Schulweg

★☆☆ ✏️[br]Die Mittelschule in St. FLINKering hat eine Befragung zum Schulweg durchgeführt. [br]Die erhobenen Daten sind in der Kreuztabelle dargestellt. [br][b]Ermittle, wie viele Kinder insgesamt befragt wurden. [/b][br][img width=363,height=246]https://lh7-rt.googleusercontent.com/docsz/AD_4nXd1DoyoZWaEJINt0NIS5LaGGtvqGu2ORLr0RLF8vaYsAaUBJAkaJyQhQHkbOLnqZPkHqv0LsjrVtOrbdJysniygnXVtS1UpXkux9zPsBIru6iLvZTBzz9ks8aFGcpX3teFDW84S?key=mu86W_6ZFlGK8e4DN0hVcQ[/img][br]
★★☆ [br]Die Schule in St. FLINKering hat eine Befragung zum Schulweg durchgeführt. 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[/img][br][br][br]Alex hat berechnet, wie viele Kinder in der Schule in St. FLINKering insgesamt befragt wurden. [br]Dafür hat Alex folgende Berechnung ausgeführt: [br][br][img width=444,height=45]https://lh7-rt.googleusercontent.com/docsz/AD_4nXe0_CwmFu94nzPc4OQ7AzGsrSQ2s0rj7oII5TVB_775_RYVEkEc5jlSGbL46am9w5i03NcOiB4F_clVhDDyihBJ9XSu0n_4Oa-w3Ra7-3HtfHF6j0DEfcNuPGtRqvkhqFYIIzbvxw?key=fhgyOCnqgZX9Ryt41Fcl_A[/img][br][br][b]Beschreibe, welcher Fehler Alex unterlaufen ist. [/b][br][b]Erkläre, wie der Gesamtwert am Ende noch einmal kontrolliert werden kann. [/b][br]
★★☆ [br]Die Schule in St. FLINKering hat eine Befragung zum Schulweg durchgeführt. 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gKTBYERsdAHC5YJmRN4sGVHIv/0bn8kdBjPdUxvfKd3++O5b6ps3Y3AkJ9y6YTFJOovSM88QyHzLNtfG/2ltcsPtf12Hf211VfacMr2Vd94i2vrNxR8R0IfPnmuuenV/kjoUOuoCAwHgelioQ9H4Fq2IlARqAhUBPpGYMQs9L6rr7EVgYpARaAiMFYIVEIfK6RrOxWBikBFYJQRqIQ+ygDX6isCFYGKwFghUAl9rJCu7VQEKgIVgVFGoBL6KANcq68IVAQqAmOFQCX0sUK6tlMRqAhUBEYZgUroowxwrb4iUBGoCIwVApXQxwrp2k5FoCJQERhlBEbsXS6jLGetvssR8EvT9q9Nu1zdAavnV68Vl7/BNVmwoOdQf+1cfyk64KlVM1YEKgIVgfGNQLXQx3f/TArpvP7Wn5W03xg5KRQfgJLeMplvpBxA9q7OMlmwoKd3/A/FSq+E3tVTYHwrx5Vg0PqzZ/+B6o8pavgbAnCBj38FW6D5U4+8noz40N1i789Q5m/+CatbsaCXxZue/gHMH8vkHBlov1dCHyhSNd+II5CD1RsSN9100/KVr3wl/sXIO9OlTdZAd++f96cp/u3pkksuiT9XmYxvkkTk3m9vB+ffyvznrYD4EGC3BH3OMjf23/Wud/XuVnOODFTPSugDRarmG3UETFIfg9hnMoa0Rk3s/JMORx/YTKbFLrFI/Y2HJPLEplvHyVAXq0rok5E1xqHOOWkdhW6dqAOBnu6ICxbOHdvXA6mjW/LQneXaxgLZJbF3i56pB92GM/brc+iJZD1OVwTSIsnjdBVmOjae+ucxRcnrPGZ8Nx/pOjV9+0vrZkympVsl9GkhVNPHFIHhWCdjKmhtbLoiYJzUsfKvXVAJ/V8xqTHjFIGcwFOz2gYr9kjVM9h2RzJ/Jba+0UwL3nE8YpRjuW/phx5bfehDx66WHEMETIAk4OFMhqyD6Pyy7esxVGfEmnKTVBgJfBKL4eA7YooNsSI6kD8/rsfbjWQypZxDVHOqxSqhTxWamjCeEMhJ8PKXvzwmq0f6phVMZI+8uYHmx0tZh0cCnYv3USdylyfDcCbccMpm+wM90pE+Sej08XjjtAJcyEnnJPCMc62OfIwO1plHGSGvO9vpT/f+yvZXrrON/q7hQW7y+bgW2nr2V14ZsqQ8ed0uk2ntuPZ5Z3rntTphDWPnIxkqoY8kmrWuUUEA2SbpHn744WWmmWYqH/nIR3qffOirUSR35513lgsvvLAst9xyZd111y0vvfRSTOyzzz47frCzyCKLlBVXXLGcfvrpZYkllog82hLyaDLmhMxjTsK+0rJsO01clnUudF7/LXba39m2I+J6/vnn49nsxx57rMw222xl9dVXL/M3P77585//3Pt0iLYExyT8M888M57t3mSTTcqMM85YXvva18YPvG6++ebyile8Iuq5/fbby7PPPlu23HLLMsMMM0Qd2vVRV1uHPIfbQNJUlrq0z7OeaGwQX+oi95NPPlkuv/zyct999wVhvu51rytve9vb4pMLNpLP/tVEttmWO/XIvJ1pyklr65B1ZVllhM5reN97773l1a9+dfTZSP6+oBJ6QF6/xjMCJgBCOfjgg8u3vvWtMu+885btttsuJlPnhKKHiYTQb7vttnLssceWD37wg2W99daLuKOOOqoceeSRQXZnnHFGEPu3v/3tILD3ve99vT9sSiveZEOCyLNttZrM4jPNUbvyOZrEmUZGZS1KgnPp6hhKUH/WvffeeweBJVmdeOKJ5fjjjy8LL7xwL6knRso5Z3GfeuqpQeirrLJKWWmllaKOT33qU+Xpp5+OX+1aHE477bQgHr/itYhqI3Ugv2s4pa7O0zrOtNRdvHRB+4kTPeAgzXmWGyguqZP67r///vK5z32u3HrrrSFT1jHPPPOUHXfcsWy99daBiTZYyNp1rt3Ug7zqyr7JPhcvX+5i6Cwt8ykjXZyFxdFHcC1NGe3A1Rg87rjjyuyzzx59kvWkzEM9Dm1EDbW1Wq4iMAgETFYD/ZFHHikf//jHy9FHHx2DX7zP1ILJl+kmIMucBXrMMcfERJplllkKEl911VVjomU9ypl82nzxxRfD+rWQyG9CzjrrrEFsJqo6kZvFxvXMM88c6c79qlEdSFA5svgZN/JgOatPOe0NJsivXoTIurP7uPjii8uiiy4au4z1118/fjZux0GebLuvdtSDYMj185//vOyyyy5B5u95z3vKYYcdFrJnOfI7p89f/vKX8txzz8X1q171ql6Sci4fXAQLgvoFafoBpmT3nhJBOixgDjNkR68sF5n6+SKTNuEqWPBvueWW8o53vKOcdNJJ5dJLL43Fye5F31vgyWEswIY8cCKDftOfCFbQTylf4iDvX//61xgX2qSj9mHpaKzQNceGc/XBS1ouivrs0UcfDVnonPVHw8P8qoQ+TABr8dFDwEA3Ac8999zywx/+sCy99NIxcaY14U2unCTyvv71ry