TdpehZasmVKUH4a/U6XplSjUUuQOEW8mW90+1HTK3jg9Mt65M+Lpm9t61ewUJZscHOqu369gtSeucoRT559jc1jUfMm0mWEJqUm2ql26E8KSgo6+H1XIRp5EtKp+bgzhn5EpN6uNy6Hqc3K3VJdg8buDUqaVAVZLu4vynnc05KTVOUv4Ozwpw0uTp7nCWO5x3d2wO8MkpRjoSautzuYxxUY1FUaCjHQjFhGZuSXkSbMVml+KMfpZ1AHHwZv5s0n7bF/poP5nJ+8jrwG305A8k8Kw5FJfI9vYSi+Vt6+hbyZ04NpU/MI6nFwfzxdP8A3KZiwnUqb3ff92ejps/dnglKqaW18HfDkut7XT1YRcsWpudXFpFxqdPdeZVfVdCZssYxae8nsi4p0qe2+7YVvw3UUmqjz2ZY47xKMZNLuc3nUp6YK0ud9jSnKSSinwQJQjGCjqbrdHCePUpS1Pd3x9z0xxLmW7NTjcdugI5Tx4tOqUq1VvZznHRt1qrvodYxjOLhNWluvY05Y9HK08FMHjhlxpfhXBJQjjxaYwv0RmvDl5Xe23qa8ZJPUnt2IrEZy0van2fcsPEyX/cSX+UysjyO3FpdPUR0RhLlPd88hWtCxNSlkb3rc7xXNHnjiU4z1NuLex6IrTGuwSnc8/xH+Nh92enocPi9sal+VphHbsUnSznPPjg95fRbgdG6Vs83xGaOTG4Y3qk2uDU80skHHHjk7VW9jphxqGOMaVpbgajxRU9q6ke2/wBxLv24AzLZtteVnFxyPMpzW0VS7r1Ozv5lunyjMeFV7dev1AzBZFCTnSm+pj4aMlPI0k/wnbJNwxuTp0tifCw0YVfL3KM+DkllWSU42uElsdJ43kpS+Xsup0I9+dkQeXPGSUppqtNL0GLG1GMtTi9KXsjXxavA3x2R0jFJJc1X1ZRzhiUW6lK5d+iEIKKem902tzpWz334bFK99rf2SAw8cKaa21cfQ54FolLG1vHdep3S2v0b+5y+Ii/LkhzFMDpphBXFLS+fQ0km961dGZxOM4priW/szot1T5RBKTlfEkV1vQ5Vrku/YDyrNlg3GUXJ9HFEeXNT1ShjXqtzXxE91H5e+25Hjjo0wlqkt6ZVxhxTdv4iW4NP4XX5pS0t8rsAmOs46lRwmtLTlC64kn+56WiNWGXHx4KKbZlzjDzfmd21vVHTw4xTqKRx8VaYpq5dFXQKxky3DZ+xnEsqyxajRvX505QSrudY+JN6kklwrA1JaeNnI548aeWc+XqaNLHOTuct/RHWMFFUgjjmxyn8q9NzvCOlJNlSKBSmbGoitWSzOoJOSu6AOW9Ldljjvef2NKKXC+pomrIiSXQoAU2IUEEKABAABSAAUEKAsAAYhzP/AFGmjGPmf+o2Uc8mGE95R37rY4eHkjtCdxTezOs5pzcW6a6GJOMHfBUTVJLzJWjUayJOLtI434udpy8vFG3gnCd4ZKKa3TCNxyJZJvl8JGoZNbadJo4Y8kZqUUql1fcRajkg3tVpjF12yznFxUUm5OlZtXW7X0OUZLJ8TTe0Ft7jNkvFcLVum649SDq5xjFtvZCEtcU91fc4SjtcU5Rclq9jtJy8O4RuT4A806bm7k23oibxzhBrHe/HudIY6wKKVOuvKZhYW9Capxjx6l0xvxY7uns6exMU5TnJt+VbJEhFwjU3u290axw0QUbuvQqMzknm1Vagt/cY5aUopeeS1MqxLS423bs2oJSUutUQYjlk4TdJadk+7Ep5Mcdc60qO69TfhQ06a2uyyipR0yVoDlDXBwjdqVtmVOeSEZRlUnLZeh6FFLhBRiuEBxi25ZZR1NrZRJKN4YwSlcnu2t/c9FUXkDEYRjJtc1RplIAAAFsAARFIAKQpABSFIqFIUAQMAAAAQKQACMFRbOMpKU9Cl70bnJKL2Oag6t1q5ZUSM3BVP2vuJ5qi3FXXIk9dU0mntfsHktO4q+CK6xmpLZ2ZnkSaTvc5qMVpacaXr07G4ygtl16AxGtepPZ8I54G1lcG3stkzpKainW2/BztSy45R67/AELCus6uN9WSk27VOSouSKnCm69Tnc3jWy1VaFIrlGMEpbNUvY55M/CUtvRdd/8Ag4uUn5ZU9+TKg/oMHrxyTV3+GmagrjJqKbulvwjz4aW936Hox5HqeNLdq7A6xnJfOq9TP+K3JbpcGMmRvyJX3pmvh5Jx267kxWc7lGUZwdPh7G6lJKU+VvXY1KL26knNRTbYGKcsrTrTSsQXhTa30vr6m4Kld23yznky6H5qUXsB1jlTdd+DZ4oSk8ayOrT/AEK8uSc2oypJXx9hhr2NIhwx5paMetXKS5OuqLXNkxXNYpRbSl5X9zlmTlUY79z0607p8bM55McZbv8AcqJg1PJklyrpfQ7cIxBRirWy4Na1TfREVlzc5uEHxy+xibcU1rfmfl7pdRCLjknKFU93fcsIO3KXLVL0CNRlFx5fNe5nxVUnv5edhDF5cbveOxp4U78zpy1MKmtbJJt1asypTnFuKST4b/c1PE5OW/zJL2KoztW1SW9IDnFzU3b8q9OS+JFxviPejc4tryumtzHgbRSlVS1AblKMXu1srfsRyVN2tuSLFz5rt7mp41JVx6oDMJVp1cvougyN6oqLq7prua8Nueq2tqZpY0lVXTvcDk23F0t5Ok11MuST8tLT5V/J30wUVaVLi+hhyUbdKK7vYDnryaV/pt7G3k2bXC6vZGHlTmkldurlwjXhLK4t6qT3sozGajBabnboShOalcdSpUuKZ6FjhqUlFWlRpUiarOCLjFppJ3x2OvQzDlmmVADoAgRh8lCnJJLVFxfVUXgMI4qWlxlV6lT90bUpvdxS+pzmvmXDjLVsdPPHtJfYoOU1zFfcapfkY1tcwf0Hif5ZfYga3+RnKcnGeqKd9ntZ18RdpfYzkcpR2i7W6KMLK5VJNtei2Z0nJaU1ujjG9NJ+W7TOsMe2/vQWOfht7qm5PzHpSSSOWPyTcPqjqQ3QUSTUVbdJEc/JqgtXZIISpQdukSL8sUnarkTjKcVT0vqVwjaendcATxF4mjrVnDe74pvdnodJPoIpqKUnbrkDipPor9ma8bfrtymjo4QfMUedumr9V+oV3k5uLqk72MOGX/7F9jqvlXsUI4VnXEoP32HjZI/PifvF2djzfF8QjG1KUugGp/EppKCbm3STQ15r3WNfUmVY04uS8sdmw448WOU4q9fcoxpnqeRZYJvsMkHBLKsjnXPqizioYY4l802dvLocIq6VMDjKGrzQ3fPv7nFupPTtI1jyqGCSe7i6SNQxeROW03vbCOMZyU90tb2T50nSVvI4NWlz3EoPG3Ot2ti28WOKtW3TRR2x49Tukq2tHbGlGKSR5cE3qkldJ1aRtZJvFXEnKokV6WOhxySkpwgpb8yfoTVcJzvy9KILkju+z7nCcYqUdK//AFb4LmUl8MpSbbb3NxS1p76Vur7FWVzwzUZxTtx7s9coRlyt+5meNODitvYxjyODUZ7XwRet4oSheqV9jlkUlkdyWl9TrPJWy3Zh/D62nNv2BKxDNT0tU+sWehZIyWz+hyhGMH4c5am+LXQxnik4wdyvhdUErpP4rHHa7fZHmz555YUo6Y878s6PQsfhx0xk9uKLL5nDIlWmk0VGlh1xUpZJy2tdjqscIK1FL1OPw+Rv4fS1uvKa0pKMW3UXv6vsB3fKJvyYjltRTi026OPjy67NPgg9V7WjDdJLhdH2OazPaoPVVtEc7xXH5Zd3umB0lvstpPlXyIbu7qXtycMcZp6ZK5Pu937HTLl8ONfNJ7JPkoxlXj5fCXlS3kzaw54ry5r90awYvDj5t5Pds7AebR8QleuH1Qf9TW7xnoVUGQePNHPONT01a46C3+OTil68noypeHJct7nPFCGiukepR0g04J3slfuzVcJ+7OEYqSklq3+XfhF8LQ93aVO2wO0V+q3J+XszEpNy08Jq2+yEJ6qqOy3INpRjcVSXKLdpSMTScnaVLdsRnLWoqKSav2QHV7b8GdafEueDOR3HQuXsvQ5KoTSkklBWmgNSjGUm1KOpr6jHicYrVCLdVaZJzk3BXHzdH2MuTucuIx28r6lNdlpS+WQMwlcE3kd12AGxRSERl7pnHHi0u5U2rqjvyKKjnKCbTaWxqKNUXgCUgU55JqC7sDZDlhnLJy0mmdVjXVt30IuI5rjqZclGS1tJerOyioqopI83xK8TLjx1x5nXYauO2Jwl8slJo6KjzQlCOTLke3RquDpHMnNRcZJtWrIOpTis9zcNEtSV0Xx4eF4jtLgYroOtGYzcpuLi1Suw5+dQW8uX6EGc05wScaduqZ0V0r5PPblllKdKOLqVZpOcKW0uVXCKOuStDtteqPPjnP8AppZZyvbY18TO8ShHnJsiZIVLFiUnT5Xogjtj1eHHW7fU2eWUlOGWblLSlS6UWal4eKDk9Tpc/cYPS3S34OGNylnncrjHZdNzThKLcottaa0t9TjGOr4aCh80nu/W9wr1tpc7Ec4xSbkl7nFP/wCTLXxVRXcxLHJYWqpSnbXZAeh5YRVuSS7iWWEa1Sq+DnkWrLjiovRF29vsWUZTzxuL0R3v1CGKcXKaT3vg6nPHFeJkklu3V/Q6BXHPG9MlHVXPscJVt5XFP8yPaSu41HjnijkjJwpy2p2MeXOoS8rdcWj0ZMbe8NpL9Tlp+Il2j7l0cYW280lzskdfhsayPxJ7yTdLsSUJRajJt31N/CNvxOi1bfyKO9JBmjE9okVFJN0jRNKVehFK5NL6Aasy2lK32JGbbVrrVln80aAK3s0t+hGnF2t49upp0rlW6RI+Zp3fcIloqZJQUsn05MyThF3uvQqY3qLaujFWi09SaA03X1JGVt8CStchKluBopEygCFAEBQBC8AAQoAAzJtK0zRhq+tJAIp7WzZhNKKq2NT39ArVgkVsZk21zzsgNJlTMt7pdBB2Ayy045STSpdTnHJkTxqVeflJcEySjkyRxJ3vci5HWSC4UuZfwEdZTUIOT4SMqUpRjJKk+bOLhvjxtuS5cmbV+JklTtKku4G1NSk4pPbqYzycdOmVNvr2LjiljT0+bl3yZjGTyuco0kqRRhpzU1qbX4WSGS7etL0ZuWOWl1VuWpo5ZF51tpXLCR1l5k2tLl1OeWfl0JtSkuhrHCUEm/mfPqcc6ccscivfiwqL4dJbTafetr9DElLFNO2993R2+H+It1uurXKOfxGRyenrywtx0yy1QjKK3kuDeLbLpdeWNGfDVQq1pq1+pcUU80nSpL9wjrNt0otbumTNJ43w66NdDMXGcZKKqny+4c8t1KMa7J8gjzRcVlTlxd2dcjhU2q9Hq9exnPGMd0q/g4v1RV1vHu39eTtHJ4WHXTcntZygkoRk21ezafCPVOMZJY3GovqSo4zvHijJP+58z9TpGWRaEtOp3argmHHGTlq8zvayz0qSnF7v9AL4s9elrzPh0cpSn5257RdJep1w/wByEZzVu216HSUIN24qlvxyyK4+LKGSOuTfltqjzyyLLtJ8u16I9WSMpK4pWuLM4sGnruupRqTShJd1x9DjCWmL8lzm3ztR6YSlvq3ab3o4qKTei5TffoiCY4tZIRpuMb3rqbaWOTaTSjHy7cm4xeHHKTub5dGv8SnTUVvvsBjFBwxxUlu3bNpNu+i4NNWiq0tyKzJN1XRl07bu73NMIDDjzXLLuotvojVIlWwEV5UWgirYglIVuXYzqj3AvJUjOrsmRzfp9WUbJZz8ROVa17JElPTScZtvjoMHWUoxVt0c5Za9Pfn7HnlldXBKN1u3ZhTgt9Xmlumt2hiusc2qW111k+htwg3e8nJbW+DLzK9ccUuKt7I5+M43eSKb/KrZcS13eHa7t810ZlZoqW0qfHc4ucpb+HOS7ylSN48cssa8SEV2ggj0RzRbp0vrsb1KjxvBFSetyfrZ1j8NhavzJ+khkHSWaGOXmvddB/V4q5f2LhwrHJ1KTVfidnRwi+UqAys2OWykvudLT4OUvhsT/Ajm/hpQd4sjXowPSDyr4jLj2ywfujtjz48nEvoxg6ogAGJL+4u0k0yRyLw46nT4aNZNoN9tzn4cfF1Vdq0/UDpUpeiFSrZq/Y4pz127UW73Ork5Oo7fuFFNVvz2Jbm6Qjjrk6ccAZUK35ZaNEA5ZnpcJdbNtz1RqOz5voT5svpFG+AjLgmne9liklSRogAhR1A55GlSab3XBu1VtqjLvX6UVwjKGlrysC7HmkvNv0b/AIPRKKarpVbHmklB0ndP+As69MHcV7GjGNrw1uaTT4aYL1Tz5Yyl8VCuIq2egUEcMtSccaT03uyNuWeNweiPG3U65a8OV8V0NLdJgeTJHxMkpTjJRW0WdMOOUIOMo27u+51y/wCFLa6RtcAeL4jEvFS2ipr7M6xUlDz1fey/FL+2pLmLsSlcbvnqijlkjq0tyjSeyq7MJNZLbf0idfM9nwuuqjDS1pJ3faTYRr4eLUsm9bnWGJXGWp2kccGRRyThJU27TZ6ofKgrnOOOGqWST82zNLDHRoduJMuLxHF/ldmnre20V133IMyxxnUX8q5OeXLHxIxilKPWuh3lBSxuKOP9O9lq2S3S6hY6xl0fY5TrIoxq7Etqp9adm0tGyXmfBRccaS3tvqdDhDMpZHGMXts2zr/l7ckRJvTHVW/CMxSk9dLWtjU05JrajyvJOOXSlUlu2B1n8N4k7nK/ZcGJ/DZINPHNyp3UjrOWTVDQ15u6Oj2S3tgeP4a/6iSdx60z0eE9rn8r2dHnzyncMqdPjY7LM8b05lX+ZcFRt4mpOet01TMS+Gi8lp9OKs7JqSpbruRu7jfnW6ZFcvDqLUpNN7ORJRVrU2nHlrt3NN0nW6fKfRnPTU9fiSUYqt+hRttY4uUnq7N9fYYccm3lyLzPhdkc8V/EZdbVY48I9d1s2rAu62QrcLlhPb2IJXlZeN+R3Q5oA+vdnmxwlkhKCk0up6L2fucsO2Sa/wC8sDpotJW1pVWTJDXHlrc2+CXaAw8SlOTt7qmWONRi1uzW98lA5vHGnd787lWOKalTddbOcpuUmlsl07msUvwt3/sBXCOpS3+hpRSt1d8j9V2G34X9AJohtUU0uhGocRai+qKn38sjKn5nFSVrm0BpPbaUa9gN/wDKAAL0MynGCuTSQRQZxybgnKk2VSi3s0BqiFAEZ58qvKk03sehnn+I1qpY+UVE+GipZ5ztWtqPWeX4dqKlOSpvujssqaTjbv0M1rW5OlxfscMUZxyTnOHmlxvwjo5Sb2Q8zS4RcNcnimtUlzKSb9jemXjubqqpehpxvlsaU+UEZhGajke2uT23+weBvDCN04tP6mtK7Baocbx7dQutx1daXoZ8JrM8idWqaNRkn79ikVzWKKjOL3Um2yrHUVFu0lRsUByeCLkptyck7TN6I69deaqs2AMeHHS1pVN2XRG1stuCgARaV2Rltu10Wxnw03fUYmutoHJwaXlk0aU2vmQw1spjXHuatMKzD5pvvL+EaMQfmn7/AMFcordySA10BFOL4Zl5I31+wGhRnxH0iyapdkhia1KKkqkrEYqCqKpGXr7r7EqX5mMNdCONqmZuXdk1SVcP3GGtpNcskYaetsim+sfsa1J8NA1NCSomRbR9zUrcXRnlx22vqFbFIoogm4YuwBzcGt48t7pkT3ppp9mdSOKZdSxmyoxK4fNx+YvKKjYImWwKOpLKADAIoAADIUhRG5dEHG40nRSgYUFt6blcU0WikESpDSuwLYE6kKACiuyDV8l4BRKGxSVuQGZNMhURnmnjlGOzvTurPSyepUcIp5qu1Dl0ampxdKCleys6wq5fc0Rp4s2Fxa0tRl0a7GceFrI5ZJJpK77nvcVJU1fueXMnFv8AQSmNRwamndRrubhieNNrdvnoa+HnGWNJco6k0cZ45SjaW/bucpRytatOmtz1kktUWu40x5Z445Ma0963CwwUtk211ssYeDKMdbfp0JK4ZEt2mUc0oyyK4+WKqu+56Ms1jSlTcetGcFTxOG2qLZyk6kocKT3SA9DS0pxVq7PLJxcZ3s+rOqyKEowSaT2OeetU9qpplRv4ZSWNOrVukjtJpJvVVbnLHFvBGEnpYer5NOuNVfNkVY5JTx2qcunqdYt6fMlfWjkoJab1QrpZpWm1droA0O6T3/YjfgXs5J7nRei26kklLeWyXfqQWE2421Rs8kZQldptve7+xYzbilKfpS60Max6JTjFbtIysikrXR9djmo1vx6sRTlBaYq91T49xhjTWt7NSf6IeE4vhtd06JCUoZlGck1JdOhvLkTWmL3ugWOeprUtU1S5dUjeJyeNOUqddURKN78RfHdnSELbk1u+hUFqb+b7IO+z+rOnGwIjnpfKiiTUq2dMSnLW4Rq6u2zhkzJWpZ7faCKNTnypJqS3S1cnFS1QSvh3S3Nak/lwyl6zZNeR7KcI+kFbKaVkb1KCit92+5HLyqM8/wAvSCDUb87lJ/55V+hqMX/+ONP/ACxr9WDXNJS+XFKXrN7Gk5LicIekFbOiwzk/NS925M6LCqpyk/TgI8rguWpP/XKv0NRjL8O3+iP8s9UccY8JItDR51gbdtL3k9RvwVzqdrtsdaARmN5ItSfng+TMJaXdbLk3Hy5f9SJkqE72p7mW3ePzfQ2zlifC6pUdSodAGAI0nyccnwuOW9U/Q72QDxrHnxfJK12ZuPxTi6ywcfXoemjLimt1aAiyQyR8sk0zCflj3i6OeT4eLlcHpfoc/ElibhkXZpoprtOWmtduT4SOmCMowalvvszflmlJU+xpEXQBnL4iejHty3SCMZfiNLagrrlljlnOKrG7rl9CYMSaUnx0X8nekWpGccdK33b3bNApFQ55VKTjGMqfX2OhxePJU1qW72YG3kjGlu/oak0otvg56J61Lb2GWE5tVJJJ3XcDjG4/Et6m7V02WMJOEpJt29lfQscTljlK1qn+h10t4tKlTrlFGPDk02o1qaVX0OWSGmUuHuqPXddTzZ93JqW1L9yERPU4yUU4wXmOsXHHHX+d7UT4bGvCdt+bnc6eFHRpdteoW9Zc5RyU2tOm2FOVJbanvXob8OOlqtnycdUVnUJQSSW0mwjU8txnoq49+5mPxC0xbkvN+hqWOMpXVRW7fc0sWNxS0quUBIyuFNpuXyo1GS0XJpNclWOCp0rXBaXRIDGSUJY6tebZHmhJPFHU+h6puMIuUkqR4U2savq+9Fg3du0lT9UzpBuWztV6pHOMff6JM3BKL9ePkCJpUs2SDqnTTRvFm0x05HTS57oxJ6c0J+ul2zt4cZxjqSdbhWZ5nPH5Nk+GzphleNXfbc06caaXHBxlF43cHt69CDvqSe/JiUlt1fQ80tSlv5pPl9EXUt7bT/cq4rncm3xW9FnOsblJpNc+pzlJOMlq3vdmMvzQirkl1BXTHLw8epvdu2+zO6yVJQpq+PU8+8snD0JWnXP+xqDnqk5J1wvYI9MpJRb/AApbnketLxVvLI/sjWaWXIlCMGo/udJpyxUvK1wBmEncY1x1HiylrX5HyhCEli01TfLsuLHKMNLfL3YHB6pwyJy4fbk6QyylCHEnLauxPDrI5N8uyYsa8WS4cXaYRZxngkvDb3/D0EZ+JmUZXB8vc66XrcnblHp6HGeGCblepPrYVbljc8knafHqcbei/wAP7sTUvEisluPRrqj2xhDQoJJpBHNvwMMYx+Z7GsuGUscYprZ3fU6+HDRSSrsxFRSWnpsRWltGuqJaW/Rk4bUeVx6haV/pmBVtz0dfQJ0l6OiU7cXzpojuXH4lf1A5ZZONSV007MeI6bi0nu312N5lJpOMbTVtGccNcnTaceFRV+O+OevHe62NPmJyjLyuN1apX+wn8RFZNME5uuhEdr59CPi+iZwrLkVtqEW+FyJfCqnpnP1V8gdckVLzR5ON3JOHzJ8Iv9M+I5JKD/CdIYo49o7Pv3Kjd7J8Lug3+b7jn36ocbL7EVnJJwW6Uk9kjEWk9MWrfNmpwhNVJNeg8OLd+WTS68gc1KUla8OgakoJ7442CiPJF4tck9D9CLEpQjvJJRrfk1DFojobbj0TN15rv0oiOWZf21C7lJ0mzONKE5Wq0R2riv8Ac6rGvE1221t6FeOMk0+rtgRZJXBONOW7V8CM2lNzqk+UVwTlqfPAWKK1bbS5XQDOuXiJOkmrfoRSnJNx01q29UddEbvSuKKoqKpKl6AeV5NajUklJ016HoXGxdK7FoqMmi0gRUBSMBQoIASld1uZ0tcN/U3QoDK1b3XoNck1sUATW6+VlWRb3tXNoCga0pJ7pg5uK5r6hSlHaVy9SYutOL1XF89yXXOxpST4dlBjKdoEcEmmtvYmpraX3KmK4p8pE0R7GgBzjFXJVw/4NaV2Qh80/f8Ag0VEoUUASgUAQoBBGtuaMp7GzEOKKNckaT5KKAmmuNjEtUaa334OhmXH1CtRyJ7PZmjFJ7Mm8fle3Zkw10IiKabp7PsUjTQAII+xzePTbj9uh1BRyNIsop78PuZtp1Lb17l1mxpFMlsCgAAOoBFAAAQ6gAARhAHzsVAAACAUDcAKAAEDDBRCMpAjN1kTrnY6Wc5ryvnvsdFukxVgiTSlFp8GiS+VrZEVzxwhjXlT379Dqne6CI1peq9utgUjL02BBwytSnGNcb2cpZG22vxK9uSpTeaUYqt3bfudoYYY3av6s0jn8NFpzk00nxZvNBNKTq4u7OhJRUotdGTRyeKDqaScubRjJg8Vp3x36lmo4qS4NRdW1ZRmUnCdyS39eDpF3VppnLfVVqcW909zo/Ei0oVpA3JqtlZiS1bUYlBwyKSbWrlJ9STlJ+XUr61swuNOem1HzNbvfg4ZMutp+td69TWOFx36v9i1GLUYK/NbXIakIp6pqNv1e1jaMU6bcFv0Rp26cqpdt/QjbcdbW1+Zd0FG1ez1S6Lk1FOS0qfmi7+hEpKNeVNOvp0EKhJad0vmYRdMVajF3fzHWMdl0XYzjUVNx+qOuxErzSej4hRUU749O50nKUaeqor5rJknDVafmXFKzL1TkmoS2/M6RWa3izXHzNKXZsP4hWkvN3rc5Tw5JNybju6pLp9Q/h6U3pcttlZU1Z5ryKSqLSa3f8GUpS4i/pFR/csISjNxinorZpcsssk6mqktPHqAWGT50r33NLCq80m/ThGXNxe7bSVt1z7HSMmsWue7q6/ggyp4oXSquduDt0PPomoufzNq3E1KE6danaS+vcDq3pTbdJcjZo5yx+aKepxfO51SpUAA6irAUAUDE9ql2YzfKn2ZZq4td0VLXi36oixMTSyRXdfsd+x5cf8AiQfFP+KPUUG6RzlJy8seRkn0sxkg5Uk2qKJB5G6lsnwbUmtO92KcVfOnf6CuI+yA6Ek626nJScVvwNVrV6NoDa2bv2ZnJFNx1K18rNqNtt8PgxOScpSfEP3IPLjyy+HyOPME9/Q9qyQ03qVP1PPFxnzoTaveJhRfw+RR1f25cOuCj1vLBfiR5viZObjpi2knul1O6g2v8R/oXw1W8pfccGYzUYKOmWy7Gnkf5JDwo11+7OMYL+pkqtf8AdfEl+X7tEeV/wCT/wD0dFCPOlfYKK6JEHLxJfmh+41y/N9os7ADi5Tv8f8A/kVKS3U/0OrrVHkoHma0KMaa7JzMqerV5V5eU5NnbNjc3Bp/K7MeFNZJSi0rQVYQ1QUlGCT7ozOOlNPTTi+FR2xqSXmabvoY+IV1fZhF+H/wq9Tqef4eNpvU+x101Fx1PfrYW9bI0nyr9znjTlDTcko7X3NZbUdSb29QiyaUG2tkjS4XQ8yyTtT02pfhvg9IAElJRVsilqSa4YHDP58sIb0lqdHCS/uW+b70b1tzy5KW21Ms4uUW60++1lRcWlanav1f+xLcm+v6DHeu3cdjOVpW3dvjkC5UtDiueiR3wyUsUfXkxhjUEpS1SW79CYJadcH03XswO6790ZyOo30aK96rmmc5ySp9916MiuOrfQ61dNzFaJ77y610LOV1SX70axeaTTd0+WVY3CMZNTXyrpRHO8VuLR0Sl4nNRXSjo1Fp9grzJ7bVV3JFhmi3u/q+rLNJPaO3Vd0cZpW476eUwjrkyShKKjLbdvY1hk5RbbtU6OCnT2TUm+GunQQvSou9/wCQmvXLZOuNmFJNrdcs8u8o1KLvj6f9RrzJ3FdPKuwG5ztbNUjlFvxnb5jvRVG3FOLpKvqc5JxyQ2Sbe6vkqPU5KlUvl2tdUS1be23NdH39jmk3p0xuFOr79TWNSq9Pv6kHXSt24qu3Zmf7mF+Va4crujT+aK2fr6HTpvw/0YVlZIzipR+q7B3vS916HPLid64bSXPZnCEnPOluq3cb59Bhr2LhRT3W8X3HPdJ7NdmeaLXjtQk/Dr7M9O0t5bXs6ZBd3TrzLYR3a32u0TUurWqP6mZySTqSSe6sDM5u6VcNHKDk5vTJKqv6G/hpXGTb54RfiHBY5UlclsUiTw3ilFS3u1vya+GcJVpSjtuvUxKKlHHCG723X6iTWHJHIuqqS/kI9PSP2MLKllePS75JHKpRm1tpds5Qm4qWeUW1L9iK9V/8ivsc9dyaXzLp6GfGaxa1F1dU3uB1q+XTXUjmltOk+hzeVxyKDjaau10MYk5Tlku09o3+4Hffi9ujG/4op+qIpKKp7e7Jqx99PswPPmyRWVqpbA82S55JST2b7gqPqUACCEsM8uTI0m736blR67KcsctUVLujrZBQQBVIUm4FAIBSFIwHUCgBQABC0AAolFHQCUSjS4AGNPb9CJyXW/c20SgHiJ7NU/USqt6ojimqaJ4ceaQNWLenf6exroRKigYj80/f+DdGIta5rrf8GwFCgLAhaMynCLqUkn6sPJFK3Jb+oGkiMcooE4IkhKSUkm93wFJKWm9+wFoGXkTg5R3o0ntuqYAzLg0SXysAKL0AGZRUkRNxdPjuaAGk0xe5ySkpeVpLsbUu6p9iYuthEspFDNKS3RoFHNpx547lNSipKmc15Xplz0KzWymUaAAAAEAADAIqUVAgFBCgQAAUERQAAAjBSAGhQDKjLJjbpp9Gaasz8slLffYDoHugCNJC+HyjRh+WaffYuuLdKSb7ASD2p8p0aMptyb3roaIBHuyojAlApzc1qpWUZzJSWlq32JLMo7ShsuTUY3Jt8mJYI5Mr8+3Omyo6RUHFSikk/QRkpbK7LCnw00i6fNfoQcZS1Y1JviSsZFqi22uN2uhZRShkXF2YbUtMdqq2VqJJpLU29L6dSadezjKMeiqkWdTvpvu1vZrJLVj6xS3tBdc4P+xT5fl/X/k6ypqMfzO37Gfl8quT5t7sY4w3bST4b/UCPnXNKuGkXIpVJNVFLp/3Yka2bTb30r0Krdxt1F9QNxV5I+itms7tKP5nRzgnOarr5v4Rq9WeXaCpe4Z/TdJKlsi9CFQZWi0FwUCNCisBUoJFHBBCgMogACAAACgAI+DEJqDkpSS3tWdDm4Ju2rBLiRknnqEk1af+56W6PKo6c8Wj0ZXSoK4TjKcotU6e6Oyj0rY45NsbSen36mVlkqlkk12iupVkepLb6UYyShD5jj42acG4wr1OmDFUdWReb1IuMaZ5Wk1pgztCCjsr27nTZ/QyEJPTFv7HDJHVpxJ78s6Sl5r6RX3Zh/D21PU1PqCLLFjlKuH6GsuNTxuLXQmNT1tzS24Z0YK4fDZbXhz+aP6noPL8TjcWsuPZo7YsiywUkEdDhH/yXt/2jv0MS+eL9xCtgEbSVtoCgl71ZNcaT1KntYEySaappdy6l36E1JzpU2ufQ0BFOLhqT2MvJGMdTtp+htLahwBlzp8P3OeSTlKmmqdX32O1ruc8jT001epAZ+FflaOsnvpvdnHBtLd70dnBSkm+Vwwv6c4yc2tDqKfPcmaSyTWFPd8+x0jjhFul1CxxTtRV96COEm/DrE6lq0+pvxG1N6nSVbdzpNJNU1Ft/csopxaqr7FHJtVCE5cq27JlnGOOovd7ewfwsGt3Pb/MYz4Y48MpKU+O4HCFR03dSbdm5yuMsm9PaKbf3O+PRHDCLdtI5ZpXJxUdUataQSOcXa03tWz4tlTSl5lTivLsWO0qilHpRierVGMZUm7sFeqORNU9kv1OWr+9HTvtUmc1jTq3JruaqoJJJbf8/wCwR0lk/L03MTyqSaap9V37nNt1uqpGetde5RuLUnV782dI45yjtLfu+ww476Jt9+h6EtMN3b6kWLBvSr5HG9fY88m5fENJtRjzuc3fjZGlJxp16sDs8kXlce34jnlWmW3HT/Y5wUtCSpiTctOHi3z1ASaclX0EE3Le6RjJaWit0/sdIyjBp6rrgqO8U1B2t/5MTaTW9K+TM8r0/wBtPSurOT2acrbffoQXxJfh69WWMdL1Lf369TNuWSueh2gteJUnttfHsUdIO1bqvvfqVanstq/T2OcJtJpRqnt6M3hnLw24x4u/Ug7Rglvfm7mZyem4rnauxhZrw65rT1jRJ5pUnpW+0ohWpy0Q8zvTs2uTjCCnByly99S6M7Txaq1JyfT19CwjGKThsr+wR5sclol4lrUvK1wdLWP4bTKtT6P9zq8cHFrTs+V2ZzxrRl8OdXflk1ygJkUKhhpak92upv4hR0xVeSTVvsdlFL5YrUmVJNUuOV6BWHSj5fwu7OTcpZ01BqMU6tdT1c89UThK+UQeeKlH4i9L0NbEjCSeWM425bpo9PCXoy1u/Uo8MIN4Z41tNPf2PQotpQyJRit6Rz//AJLS4Ud/Xc9P+Vcri+oHGOKUZSUkmpO0xKE3OPyKt67nW69v2I9lVp9gMZN4SSdSezRiMXHGot8bbKn9itNypvft1/5LSa6UgOOXFCMLpt2uuzN5MGOMNoq7XJiN5X4kn5U/Kj0ZYrSvcI8cZxgnFrhv9wdZYIybdc+oKmvUGCMyqNHmyYpvaFNc8nqJRUcsWN48dNpv9BHNLQpOKrVXuXO5aVGCdydX2NKEYRWmNuPACEnPJKn5Yuq7mck3HKo60lVu10OiVK1GmzlonKM9UY3Lu+ERW8c2oJ5Wk3wblkjFNuS25OaxtTj1hGNL3JHHk0yT0pvdvmwOsZxmri00FOLundcnPw5pw3iox6LqPCn56aWt8/QDfiwbilJebj1MZJ6moRbUnxS6GpQThpWzqk0uCKEtam5K0qewG12ZQAKQACghQAAAAEApKKAIxQACh0AAxD55+/8ABszD5p+/8GwBCnOcHNUpuKfYDh8RWSUF01ffuauPizyT4xqkdHiVxfWKpEjhjGDhu1LmwHiSU9Likqu749x4ktMbirk9lfQ24Radq7VMaU2nva4Ax4j8RrbTFW2YctMHO95ul6HXTFNtLkzJxjHhfYow215FPTpSp9ztF2uxy8aKdPb3RvxEwjZJfKzOojyR4TvpsRW1winOM1p67eg8SKe760B05IZU4vquxoAxVhACU09nt2ZdVVez9SkpPohhrSZTnTVu2yqT6pkxdbo55HWnnk1rVbEfmfogUT3NIhSoAUAHUcgBStwUlEAhQwIUCwABAKwRCwLewJyUCApAAoWCohmS/U0GBynOTiscG9b2v07mnkUIb20trMqDWVybVNV7BYWscY6vld3XIqx1k1pblxW9nLDFRTnJU5/sanjc4uMpunzSL4Scoybdx4IrMstQc4pOKde5XkfCrUlbTfBHihDHpcmo3tb4MzxRTaTdz2e/QIePJxglSlN7L0N+I9cqa0wW/ub0RpbLbj0LpW+y35CuEcs9VyXla2pdTEt4272e3cs8fg5E1Ok+j4LJNaakrbsqOmNtpWSDd5Lik11XULaT7DCmoyUlVsDMVpbilSe6NXokld2+oVvK+yJkXmi1zZBMtxxNrl7fc40lDfiW22/B1ytuEYpfM+v3OdpqFNRbXHTkrUajJaKaV3dL+CS8OMJKOzaqubInq2enZbDS4xtOklvQVuTa0ypqzMqpKS43bFbxtttJugrtfO66UFVxu3dprit/oXUnjpR06nX/ACc9Ta0a49t0dJabVSbaVLbgI6xlDw9a4SMYk1G3y92altiUXVyKhGP0pUQII0lsUiKRQoIAIzRKAhaKAICkYEYAKiAFAjKQvAHOdKUJep1yLzcWc8iuDrlbo1lklv1LFcJyim5yW8dkn3NYYeJcpxW7tIzkyxSSnHnuSOSSTucdlddQu+PX4kI7WvYPIkeTGnKpNRt90Hl8rlb08WokR69av60Ylk003y9qRx1TcoqSmnLdbI6RxwU9T1Wt92CGpRyRhLdvd+508aOmT0vyuqo8sssHmVY7k3Vt0dHVyWhPTzbZR2eWnFJPzcvsTxVqknSS4d8nK4qClpjT/wAptxmpJJKny64AeLqxu3HV2s8sZyw5dn5G99j0R1y8RW7i6SVI4RhLMpybk1HZJvcI9PivXdNxrsZ1ZXO3B0pbexywyk4ODt5I8JvlHacGlslVd9wrSlJOT0vfvLgx+HS1Cn3kIwyOaemGm/0O2hdkQcnJ2nqx2jDlFJKUoJc1pPTSRxzY3OcdriudwsjNrI/LOTp3sjW7/wDsf2OkMcYLyqrMyhJ54zVUlTKOe/iaNM+LtyN6H1h95M6fiXPBoiOHhf5YfYOLgtVQ26JHZitgPJKEVJtva+jOq+HXKyTX1Mzjpft+xrHKUqimlSthfh4ElxlmXwZ//dIqyNpKvP2NQk5WmqaCOUsGRtN5W642L4WX/wC79DuwBw8PL/8Ac/scfiYTjBasjknJbNHsOcoxyT0yVpIDi4Y4tOUE4/mXQ1PFGUU4V6K9h/SuL8krXaREpw+bE2v8siitaIyc6k/39Dz3ranXl6L0OqnjUpascqrquCYJ4fCjHJSa7oJWL8yTpe6+pjd9v+/+z16MUvknXszHgyavZtlHGm2pX9/csIq6lu639Tp4clVw9eSOMtXiqO8dqfUD0QSS35fPuc8mXw03LlbV3L4kZw1R4/F6epycY6k5R1Ph317MimLTCGqS3u5P0ZvHOM0mnspPp6ESSilVx5XquxqEUlUardbAZk4xju2vmOC05HKbdNul6Kj1OKkk6T8hzywV7Liv5sIjmp6cTVNpb2Y0xlkhB1S32VBylel15d0+6o6OS1OMatcBcRybyRilcU+seTWSDq9EW62pnGTnKNynT/5OjzTSTVO/9gYzoyeE2krf0D3rHCV7b78Gsk3KHldtxWxhy0JXBK/mQMdNMo4dMYrU1u7+5ZqbxKCcY6Vu75JKUm65atv/AL6oko03y09ml27hGpw141qlpr7Jm026uUXLuvxIytWRWtmlun17Mnh6UouV2qjXKCuiklBS1XC9q5RtW2+/VdGjhbdNrdOopdTtC1BalW/ToBpbNbuu/wDDM5cWuGlvzL5Wb47tPk1skuq6EHkw+NOOpZE2ujRf76nLzRvrsWP9v4uUU15t17m878N63VPbdlRiLzty80dtzWrPF6pRjJehME2884tJNLc0viMeueOTpx/UKsM8JvS/K+z2Ot7JnOWOOWKeSO/7HLJHJgxycZ6o9pckFwrXmyZHsn5Ueir36o8uKcseOKeKfuupv+qj+Sd+xR2e+5zfL0p+zjsY/qJteXFK/VGded7aPuwE21aqSi+62LkdfDSl5uOp58mtN20/Y1peRVPK2rrj/vUI6xSjCMVtwdcrVLfqeaOFuvPLobccq3tTX+ZAjVe33BnxcS2lCn1TAMekApBCFoAQFAAAAVAhQAAAMztZbAUKAECFQAAACFIUAQpKAFJQApCgAAAMR+afv/BsxD5p+/8ABvcCAAAAAJsGG6J03Aja7nDLdXbo7NXExJJwdphHleuWXyrlVwbzJKDcU9ne5uKqpXb7GJ6cklHdy6WVW/hZxyOUZeZcqz10ux856lSiqadbHvjJ6IuWzolWLGlD2Ku5w1vLcMfC2cv4GD5tS2xpVV3vZFdnFN7r7kUEn1RrZgDGmSWzT9yapLmD5rbc6D3GpjCab560aK4p9DGhqtL2XRl1MaBlS4UtmygUBMoRDRAFUyXgAAAFUMgIAYAEZSMAWyAAGxySmCigAIBgAB7kKBAGAMySp2rN3ZiRqDTit7FIpQDLTM8cckakrRYxUVsUARbovAAGZJSXF+h5oRbcW1Sj+56jM1sWDk3Wq3RjxJqainqi3z0OvVOunJhzippPZvjcqOzpbEe8r6IzG27JKSjGSa29OtkEnvGMvVHFWlBakqs3kuUo6rXanwFHVjSUePX1K1GG6jJ7XxsVq56FLbqvY24xbXhxqnuiPyzlvwq+rCo5Rk5St02kiLTqSUrtrYsbljkop1e2p1sGpJ/Mlt39ArMfmXzJreqO2Dpa3cV/Ji6lN1S736m8D1Si7fy/yEq5P8WHszX1JlX9yD9yiOdB1CKBpMqZhGkyKniQ3WpL6moyjL5Wn9TyyrL8UqVxx9u51jDTlyZH+LoUdXKMeWSMoyVxdr0OPw0nl1ZZPrSXZE+FV5MuSqi3SGDpLPGMtLUtXRVyahljPUlacebRwTc808qdRgqW33OuCMXi1Jbz3bYGP6mNRahJ6nSOmPJ4jktLWnbc5JRn8UklUca2PR7AZaBQERhCwgNJBoiDYEaEManUpxT26mZtpbcmpzlGCUIuUmlwUjlpjP4m4x8kNtl1N+BrnKclV8L0L8LGUMdSi1K7ZtPJ4r2WiuQqyjLRSe5xmvEyxxJeSG8jvJtR8qtnLDjnCM9TWqTu0QWcqyrb5Vz0RzxN5NSkq81tiOOajocl3bJDFN4qU0k+tbsoYtM8s8zapbL2GSc2qct+UlwzX9LDQl1XVFjjeRqcpfK/LQDM5VCEdpyfQTc8TlNu4qPflnRY14mu3ZuSTVPdEHkktGGUpta58V3O+KCx41FduTPg426cbruzU7SUcbSZRz+Ixu1lx/Mjpjms2K1159DdbUeWX/x81r5Jc+gHpxu8cX6GjzRnOMciTWz8p3i/KnafdkHLNkSloknTV2jnHRJuENVyXU9GvHy2uaMSUXlU1JLSt0GpY6Y0444xfKRqjOuKq383BlzgpSbbtbPsGWm6ml3K5x/MjDSlkhK+hzyRj/hwhfWVAdlJNtJptFPNK45lKHlpbqjrrTgnoe74AuRalaq0ebU8U1KPD4O03G5QlGl37nKUPLuqj+ELHolOktrb4oi/tpt7zk+Ec8Eozj4c+Vx3OyxpSvd+74CVHKcKcqabosp06SbYycLi001ZnGm5yk46U62KEnOMXKTSXZGscWo+b5nuxktrZJ0+DPiyVOcGo97sDsYnOnpW8nwiSkm9MXu+pa0LYgxJaIVzbtmFjyWrmnFvijOfJpyxWpaXyl0Oql5ab3X7lX4zLFilXlSb2OahOMU4ZH3p7ieSL/uLdv5fQyptqMU99VP6hG1mnGahkir5tPYeL/c0NVeyd/Y885vx4KT+XY1OnOKuk/lfoEW9GS6qMn9u5qKV132v9mcpvW2nLfm30NRcqipNp72uNgO69vVL16m47xTXF2vqeZZJNa18yeyCm+72W3KsK9UajVtbWjlOaUYrZWnuzCjKbT0/i3vuYePLki9SXe32A6R0tLS1aT3e7oyvNNtxbaWzfJvBFvHvts1ZjSo5tm7jzfVUFZnjqT33i7rk3Tu6+W/9/wCTWrUpOXldUW4zc2nsn+9f7AYdanBbOnxsuCK7V2//AH/ybU40pKrk+eyOdeRylPZbKvav4CF6JtW7jyvb/g6YorJGXzU1VPqjDi5ZHKXMmlxwjonKvKncHuvQI2tC0pSap7b9exvSpSuvMuUeepeJSg6a2b7nRLw1qmmnXPIVZQxQSv5eVvwdYpKO26fU80ssJTuWJuXYOay5Fji3GH4q/YFdp58cHWpN9kY8ectsWJv1eyO0MUILyxS9TS9SDxy+GlCLy3eROztkyKeJOMNbe6VGpZopyi4y2Tb2PNi+IeOMqhJwvZ9ijp8NVPIrX5mzrGEZtT0pVxsctbdLwcmlb13Ojz1zin9gOxw+IerJjxdG7fsSXxUFG1afqjlGXjfEOSkqUSD20OhjHK4bvdbMqlF3TTrkA+OaMPjik9ku5vkzJ1u+gHOUVLtTf6IxCKUeOib+51fWl6EUbcl02QCMN1a4il7m6vp9eKLvvuZf+Z/eQEcI3ut/YCl6fdgoxLJkhCMmk76HXV3RxnDJJQ8qqLTpPk7kQtMEpCn0YCSbj5XTOOPPJ604XodNxOrbXQ4/Cv8AtuT5lJsDvGSnFSi7RW+55vh3XxGWC+W7O0lCTjqauLtKwOhCkAoISUnFWot+wFopzjkjOLcZJ0atPgClJ0CAXsL7l6EAWAAAFB7AUGdSXUKQGgZt9EN+qQFCJT7iu7A0S0ZoUBItap79f4N2jEUtctjdIBa7kstLshS7IACaUNKAxlnog5VdExZPFg3VUWUE41vuFFxXlf0oBJutiWq2DbXMfsVONdmEcZyWpprbocJYVzy6PTlS2Zyxxk8qS2SdlV3+GxuOO5fM9/Y7HNZGl54tbW63RqM4y4aMtJoUk0119ieHUk1xFbR6G119ygedKUFSvXPr0RtZKb1NNR21ep1MTxqcdK8u92gNRnGTaT3RTO8Y292luzm8slGMmk3J7RQHcHKF625S8z/DfB0IDSa3MaWls79GbBRhSV09n6lssoqXJhxlBO9136lZxspi0zSCKCFChOpQFAAEALBFCNlFAQAAR8lohSoAAAB0AE6lJ0I5aYuT4W4VWDh4s5YtcEuLouWWRJyjWlRuwjsyQfQxj1tXJqmtqOeZTS1QnpZR6rB5vhsrniep3KL3MfDynLPOOSTbXCM409hDj8TaxOm76UyfC5fEw0/mjsxg7pl2fU8PxEFDLiq1FvdWexJJUlQFZLTdJnn+Im/Fx4rq3bL8XCseuLqUewwdXBbNbbHKaWpOUUn0Z0wz8TFGXpuaasDnjkt11TJl3rbqv3R0ceqS1HLI+JSVbq76AWcG1GVpKK3+x55zWjSpxfN7M7yyKeGaXFHBN2rjS01tvsVqNxk0vK133T6lt6V5lcpbtWSMfK6h16smi0k5JVK6QG1LzpyVJ7N3ZpYrfmbl7s4YmtXybem52jqcactMl9W0FVpKck0qavgYZeddeV+phqMZ1K3cXu3ZY9ZLZRe21WErrl+aD9Sszk20e5RGKvJasIoRFyHqqo0vUVuWiKxgxvFFptNt3aOtbAWFcYfDRjJtSlpf4eh1cFppNpdkasUBiGKMIuMVsywioKoql2NADKhFO1FJ+xehSAQABkQAKDMylpRow1c0gEI35n1NrLGKp6lXoVJHPXli3WPVHpQV2jlhLZSRTzvNil/iY2n6xEfBfyT0+ilQHoKclGa+XJfurMzeX5Gou+wEnKoNvbV+xiLWPS4W4y23fB0jO5OTg64VbmW8Tnqc3GndPYL4TlmxJyk4yXbqdcO2KPrucW9c9X4WmkiY8unDG3GO3LKj1E1J9UcpuCyRcpvVXCOsUq2VEGIS1S1LZPamtzkpScJtRfidqO0kpcNalwWMlL0fYDni6tKVvv0M6XJzjki93sz0IAeCEpY8miXzJUjtCORQhcdk3asfFYtcNa2lE6fD5Vlh6rlFQUHe6WlbpXyyaJeG+NT+Y7VexG1FW3SIrChNSbTVVt6B4norVvdvbk3qXCauroktbgtNRfWwMyjJtcXX0JhhOGrU07dm5QcpRak1XRdTQHnlianSm0pO6o28bck9VOPoalq1xSrT1NL9QMPEnGnb6iUY6Hqbru+h0OWaLmlGPN36Aeadxn4n4j0L4hPFrp9vqYeCUXKV3a3X+xx0afLKTcebQWeu+VRcVHJdy7I28lRjpWzdIxjUZwTcnLpb6G4wUU1bbXFlRhZ9bnpqltzu2MlzTjJpVzXBjN8PBKco2pJWJU4KeltyW6AsGo10bW3ojrq23dy4dHGGSDjWnaKumr9yylprbZbATOkoScYpt72SEvKu3Dsni6rVN1yuLMRd8pKMo9wuumhWtlfZLqifg8qp1s+67EjbXbi/R9GWDtNPlPp37hGJxU06dvo3+hY+ZLl9Ul0NtKMXKSbS6LgwvEnGbhHSl+FAxuKjr3p324ZiU1KSm7ae2k1btuTjv26+plf40oS2Ut6XcDvHbTJprh/XgzKGrHKK5ape6ZXkWmr6VfqmVzWpLq3f3Axim547VWrbO3VxrtEzDGottcWk/Wi5JqKerbuu4Gq5a70vY5aVPK64b5/79DUpOajFKu6N1HFjbe/dgYyY1oUmrS59hHG5J1VX3MvO5KKcXFSdL1NY3ozPG+qtPuAXw/ZRSHgP/KvVHaT0q3wjHjw0qe9PjYgz4ORJVlqvQnhZrtZv/wDk6wyLJbSdLbcoHHR8Qv8A8kX7ok8eeSVyhtxVneTdPTz2OXiZL0+Hv36Bcc1hlJXlyWl22NwqCWlLzfKjcMiyOUUuNnY8KO2z29QjKytY5cOUXTroac3jh52m26XqaWOMW2lu+SyxwlvKNsDytVNu929Kfd9xmSWKeNfhSa9T1pJJJLZCSUotd1QHnxtzjjipNvluzemUZ6fM07d/wPhH/ZSfMW0dgPO4yVxUXKl5bOOWCxTxzUWotUz3GM0PExSj1a2A8y1Rk/K1Bqj044KEUuvU44J68VS+ZbOzrjl5XF8r9gNdUZ5S9XZq916rYkXxfYCP+bLw6FcIX1a9kBduzbMtNLyxSM35mrfrutitprbze0twI57/ADNfQDV6v6oFGykBEKAAHPLCU4OMZab9DEIzx41DSpUtmmdwBwx4dEG788t2coY5ywtPS5Pm+Uz2GXGLd1uBx8SUPDxV52t2bjOSyuLdxatPt6GpQ1NS6xezLTaadb9gMf1EdLkk3FOmzbknDUmmquzhHG44PCp6uL/kznaxfD6FO3VUUbwJR+Gc5fiuTNfCQ04IvrLcz8RccCgutR2NSyeEowrd7JAdIzUpSir8po5Y8rlKUdPmW+z2Olyv5f1IL0CJ5n2FPqwLZLXuXSuxQM7v0Gnu7L7ABS7AAAAGAFggFYIAJH55+5s5x+eXubACgLAnA3KSgI+B0HTcjaAPk1SaMmgMSguDEYeGnStM6lKjCaZXFNNNcorimTePqgIk03pdbBymuikq6ciLuTNEUU03T2dXRqjDimt6IlJXpf0fAxddK2I4JyUmt1wRZK2lt09zXJFed49EZao6vxWuX1NKeR5aVUkrOwa2AxlnGEW5OjGLLKoKcNOrh9yxwRUnKbc30voc9SheTSqXFvd+wR6gRSv3rgoVhw6x2339SRd7PnsdDMoqXo+4lSxEaMJvqqZSstAiYChSAAUAihAGiodCCigCNFIBQRFADoEAITI4qD1fLW5STjrg43VqgPK/hp423hn/APqzphn42JqS01szcIThFR1qSXdbmlBKLVbPn1ARSUUk7RjMv7cjcYKEVGPCJkxrJGpN16FR5sSeP4qUXxNWdMf/AJ2TblG/CW3V1V3uRYYqetNqXcLqz82WMU1aTZ5//F+JuT8s+aPTjhHVul4i6m3ig3bin6k4rzfFyi1iaafm6HT4jMoQ8rtydbHXw4XemP2LojzpX2Irh8Thc3HJD5o/qblLxMTSW8tqfc6/QDRjFBY8aguiNWWidQOcsiTaafvRjXWRxk7vg1JpJv14MyS1JyXXhKyoynUrapS2Y82tLeKqt3yzUt1XTqZUZzxppK2uWGoaZPql7Kv1JUVLRHTJv1t2blFOVeaVdFskajjlHhRxr0VsKzFzqvDprq3sTmalKVtdILb7nXw48zbl7moyhLaMk65oia4xcIvypX6bsT8SUb0uu7e/2NynpkoQirruRyyKSumuy2BrMm3GDkqeo2c8kptxtJLUdVwaYokaMo0QCkHUitIURbF5CjFhjgALOcpNzUU6S3kaU4ydJ7hG+hLOcpapOKvTH5q/YxXiapYpc10A6a1r0K+LNHKOGoyV1qfQ5pQcZZJbJuo16FR6Qc/EqbUlSSu7MbtbtqWR3V8IDsSP+J7I5rIkoaY3FuluIzfiTpXVXT6Aeh0RQvdSkjyZcjyK7rTTVPueyHysNJUrrVF+jRiWNP5sKf8ApZnDp3yS2ktpe5YZIxl5nJXwmVGfCxrhzgzm1k3lDLdulZ3lmUo6YW29vYxGMcmpS0qlS/3Aw55o494xca5RjX5EpxmlW7qztGDWPzz0x455OijNNtSUl2YHmeTFKuLXO1WzMVF48a1vd8WdM0JZNdRW2225MeHDOCb2dFRumpublaj3XLOni5IuKcLvszl/SRryZGV4viE7WRS26kB5Y+Nbg7WyVcs3GcZS1bLI1xfBxfjQglOF6XaaZHnjKcXKDXRt9gr1Y5uatxrpyNUpSkkqrqeeOiM/JktS434fY9carZEEUUvdnmy454peLj37o9XUMDGKayxUk9rNOKkqkrXqebIpfD5fEgrg/mSPTCcZxUou0wNUgCOSStukBQ3XLMPJHSpXs+Njyyyz8WeOa+Z0r6ID0ZpxhTb3vhM6RaaR5545LJjS+Vda6m3qllSUvWS6Aankjp+ak9tXYsJR0JKWpdzh8S9c4YI7W7Z0WRLHLRVQ2A3kyKC9XweWTSg21u94+hjJmcnqaek5vJKrbtvhoSLbjrjyeHJ3FtNrjg2/io/llw+h51JuXuXFck3JtJGmddcvxEZKSuS222OeOWSUF5qinW3Jm5PEuG5PT+xYQ06ab1Xun0QHWNwinv3d/qZjO4J3qfG/7G8jqemNOV8NdzCSWzWly6Mi4OKnLSm179CKSTcdNv06NGoSns5VGPFdzeOMpy81Jd+7C45yaaUm20+UuiMu5XJK0tmq4R3nBK07SW7rsdYaKUo1v+oGJJywx0RbSq13Qak60qr2u+nY7rrT2/YN2qdMI88oS1NRSSXHWu5ynCSipfjj1s9Mtmrv0dEdPnaIGMcW4wdxa5e4WNxTTabaVMuJ+HN45cPeJuWKWuUk9mq9gIpRjUVvV16sx8Soxjre8l1s3GE1CpVxRxljlkzaNTcY7val7ATHBzxwTbuTtu+h6G0qhGLWpbMysN6lKfKpJdAscYeWWRuT2Tb3AzjyTjj88FKpUtyfEqU5Jx+aG7pnRQTae6cVsZnF41Npu5PqwEsry44xi15lvXRGq0xhF7SfC7HLBjUM9SVOW8dz05IprU1endActfl8rqKe7IpykktdNu+Og8V6dahFX0vkLd740lFbN7hGlKWTU4T8t0tupFkWqbbbS2S7sy3kqCjWzuVdjpFJytv5enqFaxw0x3fmfLOi/Q45pOKTUqb2SKm3KLUnpS39SDt1BzjlUpVGL679AsqckkrXfoBuclFWy9DCkpyap+XqbA4YfLmyw6Xa+p1lOpqOl79ThJ6PjNXRwOkZttfmlv7IDqZnaTaaSS32MY5NuTc7SdIxlywlOML2b8wHHVKE1kbVTe6O8npcZL2Zzy49euUI7KNJI5YpW1Caflf3Kj1alSdqkzMm0lUknb+xw1qOqOhyct67G8TeSMlp3k9r7BXbIrUalvyl3Occ8ZY7dXxK+hppwltH5VUWebLCeOOqq1PzRsDU56PiFKDXHmaR1lkhJ1qi63ujGPHOG6fPNoKM5xa4b5fcCOMJb/3d+wPRoyfhnS7ADYBCIWAAFgoABIAAKKQASUIy5in7mgByniU2nck07VMmXE3khkjWqOzvqjsQDEIpNvQotm0AAAYQApAAAABkKzLYGrIZbFhGr7kszdmZS0xbfCKDytT0qLcqujWOayQUq5POnLRrfzTklXodHN+eMNlBfqB1j88/cs56I3V+hwhKbm48NpNv6FVzktUk1DdtdWFd03W+xTgpyUIvU/PLnsg5OMsjlKVLjYg7mZSqLfY4wi5QTcpc2t+nY5Sk8kVbablUkuiKjvGU5Y4ypW969DV9zkr8SVKS6JdDMYtRtweuq9wOykr5W5qzjHHplGkqS+vudFfLA2UzuANAlgippTk/Ybr1L+IATUuHsUUmTS18rAr9jPmjw7XYuqvmRdmgLGSa7OuGVo5yje6dS7moy6PauvcmLK0ZeOF3pjfR0bBFeepY3Fu55Zbc7HRZUmoyfmq3XCNtJ8qzCxRjjcYrZ2UdOQeeE8ix45JJ20tKXCO6km6tWAklI5q09L5X6nUkla9e/YSpYyUze9P/ANlTKjQIOoApAAFgABQAAhQBCk6hAUAACFAAAAQl7lAED4BQjHElt7nTbk5T4vfbfY6rclagwNwRQBsJgCWrozkbUJPduuh5sWPJLJGUlSW/uUdMsI+LF3u+nRhv0W2zd8HLPKcpaVd3x0N+Hx07oqNRSum/LzZNt9LnTfC2FOXC8vbi/U6YvMtTv0CkVKKqMYr3dklHLW017LY6mZxcotJ0+5BzWOT50/XzM14Se7cm+OaGPG4W27bOlAZUIxeyQkZzSlFJppL1OTySv51XpFlMXI60/wCpHVHnbcmrlJ79Y0j0IrNilREN3sRIoQ6AKpU6IERWrsMgA4+E9OSOqnJvc3CLVWldU2aLuBzWNxlJx/E736BQ0pJNpJ37nRtLdukOQMTjqi1bV80R404Ri+I1RtkKjDxRbl/m5NOKu+q2KLV0BycIw0rS66egwSi5TUVSjydHseda4zcIRUW7ep9QRvJOLwqUVs5Lod/M5xpeVbnneFzjp8T5Uqrud9TjjStag3eMyWnVv5pO2jlLG57t79djtCOp2zrpSVJFY68UVJNpy36s7xhKox8q08ruYy49L4uv2NYpakmt3FfdCkblicm02tL29kJQaUpabdUkdVTSa4BFeeP9t3GMpRfzbF0tNzxU0+Ym5ZYwdN79kXDGotvmTuijEXjm/l0y7cMslpi3CTb7cmsuJZI9n0ZnFJR8kklJfqQRxyNxlLS66Gm9vNjf03OgA87+HjkdyioLsuSf0zjLyZJRiekzlUXDTLZPYDhWeDpZIy9GiL4jJF6Z47dX5T0KMU1S3WxWu4HBfFY2mpJxfqjjbxNTxNNN+aCZ63CLu0mvY45Ph8bnFJab6oo1gkpxvxG9735R1Sir9Xfc8kvhssJ6sc7fqdIfEOLUc0XF9wOmRuKioRb33S7EzQ8aCVO75OqakrTtF36EHJOeuSkkoVszMIyWeU3F77L2OmRN42lW/cRjJRW+/WwOawPVOcn5pKl6HBxkorAn13fc9GXNoh1Teys8spaVp/FJb+iC89c5dUmq6GYwcvpuS3OVI9cMLjHpwaZc5Y6jXLbpHWGBRVW6rcnhty1Sk04v6HTxY3SaTq9yCLAnk16nscnBxztvjvZqeacoy8O6/N/sahCOTFC23Krqwsc6cpLTHU6+Zkp6t4Jz+9HbFqg/MqXZdDt5H7hp5ZYd1qnUpOt+jOsfDxVHvyutmssIVrcU3wl3ZlYdWNR2i1v9QzqeJq2at9KXKOSePSlH503SfU7OMsKb2cpOkqOKXh5Ya6ap9Aa9eKeuCk1TMZG090tFWy62pqOnpfPB55LLKEnJpqXV9EAj4vgxfVve+xhS2lJ6pRTqBta4rQ0nFR5sY9UYxTn0bYCa1S1Y22obu/2PQsiyJNPytHC5QaSk6d7NdDkrjFp2lLZLswPW5KKbT25e5nAmk5tSuW5yinaw827fsei9KtW6A0+btnKcW5pp872jSnrhqpr6mLUZcr1p0B2Svc4ZJq5yfR1udIyk00nVcMRaeNa0nOXRAebJtkc1LeG/PJ6ck9fw7ceZLYktMfmpKuOxj4WSUG5y+XYDU4uOLTHmqpCMXHQowenruaySvTpkt9/oSE1G5SlGnwgI1PRel6m/N7FitCdQd9js3tzyYvovsiDEIzlOUpxd1S9DWnIo7Nar49CeOqVR/FT34Ot/+wY8+ZSx4XOL0tyTZtYWsTUX5m7L8R5vh50r2N4neKL5tAainSul6IoQlKotvoB5/iVWTFOtk6Z20R28q29DzZ83iQa0Sp8P1O2HKp4oybV1uBvRG70q36FUUuEkNce6LfIEbqjzfEOEJRyfiTqu6NTyTb0QjbT3k+EccuFx80pNv8T9Chky+esUbl3O2LD59WT51xXCOePThmtvJk4fY9V6Y79CLqSkly66bHmztSioRaWt79WTO5ZJXCW3TT/I+GgmtdcbL/cqV1p+vu3sbitOzbbJLi727s55srxqMYpOT6Ad3kgnTlQOEfhlKKc5eZ7sAdzp4X+b9DlR6hEcvC/zfoPB/wA36DJmjCWlKTls6UW6X0R0TtJq9+6ouDn4P+b9B4X+b9DcZKSuLtXQlJRVydK6Jgz4X+b9B4Xr+hqMlJXF2uCtpJtukurGDHhev6DwvX9DUJKcVKLtPdMraim26S5GDHhev6Dwv836FhkjO9Le3dUWE45I6oO13GDHhf5v0L4X+b9CrJB6qkvL83oTxoaIyu1Lik3YwPC9f0MzhpV3Z1i1KKcXafDMZfl+owcgAQAAAAIwDZizTMMIoJZmU4xW7ooTnpjZ58jalT8yfRnZapX2fymckFpoaY2lGUF26HRQjd1v3OGG1ae6vY7JgIxXiSbXD/g2oxXCS+hiHzT9/wCDaAoFkZAZnuUMom7+Wi+H69b2JjkknF83udLJVjksb/M/YqxyX4r77HQdCauOemSq6f1I21zFrazsgNMcdRpM21exl40129i6mMp+ZGzk9UJK97ZtMo0AgQGZ0pbrY0AM21yhtJdGjVGdNO47AFJxe+8e/Y6cnLVXzIu63jTXZjDXQGYzUujT7Pk0yNMPGtMkvLfY4Qj4MFKcXcNtup6upJJSWl8AYx5XKTjKOmS3qzoeeWFxk5QS1Se8pdDePJdRbcnXzVswNyipfTgwm06fJ06ElHUuaaEqWIjRzi75VPsbsqAAAAAAAEAYAAheooi25AoHJQIASTUYtt7IBavTe/Ypyi6lbXnnul2RHlqEZVTtJ/5QOr4Oayx8vNSdJ0J5JRxq6U3svczpjj0cvpG+jA6toy5pJNJtN1aOWTU5aJSrU6XsVyemcqdLaMUB0bTbS6cmoO4Le62OCemoLZNfM+rMpzc9F7cevHIpHonNwjqq0YjllNxcYbSV7stuU1Bp1FXfdnPHHJDC9nq4r0sivRad7mYWo1KSb7nKUJtTcYpaklT7G/CTmk4rTFUvUK6a4pK2t+GznkzKD0reXYy8HnelLTs1vwYljnFSlJ6nxsufUqHiOeTZtJdGa+aWm9lz6+hyw6tMppcy29zpHG45ItS2rjuFaTulKVvsdUuxjEk7fXjc6kEFdy9QQKOeSbg6Sbl7G3bTrZnFNxvU3JenKLBjPKTi9T2vZI64MutaZfOufUy0pNNbpd1wYknqUo7SXLKO3xFaN+jQXAi1mg1JU+qMJuMtEnv0fcRLGwSylZWxdE6lIq2CHOc25ONSS71yBY5JTzSXEYo66l1a+55tEvCe0rk9/RFnDzeWNprS6YHbXGm01S6mtSurRx0S1LUtUdO/uPDk5Sm6UqqPoFaknJxa3jy9x8RNwxOua6CEZQjGKSpLckscpxqdbvf27AYUpa8cdT2VyZ0WWLlV7/uY8FtSuVNvp27GpQk22mltXsVBZY1169OxJZG4x0Jpy9BKCeLRdbcjSpSUlLdKtgE1PVa4QwxajOUru+4ySUXTly90Z1LM/Djagt2RZE0vTCTxvU+XF00dYYlFqMbfXc5uMseWKhKWl7tPojvheqTdhf06qNbFACMZY3G+qPLvjmnH6f7Hte55s0KvsyxmxuGSMVz5XvFmZ5tcXHHu+7POpZFKK9ePU9FXykFc5YVoqMZa31PQnNfg/U4ycY0t/ZFUrdapJ+pU111ZH+BfczNOa82O/ZnOVqlqk2+li5/5vuTF0bnHicku0lZqGabaTSa7pmbnHepv6ow5zcbSb7XFFxNd1kepLZ26pGtUZzcd7gcU5OKUlF/oE2na1K/ZkxdekbnBZmuWn+hpfEY7puhi66+5yV5Jp6aiuvc02pxelrdDG7xr7EGzMoKaqStDWvNafl6mfFTcUk7lv7IDk8EsbcsMq/yvgQ+JrbLFwffoekzOKapoDLlGaVO1fQ6Hlfw6UrxTcZc0Y/qp4245I3W1oC5ZKWVt8RODdptre9yvJGWyfPN/Ujq/2LD9V0wQUUpPds6qUY5Hktu9q6HGGTT6P2Gt5Hpgt+rYRrLkh4e+9nOEE8sfE4ktlfB0WDG1Urcu9mmoRuTVuuv7AXLlUMalCW90lR6IUo8JP2o80I44SUVV879Dcc3ktztsK1J6pPtu9jlimm5RubpXv0Jq1XOLlF8KupaduUberb6hasNMpJTUlG9t+pvUl8V5a0tbsxKLca0uo7LcSx+VuL06dt+oSO0scJNN3J8rzHPJ4fh9G7rZkjiyKDW1p1foRQlNyUZRW1ewCE8e+u9+u+6O944w0pqq4OChJZVqpp7L0Oyxq7cm69QPO9XhTST56IY0n5anbW7fQ9Dxw03p5OXxCWONxStulsF1rDL+2tUt73s1NQlBqT2Eca0VNW0uhy+JiseOTSW/ARPg2pW27l2Z1lJPJofa2+p59GTRinCtT6JHXHN5XuvPHlBGZzUsbfW64pouRyjjahqfrX8nWTjGEnqdJbpnHHBrHqk7b/zPYCw/vRrtu7ZuK16U4tb2/wDYzFyT82yXejrHJFtRXX6BXlzOoedU3LfqVP8Au69PkaV+h2yaU6buuEuEctUcUNvx7W+EAjklLUo0urfp2N44y8Ry2r1fBYSioO8kJNmcc4RtOaX1QK9STrmzF9N37L+TLz4tPzpnPx72jCUvbZECeKTtOVR52RlzjKUZNyUP5Ljnly7pRik6bZ2WOCW0VV7e5VlSeWD+HbbS1LYx8KtGNTk3xsjUvhoPXXL6vc0oSbbclTVbIiN+KqTSbtX9CeKnG0m3V11Myxxpxc61UkSWPz+WTuSp+wGYtuLyzl5FwqOPw1KTjJW+VseyWOMoqDVpdDhljFfFY21yqA3GcnJLy2ua6EeV6XTWpbe7DlDFkS0Ve9mlGMpqaSrp6sDPiSlFq4rS/M2E5zcWmnGTd7co6OK1N6VbQvyezAkscZwlBrbp6HDXkivCk1q/C31R6nzZjJjU401uwPPGEo+Ti03NpF+H1eErVxvyp9TGRziljk/7be812OznGOLWuu0UuxS1n4hpxVy+nc5Y2tUZyauf6I648bd5J88RXY6qk/ZAcqxdFJg7w06I2+ncAWj0nmZ6NUe6+4iPPlg/6hy0ZJJxS8k67+qEsbc7eJytJRuSuP1/2O+qPdfcuqPdfcqPMsEkk4xUZ6pXL0d1/BiOCaW0ZJ+W7cd912/k9eqP5l9y6o919wPJLBN1cW15tlp2d+p6Yx/txjLekrvc1qj3X3GqP5l9wMYYuGCMZLdLdGlax+WKTS2i+noXUu6+41R7r7gefwsk5TavGpVal5r/AF4Onw8JwxtTq9Tey9Tpqj3X3Gpd19wOcMdZMlxWl1RiMJ444XocnGLTimjvqj3X3GqPdfcDGGDhijF89S5fl+prVHuvuYyNOKprklVyFFBBKBSACMMjAjM8FZGyoj9Tjq1y3W11TOi82RpvhFloTlqaV+oHFSeOOlrUm314OkZKfV7VzsVpKLtWr2OWB+JlnJKlxRGmlJ48VUmvU2tWlX17EnG4aatUXE6jok/xNK+qCNQe8vc2Rx501ZNTXKKmNgynZoARlIBHFNUyaX+GTRoARSml0f6Goz1OmqZkjV1tvfQiyuwZFuikaCFAHPNxF789DJ1mk1TV7mfDjfBdSxEwXwl0bX1I4SS2f6WNTKtlsxdSp9ShGgQJhVruZ018uzNCgMc7SVMqk4Op7rhMrVrczuvVAdOd09inKLaa0Vp/KaUlOPVPt1RMXXGWXJb42dMwpOSSx9OYFyYXFtpOSafQzgwZY5FK0q5KO2BzSinTi1dro+x3JWwMqxOO+qPPUJ2jdGHHS7S2fK9SypY1yCXRSocC96AIoOoAQABVAeeeTLDI4xhrXK6GcmXNKLj4VNr83AR6kDnjk5QTez6o6ADM4KcWmaAGXBNpvlcE8OLbdc8myARwi3bSfuiuKZSEVNmEGuxeCiGHs00lt+x0MsrLSqlRTOP5eK6GuhlsD4A4IIc5yVbP/wBHV8HDJiuaknSW/qWDKlK1dUm2ku1G/DlN7+VLqmcdcHaapXvR6oxqKXYp0jFRjSNAdSAOoBBG6TbODyRlllFXa6HoPNnhGO65k39CwH5XqSdvswpttuW8fbdHJ5cmNebzR79TUc6l323oqNSnGLUoXqXK0vc7tRzY01/6OTk27jVdyKfg5N/lfzenqFVNp6Zc/ubRqcFkivumjnFtPTL5l+pdZsbL0MlQRQiItkVeBROgT2A1uDLbrytc9RdLnYK0Qiknw1uVNN7PggWQkpKLV9SlR58z1J0vl/ViOrGlJxSi96XRm43jytSlcXvTXDLLGn/cj+X5e5dJHKdKWpL+5Sd8/Y21K1mxp29pR7mowut7VbbGvD7Nq+aI1rktXmnLdv7I74OX7v8AczkjWN103NYOZe7/AHCdd7A9QARjIraT4s2Zl5ml9QPNmx6XaNKWpKX0Z2yR1R9UedVCW/D5KymTyy120qrYw4vJCNSble+/Bqb1zUKem7bLByjlakqXfuVGYWsjck3GPW+DSWrInL8O99DpCDjj0yqX8mMm2JJJL07hTLl20xvU9kItJqHWuTOiUpOTpWqXobjGSilStbBEyJSqL6nJU8O26Wy9ztGDuWp3fYnhNOO9KPCoAqhCqtpEcqcXo5K8baknLl2a07p3wBi31irutmTHm8PJOL3XKfqblBSadtNdhLHGUHGqsiultxUZtWt5UY8SpJ7XPj2NYoxk7aqa2Zvw4VWlV7EaSLklTdye/sXLJxxykuUixlHS6pVszEpSlPTFpKr4soQhS1atTfU5eXx3GUY777nZtYce72Wx58jhJxyPVfFILHPIo5HJqKVNLY5Tho4e3qeilvaWO+5y8OUZx1xuT4bYSz1yt7ak0v3OibS246UbcJNU1H6KzLwSjvFv7DT+a0sjr0/9lctS3+v3OL1wfmiuxuLk+FF3tz/3sDK6RknSfVfx/wCjM5xk4t8al+xhSlW0XSff2JKOpfKwY6rJ5Gk0ns013NQyq1BNtp/rZ52pNW4vijpGLc5STTVdOm9BGvL4009kv9zotGKM3u00n7HF/PWpKUm7v3/4NSlsqlak91X2A9Kyp15X5t0eelbyY21J9O5vSpRktWz/AGX/ACWMFSk/mX72FTxZSfmWlLy/Uypytucq07NIZYyUrXmS2r1ozF04yfzJcdw09UZqatPa7OTqeWc2/LD9znN/3FCEtKrf1OsMSjGcdVptBkUpzx6knco7Uc/jG3ixp8t7neEPDajbdOl+5zn5s+PV0tsCyjSUVtOSqPoc80XFxcL8RfNXVHecINxcuVtd8EUYSlqSTkufUI4yzLM4QvrbtHWbTjzBrs0c8uGL3xpJp8Fjk1wSjKn1jJAZcd7pJrfaPJq7jafsRby2236SpHaEI18tb97AxlflUq0urTf+xwm1p1K9pXudviJRjbb3a6dTzJSyJ7aU+7tge2WLHVqMfscMeOCbtKmuWjpjyrwINt8Vtyc45fPtt9kFdPha8BKknFtPY6Pjbf32RzxPRnnF8S825ucraV39NgOMahn3+Sf7nr4/g4Tx+JCrd8p9iLM/Ck5PTOCqgPTwnQ4+hzw6vDj4juT3Np2vqQZyQjkrVynaNJRUvU555Rjjcn9DzqL/AKZxXmyTa+gHt31fQ4fGRuGq6072dINKKTaukSbjk1QTTekDEfh4NW5SkvVmo4IwmnG0n0szgzRWFOTqlR08SLhGV7NrkDX4voOXLsZc14mjrV0cMnxM4ZXHRst37AejqTLJqLcaujlHPFqT63SRj4jJ5lCSq+XfQCvJ/Y1uGz2UedjioSlPXBaPyp8G5TlkyxxwVxXNF1uSmkkvVlQw5nTjlTTu2/Qw0lCUnHzTdRT6DKpZcSm/K1tVcmU34i1tqUU7v+APTHFhhFRkla53BzUHlWvVp1b0APUwDXhy7fqQZBrRLsPDl2AyVF8OXYeHLsBkcm/Dl2GiXYDBTXhy7Dw5dgMg1ol2GifYDINaJdhol2AyDWiXYaJdgMgrxy7Dw5dgMhmtEuw0S7AYMs6PHJK6ObZURmTT3JWwRwh88ZO+XuefNPW2+7qrPU415X9GZ0JNZK8778Jhp0SahCC7bszCDxrpTe/cTzqKWy1SXU88MihlUpNuLW7RFbVwzaVJ6eDtKNNTTXle2xMtVK1tXIi3DHGElswO8d9zVHPxI41u265pHROyKnhq7Jokls7OgGpjk9S/D7i+6f2OpmVKLdXSLqYxqRFKL4ZqL141NRq90mcYznPG5LHG06SbGmOtq92EnJrb6iEZqtWnjdLoXJLTBpfNwkDG1sVnNKOhQlK2+73OhGgAASXBSS4ZpAQFZAI4pqmYcJLh37nQMamOTUvy39RuqtcnUll0xzU0/Q1ZZJS5SI4dYt+w1MUjMpu6apmrAlGWt9/ujoQDKnXPF7UdE01adpnNrfbYm8XtsuwxZXUGY5FJqL2l2NGVAABzrQ6/D0ZpFklKNGE93F8o0zWwRF6AGUEAADoBzyqWlSgrnHj1IseuSnNOMu1nVbmJ5IwklJ1fHYDOPHOOSTlK0+EjrZCRkpXXR0BoBAAQuwYVOoAIAZQBDLNMjKiY3er0Zvoc09MvR7HSiVYDgWLsioZyNxi5JWzYruB5dWuLcYKMrps7YoyivNLUJQTg0trNRVJFFLWw5HuQOhKHJQDMz06W5VS3L0MZdTg1BbvYo4Sg3Py3p/c5TxS8RyTXdbnqWK0tb39DjPFJZE5VJdEalZxjHku66O2l1Om2RPTx3fB5pQksja5voenGpSfnlFRXT/gVuetYcqinFW4rhs6zh4kVT36M8s0oT8j8qfzdmd4PbVD6xIWYkJ7tPaS5RuyTljaWv9RTq4vUuzDOKVcGVNXT2fZl5CK+55W3ryNJ7bL3PQ46mlb2Y8KO3PN/Uoix7Rp/LGlfcng0qT2qjb3q72fQpBwcIvLGC/Ck2zSloheNKnLr13OkccE3LTuy6YrhVTsDlKfn1PdRelLvIPNKLmm15Vt6s6qMey3dlpAeb4iMnDVLpXH6mcU/I0pNtKk6+56znKEVOLrnYpGltFVwdIu1vyc8LTjV8bGncd0tv+7EqrNXFruifDu+etP9Da3OePy5kvWv5X8kHoLQIUDMd5SZozDr7gVnDNHmvdHoOWaNqyxK4weqK5tceq6oivxdN6oyVqyxclCMH04kJq4qUVT+ZfyFmN+DPpJr6mlikuK+rOkJa4KS4ZoaY5aJ90PCl+ZfY69QQxy8J/n/AEHhSX4k/odQDHFxcel+xm1w9vc9BlpPlWXUxyBqWNreP2Mp81z2CYy3omp9OH7HoPPJuUZJRuuTGL4hQhUrfRBY9LhFu3FNnNacWTSo87ttmX8TaemLTXdGFGbx6qerrsGnaU9dxS+5ycZRlFWk36cI640oqUlF2+lHnza5ZFcWtTpK+UDVzOCg4KS1M01J5INuLV7DR4fhpRVt7o0sc1VJdX7MJrprj3XNB5YJLfl0YUJKUfLGkv17ljiakntX8kFcsbim6p+hy+I+Hg4XCNS9Dc4yjqns12Z0jN6U3t6AeGMM0Y04XFX0OmPJBwUXG5Jex6JZH4igo3fDswoRzxbnFWnVoo5VGUtKbjLszMoaXcdmvsyZYPFKlNTfTujrjy4/C0u01ymTFl/15p23VNSextLS0o9Nm/U6ygskLW8X68HCL0eWXy8X2LpjpDI3JtJJXsdIy8v+l/Y5SyJP5Xvvt9/9iylp6N3Lp7/7hHo1N88q/uzEkl5lyrd9exzcrj143rt1f3JjTTlT6KrYI3Hzyk9K2aptbsJrE22nV3+pqeXS1qi75dIxtkUVWzr/AL+oXXXJPUlVptp+yOetf1TVN+WjTi5KcVW8kkzGNSfxGR7dgjfxDuCSWqUlTRlVCVpU4xpdLLH4duSl4jtpieiEXKcnUnddUwNOezdJtb/8HDU45mklUldMuttvUnFPd29jjNeJckt+bYR18SSXCtehqOSU5VjUNlu62M4sSmtbuffpR3uONxi4pXwqA4NR06pvU5bX2MKUr03v1bPTlTg7fyNfKl1PLOMox1NcOlfYLiprUlHbfyv0OuKMnk80rr1o87alPouqfY64MjlaVav0RU17ltHjcxWpq/3MSn5pK40lzXUuKVq9O/ZIiusVv192cM2NZ86UdtK3keiSbVKSXqcY4YwU6bprvyBzcszlpUtajzWxrBOLyvzNKq0t9S4o44RbjJq1dPqHjwPTv8/G4DJJZM2OC3S8zLlb8aEYXqu37HGOGWN64rWrarqahmk5vSlXZ8gbTjLM5OksaoYpQmsuW0r2vsah4eWLaSdyrguaseGTjFdgY8sNClK78O7iu7O6n4kowklUaf1Ob0KTSWuqe7/73OmNxx43GUlqfTsFxVP+5KbUrT0pV0JjtzyPLGtXF9uxzWVY8k2781NbGouOVxnOT5+UGMwjKOZpq1CNL2M5Ncsu8fPKqp3SOvxEqcckU0499rMYckIrVOScm19gjeHFKDm5Jb0lubxwlji47NLdGXmck1DHKW+zLPxpatoxVb9QEoTlkjKUlS3qjn8S8U8ainc+lHT+n1S/uTlLb2NxxxgoaUlbA4Qm4QUXlapcOPAN5dXiMBHfk9J5j0iADzZq1T1fNpWj39D0LgqKDyzh8W5yccsFG9lXT7E8P43/AO6H2/4A9YPJ4fxv/wB0Pt/wPD+N/wDuh9v+APWDyeH8b/8AdD7f8HTTnUPNOLdf96AdyWcFjz0vPG11GjPXzR9QPQLs87jmtJSjsVLMt9cdwO4M6uTl8QoyUVN6VfZVx6gdk7KeK0oPWkqh5Nq3349eDd+d6v8AF1qu9bfpyB6W6Cd36HHK5PJUZaUot8dSYpS16ZSu4qXAHXLJRxSb6JnkbdKluz1T3i0+x4dTm3UtNSqgOhG62b3Z5Xk8R2pNbnXG+tX0thFyZahel+j7G9nHbruiOnFxrdlxxcag91WxlpxyRvEnVtO9uhxxYXlyUk1BO3Z6c03DJCKjbb59DUpLFPVJvS19ENVzyN6kr8vBMmRpOdbpUl6nacVKLfT0MNRy46kuwFbeOCjoU4y2u92zSnOUpKKXlX6mMdQlUpNpcWztCKgvL1Ax4jlCdSScOX6l1zksatKT3a9DaxwTbUVvz6mlGKdpK+LIOUJyalkcvIr2rsZnLxI4/NWt7pdjvpirait+yKopcJL2QGMj0YpNcpbGcUXjwptO0uDrSsqCvOlKHw7nFPXLd7cBRvNGWl6VHZs9AA4wi005wbmm/Y62yhgABsBJfKy9CPigmqW/QCgNoiaatO/YCgWK3AMnQpAAFlAzKKkvbgxbW0tn+51sjSa3EqWMWy2RwcfldpdH/uS6dNNFRohE74LYRJRtNLqRTlF7q1ZoBdajJSVrhlOWnrF0yrJXzqvXoTF10ozKN01yi39QRWYu1xT7djRme3m47lNMqACAB1BQMThGdaldM2wB5JyyXUMWld2zp8PCUdTc1LVu66Mko5FlcYZKjVq1Zl/DTb1eK771RR6gYxttVLlbGyKAWQAwAiCgACENMhUYktqTNRlqXqtmGYTcZJ9GKR0fA6BcFXBlpEHyUnQAEwuAwAbHApAOCkAFBHY3Ajait2cZylPdJKuHZZwyOVun2ticFig5J+buVBQVc8nFxUptOPB2jJS2TTJs5OKW/JdHGTcaT3S4XRG4ZseNNXK3vbI4N7pX/Jz0O+FtyrKbXqejLFPlHNZGnqTUktmuxzwOSlSXljs7OkNKcpYlq7ojUdbhkjvVGXGUPl8y7M5YFjn8z8/bsWM3ilUrp9+AljpHIm64fZmkzlrU3pyRpvhrgrUsbqTbj37FSx1BlMoZaTJZCkAAAWkYyry3+VpmySVpruFYyJY3GceW/ud2tjzp3ODe+3DO0XXs+CNEHTplcf7kZL2ZiTqe3uzaktr2bA6OSXLJq33Ve5VFdi1fJUSUklbJFNLfl7lUUt0jQEHQADjmxrTsc4S1Rardb1+56ZRuLR5b0ZLKnK6YHpk4crlex3PK/wC3KMlxF19D1XsRq/6xmk4Y3JNKu5iLyao6mt1cklwYy5IZcqxv5epqKSnKNNVsl3Kjta7hySTdrY4xi1KMGm1Fc11Jpm8bWjdu36kHTHPVFybXpRJZUmopNuXBMi8lJqDOb1+JqTStVQHZTSkoO231OE565+Rbp0zEoSUdMp+1c/Yul6nKkr7/AOxcG4uTtrqt6MeHKbc00lHZep1jjnKDUpNL2K46IrGm3YNc8EoaddNb8d2dtctaVLjf0OCxxxtc6G99+Dv4Md3b3535FSMuc9Fqrvy+pyzzunFq4yqvU9HhxdWuODl8TCKxOSirTTsik5Nwc3L5dlXfuJZJOShqq1yurOySrZKjQHlWSeTyKMlTr3R6Ix0xUbb9zGSE+cbpvk46s8JbtP0aqy4mussible6i692XdanNxS6GYRx5VJ003yrOjxwaSkrXqFeaSfhyzamnLiux0hNuKjtFpb+jNtY8a2SRiWN5d60p9erCOFrLNRyOqfPBnO/GTcY1pderR6IReFOMlaW+rkuSSljW/kb8zRR58L8Paq1LaXRnSWPWm636o9MoRnDS1seObnjyKLn5bpSIvGN8TpvyX9jomtN1avb+EZdyySc20lsl3ZiM3ik4tPTf2A25xepNrbbjlcf7lTTWzXfgy5KW7jUav6Goamk0lctr6pBG4qEk9LaSpJ39w1Klb4Se/qxFpQXSDu/YKdzcnJKKdv+AI+sW3s29nuY8VRvTOnq3bXJqTSTt2+npuc8c4qMd3f/ACFdVniotPJbTtNIjnHJO1G65v8Ac3FLZLmml7p7Fcd7XvfoBiOOm780n3f/AHY1p3W+3C9PRm1H8y916d0XrbXmrf1QHmtYpb/LLn0OynGTU0lTdIxkmtTjWuK57omOMIOpbxfCaBjtjk5Snc04RfHqcM045Z6I00t7ujePEs056vKoutKPR4WNNeSO3oB44YMalHU3Jy4pbI38RCGKKlBVNPojtkntUfqcHO769+qCMqWqEZK7vzep2hrepqLtrZdDhGShlXm8sua4Pclar9AOKhJxTUacY7J9zSxzWnby6aavqdlzXY5Sbbad7PgKzVZJNqLSVRS3MwUtTarujUnS223NRivK181bX1QRYJLa21JWcssFNa0qlGKkjU8nhxTSb32Rh5qh51pco9grpicXGLikk92XJOPhuPLfQ8lyeTTHVHHN7HZ44yx6Y7NNU/WgI1pjqUEulGpY5NN6YudroMU9eNXzTv3s7v8AF7oLrhCE9tbS6bI6NJqk5NV3JKEvF1avLGXBW1F0+mzXoC1Fjg0lOC7MulJS0wVpdEVdpL0ft0K5KO7fGzCKuXdc2S7W/wCJozjbe/ROjUNnBPlJkGm95NPhUGvNFdjKSeldHbHWLvowMZPnewNRxuUU9XKBRs9B44uWqSklXSjpql+Z/cRHoKebVL8zMeJkebSpeVK2NHsB59Uu7+41S/M/uNHoBw1S7v7jU+7+40dzLTcl2OWqXd/cmqXd/caO5Tz6pfmf3GqXd/caO6VW+5NPHocdUu7+41Pu/uNHbSi1vZw1S/M/uTVL8z+40eilv6iqR5tcvzP7k1y/M/uXUelJLgNWebXL8z+5dUvzP7jR3yUscm+EmfLnk/uSflUV+p6M+Sag2pN1yr5PLmnWGqpy7BHPxrlcY7kllyUm5V6EiuK323oOFKt6a69Ar1Ynqgne7W5u5Vs90eKOuC52S7m8fxNqpW2gcezHKOSSf4qouZXCUetbHmU4Slak02drbSV36kxddFH+3s+hnatNGIZEptK75ZuT/FwmiK55YNJyT43+h6MdOEa4o4p6074cdjWO45HGUnVKrIO2xbIUKWAUgdQCLYooFgCkbBme0W10QHKeWXKKs1vaL456HNY1+aVGpPTDbngqLLLJN3STWxxhqpJ7ruWo8ytnCXxDSVfai4mvQlqjTfAUXjiqlp9Ejljn4kLUd+p0WSK6U67DCV1hm02skk/WjtGSkk07R4lNybjFNvvyenDFwhT29CVXQ55cmiO28uxyy/EOM5Qilt1OcpSbTlLcSGusraSk3a68GVklBpptrrbR55Z3Fp1a7nVzUsXdP1Lia9qpoHPC7x3+x0MtBQLIMuEX0r2M+G18s37NGwXTHNvS909+oTTOhmWOMr2p90XUxkbMKDXDcvcilbprS30YREnH5Xt2NLJ0kmnVsUXYYaTkqptFXBnh3yWLVBWgCBFIRNPhp0aAAnAAN0rSs5r4jE1vNL0Z1ODjixLzxXOzasB/UQ8SMYyTs7Lc8tvJibhiTbbSdVR6Y3pSfNbgUFIFB1AIBSAAAHsVEexiXD3o29zE2lFhHSO6T7lozemK6mkRsA4KQSh0KQCFAAheoYAgBQBGrVNbF4Fgc54780V5qJGLjC+ZUdTlPI23CK3WzfRFHKrTeqopdhGvBTVW+aNwg2vR8skkmlp4RUebLSbdtNK6XU7460tJpKPFco5uK3T5av3MY2tSjOuyki0ldNss9UNpJ81szpvK1JVu1waSjFUklXVGcskqk16P0I05efdvG+Onfuax61ettqt0yJQcXHdxd+YJQUo09LqmgrrJPE75g/0KmawyU8fN1scvklLSm4Lr2LK52OoMp2i9QjQIWwKACDk9mmvwyOjTur53TMT3lJLnSmaUrjEVslFqSk5W+PoMS8qSSVbN9WXTrTbe97ehcdO316kR3A+oKAKQCkFgAeLLNPNKC6b36nrm6jscMajnxt6UmnSfcsSswlGeOuyp+x0w5Fp0SfmWxxXlyNPqt0ZlvNS4a69w1L569yVdAeWXxMlwl+5mPxDlJam0vsEepzituX2Rhzb5de3+5YQTXm+xqcFLHp4XoRXBSt7K/b/ctSeydekf9zt4a67l44KnrnHE+rpehtRUeEaBDBGZx1L1XBSRlKW7jS6Ac61Kmt+qLhk09EunHqg8ehOSbu7dmJukpJ7rj1KnHoJKKnFxfD2ZmGSM+HZois49o6bTa2NmVFKbpLfllApzzRTg/Q2rrejjkyxacd6rdpCDg5t5ouD092batpOTlJ+piOPyzl5nSpKuh1UYRcKg9K3brezWs4YoRhlabtRV79DvKUUrbS9zhCLlmnqjWpPY04TcZLSm2+r6EquniQdbrfg45Y45Rk4uu9HRQk5ptJRS2XZkeOfh1au79wrEJZJYk73fG3BqWBThFS6KvqbxSlkgpNafQ1TT9CDxPG8cljyN6W7Ul3LPGqUNXK2fc9WWCywcTyKSheLL8vR9io5aZxbxt+Vukz1xxaa8ztKm/Q8/w0lPL5rbXy2elZYu1JpRj17gFjhGPCSe7X8HKfhpOChLnU6R0hPTeTI61O0myxcZNq7f/bYVxjilKEd9Mkns0c47RUMiaV/Mj1xepak72bEklCb5VJAc8cf7acXdJSOtJb2tna9medrRkk8ezTtxfXc6QnHJ5eGnVPt/7A6alHZrZOvUjm7UWt+VuZyNxi50m+JWcYRud5JaW+AuPVpjpbrZ9UGtTp02uLMwtp2rXDT6ouWaxY23uvwhGMW/xOWVUlSOz2brocvhZLwbTt3ckZn8RBOtT9GugEzJXtv1ddTgk5pRx9OpXrzW0vKt2u53xaPDTuKXa+AhDBFY3Gt31fJ0+Hm3Fxl80NmdF0XQ45GseVZVsuJIivRsYyQ1K06aMrNCrt03V0M2RY8d2uOoBwS567Nsmq/ft/sc3kyZdscdMXs5MxJ5scmnKL66q4KO08kYJat5dK6nJYpZKllXC2iSLhCVzeqd3dbfQ9EHqSaewHLLjco6arin2okMjliS/FFO16naXDfR+VHlyuKlrjKnJu+wFnWHNN8Kaa9mdVmWRz0vhO77I81W9bbfdPlrqztkjc/ExNNvnflOgDzyc5wadvZJdSxypadSeq6fsZqc8kZ8KLOuOCblK15nToL4san5YtWlT9Tm3qeqXt7EhHQ5JS2UqVLkOPnnJva+GGa1r020tmt/c7TkknJq7XQ4a4pc8OjTai4xe/TmkgRtZYumk+OKM+LBON7Rjtb9if26VXKVU6Znw3FwbquKBrr/AFEIpRp7LogajGEYqLa223APXHK2ns3yScnrnu/lACLFt4oW+jJ8Hvj3ACvQigEFZAAKToAAHUACAAAQAIEAKHUzPgAIy1/Zk+p5vjPlX1AKtcV88V01GofPD1kv2ACt5uvoebHun7AAbnyvY9XwzfgL2ACNdb9Bk/8AGgARWsX+HH6iX+LH3QBFehF6gEUAAAIACvkAAc8jaapnGMpO9306gAbj/gnPJyvcAsSufxDaxumcMCT2atX/ALgGmY54X/cXuen4naSrYAo6YOV9D1v5fqAYrTwz/wAR/wDepxbbhk3f/WAajNcVyj0YN9nxa/cAD0/Bt7/U9PUAxW1Q6AEAvQAohAABz+J2gmttwCxKwm/Jv1LH/wAh/wClAFZdTL5AIrXQPgADl8Otpv8Azs7LgAKzIq4AIL0I0m2mkAVBqqoAAETqAFXoOoBBQABOoYBUQywAg+Y+xuPABG1KAQCAACdwAHQAACgAAAAMUta26AFF6Hnl/hZPqABzW8536GZfJk9gDbH10ytrDFpu+/0OeJ3iy32AMukbS/8Ajx9/5OjSUG631ABSO2N1twejpQAR58fMl0s31AK51QABTnlbUHTAIrPwjtu99zWL/BX+r+QBWnXH+L3Lj+SL6tIAg7IrAKiFAAgAA8Gpv4XJbfzdz1Y1WBVt5QCjzZdlfWypLWtur/gArK40nkVpcDOlqjsAGvjSf9v7fsd4fIgDI0+WQAAwwAOS3+I37M7IADj8Vthl9DnVuFgFiVv4b58vud3/AAARY55too1DkAAyZfwrpqQAGlz9SgAcX/5Uf9B2fIAoMxkdRtdwAGJtw3fU0+gAGVyzy/GpeGnQBYV5sffrR6fxQXTSv3AKkanvF3+b+TVVknX/ANYBB04jOu6D/F/rX8ABVpNStL5v9jzfFpKSaVPbcACpt/EpNur4+hElcXW+n+QAR6l8/wD+qOGf/wAjGul8AAc47Zp0cqVQdbudAAaxb5Ip7rU1+h2SXiR26sAD0LhEzr+zP2YBBxX/AIcTlHzfF1LdLiwCo9b5l/p/g5L8Xt/AAHGW01XY74/8L/8AZgFpHSrjGzhGK0cL5X09QCNRMyXix/0GMfy5F08SgAldXtB1t/dNw2xzAAmP5cZiSWnGAEI/4Hu1f3MZd89dKX7AFHSL/vyXTTwM3+E/ZAER0pNJtW6AAV//2Q==" />
Dirigez-vous vers le point culminant local.
