משחק 40 דקות:

לכל זוג יש בלון באי שלה, הקבוצה צריכה לקנות חומרים ולבנות גשר לאי של הקבוצה ליד/לאי עם משאבים טובים יותר/ לאי אחר עם משאבים טובים יותר. לכל קובוצה יש אינסוף חיים עד שמפוצצים לה את הבלון ואז יש לה רק חיים אחד לפני פסילה סופית.
המטרה: להרוס לכולם את הבלונים ולהיות האחרונים שנשארו.
המשאבים:
ברזל וזהב- ניתן להשיג באי התחלתי
יהלום- ניתן להשיג באי בין שני האיים
ברקת- ניתן להשיג באי האמצעי




[img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABYgAAAJxCAIAAABnjcG/AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAADeKSURBVHhe7d0JtGV1feD7qgKEKg1TuXiJSMdCsxSbIEiwmXxhMIgpJ5yA6LOTKCGk0x36UaJiSDBJIyKuVpuhEUiMiwgk/dqhg1UQCLwIOCJoaIEoVTEpOy4X90HZQlUx3bdhb66XO5x7hr33f/p81l2Xvc89p7B+13PY/+/Z55zl09PTywAAAABCWNH8EwAAAKB3wgQAAAAQjJdyAACE9+Hlz2+25nnv9OZmCwByJEwAAPRkQH0Ym2wBQOqECQCADnURIxYjUgCQImECAKBlTzzxxEd2+FfNTggKBQAJESYAANrR58kRwxMpAIicMAEAMKk4k8Rs8gQA0RImAGjBUa+5vdl6ppvXH9xsQabiTxKzyRMAREiYAGBpjz/++LZt29a+5Z5mvw1//Vcvfs5zntPsQGq2bt36iVW/0Oyk5j88/N2VK1c2OwAQmjABwKIWOw+iC86tICFpnSWxGGdPABAJYQKAn9q+ffur33hXsxOOSEG08kgSs8kTAAQnTADwpD5PjhieQkE8tm3b9vGVL2p28vJ7W7+3yy67NDsA0DthAqBocfaI+RQKwpqamrr8uS9rdnL07vu/tXr16mYHAPolTAAUKpUkMZs8Qf8ef/zxC3b8+WYnd+se+/4OO+zQ7ABAX4QJgLL85Cc/ee1b72120nTD/3jZjjvu2OxAl7Zv3/6xXV7Y7JTh9G337bzzzs0OAPRCmAAoSIpnSSzG2RP0IL+3uhyGt8MEoGfCBED+HnnkkePe8PfNTl6u//wvPutZz2p2oD2bN2/+i30ObXbK87aNX1qzZk2zAwAdEyYAMvfAAw+c8Gsbm50cffYz++6xxx7NDrThxz/+8SW7vbTZKdVpW76z6667NjsA0CVhAiBb27dvf/Ub72p2cnfd5/b3wnjaUuYrOObzmg4A+rGi+ScAedmyZUs5VaJS/WWrv3KzAxNQJWZUo9i2bVuzAwCdccYEQG4ef/zxY197Z7NTnhv/+kCfd8h4ivpk0OG95/F/WrHCU1kAdEiYAMjKE088cczaO5qdUv3ttQdZRzEG50osxms6AOiU4zaArKgSFUMAAEiIMAGQj6Nec3uzVTyjYFROlxjAcADolDABkIMHHnjAUnyOaiDVWJodGMjCe0lGBEB3hAmA5G3duvWEX9vY7DBLNZZqOM0OAABREiYA0rZt27bXvOk7zQ7zVMN55JFHmh1YyHe+4x40lE2bNjVbANAqn8oBkDav4BjGzesPbrZgHi9SGJ6P5wCgC86YAEjYj370o2aLgR566KFmC57p4YcfbrYYgnEB0AVhAiBhb/u3/9xsMdDat9zTbMEzPfjgg80WQ9iyZUuzBQDt8VIOgFR5EceovKCD+byOY1RezQFA65wxAZCkO+64o9liaFIOAECEhAmA9Dz44IP/8awnmh1G8eijjzZbAADEQZgASM8bT76v2WJEv/L6bzdbAADEQZgASIx3xZ/Q9u3bmy2K5w0mxmBoALROmABIzH33OV1iIt/97nebLQAAIiBMAKTkiSee+PdnPtLsMJbffc92n0gFABAPYQIgJd67sRVbt25ttgAACE2YAEjJq994V7PFBLZt29ZsUbb3Tm9uthiaoQHQOmECgOK86e2bmi0AAEITJgAAAIBghAkAAAAgGGECACjXO//X15sthvB//eBrzRYAtEeYAEjGUa+5vdliYoZJbbfddmu2GMLuu+/ebAFAe4QJAKBcq1atarYYgnEB0AVhAgAo2ts2fqnZYqDX/c/rmy0AaJUwAQAUbc2aNc0WA730pS9ttgCgVcIEAAAAEIwwAZCMm9cf3GwxMcNktvdOb262WIQRAdAdYQIAwMJ7EMMBoFPCBAAAABCMMAEA8KT3PP5PzRazrHvs+80WAHRDmABIyX//Cx8fAF1ZsWLF7239XrPDU947vXmHHXZodgCgG8IEQEp22WWXZosJXPe5/ZsteKbqLub9FGYYBQD9ECYAUrJy5cpmiwnstNNOzRYs5LQt32m2CmYIAPRGmABIyfLlyy/8yM7NDmP5L+c/a8UK//ljkF133fVtG7/U7BTp7f/8lWoIzQ4AdMyRGUBifuEXfqHZYiwvfOELmy1Y3Jo1a4p9IUP1F3/+85/f7ABA94QJgMTsvLMzJiayatWqZguWcvq2+5qtYhT4VwYgOGECID1/84UDmi1G9LmrnC7BCHbeeeeiPiyz+stKnwD0T5gASI/3bhzPfz53xe67797swHB22GGH905vfvf932r2M1X9Bau/pk8GBSCI5dPT080mAEk56jW3N1sM5+b1BzdbMLpt27Z9fOWLmp28/N7W7/koYgACEiYAEqZNDE+VoBUfXp7bu0IW+x6fAMRDmABI2EMPPbT2Lfc0OyzuL/98n7322qvZgYnlkSckCQAi4T0mABL27Gc/u9liIFWCdlVL+v/w8HebnQRV/+NVCQDi4YwJgLQ98sgjx73h75sdFrLhs//a6+fpTlpnT+gRAERImABI3tatW1/zpu80OzzT+v/+0pUrVzY70Jn484QkAUC0hAmAHDzwwAMn/NrGZoenffYz++6xxx7NDov46LLHmq2FnLFsx2aLIcSZJyQJACInTADkw4d0zOZjOOYYHCBGJVgsKWykeM/j/7RihbcSAyANwgRAVrSJmipRabdEDKZTDNBnoXByBAApEiYAsvLEE08cs/aOZqdUf3vtQcU+V9xnjFiQQjFYF5FCjAAgdcIEQG4ef/zxY197Z7NTnhv/+sAddtih2SlG8B4xn0IxhgHZQn0AIGPCBECetmzZ8oaTvtfslOHzV79ot912a3aKEWGSmEOhAAAGEyYAsrV9+/ZXv/GuZid3131u/5133rnZKUD8PWIOeQIAWIwwAZC57D9JtLTPBE0uScyhUAAAcwgTAPl75JFHjnvD3zc7ebn+87/4rGc9q9nJXepJYjZ5AgCYIUwAFCSnDxMt6gNBc0oSM7QJAKAmTACU5bHHHnvV677V7KTpr//qxc95znOanQJkWSVmyBMAgDABUKgUz54o6iyJSt5JYjZ5AgBKJkwAFC2VPFFakqiUUyVq2gQAFEuYAOBJcRaKAntEpbQkMZs8AQAFEiYAeIYYCsV1n9t/5513bnYKU3KVqGkTAFAaYQKARfUZKco8OWIOVaKmTQBAUYQJAIbyk5/85LVvvbfZacO1/+0lu+yyyw477NDsl02SmE+eAIBCCBMAtGCxcyucBzEMVWIx2gQAlECYAICQVInBtAkAyN6K5p8AQO9UiSUZEQBkT5gAgDAsuYdkUACQN2ECAAKw2B6JcQFAxoQJAOibZfYYDA0AciVMAAAAAMEIEwDQK8/8j83oACBLwgQA9MfSekIGCAD5ESYAoCcW1a0wRgDIzPLp6elmE3K027ePa7YWsuWA65stgI5ZTrfrjGU7NltANE4++eRmayFXXXVVswXwTMIEmRgcIEYlWACtEybaJUxAQIMDxKgEC0CYIFXtlojBdApgQqpEF7QJ6E27JWIwnQIKJEyQkj5jxIIUCmAMqkR3tAnoTp8xYkEKBZRDmCABwXvEfAoFMLywYeKm8y+49r3v/3dfunnNkUc0F2VEmIDWBe8R8ykUkD1hgqhFmCTmUCiAwYKfLpF3mKhoE9CWCJPEHAoF5EqYIEbx94g55AlgMcJED7QJmET8PWIOeQLyI0wQl+SSxBwKBTBbDO8uIUwAi0kuScyhUEA2hAlikXqSmE2eAGothon1Hzh78+3ffHhq6p+/cXt9yco99njxcb9yxO/+zpzisOmWWy965VFrP/yho89cV+3WYaL+0YwDT3zbnBt++dLL7vrs56qNe69rHsHqP//gd75jv199TX1Jbc6fHwltAkaSepKYTZ6ADKxo/gnh7Pbt43KqEpXM/jrAeNo9XeLGc897eGrqrZd/8oLpR+uv0266YdWee1z0yqPuvPqa5koLOfrMdTM3qb/ef98/VJdXN9x0y631dWqH/Po7X/X7Z33w/h/WVzv9G1/d++UHXbH29es/cHZzDSB9Jz+l2clCZn8dKJMwQWC5ruHzqy1AcKtWr37eyw5odpYtq7bfdPGFx571vitPfsfUxk3NpUNYve+aEy76RLVx64UX15dUDjv1lANPOnHNkUc8e/Xq+pLqakefuW7thz9047nnzUkYEYrhVTMQv1zX8E/FFnkCEiZMEEwJS3d5AorV2zr5Fe/6zer7167403p3SHV92Prgg/XuAAe85c3V93vWb6h3gUSVsHQv4e8IuRImCKOo5bo2AXRn9b5rqu+bb/9mvdu6rv98oAdFLde1CUiRMEHfyjyJoMy/NRQr/pcVPDQ1VX1fufvu9W5l0y23Xnb82mYnTV7NAfM9dQ5BcQv1Mv/WkDRhgl4VvjjXJoBI/Ojue6rve7/8oHq3csOfnDvzeRxAHgpfnGsTkBBhgv5YllcMAUjdmiOPuGD60ag+KxSYz7K8YgiQCmGCPlSrcQvyGaYBeUviBQVbNm+uvr/g8MPq3Wx4NQdUqtW4BfkM04AkCBN0ziJ8QcYCBLTx775Ufd9rv5fUu0A2LMIXZCwQOWGCbll+D2A4QBBTGzfddsmlh592av2hoUA2LL8HMByImTBBhyy8l2REQJ8empq68+prPnnc8fv80sGv/uMPNpcCWbDwXpIRQbSECbpiyT0kg4KcdPoeB/ded/265TvN/6p+9KJjjq6vs5ipjZuqa/7hc3/265/69KG/dcq7N1yb6+kS3maCMllyD8mgIE7Lp6enm01oj8X2qLYc4FP6IAdWxTE4Y9mOzRaUwWJ7VFdddVWzBcTBGRO0T5UYg6EBAGNQJcZgaBAbYQIAAAAIRpigZZ75H5vRAQAj8cz/2IwOoiJM0CZL6wkZIAAwJEvrCRkgxEOYoDUW1a0wRgBgSRbVrTBGiIQwQTssp1tkmJAoH8kRCb8Ismc53SLDhBgIEwAAAEAwwgQt8Ax/64wUAFiQZ/hbZ6QQnDDBpCyhO2KwAMAcltAdMVgIS5gAAAAAghEmmIhn9TtlvADADM/qd8p4ISBhAqKmTQAA9EObgFCECcZnzQww2xnLdmy2CMovgixZMwMZEyYgdgIQAEA/BCAIQphgTFbLAAD9sFoG8iZMQAJkIACAfshA0D9hgnFYJwMA9MM6GcieMAEAAAAEI0wwMqdLBGHsAFAgp0sEYezQM2ECAFrjgyqD8ysAgOQIEwAAAEAwwgSj8YKCgAwfAIriBQUBGT70SZgAAAAAghEmAKBN3uMgIMMHgBQJEwAAAEAwwgQj8B4HwfkVAEAhvMdBcH4F0BthAgBa5gUFQRg7ACRKmAAAAACCESYAgOQ5XQIA0iVMAED7rJMBAIYkTAAAaZOBACBpwgQAdMJqGQBgGMIEw/JBlZHwiwCYTQAiSz6oMhJ+EdAPYQIAumLNDACwJGECADqkTXTKeAEgA8IEAAAAEIwwAQDd8qx+RwwWAPIgTABA5yyhW2ekAJANYQIAAAAIRphgWFsOuL7ZIii/CEiUZ/hbZJhk76qrrmq2CMovAvohTABATyynW2GMAJAZYQIA+mNRPSEDBID8CBMA0CtL67EZHQBkSZgAAAAAghEmAKBvnvkfg6EBQK6ECQAIwDJ7JMYFABkTJhiBD6oMzq8AcmKxPSSDokw+qDI4vwLojTABAMFYci/JiAAge8IEAIRk4T2A4QBACYQJAAjM8ntBxgIAhVg+PT3dbMJwdvv2cc0W/fIGE5C9jy57rNkqmyQBM04++eRmi355gwnokzMmACAWFuQVQwCA0ggTABCRwpflqgQAFMhLORiHV3P0z+s4oDSlvaxDkoDFeDVH/7yOA3rmjAkAiFFRC3VVAgBKJkxAApwuAWWqluvZr9hL+DsCaXG6BPRPmGAc1skAvcl46S5JwDCsk4HsCRMQOxkIqGS2hs+4tgBJk4EgCGGCMVktA/Qsj8W8JAFjsFoG8iZMQNQEIGCOemGf4tpekgAiJwBBKMIE47NmBggolXV+/b9TkoAJWTMDGVs+PT3dbMJYdvv2cc0WbZN+gOF9dNljzVY0xAho3cknn9xs0TbpBwJyxgQA5CCeExPi+V8CACTBGRO0wEkTXXC6BDChPs+hkCGgN06a6ILTJSAsYYJ2aBPtUiWA1rXbKZQICEibaJcqAcEJE7RDmGiXMAH0ZnCwECAgQsJEu4QJCE6YoDXaRFtUCQBgMG2iLaoExMCbX9Iay+lWGCMAsCTL6VYYI0RCmKBNFtUTMkAAYEgW1RMyQIiHMEHLLK3HZnQAwEgsrcdmdBAVYQIAAAAIxptf0glvhDkqp0sA/dj1+J9vtobz4w3fb7aAWHkjzFE5XQJiI0zQFW1ieKoEMLZRQ0MPtAzonzYxPFUCIiRM0CFtYhiqBLCkCOvDeDQL6I42MQxVAuIkTNAtbWIwVQKYI5sGMTy1AtqiTQymSkC0hAk6p00sRpUACswQw5AqYGzaxGJUCYiZMEEftIn5VAkokAwxHp0CRqJNzKdKQOSECfojT9QkCSiKGNE6nQKGIU/UJAlIgjBBr7QJVQJKIEb0RqSAAbQJVQJSIUzQt5LbhCoBGRMjghMpYL6S24QqAQkRJgijtDwhSUCu9IgIKRQwR2l5QpKA5AgTBFNOm1AlIDNiREJECqiV0yZUCUiRMEFgeecJSQJyokckTaGASt55QpKAdAkTRCHLPKFKQB70iMwoFJBlnlAlIGnCBLHIqU1IEpABPSJ7CgUly6lNSBKQAWGCuKSeJyQJSJ0eUSCFgmKlnickCciGMEGkkisUkgQkTY9AnqBkyRUKSQIyI0wQtfjzhB4BqZMkmEOhoFjx5wk9AnIlTJCGCAuFJAGpkyQYQJ6gZBEWCkkC8iZMkJjghUKPgNTpEQxPnqBwwQuFHgGFECZIVZ+FQoyAPEgSjE2hoHB9FgoxAgokTJCJdjuFEgGZkSRohTwBtXY7hRIBCBNkbnCwECAY3keXPdZsLeSMZTs2W0RGkqB18gQsZnCwECCAxQgTAM8wOECMSrAISJKgU/IEALRFmABK126JGEyn6IckQW/kCQCYnDABlKjPGLEghaIjkgRByBMAMAlhAihI8B4xn0LRIlWCgLQJABibMAEUIcIkMYdCMQlJgkjIEwAwBmECyFn8PWIOeWJUkgQRkicAYCTCBJCn5JLEHArFMFQJoqVNjG3wo7fHRoAsCRNAblJPErM5BF+MJEES5IkB2n2s9mgJkDRhAshHTklihqPt+VQJEqJNzOjzIdojJ0BahAkgE1lWiRkOsmuSBIkqNk8Ef2T24AmQBGECSF7eSWK2wo+wVQmSVlSbiPBhWaEAiJkwAaStnCpRK/PYWpIgDyW0ifgfkxUKgAgJE0CqSksSsxV1YK1KkJks80RyD8jyBEBUhAkgSSVXiVohR9WqBFnKqU2k/misUADEQJgA0qNK1LI/nlYlyFgGbSKnh2J5AiAsYQJIiSQxX67H06oE2Uu3TWT5UKxNAAQkTADJUCUWk9nxtCRBUZLLE3k/FMsTAEEIE0AaVInBsjmYViUoUCptopzHYXkCoGcrmn8CREyVWFIeI1IlKFMS/88v6nHYf3QAeuaMCSB2DhCHl/SzfKoEhYv2vImSH4SdOgHQD2dMAFFTJUaS7rhUCYjzXlD4g7D/BgH0Q5gA4uWIcAwpDk2VgFps9wUPwhVDAOiBMAFASKoEzBbJPaJajVuQzzANgK4JE0CkHAWOLaHRqRIwX/D7hYffBRkLQHeECSBGjv8mlMQAVQlYTMB7h4ffAQwHoCPCBBAdR36tMEZgVB43lmREAF0QJoC4OOZrUczDdLoEDNb/fcTD75AMCqB1wgQAfVMlYBh93lMstkdiXADtEiaAiDjUa12EI1UlYHj93F889o7B0ABaJEwAsXCQ15GoBqtKwKjcawDInjABlOWm8y9Yt3ynTbfc2uwDlE0UHpvRAbRFmACi4PCuU5GM1xO/MJ7u7jseeydkgACtECYAihD86FmVgEl0cQ+yqG6FMQJMTpgAwnNUB7CkdtuEB94WGSbAhIQJIEnrP3D2Zcev/fghh65bvlP9dfaee1150tvnv3lEdUn105vOv6DZf8pFrzxq5obV1/wbfvnSy6o/v/qauU7959/9xfXNNZ624J8fp4CHzk6XAABgMcIEENh4q+Ubzz3v4ampt17+yQumH62/TrvphlV77nHRK4+68+prmist5Ogz183cpP56/33/UF1e3XBOmzjk19/5qt8/64P3/7C+2unf+OreLz/oirWvX/+Bs5trMBxVAtrS1r3JM/ytM1KASQgTQKpWrV79vJcd0OwsW1Ztv+niC489631XnvyOqY2bmkuHsHrfNSdc9Ilq49YLL64vqRx26ikHnnTimiOPePbq1fUl1dWOPnPd2g9/6MZzz5t/XkYqHDoDHgc6YrAAYxMmgJBaP4x7xbt+s/r+tSv+tN4dUl0ftj74YL07wAFveXP1/Z71G+pdluR0CWiX+xQA+REmgKys3ndN9X3z7d+sd1vX9Z8P0KnIn9W/6fwL1i3fyVlpAKURJoBg4jmAe2hqqvq+cvfd691KdVh82fFrm5289Dl2T+1CF9yzYqZNAIxBmABY9qO776m+7/3yg+rdyg1/cu69113f7ABkwZoZgDgJEwATWXPkERdMP3r0meuafZ7mSV3ojvtXzAQggFEJE0AYUR23bdm8ufr+gsMPq3ez56AZCtTnHX/9B86+7Pi1Hz/k0HXLd6q/zt5zrytPevv8N4+oLql+etP5FzT7T7nolUfN3LD6mn/DL196WfXnV18z16n//Lu/uL65xtMW/PMBiI0wAbBs4999qfq+134vqXchuKvPubz6uuOKm6uvf/zLO3+84fszXz/8/D3VhV847zOH7/+K5trPdNmZH6tue9slG+qbV9df8OZv/uXXNTd42kd+54/qm8y+/t1XfuXGj33ut9/wG82Vnmmxm1R//mI3oQQ3nnvew1NTb738kxdMP1p/nXbTDav23OOiVx5159XXNFdayNFnrpu5Sf31/vv+obq8uuGcNnHIr7/zVb9/1gfv/2F9tdO/8dW9X37QFWtfv/4DZzfXCEr/BRiJMAGUbmrjptsuufTw006tPzSUVjjPfBJv/uXX/eqhv1J9vXDvNdXXnrvu0fzgKat2XlldeNSBR2y44K+q9f8+e+3d/OBpJx5zQnXb/dfsV9+8un7zg6fM3PzP3n/hjR/7XHPpU9561OvrmzT7T9n7uT93yEsOOv+0c267ZMP8f9epr/+3C96k+vMXuwltGele1v86edXq1c972QHNzrJl1fabLr7w2LPed+XJ76gedZtLh7B63zUnXPSJauPWCy+uL6kcduopB5504pojj5h53K6udvSZ69Z++EM3nnve/PMyAIicMAGU66GpqTuvvuaTxx2/zy8d/Oo//mBzKUTgvh9sumvT3fX2NX/72WoJOvP1Gx/63Uu/8OfVFaofVev/L3zoL+qr1X77Db9R/ejr99zxxa/8zYc/84kzLznn+HVvnX3zf/3Ow6vL65sf8pKDvnDeZ+obVu77X/9Y/buqm1TXmbl+deX6f8n+a/ab8++q3HznraPehJK94l2/WX3/2hV/Wu8Oqa4PWx98sN4d4IC3vLn6fs/6DfUuAKkQJoAAWnnu7t7rrp95dfHsr+pHLzrm6Po6i5nauKm65h8+92e//qlPH/pbp7x7w7WlnS7hNOOY/T//7/846F1HfXpDc8b77fd+q96oVT99z8V/UF3h0i/8ebX7wr3XfOR3/qj+UeW/fv7Pqh8de/obTzrn3f/p0x+tdm+762vNz57yzz/6QXV5dZ26HRx14BEzJzVUtzrl/NOrm1TXqS+pVFc+/LTjF/x3VV7/vl9b7CbX/O1nq+35N6FFuw530kQ89/fV+z55cs3m279Z77au6z9/JB5mAYYnTABJmnn58YJfsz8jY8FPzagOXutrnrLh2upH86tEdXn102bnmepbNTssZMjFEhN6z8V/UJ/48NrDj6svGclM+Fh72NI3r/5dP7j/X6qNVx38f9aXLOmU808f9SawoIempqrvK3ffvd6tbLrl1suOX9vsAJA+YQIAUvWNe++svu/93J+rdzv1re/dVX2f83YSg41xE5jvR3ffU33f++UH1buVG/7k3Huvu77ZASB9wgQApGrmVR7eY5LFFP6CggVPmuuNV3MADEmYAIDkzXk5xtXnXF5/cmezT75KeOXUls2bq+8vOPyweheA/AgTALTJG0ykYvVue9Yb137ZKfFEbePffan6vtd+L6l3AciPMAEAJfrFffervj+8fevsD9SA2Ext3HTbJZceftqppX12EkBRhAmgb15zGwm/iML9q//j+dX3f7n/h/UuWUr6bv7Q1NSdV1/zyeOO3+eXDn71H3+wuTQ1HmkBhiFMAEBx9tlr732f94Jqo/5cj468eJ8XVd/v2nR3vUtR7r3u+nXLd5r/Vf3oRcccXV9nMVMbN1XX/MPn/uzXP/XpQ3/rlHdvuNbpEgB5EyYAoDgX/d8fWbXzyoe3b/2jT32kuahth+//ivqDQm/9+6/Vl1COC6YfHfA1+zMyFvzUjNX7rqmvecqGa6sfza8S1eXVT5udZ6pv1ewAkAhhAgBidPCLX1ZvfPu+/1lvtOWyMz921IFHVBs333FLd28wccG/+6Pq+9fvueM9F/9BfQkAwIKECQCIzm+/4Tded8Tx1cbD27fedlc7Zxy8+Zdfd9mZH/vHv7zzxGNOqHa/fs8dJ53z7vpH7ar+RbddsmH/NftV/4pjT39jcymd8VE4AKROmACgNRZIk7v6nMt/vOH75592zqqdV1a7N99xS335hO644uY/e/+FJx5zwp677vHw9q1f/MrftJIM7r7yK9X/2jlf1b9o/zVPfuTHIS85aObCw/d/RX0TAIA5hAkAiEj9hpGV/+/HD3zxK3/T1kkNe/zM7j+4/1/u2nT3pV/480NOObatP3bv5/5cs7WUts77AADys3x6errZBOiLj0+LwRnLdmy22uOMiUhcfc7lv3ror1QbfiOF+PGG7zdbs3ikjUcXj7cAOXHGBAAAABCMMAEAkLAFT5cAgIQIEwC0xgIJAIBRCRMAAABAMMIEAAAAEIwwAQAAAATj40KBMHyOXVjdfXadz6eEng14bxePtDHwWaEAS3LGBAAAABCMMAEAkCofhQNABoQJANpkmQQAwEiECSAMr7kNyPABAIiHMAEAAAAEI0wAACTJK6cAyIMwAQTjBQVB9DB2iyWIhIfZ4PwKAIYhTAAAAADBCBMABentuTsnTUDX3MsAyIYwAYTkHFcAACicMAFQChkICuSOH5DhAwxJmAACc9yWK+eZQ3fcvwDIiTABUAQBCACAOAkTQHjWzLnypC50YdR7lsfYIIwdYHjCBBAFB3CdMl4AAKIlTADQISdNQLvcp5IgBwOMRJgAYuEwriMGC3gcACBmwgQQEYfOrYthpJ7ghba4NyXBf8sARiVMAAAkYMIqYbUMQLSECSAuDp1bFM8wPc0LFMJ/xQDGIEwA0XFU14rYxqhNwCRauQd5dAUgTsIEECNHzxOKc4DaBIynxfuOR9dOGS/AeIQJIFIO78ZmdAAAJESYAKA/TpqAUbV+r9EuO2KwAGMTJoB4OcgbQ/xD0yZgeB3dXzy6ts5IASYhTABRc6g3klTGpU3AMNxTACiEMAHETpsYUlqDsuKCwbq+j3hobZFhAkxImAAS4JhvSUYEjMrjRiuMEWBywgSQBkd+AyQ6HCdNwGJ6u3d4aJ2QAQK0QpgAkuH4b0FJj0WbgPl6vl94aB2b0QG0RZgAUlIdBToQnJHHNLQJmM09AoACCRNAerSJSk5DsBKDWqj7ggfVMRgaQIuECSBJhR8R5vfX1yYg7L3AMnskxgXQruXT09PNJkCCPrrssWarDHkfDe96/M83W1CYSNpcaY+o41ElAFrnjAkgbUUdIGb/l3XeBGWK5//5ltxLMiKALjhjAshE3k/0FXUo7LwJihJhj3PexGJUCYCOCBNAVrI8ni7zUFieIHsxnyKkTcynSgB0R5gAcpPT8XThx8HaBBlL4oVL8kRNkgDomjAB5Cn142nHwTVtgiwl9HYq2oRHY4AeCBNA5pI7qnYQPIc2QWYSqhK1ktuEB2SAfggTQBHiP7B2+DuYPEEekqsSM0rLEx6TAfokTABlifDY2uHvkLQJkpZukphRTpvwsAzQM2ECKFTwI2wHvmPQJkhUBlViRt55wiMzQBDCBFC6Pg+yHfK2Qp4gITklidmyzBMeogFCESYAnqHdo22HuR3RJkhCrlWillOb8FgNEJYwATCUwYfgDmqDkCeIVt5JYrbU84RHb4AYCBMAJEybIELlVInZkisUkgRAPIQJAJInTxCJMpPEbPHnCT0CIELCBACZkCcISJKYI8JCIUkAREuYACAf2gRBqBIDBC8UegRA/IQJAHIjT9AbSWJ4fRYKMQIgLcIEAHmSJ+iUJDGhdjuFEgGQNGECgJzJE7ROkujU4GAhQABkSZgAIH/yBK2QJACgC8IEAKWQJxibJAEA3REmACiOQsHwJAkA6JowAUCh5AkG0CMAoDfCBABFkyeYQ5IAgJ4JEwDwJIUCSQIAghAmAOCn5IkC6REAEJYwAQALUCiyp0cAQCSECQAYRKHIjB4BALERJgBgKApF0vQIAIiWMAEAo1EoEqJHAED8hAkAGJ9IESExAgDSIkwAQAsUiuD0CABIlDABAC0TKXojRgBABoQJAOiQSNE6MQIAMiNMAEB/dIrxiBEAkDFhAgCC0SkWJEMAQFGECQCISIGpQoYAgMIJEwAQu2xqhQYBAMwnTABAwiJsFuoDADASYQIAyjJqyxAaAIBOCRMU438vbzYW9DPuCAAAAAEIE2RncIAYlWABADCqz3612VjQCf+m2QB4ijBB+totEYPpFAAAMwYHiFEJFlAqYYI09RkjFqRQAAAFardEDKZTQDGECZISvEfMp1AAAHnrM0YsSKGA3AkTJCLCJDGHQgEA5CR4j5hPoYBMCRPELf4eMYc8AZTko8sea7YWcsayHZstIC0RJok5FArIizBBrJJLEnMoFEBGBgeIUQkWEKn4e8Qc8gTkQpggPqknidnkCSBN7ZaIwXQKCC+5JDGHQgGJEyaISU5JYoY2ASSizxixIIUCAkg9ScwmT0CyhAmikWWVmCFPALEK3iPmUyigDzkliRnaBKRJmCACeSeJ2eQJICYRJok5FAroSpZVYoY8AakRJgitnCpR0yaA0OLvEXPIE9CmvJPEbPIEpEOYIJzSksRs8gQQQnJJYg6FAiZVTpWoaROQCGGCQEquEjVtAuhR6kliNnkCxlFakphNnoDoCROEoErUtAmgezkliRnaBIym5CpR0yYgbsIE/ZIk5pMngM5kWSVmyBMwFFWipk1AxIQJeqRKLEabANqWd5KYTZ6ARUkS88kTEKUVzT+ha6rEAIYDtKqcKlEp6i8LI1AlFmQsECVnTNALC+9hOG8CmFjJq3SnTsBPWX4P5rwJiIwzJuieKjEkgwImU/i5A06dgIYqsSQjgsgIE3TMYnskxgWMy7K8YghgyT0sg4KYeCkHXbLMHo/XdACjsBqfz8s6KJTF9qi8pgPi4IwJAEiYKrEgY6FEqsQYDA3iIEzQGadLjM3ogOFYfg9gOACQCmGCblhaT8gAgaVYeC/JiCiIZ/7HZnQQAWGCDlhUt8IYgcVZcg/JoCiCpfWEDBBCEyZom+V0iwwTWIjF9kiMi8xZVLfCGCEoYQIAUmKZPQZDI1uW0y0yTAhHmKBVnuFvnZECAABZEyZojyV0RwwWeJpn/sdmdGTIM/ytM1IIRJgAgDRYWk/IAMmKJXRHDBZCECZoiWf1O2W8UDyL6lYYIwBESJiARGgTUDDL6RYZJjnwrH6njBd6J0zQBmtmAACyoU1Av4QJSIcABEXyDH/rjJS0WTMD2REmmJjVMkBnLKE7YrDAEgQg6JEwAUmRgQCgZFbLQI6ECSZjnQzQGc/qd8p4gSXIQNAXYQIAKJQ2QWKsk4FMCRNMwOkSQRg7lMGaGQAohDABAIzgpvMvWLd8p0233NrsJ04AIhlOlwjC2KEXwgQARMdqGQAohzDBuLygICDDB2iPDAQAYQkTABAX62RgLi8oCMjwoXvCBACUaP0Hzr7s+LUfP+TQdct3qr/O3nOvK096+/w3j6guqX560/kXNPtPueiVR83csPqaf8MvX3pZ9edXXzPXqf/8u7+4vrnG0xb88wGAcggTABCR3k6XuPHc8x6emnrr5Z+8YPrR+uu0m25YteceF73yqDuvvqa50kKOPnPdzE3qr/ff9w/V5dUN57SJQ379na/6/bM+eP8P66ud/o2v7v3yg65Y+/r1Hzi7uUY0nKUCAAEJE4zFexwE51cATGzV6tXPe9kBzc6yZdX2my6+8Niz3nflye+Y2ripuXQIq/ddc8JFn6g2br3w4vqSymGnnnLgSSeuOfKIZ69eXV9SXe3oM9et/fCHbjz3vPnnZQAAxRImAICfesW7frP6/rUr/rTeHVJdH7Y++GC9O8ABb3lz9f2e9RvqXWBp3uMgOL8C6JgwAQCxiOEFBav3XVN933z7N+vd1nX954/NqzkAIBRhAgCY1ENTU9X3lbvvXu9WNt1y62XHr212AAAWJ0wAAJP60d33VN/3fvlB9W7lhj85997rrm92AAAWJ0wAACGtOfKIC6YfPfrMdc0+AFAYYQIAopD0exxs2by5+v6Cww+rdxPlbSYAIAhhgtH5oMpI+EUA0dj4d1+qvu+130vqXQCA4QkTAMBEpjZuuu2SSw8/7dT6Q0OBNvmgykj4RUCXhAkAYEwPTU3defU1nzzu+H1+6eBX//EHm0sBAEYhTABAoe697vp1y3ea/1X96EXHHF1fZzFTGzdV1/zD5/7s1z/16UN/65R3b7jW6RIAwHiWT09PN5swJG9tEI+fcf+FfHjnxRicsWzHZgsi4RUE8Tjh3zQbQNucMQEAAAAEI0wAQHhOl4iEXwQA9E+YYHRePhAJvwgAACB9wgQAAMTK+xpEwi8CuiRMAAAAAMEIEwAAAEAwwgQAAAAQjDABAAAABCNMAEB4ZyzbsdkiKL8IAOifMMFYfFBlcH4FAABAFoQJAACImA+qDM6vADomTAAAAADBCBMAAABAMMIE4/IeBwEZPgAAkAthAgAA4uY9DgIyfOieMAEAUfBBlcH5FQBAEMIEE/CCgiCMHQAAyIgwAQAA0fOCgiCMHXohTEBSnC4BAADkRZhgMtbJAO3xHgcBGT4wl9MloC/CBKRDBgKAklknA5kSJpiY1TIAAJmRgaBHwgQkQgCCMnhBQRDGTjKsloEcCRO0wZoZAIBsCEDQL2GClmgTnTJegM44XYLEWDMD2REmACAu1snAErSJThkv9E6YoD2e1e+IwQJ0RgYCgOCECVplCd06I4UiWS0DS/CsfkcMFkIQJgCAQglApM0SunVGCoEIE7TNM/wtMkwomDUzAFAIYYIOWE63whiheNpEp4yXHHiGv0WGCeEIE3TDonpCBggADMNyuhXGCEEJE3TG0npsRgc8zbP6HTFYsmJRPSEDhNCECQCImiV064yUDFlaj83oIALCBF3yzP8YDA0AACiJMEHHLLNHYlzAQjzD3yLDJFue+R+DoUEchAm6Z7E9JIMCFmc53QpjJHOW2SMxLoiGMEEvLLmXZETAUiyqJ2SAFMFie0gGBTERJuiLhfcAhgMMx9J6bEZHQSy5l2REEBlhgh5Zfi/IWACAdll4D2A4EJ/l09MWRfTufy9vNgonSQBj+eiyx5othuN0CQr12a82G8xQJSBKwgSBaBOqBDABbWJ4qgSlkydqkgREzEs5CKTwZbkqAUzGYntIBgUW5E8yBIibMyYIrbRTJyQJoD3OmxhMlYCfKvm8CVUCoidMEIFy2oQqAbRNm1iMKgELKC1PSBKQCGGCaOSdJyQJoDPaxHyqBCyqnDahSkA6hAkik2WeUCWA7skTNUkChpJ3npAkIDXCBPHJqU1IEkCPtAlVAkaTZZ5QJSBBwgSxSj1PSBJACCW3CVUCxpFTm5AkIFnCBNFLrlBIEkBopeUJSQImlXqekCQgccIEiYg/T+gRQEzKaROqBLQpuUIhSUAWhAlSE2GhkCSAWOWdJyQJ6Er8eUKPgLwIEyQreKHQI4BEZJknVAnoQ4SFQpKAHAkTpK/PQiFGAGnKqU1IEhBA8EKhR0DWhAmy026nUCKAjKSeJyQJCK/PQiFGQDGECYoxOFgIEEBJkisUkgREqt1OoURAqYQJAChU/HlCj4BUDQ4WAgTwTMIEAJQuwkIhSQBAOYQJAKARvFDoEQBQIGECAJirz0IhRgBA4YQJAGAJ7XYKJQIAmE2YAADGNDhYCBAAwDCECQAAACCYFc0/AQAAAHonTAAAAADBeCkHAACduOWWW5qthRx55JHNFgBlEyYAAJjI4AAxKsECoDTCBAB9WH7NT5qthUyf+JxmC0hBuyViMJ0CIHvCBABtGhwgRiVYQDz6jBELUigAciVMADCRdkvEYDoF9C94j5hPoQDIjDABwMj6jBELUiigBxEmiTkUCoA8CBMADCt4j5hPoYDWxd8j5pAnAFInTACwtAiTxBwKBUwuuSQxh0IBkChhAoBFxd8j5pAnYDypJ4nZ5AmA5AgTACwguSQxh0IBQ8opSczQJgDSIkwA8AypJ4nZ5AkYLMsqMUOeAEiFMAFAI6ckMUObgAXlnSRmkycA4idMAPCkLKvEDHkCZiunStS0CYDICRMApcs7ScwmT0BpSWI2eQIgWiuafwJQpHKqRKWovyzMV3KVqBT+1weImTMmAApV8irdqRMUyLK85rwJgAgJEwAlcu6ANkE5JIn55AmAqHgpB0BxVImKIVAIVWJBxgIQFWdMABTEanw+p06QMcvvwZw3ARAJZ0wAlEKVWJCxkCtVYklGBBAJYQKgCJbfAxgO+bHkHpJBAcRAmADIn4X3koyInFhsj8S4AIITJgAyZ8k9JIMiD5bZYzA0gLCECYCcWWyPxLgAAPonTABkyzJ7DIZG0jzzPzajAwhImAAAyIGl9YQMECAUYQIgT575H5vRkSKL6lYYI0AQwgRAhiytJ2SApMVyukWGCdA/YQIgNxbVrTBGAIB+CBMAWbGcbpFhkgTP8LfOSAF6JkwAAKTKErojBgvQJ2ECIB+e4W+dkQIAdE2YAMiEJXRHDJZoeVa/U8YL0BthAgAAFqBNAPRDmADIgWf1O2W8RMiaGYBsCBMAsDRtAsokAAH0QJgASJ41M5TGahmAnAgTADAUAQjKJAMBdE2YAEib1TKUxjoZgMwIEwAwLBkIAKB1wgRAwqyToTROlwjC2AE6JUwAAAAAwQgTAKlyukQQxg4A0C5hAgAgDV5QEJDhA3RHmAAAAACCESYAkuQFBQEZPgBAi4QJAAAAIBhhAgAgAd7jIDi/AoCOCBMAAABAMMIEQHq8x0FwfgUAAG0RJgAAAIBghAkAAAAgGGECAAAACEaYAAAAAIIRJgAAYueDKiPhFwHQBWECAAAACEaYAEiMD6qMhF8EAEArhAkAAAAgGGECAAAACEaYAAAAAIIRJgAAAIBghAkAgNgdeeSRzRZB+UUAdEGYAAAAAIIRJgASM33ic5otgvKLAABohTABAAAABCNMAAAAAMEIEwAAAEAwwgQAAAAQjDABAJAAH1QZnF8BQEeECQAAACAYYQIgPT6oMji/AgCAtggTAAAAQDDCBABAGrzHQUCGD9AdYQIAAAAIRpgASJL3OAjI8AEAWiRMAAAkwwsKgjB2gE4JEwAAAEAwwgRAqrygIAhjh9I4XQKga8IEAEBKrJMByIwwAQDDcroElEYGAuiBMAGQMOtkKJPVMgA5ESYAYCgyEJRGAALohzABkDarZSiTNTMA2RAmAGBpAhAR0iY6ZbwAvREmAJJnzQwAQLqECYAcaBOdMl6i5Vn9jhgsQJ+ECQCAhFlCt85IAXomTABkwrP6HTFYAIBOCRMA+bCEbp2RkgTP8LfIMAH6J0wAACTPcroVxggQhDABkBXP8LfIMEmLRfWEDBAgFGECIDeW060wRlJkaT02owMISJgAyJBF9YQMEACgN8IEQJ4srcdmdCTNM/9jMDSAsIQJAICsWGaPxLgAghMmALLlmf8xGBp5sNgekkEBxECYAMiZZfZIjIucWHIvyYgAIiFMAGTOYntIBkV+LLwHMByAeAgTAPmz5F6SEZEry+8FGQtAVJZPT083mwBkbfk1P2m2eCZVghLccsstzVbZJAmACDljAqAUlt8LMhYKYUFeMQSAODljAqA4Tp2oSRIUqOTzJlQJgGgJEwAl0iZUCUpWWp6QJAAi56UcACUqfFmuSlC4ohbqqgRA/JwxAVC00k6dkCRgtrxPnZAkAFIhTACUrpw2oUrAgrLME6oEQEKECQCelHeekCRgsJzahCQBkBxhAoCfyjJPqBIwpNTzhCQBkChhAoBnyKlNSBIwnuQKhSQBkDRhAoAFpJ4nJAmYXPx5Qo8AyIMwAcAgyRUKSQJaF2GhkCQAciJMALC0+POEHgE9CF4o9AiALAkTAIwgwkIhSUD/+iwUYgRA9oQJAMYRvFDoERCPdjuFEgFQGmECgIn0WSjECEjL4GAhQABQEyYAaFO7nUKJAADInjABQB8GBwsBAgCgWMIEAAAAEMyK5p8AAAAAvRMmAAAAgGCECQAAACAYYQIAAAAIRpgAAAAAghEmAAAAgGCECQAAACAYYQIAAAAIRpgAAAAAghEmAAAAgGCECQAAACAYYQIAAAAIRpgAAAAAghEmAAAAgGCECQAAACAYYQIAAAAIRpgAAAAAghEmAAAAgGCECQAAACAYYQIAAAAIRpgAAAAAghEmAAAAgGCECQAAACAYYQIAAAAIRpgAAAAAghEmAAAAgGCECQAAACAYYQIAAAAIRpgAAAAAghEmAAAAgGCECQAAACCQZcv+f9WBBw8sDzBeAAAAAElFTkSuQmCC[/img]
הפסלות: ניתן להיפסל בכך שלא הלכת על הגשר, מישהו הספיל אותך (לכל אחד יש זנבות ואם לקחו לך נפסלת).
זנבות: כל אחד מתחיל עם זנב אחד, כדי להשיג זנב שני צריך לקנות אותו עם ברזל, שלישי עם זהב, רביעי עם ברקת. יהלום לא קונה זנב.