/f+973yte+9rUg3QMPPLCsttpqQQTyZjDpuBw22GCDsvzyy5cVVlghfoZ90003xUS94oorYhF485vfHG6c97///eUXv/hFkNBdd91VkKE0Zbl4EAriZr2xHN/ylrdEOTuGu+++O3TLtgd6pBcCQax2KltssUXZddddy9prr12mTJkSdSIUBNXWrbN+acjmjjvuiPJPPfVUWXnllWPRVDYXA/kS789//vOhA/2WXHLJyAuzF154IeqwsOgjuNkl0F09iBYuyyyzTHnrW99aDjjggNABgcJ0zTXXLMsuu2yknXDCCUGw2Wan3O1rOJAV0bLK1fWmN72pfOlLX4p+WmihhcqXv/zlsu2224aLbo455oh2pXPDcMXZud14441BztxLXHncb2SFBz2QrnF40EEHhYz0p4dxhKSvu+66WFTtljbeeOOy1FJLxRFxG2dvf/vbYwf4y1/+spzY7KCuvPLKWDzobVzONddcvTvDHLdtPQdzXgl9MGjVvGOKgMGNEEwwE93kNIk7rZrOSZCkZ7LLy6e62267hewmMdcKwpDWJo7f//738T4Z/k0T3XtUHnzwwVgIvDDpq1/9avnd734X5IXMkfg3v/nN8sQTTwSJmLAIAYHw5UpDlCxe8nv52FprrRWLhsnPvaF9hN+pQ19AI1f5yM2CREosT4sHOc8555xYpJCqPLDrK6hHGivxs5/9bBzVu//++wdxkQnO4liiLE0W78knn1yQpJ0AIkdw8PBytbPOOqusscYa5ROf+ETvomkh/NWvfhVuMoS+xx57lPnmmy/q4XZ45plnIs6LqCyGFoB99tmnnHfeedHm1ORPnVIPFv4999wT0dpB3BY8srHO99xzz7LZZpsV/nRujiOOOKLMOeec0Sbc9tprr8gLSySMaLmf6GhXaDx897vfDTcV9433Dtmtfec73wmr330MWH3/+98Pa9yCxjAwFiyaxpx2jAM6WoAEMkjPxVcdww3Vhz5cBGv5UUPAhDXYEYVtMstG6Bz4yKevePnUgYxNTlv9G264Iax9VngSV5ZlbSF+RIsstfezn/0s3ARIhyy250gOifI9s7oRMlcCK86WfEpjKbvhyorVBpIQkKebsI7nn39+3LRlBSIucg4kyEcvOnMZsCq1zQq+9tprQyY7AAsJnbXfrjsxEc/NkS4Ii9m+++5b3Cy1GGQ+7cjnhVHcMwv8/c2PbjoiMrhIF7RDb+4bxE1/i6mgPmS4/fbbB4bcXe5hkNNN1/3226/8+Mc/DiJF6BtuuGHgSs6phTYWFjiB1U9vfeJlXhYt+XzskrzcS5362a6GlW2hMi7oI+gPlr48dnd2QuqiPxKmBzeghRz+2qSf+xYXXHBBuH3oxPK2u3zggQfCQpfXuNNPP/nJT0J/eMEg68ixHIIM4asS+hBAq0XGFgHWFmuur8Fu4opHtklCKZ1rwQRnhSEvpGUbbYvPmjPRM7D0TDpPwbAUWU/qR9JvfOMb46aam4lurAomMGt1p512KjvssENYfyxVeUx6NxPTT69u5IF8yYMouEbIjkAcU96Up69jOw/Z6M2FgARZhoceemjvzoO+6vZpB3VkPSxj5Ln77rsHqbE6ERmizgAjJM81wW1FB30i0IGb4eqrrw7XA6KycPJj84dbjD1JY3Fk9bJQWawW6CTQyy67LNJhZMGgkzZg0h+h0yH7HnkKrHILDP+2ttXFWkbsXEPkhRtr2Y6PPPrC4mhnhVy50bjLWOFTmsXZzoL+nppyMxM2CFggQ44hi1iOF31sfGQe8QK9yCSQ09jK8hE5zK9K6MMEsBYffQSSUDpbEm9SsM5MPgSWwURLQvMoH8I1WVmBrDFbb9tpE0pADCYstwMXwymnnBKT+L3vfW9MODe2TFjkhADkZc2e2PhELQ4IipvGNts2341JN17JZTKz6j/5yU/GJHcTkszcFwiLHkmwKX9/R/nVZ0fBskXmLH9WuoVEmvpY3TCwxVdGyLYQFBeEJz/gwwfNRUQfZDz//PPHQkA+dXA3wc7CaAew8847B8GrE1HasWy00UaBp/sd3DBwYq2TzY5HPeLtWMiHcAVP2myzzTbhNuGa4Iu3CKXMkamPr5TNGLCY6TdkTM7NN988Fro//vGPseA+/PDD0b6+ULfxYGHh/9a3+oJMFmAuOQvWD37wg6jLws+99qMf/ah87GMfK1tttVWMHS4W4yblTNIWpy4f54I8mS9V0X+I31jIspk21OPfWhtq6VquIjAGCOTkcBTyiCDcVOLPRtKsLdZPe0LJi9BMGBagLT/riiXNCssnLpRBTCwohMgne8ghh0R72mHheV87knZDUznEgLCR4xe/+MUgxGuuuSbStGsC5w025HPRRRfFEyWIwtZcO0no0dA0vtRJTuWQF/m5LbSDsJAtYv36178elihckDydhCSUxA8OMGNx8n0vuOCC5fHHHw+yQnLwEuS3OGjbkT8ZBgJc+e4thCxtQT7B4gIPlrlFJ61uaVxX3E2wY0HL56kd+qhbeufOQrl2SD1gyBVikUGOLG83iy2udh/GhnFBPzczBe+YR+ZcIojawm6BZ7mTAzb6XdDXFgbBvRHp+k/IxdM5OcjkmMF1xomHV8rtJrPFR1+ST/9kWpYf7LFa6INFrOYfcwSSiBCFSZ7WjHiuGCRjK5358ihfThRlnbMGWdKsSCRkOy2YSJ5ecEPMJE9/t6cd+EBNanmV+cY3vhFlkPmnP/3psOpYWm50crf4IASuGASC1Fl8LFMuCRNY3sUWW2yapBUNdXwhBkRogRCcwwDpIBj+X4GP1ydD4gIL+iJYGOUCwR3F7YCY+b8TO+U8x806dXPUzV1YXXXVVbFAwcWNQ/IgOwGRcsUgRXUqZ2cisNa1pR7uIgulhUfgAmLVZ3/2R3DkSizIym/N6rXo8lML9HOfw06Ez5wF7h6JRZX8FnvyW1y4eyzq+shHsOuwMM4999zFTW8Lk0XQLsb9AU8JLb744iFHLgDwbRO9a4GM2tOWBYyMxoAdDz2yfyLzEL/qn0QPEbhabPgIGMQGOwI1wUxullISTmcL8iMhAz+tRxPHxzViaxMA8k/SQrBCkgCCVZ9JmHKYqAjgoYceiq0wv7ntPHJR3mR0jjzl47JA6nzB2jdh+XDJ4AYa4pZfXuWVswBlGl2ltWVO+chFdo+9IR7l6dme9MqTXZyPelzDQf5sO7FKPOVTt6N8ibdyysAtSUi9ZIENq50O8zfuGHF0ybbUY/FgIbv3wKetLjJb7Li74MTyRo6wIj8C5r+Gm7pgrg4BNtlH+mGdddaJm9RkUt5RoAd5ya0/1GengZz58bnK1K19R3jYlSB2snoqhqx00iY9jA9p+pg8dHB/hTuNjPSgv0B3+bNucmTfaosOrskrr7oebnZUAiyyD+mgfTdgr7/++nDjScu+iALT+KoW+jQAqsnjBwGDHakmcZHMhEE2JpH4djDBTCCTItMcTSwT0jEnk3h1IAoWrnMT2CRnnctnYruevyE0+eVFcuIQpIlnsmddCERakhdyyR+15ISXdzCBzFmG3q6FjEudXOePe8jeDvIgUoGeAtnJKb7dhrTUXZqnMuCgXOIiHaFxeygrLcleH9DVIoY45UW0SV7IV7+yjpXNRUi7qZPz/oJy6lWn/sj6XJNFG9KNBdfaJ7sFVxtkzzTpfP/ilclFwIICb7st+qvDWBTka2OtfeMr6yBf5lW/8jlOOhfp/vQcSFol9IGgVPOMCwRMEKQjmCSCyWSS5HVE/v0r8/eVlvW08yMAeU04R4uFOkw6ATm5Rt6CPAibDCaxNOTVThMnH8LIeqRn/sg8xC969xW0J/RHFp1lU86+cFEfeekJG+dZv6N02LT1S8s0sWmn5SIrrY0pGRLPrFfcQAIZ5FW3I5LOstqQrj1Hedp60gce+l9Ia9o5edSjDnlywZE361Bn6pdySHOeoZ1Xe+ST3s6TeYdzrIQ+HPRq2TFHICddTlYCiGtft4WaWlq7npyEWUcSlgksLetIQmiXVUaevtIyTp42YbjOttqyDvY85egsl3Wn3J3p/V1nnVlHYpO6wCbT2vVneju/dtrYOBdgIbTTsl31DDWor91nWQ95Uz5x7b5wLT1lcZ39n2mOWb6tc+ojvR3vup3Wma6ubCOxlGckQiX0kUCx1jFmCPQ1AfqKS4GmltaOb58rl9c5Kad2nW04Zt6c+O24TMt62uWGcz6t+qaV3lfbnWXyui8dMq2ta1v/rD/LZlpet8u168pyQzlm3erzyes8Zpt9tZd5Bpumzr7KtOVvp2vHtU+22c47nPP62OJw0KtlKwIdCIz0BO2oftxf9qd/f2mjodhYtzdYHUZDvkrog+2Fmr8iUBGoCIxTBCqhj9OOqWJVBCoCFYHBIlAJfbCI1fwVgYpARWCcIlAJfZx2TBWrIlARqAgMFoFK6INFrOavCFQEKgLjFIFK6OO0Y6pYFYGKQEVgsAhUQh8sYjV/RaAiUBEYpwhUQh+nHVPFqghUBCoCg0WgEvpgEav5KwIVgYrAOEWgEvo47ZgqVkWgIlARGCwCldAHi1jNXxGoCFQExikCldDHacdUsSoCFYGKwGARqIQ+WMRq/opARaAiME4RqIQ+TjumilURqAhUBAaLQCX0wSJW81cEKgIVgXGKQCX0cdoxk1Ws0XhH9GTFspv1Nk7qWPnXHh7WPxa1/4XjX6uuMRWBqSNgMub4yaPco/EvLlOXoqZMVATaY2ai6jAacg+L0OsKORpdMnnqzPGTR//LmJ/JPGFhAJOpHROvyTBS2ji0zxObbsIgx/5w+ndYhN5NYFZdxh4BA1jwj+rO85/VnU9mQvffm7BwFPyhsGuYJGaRMAm+YJD6UxcOGYZDfFnHeDnqW3rqX3oNdfy/rCnYM1ClZNXY888/X971rneV//7v/+4daAOto+arCEAgB63jM888E5/Xv/71FZwWAubbAw88UBZaaKHAq5U0aU6TcxD7gw8+WBZeeOGu1J2eyPx///d/Q8/f//735dWvfvWgXZD/WO4GAFOC+1//9V/l6aefLqeddlo0SAgTs4aKwEARMF6Mm5e//OXlsssuK7/+9a/LoYceWv7617/2kv1A6+qmfHBBXv/xH/9RzLO3ve1t5Sc/+UngxICaTLuXNhZ/+tOfymqrrVYuv/zyGB/JOTipW4K+ZaWvvPLKvbuz5NyB6jgoQm9XasDNN998MSlza9hOr+cVgf4QSEJ/xSteUV7zmteUJ598srz2ta8dtEXSXxsTNS0nsXllks8zzzy9RA63yRQSi9lmmy3ILndxGd+NWODWoYYhE7rBxoKwUlZCHyr8k7dcEjoEWJ4ZksRM2MkY0iplqeW8SkzyOFmw6QuLHBOJQR4zfiIf6esznDBkQteoQScMV4iopH5NKgRyzOSNoFSeRToSAzvrm4hHGAiJUR4nIzaJRR6zP3OMJDYZP1GPFqaR0GVYhE6I/ExUIKvc0w+BHDuONVQEKgLDR2Bc/lJ0LCb4WLQx/O4Z3RqSUEe3lWnXPhDLpN1f7XO1t6/Hi07T1npkcrT1bZ+PTO21lomGwLgjdIPSNnwgkzzBHkxeZYbSRrbVLUcY2Mam22y869Xu4/Y5udvXztvX412v4crX1rd9Ptx6a/mJicCwXC6joTKScbPV4OyPbBBSDmA3i5wPNGQbjj5jGchJ9rEI/bVF7//5n/8JWdo/1hgLuQbbBrzykT1lye3pmNRPWo4VaR6FHMx4GKw84yk/fY1/fegBBcFTEs7zOueKPJl3POkwUrLQE3eknomFI72Nk77SRqr98VDPqBG6CQXEJExg58DKiZgAPPXUUzEBX/WqV8VxxhlnjMGYZTJf+6gO5eRRziB2nqGzjfY1uabWRuZLWbO+9jHTMq+09nlf6XB46aWX4gc0s846a/EYVsqbx6yHfOprh7yWN+uX7jwxdq0scvvzn/9c/vjHP5bOtrJPTHakqHxOfOXHY0gZn3vuucBlpplm+icxyf/CCy+EHjPPPHMQ+j9l6NILuAjGVRIZ/eGBvF588cUYG/IZPz4IbZZZZulKROhJbz98NCeM/Rzv0mBkDJkf5l+mdRMYo2aeAhCojj5Cm5RcG1w6YN111y0bbrhhEJAyJ5xwQjn//POLiasTsh7lDVaD9le/+lX8WnWNNdYoZ5999j9N4nab2hF0niBNpx511FHluuuui7oj4e9fnbK20/K8Uw/xWc45eQVx8jqaRD/+8Y/LlClTyvHHHx+DjXWV+eLk72WyfMZ1ttdOz7TUz3H22WcvF110UbR19NFHB46Znli6/v73vx8fFu14C208//CHP5Sdd965LLvssuWtb31r2WyzzcrDDz8cIvtF3Sc+8Ymy5JJLluWWW6586EMfKvfff/94U2fE5Elc9J++N/ZXXHHFsvTSS5dlllmm7L///jFH9K1fmL797W8vb3nLW8o73vGOstRSS5VddtklZMnxMGKCTceK6IIXbrnllvL+978/sFh00UXLIYccEvyCY6699try3ve+N8bQYostVr72ta/FvEw8p6P4I9r0qBC6FXCGGWYIknXMa1a0a0TOOhQQjNcIrL766rFqXnjhheWLX/xieeKJJ6I8wJMUHXWeOk4//fT4VaFfFvolnVU561N/tpvlEaqyVu2TTz45OtSvz/Ih/pSNPAgut/RRaetLffJKpxdLX37tJVm20+Ujj2BxooMBppzyma7elFt9zn3kdy1vypYyq1P5lCXrEq8NQZuJhTYtIn5SDLPPf/7z5fHHHw9ZtDOeQvY1mQ477LDyn//5n+Xb3/52LECPPfZYELy0gw8+uPz0pz8tX//618u5554ben/sYx+LHQpMfbopJC6ODz30UNl+++3jF5QXX3xxkPlXvvKVMIb82vBzn/tc2WOPPcqBBx4YZP7oo49G3m7Cgy7mtddHbLPNNjGWf/jDHwYWFje/QjbPt9122zLXXHMFNp/97GcDm6uvvjrmVxpW3YDLiLlcDDCrJLK54447YnKxHO68887ym9/8JqyE973vfeWkk06Kn3n7STNryoR73eteF4RlgLI4BAP0la98Zdl8881jkiK0tM4fbqwzhIScWaOsdZ/ll18+rNEf/ehH5aqrriobb7xxWC9kOOWUU8K6m3feeYsOJ6c4ZLfOOuuU++67r5xzzjnxHgX1rrnmmoX1jxiTqMklv/bPPPPMOL75zW8uCyywQLnpppvKJptsElbSbbfdVs4666z49aO0jTbaKCwDGPnYIbAebr311phoH/zgB+PXgBYzAxA2v/jFL8LCov+pp54a1oetNaw+8IEPFO0i6J///Odh+XM/zT333GGh2AVoR+B6OeKII8oNN9xQFlxwwbLDDjuUX/7yl7FLgOnPfvazWODWX3/9yE9XEyTLR+R0+iID/FmWxx57bDF+BP3qmuWunz/1qU+F1W7xQuysURaZ/qOLMB70CUFG4ItOFnu7E1anRc2vbe1gGEMWPxjBRR8bG3DZddddyzYN6SEw5bshpC7XX399GIFeDYC4cY95/MY3vrEg7r/85S/lmGOOCfesXZ5fJTNshG4aGyPSq0g5icBAQY7I8rzzzgtS/t3vfhdWlG2gldTE4xLgOtlggw2C