Si le temps est clair, vous apercevrez un point d'intérêt dont la toponymie est en lien avec le mot de passe du marin. Mémorisez et prenez sa direction, puis arrêtez-vous là où vos pieds ne vous portent plus.
A cet endroit, vous devrez vous trouver parfaitement sur la ligne qui relie le point d'intérêt au point de vue dont vous venez.
*Si le temps est breton, ou que vous êtes aussi mauvais que le temps [[demandez un indice->Indice3]].
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" 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<span style="font-size: x-large; font-weight: bolder;">Défi numéro 1</span>
<u>Type de défi:</u> précision.
Le défi sera remporté par l'équipe la plus proche de la ligne qui relie le point d'intérêt au point de vue dont vous venez.</div>
<span style="color: green; font-weight: bolder;">Attendez les autres équipes ici</span>
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" 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<span style="font-size: x-large; font-weight: bolder;">Défi numéro 2</span>
<u>Type de défi:</u> force.
Instructions données par les organisateurs...
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<img style="width:7em" src=" data:image/png;base64,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" />
<span style="font-size: x-large; font-weight: bolder;">Défi numéro 3</span>
<u>Type de défi:</u> créativité.
Instructions données par les organisateurs...
</div>
Mot de passe pour continuer:
<<textbox "$mot_de_passe2" "" "LaDigue">>
[[OK->LaDigue]] <div style="font-size: xx-large; font-weight: bolder; color: white;">L'alignement</div>
Le point d'intérêt est le Fort de la Conchée
<<set $numIndices to $numIndices + 1>>
[[Retour->PointDeVue]]
<div style="font-size: xx-large; font-weight: bolder; color: white;">La Digue
</div>
Tout au long de votre parcours sur la digue, faites attention aux moindres détails, ceux-ci vont vous permettre de répondre aux questions ci-dessous.
<<if $ok_prix_cafe>>
<div style="font-size: x-large; font-weight: bolder; color: green;">☑ Le prix du café</div>
<<else>>
<div style="font-size: x-large; font-weight: bolder; color: cyan;">☐ Le prix du café au bar de la passerelle des thermes de Saint-Malo</div>
<<textbox "$prix_cafe" "" "CafeThermes">>€
[[Valider->CafeThermes]]
<<endif>>
<<if $ok_chiffre>>
<div style="font-size: x-large; font-weight: bolder; color: green;">☑ Balise numéro 12 </div>
<<else>>
<div style="font-size: x-large; font-weight: bolder; color: cyan;">☐ Quel est le numéro de la balise de secours située à côté de la croix de mi-grève ?</div>
<<textbox "$chiffre" "" "ChiffreBalise">>
[[Valider->ChiffreBalise]]
<<endif>>
<<if $ok_maison_etroite>>
<div style="font-size: x-large; font-weight: bolder; color: green;">☑ Le Petit Frehel</div>
<<else>>
<div style="font-size: x-large; font-weight: bolder; color: cyan;">☐ Nom de la maison la plus étroite de la digue</div>
<<textbox "$maison_etroite" "" "MaisonEtroite">>
[[Valider->MaisonEtroite]]
<<endif>>
<<if $ok_brise_lames>>
<div style="font-size: x-large; font-weight: bolder; color: green;">☑ Brises lames en chêne</div>
<<else>>
<div style="font-size: x-large; font-weight: bolder; color: cyan;">☐ Quelle est l'essence des brise lames ?</div>
<<textbox "$brise_lames" "" "BriseLames">>
[[Valider->BriseLames]]
<<endif>>
<<if $ok_drapeau>>
<div style="font-size: x-large; font-weight: bolder; color: green;">☑ Drapeau Malouin</div>
<<else>>
<div style="font-size: x-large; font-weight: bolder; color: cyan;">☐ "Ni français, ni breton, Malouin suis." Telle est la devise des Malouins. Quelle particularité du donjon est en lien avec cette devise ?</div>
<<textbox "$drapeau" "" "Drapeau">>
[[Valider->Drapeau]]
<<endif>>
<div style="font-size: xx-large; font-weight: bolder; color: white;">RENDEZ-VOUS A L'OFFICE DU TOURISME A 12h
(horaire à confirmer)
</div>
<div style="color: cyan;">
<span style="font-size: x-large; font-weight: bolder;">Défi numéro 4</span>
<u>Type de défi:</u> grâsse
Instructions données par les organisateurs...
</div>
Mot de passe pour continuer après le Pic Nic :
<<textbox "$mot_de_passe3" "" "IntraMuros">>
[[OK->IntraMuros]] <div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 1
</div>
Le chien remue <b>mon premier</b> pour exprimer sa joie
L'oiseau mange avec <b>mon deuxième</b>
Trouvez la statue qui se trouve sur la place située près de la maison de <b>mon tout</b>
Le code à quatre chiffres se situe juste sous mon pied
<<textbox "$code_statue_sourcouf" "" "VerifStatueSourcouf">>
[[Valider->VerifStatueSourcouf]]
[[Demander un indice->IndiceStatueSourcouf]]
[[Voir la solution->SolutionStatueSurcouf]]<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 1
</div>
Donnez le nom du commerce le plus proche de "La Moune"
<<textbox "$poissonnerie" "" "VerifPoissonerie">>
[[Valider->VerifPoissonerie]]
[[Demander un indice->IndicePlacePoissonnerie]]
[[Voir la solution->SolutionPoissonerie]]
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79M71VynjhGUlKT8Pwd6rF6uCSXzLlGWkcsz9aa8bV/5AmqjLHDHtnLuuX2XWwkoepCclXaT8E17W2CtXuR6fhyQ4acXxwBllmno9yb+VVT5OfTy49PUJNzdbm//Blp4z9RYZW445OT/wDBvq8k4Yrha55fsBlqY+go5Mc5bk+bfZtqOcDlbTq+HR5c6w+j8Et0nzfbPRlnB6OUlJU41+oEgvU0atvr35M9FhjPCpNyu/D4NdM4y0ijF21GmZ6PPjx4FCb2yvqgPcCrhEAGThH1lNyqXhWamUscHmjNyqXhX2BqQtACHhbg9TkjqH5+G+kj3nkeTFl9SOoSi06VrmgL/DaWUoy3eUxh08J41PIt0pctsyw4ZT02WNNRbuFmuDURhiUM1wlFVTQE08pY8+TBJtxSuNmWHCpajLjbexPq+zTTpzz5NRLiD4jft7nODNjWoyyk2lJ8OuwLn08Mekaatx5T/U1w4cahCW1Xt7OtVBz081Hl0ZYNTCUYQqW5LnjoDnSpQz5opfCnwcQyxnknPJCUuaiqtJHWnyJ6nJxKpvjhkhJ6TLKM4t45O1Jcgd6W1qJ7Iyjjaumqpm2pyPFhlJdoYs3qye2LUUu37jPi9XFKHuBlg08HjjOa3zkrbZzo6jLOukpExZ5YorHlxz3LhUrsaeTjnyRyRlFzdq0BxgyqTnkyY5TcnS+G0ka6ZSWfJUJRxPlJo4xylpJShODcG+HE9OLK8lvZKMfDl2wGb8mf9rMcEHk0CipbW12a6iW3DLiTtUqR5oKctDLFGMlJL2qwJqvQjg2wr1I1zFf+T243uxxb8pHiblk0vpY8Ek654pHq0092GK2uLSppoDHVSc82PDdRly/qa5NPCeLYkoq1VI41WGcpQy4/nh49x+JnJbY4Z7/quEBxqYp6rAmrT8DW4oRw74RUZRappDUb3qMbWOUlDtpd/Y01UZZNN8MW2648gXPBZccHKVJNN30zz554pZcUsK5UqckqR1njPLp4OMJfA/ii/JMzyZoQlDDJKDun/wCCDv8AaEV6MZV8SklZ1m0+JaaVQSpXfk41TnmwwUcU7bvldG2WUpaV/u5bpKtvkDPTYsctPGUopuS5b5smhtQyQ8Rm0jvTbo6epQknFde5no1kjOaniklJ3fsA0WOLhkuKfxeUTasGuiocRmuUMMsmCM7wzluk2qNMeLJPP6+VbaVRj7AZenGX7QkmuKuvdl1UVhwqEFxOfI/eLVvL6Mmqrs21OH18NLiXasoxyxyZMLxrBS8fEuD04lKOKCl8yXJjHLqKUXg+Pq74Jq3kjDHtnUnJJpeQPSzyf/7CS/7D2M8dZfxbyei9tV2gOMcsktRlmoKbTpW6pGmOGV6l5HBQTjT57E8WXDneXEt0ZfNE1xSyzlc4bI11dtkFz43kwygny0eWOaNQw6jG4bap+OD154zlhksfEvB580cuoxrG8W13zJvoC6mlqMD/AO4mtinLDa/mpjPjyynjUYWsbTtvsamOXL6e3H8r3Pn/AEB1rYR/DOopbeuDjVNy02OXaTTka6mOTJp9sYfFLtX0ZZY5Ho6klFxrze4CaqcJ4orG1KTktqQ1Tk82GCSfmm+GyR9ePxR08F9uyuL1eGOSHw5IvgC5cefMo3CEXF2mpHq8GEZamdRcIw95WeigPDppZWpzjCMnKXLb5NcGLJGeWU1FKfhEeLNgyylhSnCXLi/DNcayu5ZKV9RXgDLQxXoPhXuZziSx63JCPEWro50s8sccljgpLc+2bYcMoOWSfxZJdgZaaEXmzWk+aLJL8bix/wAsY2kXDjzY8spOEam+afRpnwubjkxuskOr8gc62Kenb8xaafsZ5m5PTSfbaO5wzZ0oTioRvlp3Z1nwucI+m0pQdxsDjW/kL+5F1UW8KnH5oPcjnJi1GfG1PbGukvLPRjUnjSyRSfTSdgYuSzzxV1W9iUoY8zaTlkkq2oumwPDvvy+PsTLiyrP6uLa7VNMDnSX6+bjbynXsew8uPFmx53N7ZKfzeKPUFAAAAAAhSAAAAABAKQoApCgZS7OTqXbOQIQpABCkKAACAIAKCHOOTnG2qA7BypXKS9igUlqwYpOORSfbk0BrOWyNnGPLulTVN9HclcWvoYv8vHJdpoD0AylkqVJcLsTnK/h6oDUABQpABQAAAAFRSFAAACoAACkAFAsjAoCAAvRABbBAUUAAWxZABTNyUVbdI0Rw1aog8enyQWXJcq3Pj6ns6i34G1eyVFp+QPH6kfxqkm9tUcylFamXrXSS2+x7tqXhBxT7VgeKE4rVbmmotUuKK3LT5nJq4z8nspPtfYriBgs8ZyUcacvf6GMG9Llkpq4vm14PYo10g4p9q2EZ48qyS+FSar5mjScVKLi/JUvpX0AHjxZHpl6eWMqT+FxJKd6qGSUZRi15Pc4p9oVff6AeOalh1CzKLcJLk1hqFkaWODd9tro3oJV4oCPj7HkjP/rHPZKnx0e0UB4U3j1E3kxylb4aVlxSlHVSlPHJKZ7aFfqA8P2PDKcvxayLHPavoe/kUvYDmD3Rumr9zz58c45o58aba7SPUSmB5suSeaDx44TTl/UqoZMbx6ZY4xlJtVx4PVX0AHki8q0m2MJKS9yZ29RBQjikpPy1VHsFc9AeaTyYssVtcse2mlySEHk1Syem4QX+z1UWijyRhPTZZOMXPHLlpdoThPUyhcHDHB293k9YXAHk1cMkpQjDG2ou7s2zb3gaUG5NVVmwA8uP1I6ZweJ7oqlT7Gjhkx49k4V5uz00VIDxxWVaqU/SdS4uyyxZMWoeXCk1LuJ6wBjCWaTW6GyHlXbZjtzfifVWJVVJNntpimBlNzeP4YfE11Zlp8WSOJ4skPhfm7PVRaYHixx1OnbjGKnBvjno2+P0pvLNR48eDemSUdyqS4Aw0O/8OnO3d02ekiVJKqrooA5jGMI7YqkvB0AOJY4SdygmyxSiqikl7I6IBFFKTaXL7DVqnymWgBysWOKajBJP6E9KCVbI13VHYAijGN7Ulfsgscd27Yt3vR0PAAAADKUMbzxk3Ul0rNTKePG88ZSdSS4VgahgAK4I4p9pMtgARpN8ooAn3FL2AACqAAhQAAAAAAAAABCigIUhQAoAAPBSACFAEBQAAAEBQBAAAOXCLmptXKPTOgAHgACCigCApAAAAHn1WKeSEXjfxRdpPyeghB5lk1E1XoqL92zbFjWKCiv8+52AAAKBzK1F7Vb8JnQIPJpcebFJqUY7ZO7vo9RSACgFEBSAAAQAAFAAAAAAAAQAAAAAAAFBCkApCgZy7Zwdz7ZwBCFIBCNpNK+X0TKrhL/Jy3eSD/7WUd3zXkHG+LqS9mWMt0baoI6BipzfLquH+liTtOMnxv8A9Aayfwv7GcckVji7+h1je7Gr8qmZKKWJN9JNAaOai50uUrOfVcouvLpCPLg/eFHLTWHHXDtIDbHLdHntcM5nzmgvC5Ljg4J27bdnTS3J/oBTzpOSjBdKXLPQZ463TV+QJBW8ifuTHbgvpwVv08rvhSRcCvG37tsDUEKAAAFAAUAAFFgALKQoCxYACxYACykKAFgALFgoAAABYACxYKAAAAAACkBRQAQAAUUEKEAAFABaXbIgUhSgAAAAAFIUADmUlFXJpL6nXDAAFAAAAAAKQpAKAAABQAAAAEnJQg5SfCAoOMOT1ce6mr9zQCAvg5m2otxVvwmBQefS5p5lNzSVOqR6AKH0CAACgQUVBuwAHRAKCUUAZ5IQllg5OpeF7mhlOGN5YOTqS6VgasCyWBQQALAAAeAABbJZjq3NYZShNxa54A2bHZngbeCDbvg0QFILAAAWAAsAQIAAUh59an6DkpNOPswPSDy5U3oU1KSainaZrpXenxt+wGoAAAAADPHlWSU4pP4XTOwKAABLAAAAACAAAAAUk7pp13RJJSTT5T7PLoUoyzRXSkB6wGAJKSirbSX1CaaTXKZhrYKWmk2uY8o70/5GP+1EGpLKYalTkljhxu4cvZAaynGCuUkvuVNNWuUzy6rHFaRqr2rhs2wP9zDn+VAaAGGpUpqONOlJ/FL6Abg5hFRgorpKilFIG0uW6RE0+mmBQSUlHtpfdlAAkpRjzJpfcjnFS2uSv2sDohG0lbdIm+KauS565IOgmmrTtGWok1iaUlFvi2y4YRhjShyvf3A0KQoUAAAAAQAAAAAAAApCkApABzPszZ3Ps4YEIUgEl8r+xiv5V7cGz6Z57SuXh7WVBJcpe9f6O8b3QdqmuGZxbXG18NGuO7k2q8AZv5F/Z/wJ05O+rTLscciTdxdpFjhpO5N2qYGkaSpdIxbS76jPk1hDZHbdk9OPPHfYGMJqsb9m0dRTnilGmmnwbbV7FAzxObtzVHU43t+js6AA4jiUcjn5ZoAOZRUuypJKigAQACgAKoIUAAAKAABSFAAAAAQClIUADmauDVtfVGOlbeJttt2B6AeXFcdXKO5tV5ZNRu9fHtk1b/wB67B5M2Fwg8iySclzbZ6cUt2OMvdAdgHn1i/ct21QHotA8ywKeNOcpN1xz0cYISzQayTk1F1VhHssHlxL0tU8cW3Fq6ZpPHKeX43eOur8gbJp9Oy2jx4qhqtmN3Fr3GrT9THJOm3QHrtXV8mSg1qHP1LTXykjp1HIpqTbS5vyZ44qOtlXW0D12l2+xuinVq/azx6mK/EY2m05cWdajTwhhcle5c3YHrBnhblhg33RoAOXkgnTkr9rMdXklCMYRdObq/Y6jp8UMbW1PjlsDXfFt/EuO+eixnGXyyTr2PLo4p4HaTtuxolSyV/UB6VOLdKSv2syzxxzlDfk20+r7MtqWvVJL4bLq0t+J0r3dgesBAokpxgrlJJfUkMsMnySTMskIRzerkkttVTMYSi9anjTSkueKsD1LPjctqmruqOp5YY63ySv3PLqIrFmx5kuLqRpmSy5oY+4r4m/oBr6sNm9ySi/JIZseR1GSb9jjNCCnDJOSio+H5MJzjPU4pQTXNW1VgejUvE4KOWVLtFzZY4sNp02vhM9cl6Kv3Os/wDCS/tAmm1EHjhFzbm+z0mWl4wQ4XRqAbSVvpGP4rFtct3CNmeTSwi8+Ztcp0voBvDPjli9S6j9SLVY3NRV88JtEy4sUcNS+FRdo8+qyLJiTUJUmqk+APblyxxQ3TdIyerxqKat34SLmd6aX9pNIktNCoq65Aq1WLZuvvx5Lh1UMsnBJxl7Mx0kY/iM7pWn/gualrsLXDoD0ZMscUd03/8A5OFqY2lOEoX02jDUOctbjjGuFavo6y4c+aO2TxpXdqyDbNqI4Wk03fscT1kI8qE5R/qrg41sawQi3fxL9T0ZF+5kqVbQOozU4qUXaZhlyRzNxjCWRRfNcIzwScf2e2u0nQ0sc34eOyUEvqgPVhyxzQbjaceGn4OzDBgljyTnKSbn2kjcoNqKbbpLtnmWpc3ePFKUffqyftBtadLw5JM9GOljil1XAHm0PWT+7o1lnfqPHihvku/CRno3zmrveZaRZJxm45FF7ueAPViz75yxyjsmvHuamGPTtZ/Vnk3SquqPQBzOShBzfSVs8z1OX03l9JbPHPJ6MsVLHKMnSa5Z5G8+lXxJZMS/0B6cmWOLHvn/AI+pnLNmhHfLElDzT5Rjq5eosMk2ot9+xrLTznFxlmk4vvhAd5dQseJSS3OXyonq54zhGcIfE+14Jl08JYY4lJpr5W+zOOXNgyRjmSlGTpSA9qBABTLLDG8kJTa3LpGnZnkjj9SEptKS65A0oBBgDDNnccixY1uyPn6JG548DS1uZS4b6AuXNnxKKkoNydJrwd6nNkxyht21J1z7nOtusVJ/Oia7hY2+lMDbUTnDFux1x3Yhl/6ZZZ+1uhquNPPlcrgwkm/2amvCTA7U9Rkh6kXGK8RauzmeX19FOVU6poYcOPJijJSnyvEjrLjhj0mRY+vPNkHWLIoaSMpPhROIPUZlvjKMIv5U1ZxljL/6dGvCTZ6ME4zwxcX4oDLT5smV5FJxW3hUvJ1pck5yyKbT2uuDjSfmZv7y6RtZc8XVqX/7AsZ5VrHjnJONWqRcuWbzLFj4dW5exxuUv2kqafw0/uZzjH/6hJZflkuOaA1eTJgzQjOSnGbq65TDyTy6mWKM9iivblnSwYITi2ld8WznJhx6nJOm45IcNoo0wrKt6yu6fDrwXPOWPFKUFbRlpZ5N+TFN7tn8x3qcrw4HOKTfXIGOaWbDFZXk3JNXGqNdW09LN+KPPqY3pt8srnJ1Svj/AAb6jnRNrragJL+Af9hcc5Q0MZQVyUeCcP8AZ/8A7DmOV4/2epx7SAZfWw41m9Vyqm4tcGueUnpnPHLa6s8+aMZaT1J5XObSq3x/g3k1+CfK+Qgzxwz59PCTy7eOK7/U60s55cU4Tk1KLrcjvRtfhYfYy0bTyZqa+awM9NjlOeVerNVKuPJrqMj9bHieRwg1zK+yaacYZs6k1F7vJ3keHNkjimk7juTsDrDjnDJJublClVuzWabg0m4trtHj0yli1csMJueOr58HuZR4NPDJmxNSzSSUq4O8M8mLO8GSW61cWznRThGGRSkk977LD9/rfUj8kFV+7ILulqM84bnHHDuvLOZuWkyQak5Y5Omm7oYX6GqyRm6U+YtjVtZZY8UGpSbt14QFy3HWYqnKpPq+Br0441OM5Jp1SfA1b9PLhyP5YumznWZ8eTDtg9zu+PAGurt6ZtSaa548nGPDkyLFllkd8OvCRdRkg9G2prlUuTTSzjLBBRkm0uUvAGzPHpXWbP8A3HrbpWeLTTg9TmW5fE+OewIsuPNOcs06SdRjZpo8n7zJjUnKC5i2Z4Jx0854cyrm4trs9WLLDI5LHyl5S4Amq502T7GGPSxyaeEnOe5x9+j0an+Hyf2sww6nFj00FKfKXXkBps0oxywyO5YvPujKE8OSLnnk3KXjnhGunxSmsuSar1Ol9DjT5o4I+jmWxx6b8gSM5S0eaLbaj8rfsd49NDJhjJuSk13Z3lyLJpcjintrhvycYdTihp4py+JKttcgXBmlHHljkdyxefcyxywzhuzbpTl26fBrgwyljyyyLa8vj2OMGdYI+jnTi49OuGBroXJ4WpXUZUm/KPQY+tKWCU4Qqut3n6nWnyPLgjN9tAYatqObHLIm8XN/c7wrFFzyYpJxa6XgubLsyqM4/umuXVqzHDCL1M5Yk1icafs2BxinjmnPLGU5Sf8ATaRvo9yjOLUlFP4b9jLFN6VyxZYy238MkrPViyPIm9rjG+L8gY6+KeDdXKfDD0mOWLpqVXuvk61v8NI4/EXjUIQm51S4A4i/W0MlPlxvn7HWHTxnix5JNuXDv/wX0/R0jjTlJrwr5Z1pZXijBxkpJeUBhHIp5ZynjlOnSpXRpp7hPI9rjj7V+CNT02aTUHLHN3x4N8U5ZG/gah43dsDmOqxyklFSbf0NyJJdFCqAABAUAQAAAAAAAFICCgADmfZmzSfZwwOWQpABztSVJcHRCiAFCM8il8LiraZ2AAAAAAAUAAAAAAAUBABQAECkKFAABQQAUAIAUAAQoAFIAD6PLpskIQlGUlFp+T1HDxY5S3Sgm/sB58c4vVyd0muG/JdRJLUYrkuHz9D0yxQlTcU6+hHig3bgm/sEZ6ppad8rno708k8MaadLmjpwjJJNJpFjGMflSX2Cujz6ySWFpvl9I9By4xl2kwM8c4+inuVJcv2MtFKO2ST5u6PVtilSSr7EUYrpJBHmeSC1tuSpRq/qMs1+J25X+7rj2Z6dkf6V/gsoqXaTA8ayY1qoyXwwqk6pHWrnH1Ma3Lh2/oepxi1yk/0Lti/CA5hOM43Fpo8scsPxkpbvhqrPYlSG1eyA8monH8Rj5+V8/Q01U1+HfN7uj0bV7CkBlpZqWKKT5S5NgkkAPPq8cpxjKCuUHaRI6uMoU4y310kekzyyjCLcuL46Ay0X5H6s4xZPw85xnGXLtNKy6KaUNjtSu6o9YHjc5LUxyzg4xapF1crnjUVJ7Xb4PWAEJKcVJXz7ooKUePKpQ1SySg5wqlSuiSlP8THK8UtlV9T2FAzywWXFKNdrgz0kJLHune5+/seggHm1MJrNDIoOcV4OMryznDJ6TUYvrye0AeXVb8uNRhjlb5+xo4yyadxcXFtUkzYoHl08syUcfpUlw5N+D1AASTaTaVv2PLp1mx5Jt4uJu++j1HQGGqxSyQWzmUXdGOWOfPipwjGue+z2gDzz9WempY6k+Kv/AGdadZIYtso04rjns2AHl08M0Ms3OCSm7dPoZ8eWWojOMY1Dq32eoAefUYJZds4vbkj0VfiZ0nsgvLXZuUDzarFlyqMYKNJ3bZrJZHga+He1X0NCgebS4smPG8eRRcfFHEMOfBJrFKMoPxLwesoGeKORJvLJOT8LpGgAHGXHHLjcJdMwhh1GOoRzLZ7tco9QA82DT5MOR1NShLl32JaaccryYZ7d3afR6QBljx5FLdkybnVJLpGoAHGXGsuKUG2rMpYc04enPItnTpcs9AAynghPF6fSS4rwcY8OaK2PNcX9OV+p6ABjlw79m2e1wdryT8PKc4zy5N+3lJKkblu+wIVELYAxyrG5xc2rXSvs1MskcTyR3tKS65A1sAdgDHPpoZWpNuMl012bADwanD6axtzlN7vL6PZmxQzQcZp0/wDRnm06zO5TlS6S8GuOLhGnJy+rAxjpYL5pTnXVvo6w4Fii4pylF+JeDYAeZaKCbcZTin4TNJ6aDxKCbUV3T7NQBniwxxRcU5NPw3Zm9Hj3uUXON9pPg9BJRUouNtX5XYHl0SqedJcKRpk0uPJPe01LzT7ENNCE90ZT7v5uzcDB6XE9tJxcemmd5cMMsamrrp+UaMgGWPTY8ctyTbXTk7oT02OU3PlSfbTqzYAZ48UMUdsFS8/U6nCM4uMlafg6AGEdJhimtnfvyX8Li2KDTcU7ptmpQMfwuHZt2cXdWzqGDHCMlGKqXa9zQAYx02GF1BchabCobNi23dGwA4hhx401CKSfZzHT4oSUowSfujUAZTwYpz3SgnL3LPDjnW6CddfQ0AHGPHDF8kVH7HUnStukCSipLbJWmB4tHDFkjNTUW1Liz2xSjGkkl9DiODFFpqEU100jQg5lCM1Uopr6okMcMfyRS+yOwUcyipKpJNezOY44RTjGEUn2q7OwBx6WNKtkaXiixhGPyxS+yOgAatUzlY4J2opfodAgkoRkviSf3CSSpKkUARq0TZG72q/ejoADmUU+0mdEAlcDarulZQAI1fZQUcZIepBx3NX7FjFRioxVJdFKQCAFACwB59Y/3Dik25cKkXTz3YkqknFJO0bEIKALKAFgigAAoIAAAAAAAAAAAAAAgoAA5mcM0n0ZsDkhSACFOU/iarooeSkYCAAAAHGRSaSTq3yB2DmEt0It9tHQAAAAAAKQACgBRAACkKQCghQAAAoAAAAAUhQAAAAACggAtghQKQACkKQCgAAACigEApTkoFBABSABCl7FIUKFIAighQBSAAUgAoIVAUAgFIUACkAFBABQGQClIgAKAAspyVACgAATyUACFAADwACBAKAH0AFcBEUouTjateAKH0GACFgAKMcixPJHe1u8GxlkWPfBzrd4A1ASfsABAAq0Ei2jlySkk2k30giloXx9SNgGCWcxnGd7ZJ1xwB2QtgCAAC3aIAAHRhm1DxZIx2WpdOzcC2QAAUhQIigAQIHmyZ5w1MMbilGT7A9RAAAAAAWSV7XXfiwFg8+myzySyKdXF1wegAAAAAAgDOZbtr2tKXhsDoHn0eWeSM97tqVHpIIACgCACgEYUB5NXPJBwlGbSbpo9SdhFAAAAgFBAABjqU3hlUmmlfA0sm9PBv2A2IAwAM8by+pNTS2/ymhAABQKZZvVqPpVd82aoigAAAAAAAAAAAAAACCgACT6M2aS6M2ByQpABnKShJt9UjszyVut9UUMk9sNyV37EWS64q3RG/3UW+vJPC+8WEHme1vbzfH2Lvk4xpVJ3ZxGMlHc3a8f5Ousv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/>
Le lieu est indiqué dans la photo du livre.
La Moune est une statue située dans ce lieu.
<<set $numIndices to $numIndices + 1>>
[[Retour->PlacePoissonnerie]] <<set $mot_de_passe = $mot_de_passe.toLowerCase().normalize("NFD").replace(/[\u0300-\u036f]/g, "")>>
<<if $mot_de_passe.includes("concha") and $mot_de_passe.includes("madre")>>
<<if $mot_de_passe.includes("bonus")>>
<<set $numBonus to $numBonus + 1>>
Bravo, vous avez répondu correctement à la question bonus du marin. Vous avez peut être des racines bretonnes ?
<<else>>
Le marin ne vous a pas donné de bonus. La question n'était peut être pas si facile pour un montagnard.
<<endif>>
[[Continuer->PointDeVue]]
<<else>>
Mot de passe faux!
[[Retour->CoffreMarin]]
<<endif>>----
Equipe <<print $equipe>>
<img style="height:2em; vertical-align: middle; margin-left:2em; margin-right:0.5em" src=" data:image/png;base64,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"/><<print $numBonus>><img style="height:2em; vertical-align: middle; margin-left:2em; margin-right:0.5em" src=" data:image/png;base64,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"/><<print $numIndices>><img style="height:2em; vertical-align: middle; margin-left:2em; margin-right:0.5em" src=" data:image/png;base64,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"/><<print $numErrors>><span style="font-size: x-large; font-weight: bolder; color: white;">Journée de l'Inconnu</span>
<img style="width:100%" src=" data:image/jpeg;base64,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" alt="" />
<div style="font-size: xx-large; font-weight: bolder; color: white;">Prix du café :
</div>
<<set $prix_cafe to parseFloat($prix_cafe.replace(/[^0-9\.\,]+/g,"").replace(",","."))>>
<<print $prix_cafe>> €
<<if $prix_cafe == 3.7>>
<<set $numBonus to $numBonus + 1>>
<<set $ok_prix_cafe to 1>>
<span style="color:green"> BIEN VU! </span>
Vous avez pris le temps de trouver la bonne carte. Bien cachée n'est-ce pas ?
<<elseif $prix_cafe == 4.2>>
<span style="color:red"> HUM... </span>
<<set $numErrors to $numErrors + 1>>
Ne me dites pas que vous avez regardé la carte de "La Terrasse".
<<else>>
<span style="color:red"> FAUX </span>
<<set $numErrors to $numErrors + 1>>
Ou avez-vous trouvé ce prix ?
<<endif>>
[[Retour->LaDigue]] <div style="font-size: xx-large; font-weight: bolder; color: white;">Nom de la maison étroite
</div>
<<set $maison_etroite = $maison_etroite.toLowerCase().normalize("NFD").replace(/[\u0300-\u036f]/g, "")>>
<<print $maison_etroite>>
<<if $maison_etroite.includes("frehel") and $maison_etroite.includes("petit")>>
<<set $numBonus to $numBonus + 1>>
<<set $ok_maison_etroite to 1>>
La réponse était "Le Petit Frehel"
<span style="color:green"> BIEN VU! </span>
<<else>>
<span style="color:red"> FAUX </span>
<<set $numErrors to $numErrors + 1>>
<<endif>>
[[Retour->LaDigue]] <div style="font-size: xx-large; font-weight: bolder; color: white;">Essence des brises lames
</div>
<<set $brise_lames = $brise_lames.toLowerCase().normalize("NFD").replace(/[\u0300-\u036f]/g, "")>>
<<print $brise_lames>>
<<if $brise_lames.includes("chene")>>
<<set $numBonus to $numBonus + 1>>
<<set $ok_brise_lames to 1>>
Les brises lames sont bien en Chêne
<span style="color:green"> BIEN VU! </span>
<<else>>
<span style="color:red"> FAUX </span>
<<set $numErrors to $numErrors + 1>>
<<endif>>
[[Retour->LaDigue]] <div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 1
</div>
<<if $code_statue_sourcouf == "1902">>
<<set $numBonus to $numBonus + 1>>
<span style="color:green"> BIEN VU! </span>
[[Enigme 2->RueDuChatQuiDanse]]
<<else>>
<span style="color:red"> CODE FAUX </span>
<<set $numErrors to $numErrors + 1>>
[[Retour->IntraMuros]]
<<endif>>
<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 1</div>
La statue de Surcouf est non loin de la maison du Québec (Queue Bec ...).
<<set $numIndices to $numIndices + 1>>
[[Retour->IntraMuros]]<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 2
</div>
Rendez-vous dans la rue du félin valseur.
Selon les dires du moine, qui fut à l'origine du décès du chat ?
<<textbox "$code_chat_danse" "" "VerifChatQuiDanse">>
[[Valider->VerifChatQuiDanse]]
[[Demander un indice->IndiceChatQuiDanse]]
[[Voir la solution->SolutionChatQuiDanse]]<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 1</div>
Regardez la date gravée sous le pied de la statue de Surcouf non loin de la maison du Québec. Il s'agit de "1902"
<<set $numErrors to $numErrors + 1>>
[[Continuer->RueDuChatQuiDanse]] <div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 2
</div>
<<set $code_chat_danse = $code_chat_danse.toLowerCase().normalize("NFD").replace(/[\u0300-\u036f]/g, "")>>
<<if $code_chat_danse.includes("anglais")>>
<<set $numBonus to $numBonus + 1>>
La réponse était "Les anglais"
<span style="color:green"> BIEN VU! </span>
[[Continuer->Bourdonnais]]
<<else>>
<span style="color:red"> FAUX </span>
[[Retour->RueDuChatQuiDanse]]
<<set $numErrors to $numErrors + 1>>
<<endif>>
<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 2</div>
Lisez le panneaux. Le Poeme du moine vous donnera la réponse<<set $numIndices to $numIndices + 1>>
[[Retour->RueDuChatQuiDanse]]<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 2</div>
L'<b>Anglais</b> qui comme la montagne
...
La réponse était "Les Anglais"
<<set $numErrors to $numErrors + 1>>
[[Continuer->Bourdonnais]] <div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 3
</div>
La feuille "Enigme 3" vous permettra de trouver la prochaine destination.
[[Demander un indice->IndiceBourdonnais]]
Qui est le dieu gravé sur la porte en bois ?
<<textbox "$dieu" "" "VerifBourdonnais">>
[[Valider->VerifBourdonnais]]
[[Demander un indice->IndiceBourdonnais2]]
[[Voir la solution->SolutionBourdonnais]]<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 3
</div>
<<set $dieu = $dieu.toLowerCase().normalize("NFD").replace(/[\u0300-\u036f]/g, "")>>
<<if $dieu.includes("eole")>>
<<set $numBonus to $numBonus + 1>>
La réponse était EOLE, le dieu du vent
<span style="color:green"> BIEN VU! </span>
[[Continuer->Houssaye]]
<<else>>
<span style="color:red"> FAUX </span>
[[Retour->Bourdonnais]]
<<set $numErrors to $numErrors + 1>>
<<endif>>
<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 3</div>
La destination est la rue Mahé de la Bourdonnais <<set $numIndices to $numIndices + 1>>
[[Retour->Bourdonnais]]<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 3</div>
La réponse était "EOLE"
<<set $numErrors to $numErrors + 1>>
[[Continuer->Houssaye]] <div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 3</div>
Le dieu souffleur est gravé au milieu de la porte
<<set $numIndices to $numIndices + 1>>
[[Retour->Bourdonnais]]<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 4
</div>
Rendez-vous Cour de la Houssaye.
Cette cour est animée par deux musiciens. Trouvez le nom de leurs instruments (ils commencent tous les deux par un "B")
<<textbox "$instru1" "B" "VerifHoussaye">>
<<textbox "$instru2" "B" "VerifHoussaye">>
[[Valider->VerifHoussaye]]
[[Indice : Où trouver les deux musiciens->IndiceHoussaye]]
[[Indice : Quels sont les deux instruments->IndiceHoussaye2]]
[[Voir la solution->SolutionHoussaye]]<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 4
</div>
<<set $instru1 = $instru1.toLowerCase().normalize("NFD").replace(/[\u0300-\u036f]/g, "")>>
<<set $instru2 = $instru2.toLowerCase().normalize("NFD").replace(/[\u0300-\u036f]/g, "")>>
<<if ($instru1.includes("bombarde") and $instru2.includes("biniou")) or ($instru2.includes("bombarde") and $instru1.includes("biniou"))>>
<<set $numBonus to $numBonus + 1>>
Le Biniou et la Bombarde !
<span style="color:green"> BIEN VU! </span>
[[Continuer->Grille]]
<<elseif $instru1.includes("bombarde") or $instru2.includes("bombarde")>>
La Bombarde c'est bon. L'autre non...
Vous ne perdez pas de points.
[[Retour->Houssaye]]
<<elseif $instru1.includes("biniou") or $instru2.includes("biniou")>>
La Biniou c'est bon. L'autre non...
Vous ne perdez pas de points.
[[Retour->Houssaye]]
<<elseif !($instru1.includes("bignou")) and !($instru2.includes("bignou"))>>
<span style="color:red"> FAUX </span>
Ni l'un, ni l'autre.
[[Retour->Houssaye]]
<<set $numErrors to $numErrors + 1>>
<<endif>>
<<if $instru1.includes("bignou") or $instru2.includes("bignou")>>
La Bignou ne s'écrit pas comme ça...
Vous ne perdez pas de points.
[[Retour->Houssaye]]
<<endif>><div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 4</div>
Instrument 1:
Assurancetourix en était un mauvais. Le premier instrument en est un bon
Instrument 2:
Mon premier est un préfixe signifiant "en double"
Les oiseaux pondent leurs oeufs dans mon deuxième
Mon troisième est un arbuste à baies rouges
Mon tout est le deuxième instrument
<<set $numIndices to $numIndices + 1>>
[[Retour->Houssaye]]<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 4</div>
La réponse était le Biniou et la Bombarde
<<set $numErrors to $numErrors + 1>>
[[Continuer->Grille]] <div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 5
</div>
En remontant la rue Chateaubriand, vous pourrez voir deux médaillons en bois sur la façade d'une maison. Quel est le nom de famille de la femme ?
<<textbox "$medaillon" "" "VerifGrille">>
[[Valider->VerifGrille]]
[[Demander un indice->IndiceGrille]]
[[Voir la solution->SolutionGrille]]<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 4</div>
Levez la tête, trois "gargouilles" vous regardent depuis les angles d'une maison. Deux d'entre elles ont un instrument dans les mains.
<<set $numIndices to $numIndices + 1>>
[[Retour->Houssaye]]<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 4
</div>
<<set $medaillon = $medaillon.toLowerCase().normalize("NFD").replace(/[\u0300-\u036f]/g, "")>>
<<if $medaillon.includes("granges")>>
<<set $numBonus to $numBonus + 1>>
Catherine des Granges
<span style="color:green"> BIEN VU! </span>
[[Continuer->Pelicot]]
<<else>>
<span style="color:red"> FAUX </span>
[[Retour->Grille]]
<<set $numErrors to $numErrors + 1>>
<<endif>>
<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 5</div>
Avez-vous pris le temps de lire le panneau explicatif Cour de la Houssaye ?