החנות:
[img]data:image/png;base64,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[/img][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABWIAAAJgCAMAAAA3e+pcAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAMAUExURf///wAAAO/39+/m79bW1t7e5tbe1sXFxc7FxUpCSggACDExMQgQCK2tpTo6OhkhGUpSSpSMlKWcnBAQGYyMhJScnCkpIVpjWnt7c0I6Or29tWNja621tYSEhFpSUmtza2NjlEJjGeZaSuaUa+YZShAQQubmrb2UazoQSowhSpRjnBBrGRBCGcVae8UZexkQe4RjUnOcnLXmzpSUY7XmpWuc7zpje5Q6e2ucxRBje5QQe2vO5loQe2tjEGvOrWsQGSljSt6c7xDv5hCt5hDvrRCtrbVrGbUpGb3m7whjSt6czhDO5hCM5hDOrRCMrbVKGbUIGeZa76Va7+YZ76UZ763vayla763eOikZ762cOuZaxaVaxeYZxaUZxa3Faylaxa3eECkZxa2cEMVanMUZnBkQnGveWmveECneWineEGucWmucECmcWimcEOZae+YZexkxe8Va74Ra78UZ74QZ74zvawha74zeOggZ74ycOsVaxYRaxcUZxYQZxYzFawhaxYzeEAgZxYycEEreWkreEAjeWgjeEEqcWkqcEAicWgicEGsQSt69pTEQCOaUpbVrSrUpSsWUpbVKSrUISt7ve1pr70Lv5t7vOoyc70Kt5lop796tOjpjnJQ6nELvrUKtreZrGeYpGbWc74ycxRBjnJQQnN7Fe1prxd7vEFopxd6tEGvv5loQnGtjMWvvrWsxGYzO5loxe4xjEIzOrYwQGd7vWlpK70LO5t7OOkKM5loI796MOkLOrUKMreZKGeYIGbWczt7FWlpKxd7OEFoIxd6MEGvee+ZanGveMSneeyneMeYZnGuce2ucMSmceymcMRkxnEree0reMQjeewjeMUqce0qcMQicewicMRk6Sv+93v+9WkIQIZxjc2sxSv+9nP+9GYzv5loxnIxjMYzvrYwxGd7F5rXF5kI6EP9a3v9aWv8Z3v8ZWv9anP9aGf8ZnP8ZGa2UtXtjc///e+/v1ubFxd737ykQIdbv1gAZCDo6Uq3FxebW1u/35gAACAAAAFlc7sEAAAEAdFJOU////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////wBT9wclAAAACXBIWXMAACHVAAAh1QEEnLSdAAA16ElEQVR4Xu3d4ZaayBbwfcoSLZoGNUBJg+KncwHPHbwf3/t87i3fk5XpbtdK93p2VYGibTIzZ5I53fr/ZRIRsXPC0c1ms6mKAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAcGNMoUy/CAD4tcxeNf0iAODXmt2peb8IAPi1zCtZLAD8JqYgiwWA34RaLAD8NuZOVbGn/XMdnsSyFBYfw3oRf3PPnw/PAQA/J1lscN9lEjzjdXiWmOcyt27J1k0IqlWS+udtRZAFgD+jjeSq8UOaplb+s6/73Uuk69QWqrDtdNoV1q9Xr7WPqcPzQi0pLQDAn6j3yWO/KJpEWX/hyyxTl6dOsyaeSBxukkJVshBl2dSFWlNb1UlsBgD8RKfuP/eLTly81vKgW7U+rQTU6n4cUidZUZT9MgDgsqyrXvpFJ04LF2LNUrmHEVOorF/04k6t+0UAN02beZNtsmY25GUTPQurNq4Q6cz8s2xzmrndoO8hxEoAbcOKg8Vp0NWlSqgU4COZxPK132Ti8MWPfCjw67K5r4HJVk3jNmn69hoXP9zLGzOqqOFElfur4EVSz8NO+7ZKUvsqq17TnbuCHkWt20Dc/GAosS1csvr8plAQFWrbL3l6S4jFx2Ja+d7773mRtln49FZd7i7eOqkECFkT16l/bruq32SIH1/7thoc6cbtyDpNuvW6S6yylV89Xdvcr+psUdTu2FS1Xaqelu3NB42Z8iF2Ijnq2eHmSdXuetfAhdhZvwy8b6Zyn+bNopBAuW7bbpnun3b+y54s8nzZybq2SxYqkRjbdLl73uX7Yu03qdNl17ZriR9piB84mqf7SkfzUCKIq0SlPm48br7Mn1280M268CFFXk3cpjdvrqzfRZVKz26pLdTJ5S1dk8Xig9CtWsqHNa5alW7cirj5ulCl+75XVTPtKwKzKlVLHT02voowcV0zvlNxGkoGj9lSWToVzzTpazm6mDOzr+eXaPSybz6qlfUrblymrM9NN7bP+A8u1GLJYvEhPHeqe3YLq8PJmd4V4ZM+Ip/pcWIxac82Mfb1/ArFzdPVdtyRJJlXep6plkVI2zqV+Oe3Ta9U7ssBTVqs/JqDs1rsc6u6830JvE/z0ievcnKWD3mosSpchxmRc7hx24zbZFwcm5TK8pn/uarP0fS8P5ZJ2mbDNS45hfDPb5te9nm+aykYN3P5LHb8cZvmxUnIBd4/ySCGb75Ow800Y5u+jtCbyiYnIXWIH/iRyZewix5X+aGuOITYUhX++U2bZMqGz1jcqvb0gH2axeqyWB4OU8DHIFnsoRKQhEprXIfrXk4zfPyD+DzEyteDD/3PyVFoKg9m1PW5sWGo1I1SN3n1Zl4fTpe0qdLX/uxf1+oshD6Na7HPVX444wI+ilEWG+UhiTCjVk3JYscfeiMhtl/0Jn38wA+99LtoNrp36csi7OGZus0hU7tXGzqqq3adFKobPmJvWgp8FjvJWq9LVdru+r5B4IMYZ7G52vUh9vDFl5fHhQDJYn3XwUGmFoTYn5NE3+2i6SiLzfosNno9bUq6FW2RhkBp1d4uy8NBPCtOKv9DR0HnmrAHDxSm8KFIFnseYufHLDauT695z86z2C9ksX9Czn799fJpcsxisz6LjdI3t4zehFkWjuG6+pI102P9P876218GWeU+XZvqU1Z9kl9fquoTN7vgYzmtxQ6FgmFVnBS7ftE7z2JdUxcf+Z96zO98GJ1dqMVGLY2xwHU7rcUOWWwfYnW1P72a5Wqx47aax/S0NxzndHUXbkg6yWKLPostlfKPAK6TpKHHi7gPqnVXIQ5Z7EuT3p120UgWuxr1db18ucupE5yJ664f+UV8r9J07g9KF7PY7EZbCoBrp7NkJXHgJUtVdxgu66QWO4mz9s0o864We4y5cWWPKTB6Ej+3L1GV5EkurCqSZC3HofFoqNlTn8XK0ez0+g6Aq/CYqPRZVy4CHK9pn9Riq9TeFbuzCOr6YiUnq5LUcXMtpXnXVxUQzNKiOo5U6Llqy8UsNlKnlw8BXIfvtYTTbxIHbHnMU8e1WN0WSdmcjwfrarGyyUn8OGmcRaRjI0eh2IzMJu6s4Di6rp7O+3KLYchd4CppN9ZebIYxtbzZH35kmJDFfpuNXxo8/+FWPsdmFpt49sdsZqYufgAA/ppjRwEA4Bcb9cUCAH6t0d1dAIBfiywWAH4barEA8NuQxQIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD4mzpV634RAPBLNQUhFgB+k0SpetIve/JEQm74T4QFt8V4be+w7fDM/6TwfFg8ecNtY1cAt6Yqlq8nWawuu8QqJy1jHcWpX/6ko3md+/XJ6vmwvV4lhaxK688uojYq9a/UqnQvqTpq5B2LriG0eGaRxv0igJtgbFsWJ1msSdX+rriXX3uVNtE8dzG0yKKolAe/Vh0DRbz22+7VwoVRUxQvslKnhWzw/NVuoiYt7u+UlXfDhdgHDjbALZm0qamKkyw23n1pJHuVSNkkqnOxspNIKyrVGrf6U6q64Q3fm803WZUlKp3J00L54JsXsqFuFyGyms7/mA9voo/Z+39ntsgJscAN0aWtIgmx/dNzJk/nUbQqSp/llu7032kKex4yda4y2cgqF4wf1UKS2VmaTsOL8zRxsfmj+6zUP/xnmIIQC9yQSWNbHWWnWezI49JKyKyL0r9eDSFWJwuf1o6V/oe0qpI/jUplTZymn8Nrs2VIgz+4Tik54PwTU5s+9ovAx6LNNZyK/tuaPJe8rLo/7Sh4efyjf/55aSWohOjpstiVXxvpnSvNnsoKCdayiSTEunV/Ro1KXGFWxGu7CUsfWaMuZ7Fax7ERM19dkeex0dHErZyNVsvaibvc5VbJOrfm+XN4ud9LwHu2UV2/hL/s89o2Ekz7WqyZz+emkS+/RMQ+gpoklxDb2M7nXpXa+rUSQ20Vlo4yu5Mfkt2lk+dMLVwImaskvDQx3duQ/OHoPMkvZrG6fEjdFcF9Us7coekl2ZtIZ8s0fZW1atFlz7JWcnojWaxbo1TRSlYve3Evy0k5DaEZeL/0t7xo++VBbB6juNHuQ6994Gi0/BZz9/33S+GqjqPn/nm/KFmInslTebxmeqfaRv61tTxIetYtCltYyT/jbkg6m9RdpzJpKL0earE/zmLN/ilrlQ/AulI798LEVGu7/+IWPzJdFyaX2PnWLN/bNM9zibOJ2086L2bRc2ttmiay3hbF1u2ZPJ1F0yT3W1rX3BYXNn1wy8k/LD8Av19WpOt+cVBKKpYVrjQYaTlxnZSvzzpLcslFWqMnmTw+2N0QRHUnz5PChWIt6Uel4619lZfDq1fquSuK4m5fSLK1TybRPBMb+SdLFtuXTqtFK/mrzv1FrFEWeynE2ta1Fkg695T6eCoxydUV9KZbz9shOH9czaKOkotZbJzYzH2Mvlep8sf5h0Ky2E+bcACfxOWTOymIc9tf/JN183SfuQO/HP9l/+w714wBvF8Tk6+S8yy2tPNIJ50/SXPf8PquD6fxMplpvzztTq90ZwuJIS96UlpZXeVXUD/8KV3V9Xa7rZP7h3p84n8onZokZJ+JcvWEaHXMYt82ulbuwlkULVTij2o+93U7t8nXcbRVbwoLH4xJ84nsh0vH3Fk6BM+mKOTf7rPYkce1+9fPUt/V1vs62iHz9Boq1bhqk3X+kpxnsSv3wS19PvbtVUJnee/PdoVJhyaleVqdXGsolQ8PZlFJEubP+m5BVnztl4K49d/553lbdD6mbPe+peCYxX4t3oTMjXUJr0ShPvjGtVq6eNOm8rOqxdePvTMf1wtJYH+YxQ6rrXJh1GWxY7WLp+MsVj5o+/7KodC7p49+AMK1W9mpzs+z2JX74Bvr6mA+i92++vAp4m64NBbnu5OvfvPqvyxziSB6m9/K6Vt1endXqMXq6mte9OnVqvjq9t2hFvt8IYv9UrjLXRJOuiqTX9Xa3Rnmq7my+svCv/hh9UWPH9Vi02F15yoqLyGLnWZDSG1diP0jH7qEnfbuuAMfL1w8BN4TIx9RfchitXy/q+wxZLGTJHflVZfFbvdDNJ11Lr9y4mV7EmLnr/6Tb1ySVr0NI1fq7O6ukMU21qbrfmyBxiau3jLqKHibd4VarGzTKx4qiduTqnDvkRc/charK38t7ySL1Y18zKpKgmucuPszPB9iJ66jQN7z2p8r6dZVrmcnWazfpCfxmxCL98ykO/mcHmqxs7Jt21UcNVv3kfa5bOxOyzKfiTkSYvusLX44za6acF2n8SE2vZUPvtmdHkx8FjstV4fBW+Ktv72rca1GzktWj8JFYGp3d5f8LNn74mtp3FOd1S78zLaVi78flbGqdPHUqroa/uHxLnVkz5lxFuv+teVXOSDpsuhz/lni8nnJdUf7zLpBHHpyRPvULwLv0VJtq3JrU5dRvDGzkqGZu3DC25sth1vs4+Q0u2pe/YbGnRY2ef8VuTmxr5/iIEttsSieCsnND+f0E2Ma07gWlEd/l7Hns9hAV/s+i21sJ8H1pBar/XWxXty5QA28W3XrfllbXgqx0TJ/jGp7mqum/QlvNHvYjbOrSRsaQOcLCbEmOa1Q3o5jXyy82Zfqk6svuyz2bcHjj2OIXR4rCS+ru3CIjjtf6p6m+THEVmrZL4ks/dBVFNyIlzdNW71NkVXDKVsQb5dDMD6rxbqirn90ITZeX8XwUP+FvqMA55LXS0fxURa7HmexfnCduKmL3K2ULLZ/s44ze7zapU2bMJwu3r+3HQW9L0WSDD1ak6YW6yJZ9d+JQxart/Wu3uaqLqN5XXeuFhu3N9O1dYYs9gcu98VO82K9dR+sbW3VIVPVKwmxj6suLVJfpJYs1neoxPLxsv4WBb1yb9olRbq7fAIGvCebQ/4wMi13XVke44XZrrarcrWt+hCrM99TLwtVuf0/pXttMpc/fVl3npHFYuxHfbF9E4UoDrWlFxdi426R7DY+Rx1qsdmrsnntou2zG9ggoPaND2parXwKgb9DN18oDl6y6W9cO6WzalWV8lt+HY/zE9dRoJvscIt29n/9kqmqzDdbSBYrx/Lwn78BFwDwF/W1WADAr/dSEmIB4HdZ+fvaAAC/niaLBfBfmZiOK+B/xncUAMDfNmmuYJ6Y3y72s2sAwN/lh8kBgKjl/u+fqRJr+/uErbW5X/hTkw1ZLACvSwmxP1Y9VNM4dbsoTtvp9K/urIZh+gF4Xe4Gk8ZlbuLZqFlUOlo/6Cianc9iWCZNtElcPG3cPbVZ8eiHysmUm6u22EWR6dxo3iYpddSk/c3IxeJpUaTufiWTFPIDpq2sOYy8A+BjiRdFkfbLb3UPZLE/5mNibMvom6+uTrrErTgq001kUjdxV1VIAK3U5yh+daOQfYv1941t9axbP7r4K0H6UD2Q157j0g1apmemTUykK1v6ydYBfDhNUetvue2fvbF0E8vgZ2K70iaMwlcu3BSHR2UqSWhay8qtm7+3VZKZHuZO1WU+i9fdZ4m/bg6esjiOhyo/tHV57CTK8k2kd8xiDXxUXSL50TTMuXVUuoHk29xEnbq7v1MugJTqVanRyLFVodwaFSZXLVQij+WrunNzgMVtGADpJq7qrF5n0SaMwleN5jtxXBarE3c9zA9WviyiaHY3hNjJKjeTOp+72Xs2UVQP46EGzcIH7U1auhA7jr4APpDUD705mpbec+lX5E5S+6fD1NNmcbhqbmofQU3u5rePo3gfBpxtXuXxWxgx6SZG8qgWpSSbry626urpNMRu3W5cy5Eqsm4uHpucZLFuGvSV24nrREJod3q+kIW6QeZmQKsPY1YD+GA6FzPj8yx25Ubg3LnYENhhflpzzGP7+Q9naZh/dffk/owmdZhcxnNZ3JWr71wavwkzolb34d9uUpfDN2E3blMTNYU76LgM/5jFPrsxy10InebuR+SnI5j3vbMbK/u7+sCnA/qL7Iu8H22wskrd6lwYuFXxvo704vx619bFhtblp4Ed5kSIuyHYRl/6Wby78KX5qvwzXY5OeL8cZsO7UnGq/EEku3P7QK8W7smZqmjKYjWRjU8bDj67WSY3aVnZ9jGKHlM/D/ZguAPMZ7EfeTLf2i7LMg2pe62Scle87WzT8ss/yE6auD/6PTEZFtyal+NTeXDLYV1YOmwIvDdxodTxateLFn36OTo/PQSHeHmoFAxf/HWIxLsQYuUMt5Ez5nBp3QeIKzZL0z/8gg656frBPzu1sSpEFXM6r4pZ1vJHoqyvqny21YtfHUzcbhQb62aa/MCT+Tb+w5EWcaRjPx9M9rZ6VN7749TCXeErXd2/Svy7Gjv0s8S1fZXzgtJ3EM7l0xirvS/3q+S7S42LpPpOzwXeo5fW5V/Zq/8+y4c63xf7bhpC7DGLPeZfcXLoS8rSL/5xHYqIfYjVLjbESZgh9COnX3+BbkMoEOlawkM8lKxPxOnW51iT5ORcYeL7CB67dYgi/eS9g2E/b9wenJ7Npf7xbO9lF+yUm+gtdhXpU5Lkuz1UJHKQqZUE42zvU/q5Xfb/7pnvQM5Sf8LUHD6NG1frjmXT53rR70fgfTF3Pri2Z5UCX0Ss0yHrmh9iR7w8fEGqvgqwzn0mV7sQO5l1RVFFsz5AZNddKIjz2jzG32L5cs+eVo/f12+Ch6Pzzjy7VtfQI+C96Ocv/vrgpM0zHevvcjDycVjETr0wch4cu5ZY+QkffjLf6lWia+pPlrT80/y6o43dysvxwu2QxH2M9K6Q5D2ap2czbH627mhlhhAbdw+H1LUqtt/7ReAd2Sifh5XF8AUPzrLYSlKLwPgOBO9TfxGmy/9/9+CaPnVVlHEhp3EPIYvN0k/+8UrF3aKwhfznA8STDxEXrBe2eJKXh70pTPGUh71Xuvu8Fou+ru34u7tkbRJXsuh2sq7XH7xrK7Hy+VL+CDSpns77I+bWpaBN4a/6FW6NKVxFv/F9GGP+57hCgTdOiHV36H8B3pGZv3Ctu7N7D3wv0SGL1cdT3CpUDp1DLfbBxw6XxRrJdp/T+lAoyFKXjODGTZpiK+lmHxmrxfmpTZy7mmvmb99YuKgph+qFJO4Sev3rR6071h9DbDo6bagXvqALvDO7J2PMdpREeSGLzV3uFBuTWAmi8mhMZutZSCx0M6QNrqHzDzPrJMS2Eqlj20az26jF4i/RjWTk8hgio64Og+D4j5QrpSZyMJ90LkONVCd/GJvXRflYvgnGazXOYmfjsm7F8GV4n6o8TY/dWT1fi12tXQzd5unSVbwq2czxo5pIzpEM4bNu42jpXomiVD77uq2jb/LbaVo+9jfvcdVftVJhMq5qMXwoKvsf62sE62KuM7t6kair5JPzUhcmzu324U0JulXP7lzpkMWOho+sGIQXH8gN3DOAf8XEtKlrChahFqvLQ++Ens1m01gCa1nUZe632rgOWp3YSdQU6uxil2hDFtuXn8y4UFA+cTjHx0GIxa8Rd2kTSktDR8HaD9R4olrYrfFxuHTFVu2GJdKrRbhtcOy0Fvs8DrE7N9AD8EEQYvFL6J1rXQ1Kf+uFOdwpeLSx2zBE2cSH4UdXdIpmy7cfwnb/bRRiP9tQ8neMH20H+CB8LRb4p/TDej6dzf6YSfyLbT6fmd2h2/poasO9FToLDS5+cM1JY9/0Yfks9lCLfQ61WMl19bROs/HdccD7tqnffg+Av82kadIt18uunrjLW3m3zC/08cXpQ/Wlyqoy8bUB7bPYSG8X4b64o7Ubdvc0i50YeWPVdodbNwDgVsy261Z+rde+m2CzXW/76XNOlW23XndtG+LkpAwNKbNteXbyn/n7lNd97eGxlFg7MXW3/lqFUi4AAAAAAO9K7KuEOqvLbV1RzgaAX2eShbEe4nW6rbclIRa4daZ0VwnMrq65+/Afy1obBjefdeFW0VNNHUdRHfa0ziodxVkTV7v6qxt4Ki5rP0Sq20i2aeW/80s9AD6Yee0Hh4u6Vbl9IMb+U61dWR9iP4fr52cq13lflVtbS0Rt0+fIJGldrsrlciPhtlrZ9jmKViqWbeT/j8RWhFjgQ9Pdulu4LFai62Sbjrte4lXruE6YuI4nxj9r5C1zv+QSLF1lOqraehhBxr/gtpGMzEjIaOR3u25bP5bMTWiaydqHWLO8dLxy0VNM6sJEz+2Dls3sSlbF3dLvIj/pmb+BVMTppSgN4AOZZHHls1gnO5nYZJYsq6qqu0YCQdFEmZJnVSeBo1qUq0rir5zctu1j1FQP7vTXuV9Xq6pyA01P0yoycq4cd0lVfWrdD7kRk7UfUHqepu36zXl+FWaplehZR7pNdTTrwghUTerGoo7mRTYJqa4wjBsFXIHK9rmrZLFhITB+yELdyrmrWRgJsW5lZY0OMdksd1qvv7oAUXX9gPx3fqAjFzpMuommXRnFbv4/yZV34f7zG9APbf6cfanKpD1L3/ssNtJpF8XrREfTZO33/izZuZ3q55wdsth+AloAH9ohi/XT8B3NEn+bY5ZOo1kxjzY+xOq8jKowTFK1NC9t62a7y5J+mpB7/wNMMZM0LYumawmxnb9Jp2zDLK03oC8UODrL+7s/dZ10yyQ+JKg6SaJv7cNzNHOzfIs4cVXYqHmqXBYbCi9zsljgCvRZ7ORrPw+XRIYkScqJ6UNsPpWgaSaZSpZZpNflpI/JWTfXO38JPMv7EBuy2HlhJIvNIrNeHULs+nzA76s1nqAn7tzNnuLFbDZZow9Z7HOeyKFIwu2QxUqIdVs2bqjqOPz/MCGLBa5BHzGT7nDneNxsGiMJlg+xm9REeq4j3TRNHL20dZS5OWZciG1evvpplTdDiA1plwTkaGJi/zte+xAbJk+4CaMsNtLt2bTTxs9NJS8sdv4xmnV9Frv0W0oWG2KyY8JJAYAPLZz3L9vzPNMk/jal7GTGGW0lO/XDf+p6GR+y2D6ADlns8R3ukpcoP/r0qX+d7v7TL0kAXbrBpUZewkCpupKjkCdZrI+pJvfjS20OE674LPaq5+4FboTPYmM3W8epWZih6xA/nUki8Vi3bgzPKq0mL+5a2CiLHWqxx3fEa5+uSRZ7Gmuu12S9cH8ad8bfJv14UAdZ4bL6yvZD8UkQDiG2DFWauavFDq6woyAOsx5EcZmkXfbmIwdco5WrxWYqtal9GA/CbZaFTVMbZg6Vp7Kcpn7Y5LhepLZzxYN2p/9YWzvE1LuFlZ9iXYzpxSGL3d5SFuujSFXIjmjdpFQnJm432mQ6BFKfxW6S1EpoLfN0oU6y2OOTK1Eqf9E0Xtp1m1jqILgJ2kVNPZ3NPk/dZMtHz3Fs4uksDuFgMp1N4zC790TLC361/hZN4tnnfpMonsXx59lsVFnQjz5A62GLG+D3Z6Rn8Wzm2i3Oye5yw/8P4kf3jpnb81p2dj99uqfHT