5IG7yCKLxHZZHQh6zjnnLB/5yEfCEjcwDWRuGHWzyNdaa63YXrHgrrzyyhjQ5Lj55pvLGWecEdtw5MYyYdFbEAx6Fp76uFy4ex555JHy4Q9/OBYeJIlEuHz22WefiOefReT0RCJWfkSCQLWVPky7DIuHiWPbb2AhaGT/3e9+t9dCN+FY0waShctLh4477rjAyIImTpvcUEceeWSQl/aR+SWXXFLuueeecEtdc801ISMre4455ohy2rMwpYXuGjaw0y5rHwbkhPNdd90VOCAG8oynwU0WC69FjawMBTpwI+24446ho4lq96Vv5Dc+LJjILifreNIphBrml7ErcDFxHTJqBPjY2XKzCOaZ8fylL30p5suee+4ZcTBNvCLjBP6io7HBsHEv7cQTT4y5wRjcb7/9ggMQOQI//PDDgweMl29+85vBHeZF4jmBYegVfcRcLn0NEH5NxGfymXhWU35kW33h9ttvjwkLVOVZpixI+ZRBZianAYiMkREit7UWWPhbb711LBraQbYmL1JXxlFQt7JeKLbVVlsFUcpnoFswdLhdxHrrrVes9HzcBoRORwzKktHAsQjceOONvS9NQp4Gi/ake2EZMt93333Dgt97770jP/KVLng3hwWNFe/tcfSxO0HagoXNLsJ2mS9wp512KhdccEEQNsv8t7/9bSxSFglkbmtNpu222y7kYJGl7hZFmNPRommx8JIjiw6c6f/lL385ZFOGnuONAPWfQIeDDjoodHdTy4IKD3H33ntv7EZ222236K8sEwW77Cv7x5iDg35jpGzTWN8W6y222CLGPKPBwm18uc/AwJA3y3cTLAwghpF59ZnPfCbmmJ2seY2w7UqRPiPNbmbttdcOoxEeuKVbwogReg4SEynPbZURo22P4JoLQhzLIYkcsTgHbpIaSyv93upTrzJcBwjTamyw2gXoIBPaNls5fnX5s071C7koZNvkkId7Q+AaQRIrrLBCWWKJJeImrbbIlHWw9rkxpjSWv3iEaYsvWLTIISBr8dwlgl2LgUWulVZaKdphccNEQNKp+yqrrBJ5EL8dDDcRvx+iZ51bYCxeZBHsVATEfsUVV5RVV121tw/o4iVqyBxm6UKCk6DNPI+IcfiVCyHXkYnLfQAP7iL+YTq4Kag/LfhveMMbenco41CdERPJeIIN0uK207cMDP1pzphP6W6wEzXW5W/P0RETZjpVREdB35u7Fn2GDYPIgvad73wnyN0NYm46BiB3reDhC6ESesAw7S9gsyKS4BFRDjSDykcQl/GZN6+zFXUZkPzMCNXgNcHzBqp8yF2d8glIWGfZlrXbkpZt5qQQZyEQlEsCzwkgPss4f/bZZ4NYyYVEpGW70i0yfNYI207CMWXgolFOmXSNtLFhdWlf/m0aq2uvvfaKNrh63CfQDrmVF+ChPIK/snGvsNrVL5DfeS4m6mzr0T6PAuPoi6zw4bJifcHEo3gmrGCHZ5GzyHNFuSdhAfW4ZvutfIn7OFJt2KLQCR533313+NH1IzchI8H4gJvFz6LHFcgo6MaQc8DuwxxguLgJKljY7XzNReSO9GEiMCwZUULOlbiY4F9/m/UjrEROIGDnuSYS/IzLa2kZ51xgdbBGE+y0RLhEDFhbSP7Db3zjG7HFMoG5HfjeuUBysJv0/MisZ8Se9SF6k4EbJn2O/Ozq56e1RbOz4PJAmBYm7S6++OKxzeXGsLjw51966aUhM8ufC0Cw9fXEAQJG/uQjE51Z0baGHrPig1fO4COfgHxZnfyhLHuD8atf/WpsE/MeRN5zkN9TO3zh8rBA1K8OIYmc7NpOzPNoq+5PFKSPt6CPTE4Lmg/3m/7L/vSYHhfLF77whehDVhjrHXl5VM+YSj3Hm27DkYde+stY4F4xfk5sfMcsc/er4CRIN8aMRTcIjWGhmzChEzzshs2zvD/FuDG/6W5+w8W4Ma+8e998yZ31eBz70VFD+BqRm6Kd7SY5IzAhActr6UmwBpd0ZObIPQB0NweRM+KThtQQlc7gm//kJz8ZdZvg6kXALHRbLM8p8y97EoXl5oZhyqENq7PAR+/aY27cLvzcPoIVn7+NtUxWxKgdg8CjYurm55cP8RtACAihcgV5xM4CYZBx37gBTG95kLEbVGkteDaYeyUxkIeFJZ878raPW265Ze92mY/cAFWOleEGMBcPXcjH5eJaUGdOYDsDVgx93vSmN0U6q46Mdjsmhw89s0xkmg5fsLKIcxN5WsN9BP5+fWkh9Vw61xT9pVuY4GmBpItFvVuDsaEf3evxRJVdyjbNTs64sYPhO7bIIXZGAVdENwZjxPynN5eb8WHOXtnsUrlfEbmHHSxmXFKf/vSn4x6S+23miPxCLnTdgNGg/oIOYQAQofADs0yBKV4AMOIzydw8zB97sABZvkjEjU/k5xqxWkERMSvDzTqT2Er6cPNoIIvr3e9+d9SvXXfxkSUrmQWGoHSGNJYsa9wdfz5l23QkjQDIIQ1pktuWnB/NUafzM9OJzBYMJI5IWefITf05eBCprb386lYfS9zCYYHwTL2nZtRlMtnmeSaY7nYcdhGeTuADp4/JiITdLzA56adtumtTO/CwkyAPn7086rAbSGylW1zUZYHRFlcErOTlFuJPRQSIUIABnE0GOCDx1DUyjOKXtowd8iBo/YeI6dy5mBhf+tNE5RYzZuCc91hMUAuxsWCiwmAih8QAPnZu5lPutGCT85DO+pkBhOQzzY12fWx8e0Zf3xr7EzEkFnbJfhBk5y5kfFsnY9xcMdct6B5zNRfkZbRIYySaJ57qYjz2VU+7zrE6b8thXhvTdMi+HqgcI0ro2ShSMACT7A00RE04ca5zgLqWJiBPQVoG6Rk66814x0wDTFqYKYM4k11d7faVk0Yux5RDfLtdaeqXjqjdRdeGhcNk4vLgUrErSF+l/MrRVV3OyeOT8kkTn5/UQbq4DMpkHnHkUCe589p5tiUu6+rEXFrWrx5l5Mm6pI9FSFkHSuj0ISMcsl8Tl6xLntTH+UQNdEyd+iL0iarXUOROLAZC6OaEMWGc5HjJcZBpecw8Q5FpNMqknuoeDqGPissFWIAzKAXC2voL4lynRSHOuSAtB3ICHwl//+qst680cdmuNnOSp+uh3UZ2KnmSJFLuJIusL2X2g4Vtmu0tlwoiF1jNu+++e5l//vlDF20maWov60r5c7Bl+ylvpue1urMuabngtLGUDj/yOW/XnbqoJ+XPuuWTnjLIM14DWTPQQ4CpkPqIp4v4dv7I1KVfiUUbh05V5UmMOtO67Vq/5zigc3scZJp0n3ZaN+EwKoQOoAQwwervOsFNsHUGi9oEbQfxPvJ1hkwTn/XkpM8OzHKO8iNIbThP8tOu9IzvbEc+z8pvuumm4cYgu60RS53/sl1XEnnWra7EQRvZfsrVTs92yaGMupzLm3XIk+nadd5XW1lXu1y2mTJknvF8JL+PQH46Z8jFLvVqp2WebjsORMeB5Ok2XNpjoa2/86mldQsGo0boObESqP6u+0rrjFNPX3FTq78zf2dZ1+247HiEKOR1XHR8IW4+/3zelzXuhlwuIFm2r7qyTXkQcGfI9HZ8W1blOvO4Vpe0bFv5vvK163XelwydecbLderTqSf52mnjRd4qx9gikGPfWOgcI/2lja2Uo9vaqBH66Io9erVnx/fXAiseiWdQxsqfpNKOz/PRPg5E7tGWYbTr70/H/tJGW65a//hCoL+x0F/a+NJiaNJUQh8Cbqza3Porjsg7yXwI1dYiFYGKQEVgWAhUQh8ifJXAhwhcLVYRqAiMGgL/eHxg1JqoFVcEKgIVgYrAWCBQCX0sUK5tVAQqAhWBMUCgEvoYgFybqAhUBCoCY4FAJfSxQLm2URGoCFQExgCBSuhjAHJtoiJQEagIjAUCldDHAuXaRkWgIlARGAMEKqGPAci1iYpARaAiMBYIVEIfC5RrGxWBikBFYAwQqIQ+BiDXJioCFYGKwFggUAl9LFCubVQEKgIVgTFAoBL6GIBcm6gIVAQqAmOBQCX0sUC5ttEvAvW9OP3CUxMrAgNGYFgv5/IqyvwMuMWasSLQIJDjJo8VlIpARWD4CAyL0P2Bg89E+pOE4UNWaxgJBBB5X+MnX008Wa12uMAg/+0K1onFZMOmjUUnxyQmeRyJMTke6qDzcMKQCV3D/uC3Evpw4J+8ZY0fY+cVr3hF/N1gIuE989KGO7Czvol4zHft93WcbNh0YpD9mThM5nGSWLSPQyZ0/9jzyCOPhPVgYlZg27DW82khYLwYN4yCp59+Ov6P9amnnip//etfYyx1m+U1LTwyHS6sUf+K5c/AnT/22GOBkz8DR3CTBZs2Fn/6059ivPzud7+L8WHsdFvQt3Zm+nmo4WXN4PjXf1yeSm2yAvmPf/xj/NP9QgstNKkG2FRgqdHDQMB4ev7558tf/vKX8oY3vGHSkNVAIDPf7rzzzvLmN7950htMFra77747sBgIdhMtj75G6PTU50888UR59atfHfPBHBloGJSFnoRudVxggQXKpZdeGgIQooaKwGAQMEjTQv/xj39c7rnnnnL44YcPpopJkXfeeectt95666TQtT8leQQYkL/4xS/6y9YVaUsuuWTMDcok5w5UsUERelZqMmrIhPSphJ7I1ONAEUhCZ5W0x5CxJG4yh5zEcMl5ljdJB2OtdQOGOR64n2CRITHK64l+bOvTPh+sXkMidI1oFNj5GWzDNf/kRgAx5dgxljpDX3GdebrxOo2lvog7J/pkwaYvDDr7fLJg0an31K6HTOhTq7DGVwSGg0BO4jwOp66JWnZqumd8HieqfoORO3XNY2fZqcV35hvv1yO1ME3uve147+UqX0WgIlARGAQCXU3onaue1TxX9DwOAquadTohoB/bfdnX9XQSbVw028amLVAbp/Z5O083nbdx6NS3v7RuwqCrXS55cy07M486sH3eTR06vXXJhXIk8VWn+rJOx+zb1Jc/PvM5phyZ3s3HxCV17NQ9seuMz/zddEwsHDv1bad1jp9uwWDULfQENcEEXJ5nWoIJ5BlmmCF+RCHOrwhdt/NlWel53pnuWponA3wEcer3cS6+Xa6v86w/Kmh9yduW049jfLKOLJfXraJTPZW3v/yZlnW3K8q0dpzzzDu19IHkV0f2ix+7tIN6s+5syxG2//7vI2crqDPbciRPu72MyyMZM70tbzee0zPHdGLU1j3j5OnmQOfUtT0OUufOtDZGmacbjiM36zrQACCrKYFuT8I8l56D0fnvf//7cuqpp5Y3vvGNZdNNNy0nn3xyefjhh8tWW21VPPf+5z//OcgiO6Ndj+azLo97zTzzzMWvypSZb7754peIe++9dzzLusEGG5SDDjqobLbZZmX11VcvnnHNkHLnoMi2Mh5xP/roo+XEE08sCy64YNloo43KscceG79wJKd2kZk6lU0Zs/7Oo3rlo7/gOuMyrzoSy3Z9mS9xTFmzHGKV5tNXvZlPOel95beo3nfffeWkk04qb33rW8v6668fv2STX71C4q4eC93jjz8eeV7/+tfHI4ltmbPNaR1TJvm0de2115azzz472lx33XXLOuusE+fq9otl8vlFpR/hbLPNNmWWWWaZVhMTPj37/Uc/+lG55JJLYux95CMfKYsvvnjo5geAxx9/fHnwwQfLCiusUD784Q+HkTThFe9DAWPEL46Ng7vuuqsss8wy5aMf/WivvrhFmrH8lre8pWy//fbxa9z2OOuj2gkXNSrLNpAQmsmG3BzbpIlwdYA0gzJ/0gz073//++Wyyy6LtHPOOSc64de//nV0jPz5bK7y+RNZ8VmXdpDu5ZdfHovCDTfcENfir7rqqnLvvfdGuauvvjqIgGzqQmYpt/JCyulcWyxUBPeb3/wm5PzhD38Y8Rae008/vbzwwgtRV+ouf+qtnc6gXW1Ik1e78Mh2s4xncMnXri/1z7LaIX+Wka6ca9hIy3rJkfpmetbnqB1BeQT9wAMPlNNOO60gDjKmTilTyqyun//852WLLbYo1113XWCh3aEEcmQwHj7wgQ9Ef/lF6SabbBKLqPZM0I033ricf/75oeuBBx5Ydtlll9A1yw9Vhiw/no6pS479b37zm+VjH/tYefbZZ2PMW+z0l77bcssty3HHHVdmnHHGcsABB5QddtghVDEOuikYf8YFfeFhXB566KFhsNHzmWeeiXOGl7lgjMjbjWFULHSgGUR+0u0dDKzWWWedNaxkEzXPpb/mNa8JAnnuued6iVV5IcnmVa96VVwjzDnnnDPqMSjF68gs+7rXvS5Wae0hFsSbBDTbbLMVJE4ehHXNNddE2yYGmQwKZC2/heWVr3xlDAwWPjm09eSTT0a6c3WQU1vf+MY3gjDpop7ZZ589BtGLL75Y5pprrpAxSTAU+fuXvAjT+0voINAhB6h2DU71ec+JSUr/fK+FnwbDEC6sYVikPvAhj3pfeuml+Bmx+nOXow195Fq9dNeOvMiB/nSjA+uOpacN+WGpfnUjGO2Ih6NfNT700ENxDh91i08iIsNAgzbgZiK+853vLN/+9rej7Xnmmad861vfCiIzgbXh16bwWG+99WJB2WOPPXp/Jq79bgmJpfHHIt1zzz3LwQcfXD796U/HWDDeLIArr7xyueKKK4LkYbf22muXDTfcMHamdsD63/ia6MH4MM4uvvjictNNN8Uuzq7bGLRbu+iii2IOMeQYiG9/+9vLbrvtVpZaaqlywQUXlPe+9729xtpExyLkbybagEMzwSLvH/7wh543velNPQ1oPffff39PA1ZP89PtnsZaimMDbE+zJWaaxach8J4vfOELPb/97W8j/YADDuhpyCPSGndIT2Ph9jTb5Z6zzjqrpyHLnne/+909jVujp+mQnobQetZaa62ehkQi/wc/+MGe22+/vaex2nuagdzTkE7ENwO8Z8011+xptpc9hxxySMQ1HR3Hvfbaq4dMb3vb26I+cmlHvoYoe/M3lk5PQ15RpvnJdU+zxQ/96Na4gHqayRRyrLHGGj0NAfYst9xyPc32rqfZwvUsscQSPY1bIPTYf//9e+gs/zve8Y6eZnL1NJOop9kh9DTvowhN+IYAACCKSURBVOjFDH5HHHFET0NQ0ab86pTv+uuv75l//vl73vOe9/Q0EzHS1dlsFQNneJG/IdNIUw7mDen2NAO1p1nMeug900wzRfqiiy4aODeLUs+JJ54YcauttlpP8/6UKNOQQM9Xv/rVnjnmmCPSGmLoaaycHvlPOeWUnmah62lcVKFfQ6Y9r33tayMfmRtXTM+NN97Y07jLIk6fwXjrrbfuaRbHnttuuy36BY7Gio+xAgv9pb6dd945xlZDNP80Hl3TpXGf9TQLX6TtuOOOPcsuu2xPs6D0rLjiij0N0UfaLbfc0tOQe+RpJvo/1TORLhIDOsw999w9qUvGJw7Nrin6oSH2nsbt1NO8/yPUhEGzMMfYbBb5iMs+N6+EnMtxMY6/Umf6GKsZ2vHiGndq8AV9G4MksjVGSU+z0PV85Stf6VlppZVibGRas/j3GEdC4hkX0+kr9dE8LsGxwmD7aUSW6KbdWAVZmqw6bhMrJn/rrrvuGpZfQxZhvd18882lIfTSEEe