Non ? C'est déplorable...
Oui ? Vous n'avez donc aucune mémoire ?
<<set $numIndices to $numIndices + 1>>
[[Retour->Grille]]<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 5</div>
La réponse était "des Granges", l'épouse de Jacques Cartier
<<set $numErrors to $numErrors + 1>>
[[Continuer->Pelicot]] <div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 6
</div>
Rendez-vous un peu plus loin dans la rue du Pélicot.
Touvez la maison qui a résisté à deux incendies. Combien a-t-elle de fenêtres qui s'ouvrent ?
<<textbox "$pelicot" "" "VerifPelicot">>
[[Valider->VerifPelicot]]
[[Demander un indice->IndicePelicot]]
[[Voir la solution->SolutionPelicot]]$code_statue_sourcouf
<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 6
</div>
<<if $pelicot == "8">>
<<set $numBonus to $numBonus + 1>>
8 fenêtres. Bien vu!
<span style="color:green"> BIEN VU! </span>
[[Continuer->Cathedrale]]
<<elseif $pelicot == "16">>
Une fenêtre double compte pour une fenêtre.
Vous ne perdez pas de points.
[[Retour->Pelicot]]
<<else>>
<span style="color:red"> Non </span>
<<set $numErrors to $numErrors + 1>>
[[Retour->Pelicot]]
<<endif>>
<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 6</div>
Le panneau "La rue du Pélicot" vous expliquera comment trouver le numéro de la maison. Il suffira de compter le nombre de fenêtres visibles depuis la rue.
<<set $numIndices to $numIndices + 1>>
[[Retour->Pelicot]]<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 6</div>
La réponse était "8". Vous êtes mauvais.
<<set $numErrors to $numErrors + 1>>
[[Continuer->Cathedrale]] <div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 7
</div>
La photo suivante vous indiquera le lieu de l'enigme 7.
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/>
<<if $ok_autel>>
<div style="font-size: x-large; font-weight: bolder; color: green;">☑ Peintre de l'Autel : Arcabas</div>
<<else>>
<div style="font-size: x-large; font-weight: bolder; color: cyan;">☐
Quel est le peintre de l'autel ?</div>
<<textbox "$autel" "" "VerifAutel">>
[[Valider->VerifAutel]]
[[Voir la solution->SolutionAutel]]
<<endif>>
<<if $ok_messes>>
<div style="font-size: x-large; font-weight: bolder; color: green;">☑ Vêpres à 18h</div>
<<else>>
<div style="font-size: x-large; font-weight: bolder; color: cyan;">☐
Donner l'heure des Vêpres du Mardi au Jeudi</div>
<<textbox "$messes" "" "VerifMesses">>
[[Valider->VerifMesses]]
[[Voir la solution->SolutionMesses]]
<<endif>>
<<if $ok_cloches>>
<div style="font-size: x-large; font-weight: bolder; color: green;">☑ Le montage en lancé france lancé franc</div>
<<else>>
<div style="font-size: x-large; font-weight: bolder; color: cyan;">☐ Comment s'appelle le montage permettant d'obtenir le meilleur son d'une cloche ?</div>
<<textbox "$cloches" "" "VerifCloches">>
[[Valider->VerifCloches]]
[[Voir la solution->SolutionCloches]]
<<endif>>
<<if $ok_cloches and $ok_autel and $ok_messes>>
<div style="font-size: x-large; font-weight: bolder; color: green;">☑ BRAVO!
Vous pouvez [[Continuer->Boulangerie]]
</div>
<<else>>
<div style="font-size: x-large; font-weight: bolder; color: cyan;">
Repondez à toutes les questions pour continuer
</div>
<<endif>>
<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 7
</div>
<<set $messes = $messes.toLowerCase().normalize("NFD").replace(/[\u0300-\u036f]/g, "")>>
<<if $messes.includes("18h")>>
<<set $numBonus to $numBonus + 1>>
<<set $ok_messes to 1>>
Les Vêpres sont bien à 18h00. Nous comptons sur votre présence !
<span style="color:green"> BIEN VU! </span>
[[Continuer->Cathedrale]]
<<else>>
<span style="color:red"> NON </span>
[[Retour->Cathedrale]]
<<set $numErrors to $numErrors + 1>>
<<endif>>
<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 7
</div>
<<set $cloches = $cloches.toLowerCase().normalize("NFD").replace(/[\u0300-\u036f]/g, "")>>
<<if ($cloches.includes("lance") and $cloches.includes("franc")) or ($cloches.includes("battant") and $cloches.includes("lance"))>>
<<set $numBonus to $numBonus + 1>>
<<set $ok_cloches to 1>>
Le montage en lancé franc ou à battant lancé
<span style="color:green"> BIEN VU! </span>
[[Continuer->Cathedrale]]
<<else>>
<span style="color:red"> NON </span>
[[Retour->Cathedrale]]
<<set $numErrors to $numErrors + 1>>
<<endif>>
<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 7
</div>
<<set $autel = $autel.toLowerCase().normalize("NFD").replace(/[\u0300-\u036f]/g, "")>>
<<if $autel.includes("arcabas")>>
<<set $numBonus to $numBonus + 1>>
<<set $ok_autel to 1>>
Arcabas
<span style="color:green"> BIEN VU! </span>
[[Continuer->Cathedrale]]
<<else>>
<span style="color:red"> NON </span>
[[Retour->Cathedrale]]
<<set $numErrors to $numErrors + 1>>
<<endif>>
<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 7
</div>
<<set $ok_autel to 1>>
La réponse était Arcabas
<<set $numErrors to $numErrors + 1>>
[[Continuer->Cathedrale]] <div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 7
</div>
<<set $ok_messes to 1>>
La réponse était 18h, le panneau est un peu après l'entrée.
<<set $numErrors to $numErrors + 1>>
[[Continuer->Cathedrale]] <div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 7
</div>
<<set $ok_cloches to 1>>
La réponse était le Montage en Lancé Franc ou le Montage à Battant Lancé
<<set $numErrors to $numErrors + 1>>
[[Continuer->Cathedrale]] <div style="font-size: xx-large; font-weight: bolder; color: white;">Pause sucrée
</div>
En sortant, prenez à gauche et achetez un Kouign Amann à la Boulangerie de la Cathédrale.
<div style="font-size: xx-large; font-weight: bolder; color: white;">Ne le mangez pas tout de suite, gardez-le bien au chaud dans votre sac
</div>
[[Demander un indice->IndiceBoulangerie]]
[[C'est bon, j'ai mon Kouign Amann->Sanchez]]<div style="font-size: xx-large; font-weight: bolder; color: white;">Pause sucrée
</div>
Pourquoi demander un indice alors que la boulangerie est à côté, et que vous savez ce qu'est un Kouign Amann.
Vous vous êtes dit, peut être que vous pouviez rater quelque chose d'important, et on ne déconne pas avec la nourriture.
Ok, pour ça vous gagnez un point bonus !
Si vraiment vous n'avez pas trouvé la boulagerie, elle est Rue Pourpris
[[C'est bon, j'ai mon Kouign Amann->Sanchez]]<div style="font-size: xx-large; font-weight: bolder; color: white;">Pause sucrée #2
</div>
Bon, c'est pas tout, rentrer dans une boulangerie sans rien manger en sortant, c'est frustrant.
Alors rendez-vous chez Sanchez. Le glacier, pas loin d'ici.
Si vous ne savez pas ou c'est, demandez autour de vous.
Si vous êtes timides, [[Demander un indice->IndiceSanchez]]
Conseil de Yak:
Si vous n'avez pas faim, ne prenez rien
Si vous avez faim, prenez une boule
Si vous avez très faim, prenez une boule
Si vous avez enormément faim et que vous n'êtes pas diabétique, prenez DEUX boules
Ne pensez même pas prendre trois boules
[[C'est bon, j'ai ma glace->Puit]]<div style="font-size: xx-large; font-weight: bolder; color: white;">Pause sucrée #2</div>
C'est mignon, qu'ils sont timides.
Sanchez est à l'angle sud est de la Place du Pilori
<<set $numIndices to $numIndices + 1>>
[[Retour->Sanchez]]<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 8
</div>
Sur ma prochaine place on y vend des aliments que Rob n'avait pas goûté avant de rencontrer Cricri.
Prendre la rue de la Vieille Boucherie avant de vous y rendre sera un peu comme suivre l'évolution de l'alimentation de Rob depuis sa tendre enfance.
Arrivées sur la place, cherchez l'eau douce. Là où un touriste irait chercher l'eau du robinet, vous serez plus astucieux.
[[Demander un indice->IndicePuit]]
Quand vous pensez avoir trouvé l'eau, placez vous dans l'angle Nord-Ouest sans braver les interdits et regarder à travers l'objet qui vous a amené ici.
Deux lettres et deux symboles vous apparaitrons alors. Entrez les deux lettres
[[Demander un indice->IndicePuit2]]
<<textbox "$puit" "" "VerifPuit">>
[[Valider->VerifPuit]]
[[Voir la solution->SolutionPuit]]<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 8
</div>
<<set $puit = $puit.toLowerCase().normalize("NFD").replace(/[\u0300-\u036f]/g, "")>>
<<if $puit.includes("r") and $puit.includes("v")>>
<<set $numBonus to $numBonus + 1>>
RV, Récit de Voyage
<span style="color:green"> BIEN VU! </span>
[[Continuer->Fosse]]
<<else>>
<span style="color:red"> NON! </span>
[[Retour->Puit]]
<<set $numErrors to $numErrors + 1>>
<<endif>>
<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 8</div>
Je sers à recupérer l'eau, avec un sceau, une corde, une poulie. Cherchez moi sur la place.
<<set $numIndices to $numIndices + 1>>
[[Retour->Puit]]<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 8</div>
Placez vous à l'angle Nord-Ouest de la pelouse encadrant le puit. Regardez au travers du puit, vous verrez la vitrine bleue d'une boutique. Entrez les deux lettres qui composent le "blason" de cette vitrine.
Sur cette vitrine on voit les lettres R et V dans un blason avec un croissant et un épi de blé
<<set $numErrors to $numErrors + 1>>
[[Continuer->Fosse]] <div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 8</div>
Placez vous à l'angle Nord-Ouest de la pelouse encadrant le puit. Regardez au travers du puit, vous verrez la vitrine bleue d'une boutique. Entrez les deux lettres qui composent le "blason" de cette vitrine.
<<set $numIndices to $numIndices + 1>>
[[Retour->Puit]]<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 9
</div>
Je suis septique quant à votre prochaine destination.
[[Demander un indice->IndiceFosse]]
Au numéro 4 de cette rue, expliquez en donnant quelques mots clés pourquoi cette maison est particulière :
<<textbox "$fosse1" "" "VerifFosse">>
<<textbox "$fosse2" "" "VerifFosse">>
<<textbox "$fosse3" "" "VerifFosse">>
<<textbox "$fosse4" "" "VerifFosse">>
[[Valider->VerifFosse]]
[[Demander un indice->IndiceFosse2]]
[[Voir la solution->SolutionFosse]]<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 9</div>
Rendez-vous au 4 Rue de la Fosse (Septique) !
<<set $numIndices to $numIndices + 1>>
[[Retour->Fosse]]<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 9
</div>
<<set $fosse1 = $fosse1.toLowerCase().normalize("NFD").replace(/[\u0300-\u036f]/g, "")>>
<<set $fosse2 = $fosse2.toLowerCase().normalize("NFD").replace(/[\u0300-\u036f]/g, "")>>
<<set $fosse3 = $fosse3.toLowerCase().normalize("NFD").replace(/[\u0300-\u036f]/g, "")>>
<<set $fosse4 = $fosse4.toLowerCase().normalize("NFD").replace(/[\u0300-\u036f]/g, "")>>
<<set $fosse = $fosse1 + " " + $fosse2 + " " + $fosse3 + " " + $fosse4>>
<<set $numFosses = 0>>
<<if $fosse.includes("etage")>>
<<set $numFosses += 1>>
Vous avez trouvé ETAGE
<<endif>>
<<if $fosse.includes("niveau")>>
<<set $numFosses += 1>>
Vous avez trouvé NIVEAU
<<endif>>
<<if $fosse.includes("cave")>>
<<set $numFosses += 1>>
Vous avez trouvé CAVE
<<endif>>
<<if $fosse.includes("rempart")>>
<<set $numFosses += 1>>
Vous avez trouvé REMPART
<<endif>>
<<if $fosse.includes("porte")>>
<<set $numFosses += 1>>
Vous avez trouvé PORTE
<<endif>>
<<if $fosse.includes("hauteur")>>
<<set $numFosses += 1>>
Vous avez trouvé HAUTEUR
<<endif>>
<<if $fosse.includes("dechauss")>>
<<set $numFosses += 1>>
Vous avez trouvé DECHAUSSE
<<endif>>
<<if $fosse.includes("accroi")>>
<<set $numFosses += 1>>
Vous avez trouvé ACCROISSEMENT
<<endif>>
<<if $numFosses > 1>>
Vous avez trouvé au moins deux mots parmi ETAGE, NIVEAU, CAVE, REMPART, PORTE et HAUTEUR, DECHAUSSE, ACCROISSEMENT!
<<if $numFosses >= 3>>
<<set $numBonus to $numBonus + 1>>
+ 1 Bonus pour le troisième mot
<<endif>>
<<if $numFosses >= 4>>
<<set $numBonus to $numBonus + 1>>
+ 1 Bonus pour le quatrieme mot
<<endif>>
<span style="color:green"> BIEN VU! </span>
[[Continuer->Asfeld]]
<<elseif $numFosses == 1>>
Vous n'avez trouvé aucun qu'un seul mot. Vous ne perdez pas de points. Mais cela ne suffit pas.
[[Retour->Fosse]]
<<elseif $numFosses == 0>>
<span style="color:red"> AUCUN MOT N'EST JUSTE! </span>
[[Retour->Fosse]]
<<set $numErrors to $numErrors + 1>>
<<endif>><div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 9</div>
Lisez donc le panneau explicatif "La rue de la fosse" non loin.
<<set $numIndices to $numIndices + 1>>
[[Retour->Fosse]]<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 9</div>
L'ancienne porte d'entrée de la maison au numéro 4 est maintenant en hauteur. Les anciennes caves sont maintenant au niveau de la rue. En 1714-1720, les remparts de la ville ont été reconstruits plus loin, ouvrant la rue en pente à cet endroit, changeant le niveau du sol.
Il fallait trouver au moins deux mots parmis ETAGE, NIVEAU, CAVE, REMPART, PORTE et HAUTEUR, DECHAUSSE, ACCROISSEMENT!
<<set $numErrors to $numErrors + 1>>
[[Continuer->Asfeld]] <div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 10
</div>
B2 : A l'eau
H3 : A l'eau
C5 : Touché, coulé
[[J'ai pas compris->IndiceAsfeld]]
Arrivés au point d'interêt en C5, vous indiquerez la couleur de la tenue du petit Jésus.
<<textbox "$asfeld" "" "VerifAsfeld">>
[[Valider->VerifAsfeld]]
[[Voir la solution->SolutionAsfeld]]<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 10</div>
Une grille de bataille navale. Et si la carte d'Intra-Muros avait des lignes et des colonnes, il suffirait de trouver dans quel sens mettre les A,B,C et 1,2,3 ?
Le H3 ne vous aide pas ?
<<set $numIndices to $numIndices + 1>>
[[Retour->Asfeld]]<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 10
</div>
<<set $asfeld = $asfeld.toLowerCase().normalize("NFD").replace(/[\u0300-\u036f]/g, "")>>
<<if $asfeld.includes("rouge")>>
<<set $numBonus to $numBonus + 1>>
Le vêtement du petit Jésus et rouge.
<span style="color:green"> BIEN VU! </span>
[[Continuer->PlacePoissonnerie]]
<<else>>
<span style="color:red"> NON! </span>
[[Retour->Asfeld]]
<<set $numErrors to $numErrors + 1>>
<<endif>>
<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 10</div>
Il fallait se rendre à la Demeure du Corsaire en bas à gauche sur la carte, rue d'Asfeld. (Case C5)
Puis rentrer dans le patio de la demeure et regarder dans la niche derrière vous.
Le petit Jesus porte un vêtement rouge.
<<set $numErrors to $numErrors + 1>>
[[Continuer->PlacePoissonnerie]] <div style="font-size: xx-large; font-weight: bolder; color: white;">Le Coffre du Marin</div>
Editions Gallimard Jeunesse
<<set $numIndices to $numIndices + 1>>
[[Retour->CoffreMarin]] <div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 11
</div>
<<set $poissonnerie = $poissonnerie.toLowerCase().normalize("NFD").replace(/[\u0300-\u036f]/g, "")>>
<<if $poissonnerie.includes("guinement")>>
<<set $numBonus to $numBonus + 1>>
La statue de la Moune est situé juste au dessus du magasin GUINEMENT.
<span style="color:green"> BIEN VU! </span>
[[Continuer->Bar]]
<<else>>
<span style="color:red"> NON! </span>
[[Retour->PlacePoissonnerie]]
<<set $numErrors to $numErrors + 1>>
<<endif>>
Double-click this passage to edit it.<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 11</div>
Il fallait regarder en hauteur. La Moune est une statue au dessus du magasin "GUINEMENT"
<<set $numErrors to $numErrors + 1>>
[[Continuer->Bar]] <div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 12
</div>
Entrez le nom du bar (en entier) situé à l'angle de la rue Sainte-Barbe et de la rue Sainte-Marguerite.
<<textbox "$bar" "" "VerifBar">>
[[Valider->VerifBar]]
[[Voir la solution->SolutionBar]]Double-click this passage to edit it.<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 12</div>
La réponse était:
le café du coin
d'en bas de la rue
du bout de la ville
d'en face du port
La Java
<<set $numErrors to $numErrors + 1>>
[[Continuer->Fin]]
<div style="font-size: xx-large; font-weight: bolder; color: white;">Enigme 12
</div>
<<set $bar = $bar.toLowerCase().normalize("NFD").replace(/[\u0300-\u036f]/g, "")>>
<<if $bar.includes("cafe du coin") and $bar.includes("en bas de la rue") and $bar.includes("bout de la ville") and $bar.includes("en face du port") and $bar.includes("la java")>>
<<set $numBonus to $numBonus + 1>>
le café du coin
d'en bas de la rue
du bout de la ville
d'en face du port
La Java
<span style="color:green"> BIEN VU! </span>
[[Continuer->Fin]]
<<else>>
<span style="color:red"> NON! </span>
[[Retour->Bar]]
<<set $numErrors to $numErrors + 1>>
<<endif>>
<div style="font-size: xx-large; font-weight: bolder; color: white;">LA FIN
</div>
Rentrez donc dans le café !<div style="font-size: xx-large; font-weight: bolder; color: white;">Prix du café :
</div>
<<if $chiffre == "12">>
<<set $numBonus to $numBonus + 1>>
<<set $ok_chiffre to 1>>
Le numéro est le 12.
<span style="color:green"> BIEN VU! </span>
<<else>>
<span style="color:red"> FAUX </span>
<<set $numErrors to $numErrors + 1>>
<<endif>>
[[Retour->LaDigue]] <div style="font-size: xx-large; font-weight: bolder; color: white;">Ni français, ni breton, malouin suis.
</div>
<<set $drapeau = $drapeau.toLowerCase().normalize("NFD").replace(/[\u0300-\u036f]/g, "")>>
<<if $drapeau.includes("drapeau")>>
<<set $numBonus to $numBonus + 1>>
<<set $ok_drapeau to 1>>
Le drapeau malouin est au dessus du drapeau français!
<span style="color:green"> BIEN VU! </span>
<<else>>
<span style="color:red"> FAUX </span>
<<set $numErrors to $numErrors + 1>>
<<endif>>
[[Retour->LaDigue]]