66CLnyI1dVipbVZvp37ILONHLgXNpGDi858Zh/7enaZD+cDVWsX9mHnd6GxtpP1Zl3IcX04MQCA29QlqQ+xfkrDl+ptGlu9ukgazzs7jSbZq4uaZukm5GoP039lGzm8N4m75DqJppskkQWJxomcVAHADWv288SF2JkvSEdz27mHscrd3SZmr7KFeV3Lokk7SWzXQ+t1b2L722Q2rmCtV0PDIQDcqNi2kQ+xmfLp69ATPFLdhWRVK4mus8Ilu43dyVs7l6yOVSrE3MaF68c6PY3AAHBr2iLuQ+zCF2FnXfLZPY5kdyGLnSiJrnGaPkqa6rovZsswPe3RMAWtUa1E5C2XzgDcNp+hPkiInWQSa8Wsy13L39iqb6LQahFF31r7OXr86joCm9w3YI/MVZjF1rhgHFXcawzgppmifIn6LDY0+cnZf5+abqwSEoE/7UOIfVGFxNnaNpFJXTWhSd2bx4ZZvkOIDe3GAHCjjE0kD31xIVayWB9IzdJdznK0MXMzbgnwWexktahK69PX6um8Javps9i5D7GN/eqfAcBN2hUuUXWSyOx9wJynP0w9Jy6LjTbqdR0Cb3/z20h2KBTk7s8kDLsLADepqaqV/LLKTYXhu7UmF/piB1o9yZ+Nu5TlxOvzhoKoew0xNWSxs6W7pxsAbpuvxUbbotIT07nSwWW+Fiuh2IVPsUm3p+1dk7joe2pDFqt3h1sTAOBmhRBrkkXb5vl4RIwRHcfG1WIjk+axMFUyatlyd3XHjbWz+CV6jOPMZ7F6u6ClAMDNa/uRtuo03f3o1L5cWOvzV13KghtZaDwHWi3rAjOp3av+mlnlRjUAAAD4NX5YagMAAAAAAAAAAAA+BK54AQAAALgBFeMNAMDvwmSyAPB3xaWvzDd1uXILcbktL6erT4w3AAB/y7RcKxdZm2S7W9Y6iutku15fHB9rse0XAPwpegrgtF2n3OQw6TqKMjt/qRITTZOTQQqNpLlxHUeLZFe3ZSzL9a4+DAGT1a37ZeQdcd1msvmu3koarCtZvSuZghbADavMZi+H21hJyHxMto9fd1E0KU/moK3sLDJ7E1XlalV2rdZuYdf11YQmSXersu4yicOrrTXyZ+mG6o6zclWu2ssJMQDciOZV/sjcWNu67eLOFVyr5Tj5/JLGkelnM4iaRVgwy204EZps1xKPdZ0/yhMdZkwwuWSz/uVYQrJ7BIDb1LhabOYGjNV1MuvcAK9ZMs49MyshNsxOG02mi35hO0zLVXZudpl+g8TP+/W4DjN4iW03VBQA4AZt7l5cMUCWdL2Ml27OgyzxWWxcd11noip9jsx+yGILl626EJs8+4WoXE/lT7PwUTn303rFbR09Vn407u3yfHovALghvhbbDIWC1hcKch9i9TzLsscoS+NoqvrS68b29YEy6YPudu1emhU+xC5diI2TRRd9bn0bbbns3wjcGmpkcDZ38od2l7uek0rvvsqTcj3uKKhGtVhd91MjxnU/DW209TN4mYWPyslOtk/KbhnNOt/jdYjEAHCLfC02SpYuHOpok86j+fJLeCnwtdh9SEYz20+eWHVDubb1IVayWBeWkzaKbabLNIpDiF2RxQK4ZT6LjeJlmrvrVrq0+bJynbIHVfpdQuznKJqkaSqBNE7k0RaJD7ZNZ33N1WWxqzy/30WS506qVPdZ7OGqGADcIm18QI2N8RemJsbEpzUkV4ud+I3M1KWkeiaPwm/1OAuPk6mOHmVlHMUuUJtIx/662OPZDwMAjLlaLADgt3BZLIC/j1M4/AVksQDw+3AoBgAAAAAAAAAA7xYXMgAAAAAAAAAAAAAAwCX0FAAAAAAAAAAAAAAAgEvoKQAAAAAAAAAAAAAAAJfQUwAAAAAAAAAAAAAAAC6hpwAAAAAAAAAAAAAAAFxCTwEAAAAAAAAAAAAAALiEngIAAAAAAAAAAAAAAHAJPQUAAAAAAAAAAAAAAOASegoAAAAAAAAAAAAAAMAl9BQAAAAAAAAAAAAAAIBL6CkAAAAAAAAAAAAAAACX0FMAAAAAAAAAAAAAAAAuoacAAAAAAAAAAAAAAABcQk8BAAAAAAAAAAAAAAC4hJ4CAAAAAAAAAAAAAABwCT0FAAAAAAAAAAAAAADgEnoKAAAAAAAAAAAAAADAJfQUAAAAAAAAAAAAAACAS+gpAAAAAAAAAAAAAAAAl9BTAAAAAAAAAAAAAAAALqGnAAAAAAAAAAAAAAAAXEJPAQAAAAAAAAAAAAAAuISeAgAAAAAAAAAAAAAAcAk9BQAAAAAAAAAAAAAA4BJ6CgAAAAAAAAAAAAAAwCX0FAAAAAAAAAAAAAAAgEvoKQAAAAAAAAAAAAAAAJfQUwAAAAAAAAAAAAAAAC6hpwAAAAAAAAAAAAAAAFxCTwEAAAAAAAAAAAAAALiEngIAAAAAAAAAAAAAAHAJPQUAAAAAAAAAAAAAAOASegoAAAAAAAAAAAAAAMAl9BQAAAAAAAAAAAAAAIBL6CkAAAAAAAAAAAAAAACX0FMAAAAAAAAA4ErtlJ32iwCAX6ssUtMvAgB+rbpI437xL9P626P+Futv+pe3ANBTAOCaSIj921nsS6qCfdmvAQBc8N9ksXGqisXTorBp1a8BAFxQFnbWL/5l+mFB/RbAjdE6nhlnFn+b9OtiM/PlzW9THenYvzaUO2PjFuvCZv2bwmr9LZ79EVYMW+qZeR6XSZ+f6EIAcGue6y61rkRaJNumD4g7lUp0dMnq5jnr5FXbZc/htVotJRetC19VlRfW4T16t059rbVYliZsOUvV6hhgJTgrslgAt8ZInEzzPE9todIsxMS2ePALVrVfC5umqX0t2pCvtmo5i6Iqyf17XHDO3Gqzf5Lt/E8pko3f0qSqOg2xf7+48JeN/yIAeDeMKrY+es6+LF/txseq3X24mpUotVjPZVWzLu7bb25VrZJRLqo3Vln3lris5rGrM8SVVUnjXoslxL64hZ6E2KEQAQA3olE2ZJ0SbRMVctWvKvHxNFdF32AVt3fWB85adSe5aKXUWW6a2dCVdZbF6kYVzaaZH2q1OKF1Fo5vAK6JUdaf6jtVsfBxdNf3ZCXHxFMCZuuWT7NY93bl33KkW9W5d59nsVko3i4r/6NxrlF7atXA1Zkfs9ioSUNltb0PtdhEde7B0TvVuXW1r8UeSYj1IVMPvQVRVIYoPDvNYl/mSdd1ib0ramLsBZONKgixwNUx6umQxc4lKrpHyWJ9R0GiEvfgaAmcLrZKFnvSerVRysXRx213+CnbEGJdFjs+85347Zq2KMrxavSa/ybEPpqsWmXNr78nGcCvcSmL/boPWWw+ymIltrrsUx5OsthSFe7BqOIQYkNf15uOgl68VsvfkcZ++CCTqeKsqv2ntNk+FErt0+3ffSeAf4mE2ENwdFHRPe7uQi12qZbuwdFb9eDWbUP8PNiq1D3Eyh5ui+0LBZLFrsKKU1mRnlVv4fwXWawui7Tbfe0K1XEVEXifLmWxTR3yz2QUYiU3dSG2Pctiu5DojrPYbdjkW1Wb8eWuQWMJsZf8F7XYuG6bxyh6LJ/2jPsAvE/j4DjUYgejEPvSB055OKnFpqp2D/FpiJ33i5fMrz/EatN8qrZ1XZeVGcqkpi7dIUpPsyaKm9W2Lpsh8zTbWpYatW+3tbxLXvCrtdl8CT/lS7ifWVZV9Zew5A3XGCdyoAtLAN6ZS1nsYNRR8NhnsfIwDrHTvmdrphaHd56Xa89Ud6dtX1fItO5eOfFql1t/4VCCY5goQpd2a+pUXi3Str9huVRK/gxNbeIur/0OMrv+pyjbVdqfELw8qLV7PFcVrorTx2EA78i4L3aen2exh46CuFVr9xU+64td952zsXoa12J/ksXO+h90zeRQlbTlqlzVSdHfzSER1Lodp1tlEwm85bazKg03G1Q+xMZlsO2KcLfyvEvWbSk/pk5UUYcG5Yf94aA3ltnfeHMygH/gZ1ls31Eg57pxWSx8DB33xcZN+3oXIqs5y2Lf3iqrs43Eje9Ne/e76gTvJ3BvhmaKR1PehUrKkMXK2YDKq8+Sk7pbjUNvxcqH2MHEtMrvosfGhMHP9HynCr/TJvlr6x7P1Xe+aRnAu2PU60PbrttOfifF3UmIDR0FL5tu3dm7UO2T+BkKBXq77lLJrsJX+yyLvVAJeEnSpJW3FPZSK9d1GR2qJrUq/I7L1MIXCuR5f9Oblhjr90XIYo+aRXFyMiGbpqr1e21UuhmZLBW9xsD7NPfVvsHptaxwuUvXe6XSUB88FlqzwlUTh3A5rsX2F8bO6K0rLO4fhgLkNZMs9nBm8DlUqydDLVZ2oA+5bjlRazcWxJsQa+15u5sEZveg0/2FLFavCjt/e94A4B14zMb6sV57Tebi6uTzRl54DKummRt5S8SbTE5k/aLQWXZYnmauk+iNx3mTZRvz/QZiwUnBRSk/Kk6mnvpCwfHOizaMBXEeYo0NTca6OpwNVIW/iS5K7i5ksVWqttd/3AKAYJzF9iF2lMUe+6vqMGjk6u40xG5ec5f4mnY0QM+dctUFnb/NYvXKFrvDjwTwbpD5/CaXs9ihFnsoFLhZJl1J5TyLzVTu0tdxl/Kne5/Fvrytxca1tTcysM4kq+o2SdIk2fZjx8u//sHXqj5nZV0nuav3l8PVVG2q7TpJ8q4+nmEB+AfeyzHjLIt1hdUhi338qrrQKSv6iXxX+5MQK5v6KNyMWugki3UPk/T+LIs13f4hu5E6rH4qint/yaCwbSj3x0m40FenRfHqX3JXCMI9HfOkbysubNdXtwBcg0tZrJ5PfQPWOIsti/QPeejj58ANauY2GUaMcKqQxbrZKf3zQZMUa3MrV7pe1D6pNnPTZOvifv3ZrZolyt/bUSVW2Wpu5k3V3e39aBrR3O67rJmbzdYO03kAuAYXarGDx5NarMrd8mlfrLvLw6eqksUe7pY9i8KDZmlrH2puglZ3odNCx2Xx5Pdq/BCy2Oe4U4mPovo5ewoF68b2vW+PzcPrbxndDcD/xEkW+3oSYiWLPX7b68KH2LNabGPDXR7je+36WuyZuH5t/Yxpt+FF3Q/NbPE69LvFieo7s1uV94MOubs8fC3bPg2bb+zpbMgAPrILtdiBmz1iCLE6UTsXJ1b34xArSWzoKz6rxfYBZKxJfevBrdDqeEtGP0L8rK/FRlG3P9zs3d8TPhyqhO5Ue6iAA/jgLtVie0Mt9llH8a5Q/kqVZLFDiqXjKrnv56QcdxQMfbGnsuLqR9QZ0+r+uEOUP7qMstjX9LATUx+K50OhQNSh6g38qy58aT+69/FPkiz2tSiKe/ldFGqU0YZarMuntk97eSWEh0Mt9rEr7u/VkHtJFvspLPkstl8a2yq1d3+N+7W7wv83z0iIPe4QlbuxhtzlrvAPH2WxcVq4cSEOtViR2b3r5wBwDSSLHevXekMWuyrUffop3AVX9YWCyR9KLZLyMIzshY6CU2X/Fzhfb+BEWPWDDokhi12OarHDHnp+2H+VBzkLUMVdGOlsY88nSgbwsckX/kJUlEDaP44ctvu7l67c9uHvufhXXRmtigtZbF+LXd8lw97T6V3IYv2xx4fg7EndUkkFAP62H9Riw6nAsaMg+p4Wu35xUC1SCgUA8BNntViXlo6y2OPw8Y+hFju2fj3e8AF8IJoZ/PFveflpLXZ/qMVKFnt2m/E0HyIx8KE0Sv1sJsT/hav/Jt1uqBj3xZ7XYrUNt8Q5fUfBobKtZw+KOgH+F/7xt9XsuVCLf8ulLDb0xT7H9Z1aDbVY/eAn89HZNjPxt3hepq9Fpf/upUTgHTCvXKjFv+W0Fvsw6ot1TXL2MA58n8VOu37sLVU8kAjgY5IQy4f3gts9mf+dJjY93DSX2c4d3J9bNxVcnFjbHo/1z13q7o+bzFfr3Fqb7IbRZYGPxuzfXS0WAK4FWSwA/JDWsTGNmJvhts3INFO3qOP+JXntsX9t2PywtWSxld+mObw9iBs30WJ4f2AiPfPPzfNvPo/+vT/9f+/a/33A9Xgpu9Tu3RWBtN30vdlJGPdt1nZp6q8XFHndhNd0tcutrNvbtvLjlEoWGxRJdTKxd1lYSW/b/lVnHZnc3dG4f2iZSgnATYhTCaAPibDK9s3ZEmLdQuXGiEqSZZKk9tWWPirOE7XI/arifudCatz5LZaJ3d99HWdXZZGaKKrDi0mqbNJMNqn7i3J7V+xoQwBwA3SuOp+OPm66vQ0XXpdq7eKpWa2V8qM3xVlbFD7+mkR9da0xE1Pb0fwownRqcRwiVQL0wo6ug9V+yCj97H5GvGntvR/96GqNjzUAblh8HDDjs2SvvrNQHt1Q/H6oPP8oMWOn/FSpksUOw0uX/XDSA7M4uS9csthjiG1U0S95ur7rozkuiLOMJB+4DvrhOGl0qR78V3sZRth03d2HkU6NXbjY6hq9wwo3VUc3DpM63Y9DbFWMstjyOEKHJykv03z8kLHFsJMBfGzPo2HfKpv64fn7Wuw4i5XY6nPUeX6cJKUsinGYlHz48JIItdheexZiJ1uV/NZpPj50imxO9+RbnAAAH4UO48N7WeEnlXNZbIido7mn+3mnzTGLjZrFyb2z8eLpcP+4OMlil2chVv6qEM1xwZ+GWAAfRZzeH07vM2t/mMXGa9XJg/n/VFJuS19IndrRFIDykgrv7p1ksYla9ks9+avG78XYnBALXItvD3eHWmxmCx/3Dpe7RrXYb62PkpLFOn56ZQmx1eh61zzMXT9YjTsK3mSxm+P0y9fnn57Hk8UCV2PUURBVTz/JYjufxT5+KSWJ3TYutDbFuFCgM2VPmriq6vj0TRZbFSn33f4IWSxwNXR6fwixm/8MtVjfF3tSi30OWexYZdUopk5KdZjG/o03WexKJeOU97q8fM6qqm7bdlc2/ZwQuml9PUabrCrrdte2dTUfdlfcVCu3atXfXmfSfd5vc3pXcty2cvpg5Ad/lZ/uVDrOtvJX1avhbwLwnjznfq5OL1scstjzvljfotUv9iatSkbf6jg56dk6lZyF2GnXt+D+Pv/DgKNrawtfUClSFxOdOnQGmzy17qY5ecmmtQlDSK8f7MKtWqTrxv3PNsMM4Xe28ysGjZLzBi3/rxx8fWly/+MWaXsI2QDeDf1wnOUos09DR0GIf31ccOI3WawksdXoS12ppx/3CJxlsbrcn3QfXJnHTtl2VX2qyvVCJbGPo7VauAc3SkPRyUurunvaJ3Nfy7YqrWVV9TVVfphTLUlw5VbsbJgCcGD8LD7GvSqvt4u0NNG8LGXLsluodEOMBd6bcUdBZRdDFvvdPTb2GBn7joJolvlRuGJTP6nu0BYrT+2+L+BesuzjcyxnwpO4ae3rblRjuDZxp3bhDP/zahH6iCe1su5Rz7cqVKH1rEr7/WxV7ffGc9Oq0S1x8oNKux8fxnwWO4jXvqwz8fOlTD5XDyo/GYcHwDugR3N1bhaHLFa+11Un56uHXPNb60OsLtM0WS67JC1e18PXvVq6pycjFpzpCwXPXdItu4d0X4xGqL8+EmK/hkpL9CLZq4+R2+GEYHPsbats4RetGlqTTaq68U3JszAx1SBksb2mOC1nNxLNR9sCeA/Gd3d9OanFWqXs8fvddxToSqKpUmqftoeGAV3I0/Wnn6WlfaFAJ67m+Jq01z1AgZt3eqg0Z4W/Jqj7LFZW9FmsMIlauR0hWewQV0uVjlPRfu6/wXycxVYqOdnlev2T640A/kdMPxKseJyHKyaySr7y82YzuoAymTX+263j2dyNqm1GX295/sfZgNxnTHjzxA/JPR+/9xo9d0PXm/zLC9W4Ymx5zGKP7WoSit12EmLD8yiaqtCa3JNgXQ2zqgoJsYcsVpdnIXaI5gDwb/hp0P+dJOM/5J4uxMrDUIs9yWKjfjCcURYb25OW2CY9lmrEuBYrefHyNKLOF6pvUQCA6+VC7HAlcFYoX3w51GIlxA61WAmxvgHZqiIVLirrdH8ojYsmuRsnteNarMtiTy9vmdMbmgHgKv2dLNa1FLjZdpR6cmvi9GTQ3cyOxzU/qcVKFntWKDCL0wF8AeAaPUuIHaLfmyx2o9ycZkGfxcaz2R/xzL8jtsXJcGX/OW4sJjM/QYX3NottCvW5XwSAq3WSxd6/yWLzcRZ7mohGjXoax9T6/oetcG9rsWVR9K1iAHC9JMQebg82ksW6zPNSX6yE2LMI6nq7Rlfp4kRtR09PvGzPslidqvWPNgaAX+9/FHF+VovVK5VP/ZLoOwoOXio1bihwAXec057QEmLH8Vmv93c/3BgAroYLsUP0O6vFTjZ2FBn7LLZZ+Ubkx6ZVank4LHzPlsXxFoY3XIh1WeyLcS3JcZUrbu4CcAvc3V1nWWzks1hdKTXOU/ta7PrVtxSIu+F9/XBaPwmaj31HgVn6LeXnjkczAIBr9dypr6O+WD9Yi89itaSpdjRTRJ/FzsvE920lh9zX3VtbJKX5SdAcOgribbqX+JqUh/cCAAAAAIAfoDwJAAAAAAAAAAAAAAAuoacAAAAAAAAAAAAAAABcQk8BAAAA8G/5O9k3mToAAAAAAACA/z0qlQCAI44KAPB+EJMBAAAAAAAA/O9RqQQABBwRAOA9ISoDAAAAAAAAeA9uoFZJORYA/hShEgAAAAAAAAAAAG9d/1UkrpMBwM8RJwEAAAAAAAAAAHDZtV9J4koZAPwMURIAAAAAAPwyFBoAAACuEEkeANwqjgAAAAAAAOBXotYAAABwjcjyAOAWEf0BAAAAAMCvRbUBAADgOpHnAcCtIfIDwAdAsAYAAAAAAADwLlCsBIBbQtQHgI+BeI3fLYr+H4AtEqVuefjFAAAAAElFTkSuQmCC[/img]
תוכן 20 דקות:

מחלקים את הקבוצה לשתי קבוצות. כל קבוצה עם מדריך, הם מקבלים סיטואציה של בעיה חברתית שעלולה להיווצר. מקציבים 10 דקות לקריאת הסיטואציה ולהציע פתרון לבעיה. חוזרים למליאה וכל קבוצה מספרת או מציגה את הבעיה שהתמודדה עמה ואת הפתרון שחשבו עליו.
 


סיטואציות:
1. ילד ששמו יוני הגיע לבית הספר חדש מעיר אחרת, אין לו חברים עדיין, במשך חצי שנה היה לבד בבית הספר אבל עם ציונים טובים. שתי בנות ששמן ליאור וליה קלטו שאין לו אף אחד ויש לו ציונים טובים אז הן החלו להתחבר אליו על מנת לקבל ציונים טובים יותר, במשך שנה יוני לא הבין את מקרה הניצול והמשיך להיות חבר שלהן. עד שיום אחד הלך לשירותים ושמע אותן אומרות "אנחנו חייבות שלא יהיו לו חברים אחרים, שלא יבין שאנחנו איתו בשביל הציונים והעבודות שהוא עושה לנו" יוני הכועס נכנס כיאלו כלום והמשיך בשלו. שבוע לאחר מכן הוא כתב לשתי הבנות הודעה שהוא מפסיק את ה"חברות" הזו באופן חד צדדי (בלי לשאול את הצד שני). הבנות איימו עליו שאם יעשה את זה לא יהיו לו חברים והוא ישאר לבד עד הצבא.
א. האם לדעתכן יוני עשה נכון כשניתק את הקשר עם הבנות?
ב. האם לדעתכן יוני היה צריך להגיב למה שהן אמרו באותו רגע?
ג. מה אתן הייתן עושות?


2. ילדה ששמה זואי היא ילדה בכיתה ד' היא לדעת רוב כיתתה, הכי יפה, טובה ובקיצור כולם רוצים להיות כמוהה. אור מנצלת את זה ועושה לעצמה חבורת בנות שיעשו כל מה שהיא אומרת, הקבוצה הזו הייתה ביחד במשך למעלה משנה. עד שיום אחד 3 מתוך 5 הבנות שהיו בחבורה החליטו להפסיק לדבר עם אור עד שתתנהג אליהן כמו בנות אדם.
א. האם לדעתכן אור תלמד מזה?
ב.האם לדעתכן הבנות צודקות במה שהן עושות?
ג. איך אתם חושבים שאור תתנהג כחצי שנה לאחר המקרה?


צופיות 30 דקות:
הכרת מפת השבט:
נלמד את החניכים מראש כיצד להתמודד מול מפה, כיצד למצוא כיוון ולספור צעדים.
נדפיס לחניכים.ות מפה של השבט או של השטח של השבט. ונחלק אותם.ן לקבוצות של 4-5 חניכים.ות.
נדקור מספר נקודות על המפה, וכל נקודה תהיה בשווי שונה.(כמובן שהנקודות הרחוקות יותר יהיו שוות יותר נקודות).
על כל קבוצה יהיה להגיע לכמה שיותר נקודות שעל המפה ולהשיג את הניקוד הגבוה ביותר בזמן שיוקצב מראש. ניתן לשדרג את הפעילות ולדרוש מהם לסרטט את הדרך שלהם על המפה ולהוסיף משימות בכל נקודה.