4RFibfHu/+tWvwnJnlamvIYqwAl0r05Bo+Aatss3gDIv1c5/7XFiSrJSGnMLPeswxx4SfnKWtHv5z78NoFpR4uc8qq6wS2y+W6FFHHRVWJktH+O53vxt6NCQcfvLDDjss5PSOkTPPPDN85u9617tKs6CEVc060IYtnfpY2/Tmn286KFwBrGe7AZYuXQS6CdwF+f6SbbfdtjQkFRixPtXLgrrwwgsjrlnIwpLgR4ZVQ/ixdYSfNJa8tlnsDYmXhoRj28ni56Ig46c+9al46Y88AhcUq55vnE4wUo97C3zQ++23X+xq5BHsEmBly8pCZBWy/OjRLC6BlX6lpyPcYUQPeAwlwMpLu1iesOA718d0sWPiJ2aZyaNv6Mv9Qg8YdmOAqWAcmHOwWHjhhQOjZmEMzI1FvnT3FT7xiU+UbZr7Cuai3U32STfgk7sMO1fj2n0zu0s7Rnq65hEw/o0XaXaW5mXOe2OlW8KIEDowkqQckYwA1MbCiK2xSWibc+6550YaknGT0k1FAwsZJQnrJKTg2nbKQETkCJxb4MorrwxyUVF2RmOdFwRsEUHuboioo7FSow2D2kLyyU9+MhaHdBPoXO4GwTbV1l0+xICE3eCzdUVw5P3BD34QWzay+SAqMiI45/I6ujnFt3700UfHDd0kGPhIdzQIP//5z5d99tmnNNZs4EMOgy/zNJZw+d73vheL2JQpU2ICI1aLhEWEv1o6l0izsve6cMgpqFf9iLBZ9UtjSYerRRoSPO+880JGC4R+sy2Xf/PNNw+y1w5Z9QkXDQJB8LAlI5maHUnh4lhsscV6/bSf/exng0jgi1xSH+0ONmhLaHZlIcPSSy8dLjX6W7yMHX3vfoktdGN5xSKjjLHVDcRFlwxJYvoFMSEui5pxwEhhUEnjiuI+Q3TNDq40O5jAxXgdTn+kHOPhmJzB1WZs6nv3s8w/AT7GPjI396VZ3LLceNBhJGX4m7N6mDUaPEnAJpmnPTx5wI/tjYzI0yRE7gA2IN1xPrGxtBH0IossEmRiACZBEymJxNMkSI6Vxn/rKRNvXkMaLFbWv+AtZRYKvjNyKI+UtWel9iQAax+BW2wMbHl8BO3QQ35EQRaDBIG6ZnGSY4HmiRt1pKwIQxll5RWQm7zK0btxTfUSi/ZMKGVYt242Nu6o8NMrm5PN0Q7DrsfEtAAI2kvrghWGNC0o888/fwxcOhvAApxNdHKwzpA2K0VQd+MKCssf2QsWNL5F+sGDjDAgs/6BgYXNDuDrX/96lNF/+mT33XcPshcJXx/lhkuoyiMti4aPG66NGy4WQIuMieomlz53Mwz2+plcymb/hrBd9GWxd9/gS1/6UizOxj8DwmK+3XbbRb8tv/zy0Vf6vXGThr/deIAnUpvoIecSPqC3hb1xYwYPeDOjOWq+WuQYldIYQY0bsNeQM89yLk90PEbMQk8gktTciEG03AcmGMvVUyFJStwsZ5xxRmzv3Zl3IyPv3KsriUB9bmggIWRpQUCQLGc36bgqkIsVGWnq0CRrk9kCwEJhRXIxNP602JLrZGSVbTl2XmsbsVmQkAXSIsfDzaOUSC6JV9kcFCaZwBJmmZLTY2NCEgu5DCDWr8mozE9+8pMgRPmQszwCmTK/NpyLM5EF7ZARIXuPsnTX9BYsrnDeprFK3v/+98fCqh6hbTnblgosXLshJKlf9KOFT70IwA1jedVrB8IioiMisb1HsAIZLCLKpd6RMIgvpGNRtMuys1OXMcI4sEuAob6x2GWADf2yL5Xx6aagPwSLuXGZO2JxxiUjyY5L31iE6W+HyTCAZzeF7GtP9nhc0WLFcLOrZ8Rxw3m3OIOJcSPNU0HGKteq0E3jY0QsdIAYZIgUkSAQpNDc3Iy7yixGgRvDZPSsOX8ocmYNIiPWIL+rSayTkEBu7Y888siwZFmzBuROO+0U5K7TWB3cBAauyc6NkESlTY9t2aqTTbqnMOwaHJEz0s6QHat95+o0EfiJLUwWKGV/+tOfRhr5yKkO+ZEI1w/9+NwNMAPHgKJbJ7GRSbBQ8fvasQgmqfrkT5kctZNtTWlcHZ7+UI5+2rDgIFsfMvtDAEQIZwuGp36am6y9OqvTxwJiQdUn+sPE90TQHXfcEb5ZGGRePuvPfOYzsaD4rQBMk0RykaGDJ1LsHEyedGuRvRMDeacWELY+siCz/vWtDyvdOLOVRmbcVp47hok0JG8hEgbT3tTkGG/x5pp5QkdGjcUXkTFY3Atxj0NfeNS0uRke5Ob+kHHC4BG6BZfUw1zEC3Dhxs1HNBmO5oFHWY1zOzu7OcaGNEF814Rmog44NBMy8jYE3O9TLp428HRGA1Lvp7Hoep+GaYi4p7HkIq2x+noagoinJ5otU08zgeNplcbq62m2kPE0SePP7WkGceRvLMieX/7ylz2NlRxPeTQTu7cNT3I0LoN4KqLZYvW20XRuz7777tubz5M1q666alx7sqaxkuP84x//eDxN0TzD3tO4FnoakognNBrLt6exbiNP0/k9nrRpLNCeZjsbT2o0272eZkGKp1Maco6nQqTRzdMxnoLx1Ih6PdnRWBOBhSdDGn9/r1zND556yKYuT9g0N7riCZLGN9wDDxg2JBdPxjTEGk8FeYqmWUh6mkEcdXl6pyH5eALJEzHy6wc4efqGfM1CEHGeHvLkUbNQBp6eFGjIO9LI3ux+ol8a/3zENX7KeJLCkzn0yf71ZE2zgMWTFuRuFu5I89RRs8j0NAtD6DyYp1yaRbV3XHp6o9kthC7w196VV14Z6c2i22M8GR/NQt7T7AB7PLEjqKNdT0ROgK+UuSGnf3nKJdNSP2PIE2fZF/oQJs1C29O4GAIX46Mhvp7GRRZPTeQ8ngBQ9PZfY+T8y1MuiQVdG6MinsqiKywaA6qncfmGio3hFE/ZZZrx46k3IbHIuiJyOny12x/OUy6D+gu6ptGwQlmUzWNAYa2yusS3Q4NHrxvAyum5bW4FlqK8LEBWm3pYWtJYWiwyK6xV17m8PixOljlLnw9XnSxD9SjHn2yrz8cuPwvXta24NlnH2mEtS7MbkE/ZppOjPe2yfLRLfvVLcy1oy30B9bJ+lBWkJwbacJORf8522A1aVr4fvshjy2c7zCJwrT1tpP/cDgYu2pZGxsRCW66VI4tnjfmSPd3ATQIjP77hO2eNsWRZtzCGD9m0zZrWZls/+goscXjZMXGvcI+RP/EgNxlgYHehXnFwh4Oy0ujgI17ZtKKikb9/iaOLduwM7L74N/vKn3F2IdrlLhPEk0fb4u1AuPcE8fSciCH1hY9+ND7omPFtnTJOHv3t09Zdfxu3MFNHO61dz3g9T/30r77Vx0LGp9ypl3FnXJrjGTLN7lI6LDrLZ97pdWzL4x6g3RZeTNkHKteIuFw6GzNZka6tb07cnPwmmYlvIrshR2DXiEHge6WceKSmPPK0RUJKSF2c8sjZ0aBXJl07ymlffosJUkLuAMr6HLlmlPNRjzZ9BGmCSSWvbT+Cck0e+VPOLKtderg5Y+CccMIJoRtXCB+/9hGp+gSLiDB/czNTPPLVrjq0k5g4F0xIcT5wQoR82ic2rhoTt9m1BKm7+Uk2OqsPzupIMm/rTt+Uh8zqtmgKMNRf0uGvDtfqoWu2I1/K69zCYPGA+0iExBn+QvYTGcgDRwuJCZ95YTUZQo5Xc0BIwyTPjU03DOFijOWYisxd9GUcGIO5qDkXjINMY4j5tNO6CIJQZVQIPYE0gDIgIIPPwDKonJv8yMK1eCHBznPpJq78iEQHySufeOfihZzE8jrXvo86DOy0NpUTDH5pQuaLi+arLYc2lNFOyiNdvOusx8LEWta2X6ixdFndLOf8qbF6lM12tcf6MOiQL9mzbfW3gzQfC9eUxl/siQ5PyLj5o14+Ze0k1sqqK9tL7NSbMrfrz4UpiTjxlL+ND1nFZT7X8mrHUd191d9uazDn6hforl1tZJx4uovXvvOUW1q3BzgYS3R3Tv8MbVykdSuZp7763TgwTjrHQH9pWb4bjv/o/RHWBrAGmk+CnE0AXEjQXbcJLvO1y4szKNUlSMty4gVp2W4e2+2388nfrq99Lq0zqK+zfMrcjkfOiNXNF4RHR0TZXlw6627jIG1qsrTx0E7jfy/NvYBoRxlE3m6nLwzaMktvh+yXbD/x7ZQp49t6Z1t5TNzb9Q/3PNtr15P6OLbJrJ2nm88T5xxDnbpKz7Tsm8483XSd+ubYdp2hv7TMM9GPo0boCUwCm9ftY6a1QW+nO888neeus1w7T8ZJF9pp7fNppUXhjq/O8pncGW/nkQH5IV+hU7bM01m+8zrzObbTcmeS8dqVnu3kMcvkdeZ37CtMK3/Wk/n6q6OvtBo3sghkf0yr1oHmm1Y9EyG9P137S5sIuvUn499M2/5y1LQhIWDQ9GVRDqmyfgq12+mPYPupoiZVBCoCXYLAqFvoXYLToNVArunCGE2LYKzaGTQAtUBFoCIw5ghUQh9FyEeTyNtij1U77TbreUWgIjD+EKgul/HXJ1WiikBFoCIwJAQqoQ8JtlqoIlARqAiMPwQqoY+/PqkSVQQqAhWBISFQCX1IsNVCFYGKQEVg/CFQCX389UmVqCJQEagIDAmBSuhDgq0WqghUBCoC4w+BSujjr0+qRBWBikBFYEgIVEIfEmy10EgiUH/hOpJo1romMwLD+mGRH7Tkj1ryOJnBrLoPHIEcO3kceMmasyJQEZgaAsMidK/s9PP2fPve1Bqp8RWBTgQQeY6dtoUubizegdMpz3i6hgd8EpfO43iSdbRlMR68LdKxHRKTdtxEPk999PtwwpAJXcNeC5vvwB6OELXs5EPA+EHc3tGdr3eFgrjhDuqJjmbqnwtb53Gi6zcY+aeme8YPpq7xnDf7fLgyDonQrSZWTP/c44jUR0qg4SpUy08MBIwX48b7270GOHd7+SciE0OL0ZHS/PJu9/wDEa9fZjyN5J+GjI7kI18rfqF7vhoaJsZOt2Ghzxk2uRtJi32wiA7qP0U1Akz/zefv1Pwbj5VyqI0PVtiav/sQMJ5MVsTu7wJr+AcC5pV/o2r+1HjSG0yI3d8twqIbg77GpQwbfe7fzvxdXnLuQHUelIWelWu0+afx+JPoaqEPFOqaLxHIwcvK8i9LF1xwQfxJ9Le+9a3MUo8NAnCab7754k+iLXyTOVj0F1100d4/ie5mLPxJNI4VknMHqu+gCD0rzcGV1nm3+bNSz3ocHQSMHx/jJs8NXGGwA3h0JJy+tSYGjvmBU8ZPX+nGtvXU2XEyBf09lDAkQtcQgFlY6fvMATcUIWqZyYeA8WLs8BmmNQKFyTZx++r5JDG7X8Exjae+8ndzXGLROS5gMlTSG894DVenIRM6UDSeA224goxnkKtsI4+A8dL+ZAsZl9eT+Zhzqn3M88mGS6ferjvjJjImuXANV4dh/1I0V848DlegWn5yIVDHzeTq76rt6CIwbELvT7ycrLmaOorL+P7KjmXaeJNnLHWvbU1sBNrzqX2eWuXY7ist80yWY2LRzfoOy+UyLWDyZmn6AhF6Pmc5rbJjlU4mcqaMY9VubWdwCLQnoz7rDO10aX3l6SzTDdf0bOven979pXUDFsPVYaA4Dred0Sw/qoROcGSJxDO0b4Bl3PQ8tjtxespR2+4fgWmR0bTS+6994qbmDVMawKB93T7vTJu4Gk9d8pzLfY2FTMvSeAg3tfM678yX+SfKcdQI3U+6n3766XLjjTfGs6OA8kOk5ZZbriywwALxhAyQBguiepTJcnndF+CZxzGDQZ7lxc0wwwwh3+yzzx7nOrqdP8vV49gjoK/8MvC6664rTz75ZO9OyrPrPosttlg8p33ttdeWp556KshM380000xl1VVXjWM396Wx75e1V1xxRXnooYfKvPPOW9Zaa63QW295Cu3yyy8vDz74YMy5NddcM3512a2YGC+Mx3vvvTc+6667blwjbvP65z//ebnrrrvKbLPNVtZee+34cSScHnvssXLzzTfHj9v8Qtcv4FdYYYUYX+1FUd7xHkaU0A0Ugwyo99xzTzn44IOLyda2yj00/+lPf7pMmTIlJqtBh/yVdZ7lASnkKipePep2Lh34gnNp8grZgeLVLS3ry59QZztnnXVWOeGEE8oxxxwT5EAG5aXXMH0R0G8vvPBC9A/DwBjRn35Vylj46le/WlZeeeXyiU98IvoXuc0444zlDW94Q1lqqaWC2LIfu43EjGfjdJ999imnn3566PvAAw8EoR955JExfh39WGvhhRcuv/rVr8pWW21VDj300N55NH17d+Rbxw3GxV577VWeeOKJssYaa8SYwRPf/va3y1FHHRUL25133llOOeWUcuaZZwa5n3POOWX//fcvc8wxR5llllniV5oHHHDA5CZ0E8cAM9lYVQbO1VdfXd75zneWzTbbrLCAv/Od75Sf/exn5etf/3oMMhY7EJ999tkg81lnnTXKe3cFC4yl9eKLL0Z9rlnTL730UnTSzDPPHOfaE+/ayqrzfMiig59//vlIcy6OJUcWE0J+HWvVRgTKJQGM/HCrNQ4WAf3hdQBf/OIXizFhsfVzaNYVkvrgBz9YfvrTn5ZHH320XHTRRZFXHys355xzxjgZbJsTIX8aNhY5c8p8MseQ9nve856yzjrrlHe/+93loIMOKgceeGDZdtttA5+PfOQjZYsttijLLLNMV5C6uWqhNpcdr7zyyrLzzjvHfH77298eXWneP/zww+WAhqD33Xffsv322xcLHwv8Rz/6Udlkk03CcofbfvvtF/UYZ7hJUH4ihRF7ysVEAgRyvemmmwJcW+Kvfe1rYTWwpFhUH/jAB8p73/veIGwk/aUvfSmsrBVXXLFss802sT1Ezs8991zZbrvtyrLLLhvgr7feejEoWdisNJPcYrHSSiuV1VZbrRx//PFB1Ca4Ml/+8pfL5ptvHi6ej3/84+X666+PfLbiBv+vf/3rsF5uv/322Ibajv7whz+MbZhFotssuok0KFNWfWBCcSX4CfySSy5Zvv/978eERGSsKf23yCKLlLnnnjvi55lnnrLgggtOuImYOg/kaHwKjCMYGOdwQmIWwMsuuyxcnebKhhtuGON74403jnlzxhlnRNmsIy4m6FcaXxZ7n2OPPTZ2KjvssEMsWNJxBbeT8YPscdTyyy8fRqQ5/8wzz4TL1Y4O51gsl1hiiSG9R2U8wDgihJ4rJTAAePfdd4duyPaVr3xlWN0sZZbTN77xjfLRj360mHiHH354kKoyQLz00kvL3nvvHS9rOuSQQ8qFF15YVllllfKhD30o/FxWWBb2YYcdFp3HgjeIbcvlf+SRR8LXqpOOO+64eMnNXHPNFfVstNFGIZtrO4ejjz46ZDQRLEZJHuOhU6oM/4yA/rHIG0O20yYmche8sIn/03s+1l9//aJ/uSCUyQn/z7VN/Ks0NpB5uqXMBQFRe3neHXfcEe4E8yytTK4o/mUBPhM9pA50t8Nm1Fmw7OISI2MAFrwGH/7wh8MjoJx8XvTFA8A9w3XF6MRD73vf+yJ/1jGRcBqxXqU88IAFJIG1DmyWuNUQwbOeTEaAeimT7RKSP++88wor4pZbbgmrK2+CGbRu9PDHI2F1udnBsucTE28nYIVG5NoUll566diO77nnnkHktuhuHikneJsZy51P34t/LrnkkuhIC4YFplvJIJSfQF/GFdIS9DWr83Of+1xcm6QIzK7LjdPHH388doB77LFHufXWW2NS68du60sYCHatxv0uu+xSbrvttsDFvEHg3ImO8DPHBHPRWO+2QEefXNSct/uc/hYyBuUNN9xQdt9995j7dvPy4hQ7fsTODYMLPvnJTwZMOfYmCmYjdlMUgMgceF6tKwDIjSoBiZt8999/f8QZeNIMzs985jOxFQIuQrb12aZxv7C+kL4blywvK6fttXPbSjdXuU7SAtGOOoT5558/5HGtDX5DsuWqLh4hZIfxzduOZfmopH6NCwRMROGkk04qW265ZVhgxo6J6GZ2Bn1pp3b++eeHy8ETVUK39Sl96MriZhhZ4Bg5XJkscsG9KeO5TWx2OMp0a8h+busszj2zxRdfPAxHuLz1rW+Ne2ennnpq3HC/7777AhJ8gGNY8meffXbcn2hzy0TAbUQIHWjI0sRjMfBRmWzXXHNNWE5TpkwpJ554YljQH/vYx4q7zNIFA9ONGgPNzUnXQH/Na14T8a4tDBdffHG4USwMSJ57Zuuttw6rje/MqkqO7NQ2cWcH99U5md9CwjInfw3jAwH9ZlzpN/5iuyc39gT95mb6ySefHBPUPRgGg/zS+urr8aHV8KWAC/3sMo3zq666Kixyc8iH28A8gY93a7u/INjBuAko5JyIiy75olPO51TJ9fyNcZfGWxoCrHlxDEtPufG74wDGn3rS2u+rzqx7PB5HzOVCcYMLAXOBuPFoArK+bYEdWd1umAJyoYUWCneH/J6TRaSeE/UxWPnLuVQ8X2uBQPKCNL5ygV/VVooPVVBXBvIIeeyMzwVIGXLzy9u2e9JGXOfAyPL1OHYI6IPsB090sDjd8BYYDyafLfJOO+0UOz/3Ug5onmYQ70Z5hs4xkPET9Zj6cKu4N3TuuefGUxl0R/JuhJqD8nnazO7TAwkIftNNNw21GS/dFnKs0MtYEbiYuOTozrWL0O34f/vb3wZ2vAB2ONy5OOEnP/lJOe2008JKV17cRAojYqFTGJiIMLfHu+66a5CjxwJ/8IMf9GKCnD0Py6LiTzcoPbngY1VE/vzau+22W5A6y54VBlhPyPCn89FbIDxb6qarxcHzp554SB96u3PTnWKAZ7wFRFly2BmQ0dMUq6++etxk7RW4nkwXBNp9RQAL9wLND9Ls7FjiCMl48RSV8eT+jL7Xv8aLeyZJfNnn00WREW6UTmk4Ga/IaMcdd4wj8jInuCUFz6Fb7OCB0DyTjujNJXV0YjzCok636ujVNu7cMLew4Qx8wip3c32DDTYI4uem81Scnb5dDDw9wphYTzdFhtDwoP6CLgcCy9sE4vYAXHsVy0Hi6M4zi8EvsZAwK/uNb3xjTEokmzcfPUfshibfuzvPOWGtpqxxFj0XjK2jcxNXGdtJiwJLXTsmOOtMXeJY2+rgkyeLX4ip21MA8iF0AxuhW4jmb7ZmuSANActaZBAIIFljRz94mokf84gjjpgqyeQjZZ5gaAdjT58qzyrjKzWu9OtEJfKcQ/DhQmFN2plmfOpPd3nMA0TEsOEvzjEMD0TuPhPfumfzJxouqTMDzGL0m9/8JtTP+MSifbRTwxPtp11g4R6Ce3h4JP/WDx7SGIQPN8+r4xOPfo71DqatD4OWGw0fJue29evvfMQs9GzEJErhAItU3ZDMCaxjgG0iAzIHLaLPyQlM8Qax1VV90pSVZnEwOFko4uTVSZnP4JXfh0XnJmqmqVNnZjoyyBumzmsYnwhYfKcWEJjniAVjKsff1PJ3SzwyoqtnrBG/edAO5hxSQwzySZ+oi1xbr2md45y+gsXOjlww142bHCv4BE9kWpxMwK8RJ3QYJKkj0yTiBA6RC+INSAQL3Ex3beBJE1jYgjqVlZbH7JSsI/MlMaccJnl7ILfTdapFQcg246J+jSsEjA+h3Y+us8+MJ3nSOpU2GYKxT29j3HkbH9i4zvk0WbDpa6zARkic0gKHTxI7nOTLtIk4fkaF0AGRA8kxwRSfE0+8cyEnpXOd0U5rlwV4u97siKwjO1J9ed6Z1nlNhmyjXUa+GsYPAvq9v9AeQ/3l68Y02ORcyPmTerrO8Z1x3X7sb6zkotbGKc8Tp7yeiDiNGqEDI4FN4s7rziMAO0HMPO20jMujevNcvgztc3H9XSvfKV/WU48VgYmCgDGecyFlzuu+0jLPZDl2YpHX9M/zxCmvJyI2o0roCchAAOovz9TSphaf7Q70OFL1DLS9mq8iMNII9DeG+0sbaTnGe339YdFf2njXK+UbsefQs8J6rAhUBCoCFYHpg0Al9OmDe221IlARqAiMOAKV0Ecc0lphRaAiUBGYPghUQp8+uNdWKwIVgYrAiCNQCX3EIa0VVgQqAhWB6YNAJfTpg3tttYVA52OlraR6WhGoCAwCgWE9tugxn/wMos2atSLQO27q+KmDoSIwcggMi9D9ctMnf5gzcmLVmrodAUTeHj9ppRtLnb/07XYs2vrBBQZ+tZjzqn09mbDpC4vEynjJMZNx3XCk83DCkAndwMp3quTAG44gtezkQiAJ3Rjy7oz86b74/EwuRP6hbWLhCIvOa3GTJaSunWOi83qi42Fxaus6VH2GTOhef+t/DAlSCX2o8E/ecgYvCx2heyWq1x/7c3EvY0Ng3Wh9DbS36e6dI14i582k3vNv0et8ydxA65vI+WBBd/+bYGz4w2djpxuxMO598j+Zh9Jvg3ofOnCB6bW4/pHIYLM1nMyTbyig1zJ/Q8BYMnaMIef5FsyKzz8Q8O7/bvxj539oOPCzyYAF49hbak8//fR49Xhy7kBRGhShD7TSmq8iUBGoCFQExh6BIbtciFot87HvsG5tMa31btVvqHpVXP6B3GTBgp5DDdVCHypytVxFoCJQERhnCNQfFo2zDqniVAQqAhWBoSLw/wHSMWjHZlzyTgAAAABJRU5ErkJggg==[/img][br][br]Cora behauptet, dass sie mithilfe der dargestellten Kreuztabelle auch ablesen kann, wie viele Kinder mit dem Rad zur Schule fahren. [br]Erkläre, ob Cora mit der Aussage recht hat.
★☆☆[br]Das Gymnasium in St. FLINKering hat eine weitere Befragung durchgeführt. [br][br][img width=395,height=291]https://lh7-rt.googleusercontent.com/docsz/AD_4nXfFl79x2l3PQQDTILZn7Qv1PVoXymTbA1bboTXO2LPGb5I4okc8u5cTm8ujnAhNaQRXMq_GKe5BQZQatL6Cg47KOs25QghOqdYjcobS2zK_X95Zk0IGzALRM7oY_TRQa4Zkxkj8xQ?key=gqjvrGyK-MeYNux21uOmtBaY[/img][br][br]Welche Aussagen können mithilfe der Daten der Kreuztabelle getroffen werden? [br]
🔎 Nenne mindestens drei Vorteile, den Schulweg selbständig (zu Fuß, mit dem Rad, mit den öffentlichen Verkehrsmitteln) zurückzulegen. [br]
Schließen

Information: Schulweg