Woher kommt die 0?

Mika hat eine schriftliche Multiplikation durchgeführt. [br]Dabei ist Mika ein Fehler unterlaufen. [br]Beschreibe den Fehler und stelle die Rechnung richtig. 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H12f4BO9BqF1TbdOGbijPTUmKsMzDtjvDX0uZjl8kcMY8tQloTVQX8sbGUsEWGmIVncpVcxSGir8bBXYAPKVPSjGYvKQIlccfwpYFEx1rCwGWsLibk3CmEuMjx54LaA/s06TOgTNXx2WHnna/VlbBD6YFDnqy/6UNGfAm2+teOojbd+WeyExbbm4YQU9Z9SoBQoBUqBUqAUKAVKgVKgFCgFSoFSoBQoBUqBUqAUKAVKgVKgFCgFSoFSoBQoBUqBUqAUKAVKgVKgFCgFSoFSoBQoBUqBUqBPBXyNd5RD/9rX3h09rq8aj/KIVd9ORAVaXrY/Sfl1+9uAURXDH2754yh/cu6ov4ylzCUiVJQC86hAK0ra0d8X+bdm/FHl+6NuLMxkabgoLA7+9FzHR+UvQtOVilLghFSgGUrbSTAV/0iZ4yOjbCw67t8AuTxcPzguytGfc/vHkUT7cL97VP8tBUqBYShgx9Byj7HwEf9+0M5wIIy0saR/E533ARrtfkv7UO3ovRWlQCkwHAUm513LTUf56fbFl//+gvNRDO73avCvWfln/GyF3CCqrVBEqCgFRkCBZih2EvJ04l89nOw8I9DHg7rgX9ryzyG2m7ce183bg2SqJ0qBeVWAj1jsmYuFf/+oG0tzQ+VVO6/fCEWMilJgBBVgKmJO/6zl7y5R/y0FSoFSoBQoBUqBUqAUKAVKgVKgFCgFSoFSoBQoBUqBUqAUKAVKgVKgFCgFSoFSoBQoBUqBUqAUKAVKgVKgFCgFSoFSoBQoBUqBUqAUKAVKgVKgFCgFSoFSoBQoBUqBUqAUKAVKgVKgFCgFSoFSoBQoBUqBUqAUKAVKgVKgFCgFSoFSoBQoBUqBUqAUKAVKgVKgFCgFSoFSoBQoBUqBUqAUKAVKgVKgFCgFSoFSoBQoBUqBUqAUKAVKgVKgFCgFSoFSoBQoBSYr4H9x+/XJT9R5KXA4BUyYYYb//3JjmO0e623RrP3/q4f9/67+Zto+Ozhqu/3/eXNaUQpMr4AJO4w4I41cGE4JB8LH4dPwRRhG+Jwnh5acv8m5/3H1sJJEuz47nFv9G5MfO5fADY8nv66/n4SPAh1/EXyWPszGmC0IS8LCoG1tvjXA+Gm7ohQ4SAETuM+Q0NowOe8L54dXwrawM/RhLNqcmmhM5YJg5ZXQvwz7gyQdRjCUFWFpODOcFk4dcPqUx9570oDJxkJHZvhOGA+bwmtBsv86dB2X5oK3hcuC8dOX94J2nwzbw7uhohQ4SIG+jcX1F4cN4Y7AWD4Pb4d9oY9opiJBzwkXTcJjSSsZXw6S48OgT30Fo2Mkq8NV4dzAVPSDPvoJ5ucxJLGfY4LCued8NpUfk2Qmqobx8EHoKvSNkdwY7gzGTD88f17QD+cM8qWg7T4WiFy24lhVwCTuMyTU+mCSQgI9H7QrWboM12um4rrLwzXhnnBlkAiSV4lv5X04PBKeCXtDH6FPUJWsDbeEc4JQfXwWmJpzZucoSRvMAz5Xuw49VwWmovJy7NJY9PP2cF9QrTDg54Jqb+UAz9PXeDKXPWGy9nlYcSIr0LexWFklN1NZFdwTkCASx569y2gT24q6NEgOiSwJFgVJKJElyOJwfRCS8v3g9b7CvQjbLtsYRuCx9jznMTxufWQwzWQcaUW3heGisGpwviBH1UNX4VqXhtuCdhjwy+HR4DVaev664D6P13YGxlJRCnypQF/GIrmV/G31uzHnnrMqS2RH5tJ1+DwXh5vCXwZJ4p7OY2FLYCz6dHm4OnwrSIq9AyR2l9HMznbr52FroAOj8PkbrTJxZDoN7/OcsB1ZFq4Pnmc4Hw+OOcw5XN+2hzYbw67wUHgi0NCisCOsCYxF9cdsTgoVpcBXFOjLWE5PKyagCboutPLfCmilk8CSo+vQDlO5N6wI2lGq/ywwls/D60HlsCSsCleGfUECj4eug7kwtLEgWT1u0MD50WhhrFQogjkxlbfCJ6GLOCMXWRxUJNqx/Xk6vBoYo3g70JQJMUV98NkqSoGvKNCXsZiYqpSbw3nBJDQ53wxWvpZQOe00JMX3w+1Bma5KYCqbg4QQtj0HwgXhjqCqsfoym/HQR7TPy7xaMJSZBE2XhoVBf/1G5o3g88w1vpYLnB1oogoxRkxrT7AQCG2qBhmye2cqz+2BbjP9LPmRiuNZAStPl2ElNUFXhY3BRLSijgWmIqGtcBKsy8moHF8ZrgobwrmBsfw0vBj0oW0vHCXko+GZIJH83LqwKPgMfYTPO5mZtNGqFUntJjSjVv3tC0ygi6AhLRgIo9EGM27V1Jqc3xEuDMxkLKjAWjWT04pS4HcKmLBdht8SXBJsLyTqGaGV0iak+wIwaSVZVyEhbg/fCvrwWngybAqTq4Q8nAjJ8mzQh2sCE1wfmNIrQdKOUjC78wNjYQCqCH3sMqmNibGx2Bi3swbHHCbiuvz3L4OFgyHTdn+YTt88XXEiK9C1sdij2/5cH0zQ3WF7sKqarG3ymsBtJczpnMO9lRvCtUHCPRe2hMNNesm5NewJTFDSMhdVgGuMUqggFoalg069maOtUFfm7DqqOvdQbIHcOzGWtrOM+vPAgC8PL4f/F14KKpqKUuAgBboyFhOfcawNfxJULU+EbcGEPStIctsQkxRdGoukuyKsDD8MPw5W0yOFxBgfoI8M5vkwakHfRWF5oKMtSNfmx2iNl8+/KtDyPwULAy2vDtpW6f0o7AwVpcC0CnRlLMpj24lbwsWBaZigbpqaoJLCc58FydyVsej/eUGbFwRVkuRQpn8QjhQqKCs0bNUuCgxyFMJnsQVixrZBywJjYQCeWxBUFapB8avg88wlDuSHXwzauz3YGtLEluucwExeCTtCRSlwSAW6MhYl+g8CYzHRmcrDQcKuD5JWuS0pPg1Wvi7i5Fzk0qBEl4R7w1g4mmolb5vok7Jfv3wGVYt7GPMdPstp4czg/hHjBHPxmelpm8JcxoPPbRszV2PJJSa2OO/kyGSY2zXB4vBGeHxwzKGiFDi0AnM1llNyaQlpkt8QFof/N2B7jq4vWc8NDMVkVbF0FZJMwtl6qYIkhAQ72mB2rYqSRJJ5rpocbdvTve9refL0wDCYCOhH4zVBZci46ekzt+qKOR5NhZa3HTK0TY9fh91hPDBcz2mH1oI+zLcLE3O9iuNQgbkmkZL5++GesCiMhb8PDwQJsDZIEquuewJKagbQVej/kmAFd20lunZnEhIJQqUgweYrmJstnftFtwfVAmNheMzF6xJdkjMX20tmI9G77rc2YTHYE7R3WzDGLwQmXlEKTKvAbI3FzzGV68KdgYFY5R4LzwVJLgnOC/bmJn6rWNwL6CoYgRu3zMv2RwJo52hDkkKCSkx97jpBc8mjDm2rDnwe2jEN+jFmn9WNcFuSlwIzZNJvho/DXCsIOgjtMOtLgjHeF14O64LFY324NHj/u6GiFDhIgdkaiwn33XBPuDKY2D8KPwsmunB/QJIo7bVjC+R9rTrI6ZxDEkg+bbm2tmey1ZLIjZxOJIvjfIVkdWP2QHCfilEyTltMCa2v94e/DoxE5aJCQ1eGvSbXUi3dFVaFfwo/CXeHPwwXh3uCfpaxRISKgxWYqbF4vxWUmZh4VwT7cKXxE2FzkBze10rpU3KuEnAvQwKYkF0FY2Fe2nLt98JMt1quob8tqR3nK7StKtkbVAo+G0MRi4LKanvYGfoIBn1VuCvYXjJq1dHTwbhvCLZE3rM1fC3Mp15pvmIUFZipsagObg13hxuDif434cGwLbRJxkhsf6yojiYgY0GXxqL/pwZtqFSs9DNZufWL8bmG8LNd9m/iojP4D/3cfLaVpJVkXhoYjH4x8S4rvlzuy2Aqtj+3DBjP8WfhqfB+GAtMxrgvDyqpilJgWgUYwEzC6n5WkMhvBRXKY+HZoFpoIWElPfyMhJG0qokuE7cZmDYk3EyNSz8lr/sZthYSeqYVT36ks6CTz9AM8p2c+2znB7q9G7zeddBhWbg6rA7Gl5E8HrYH2nwQ9gTjqGphdhWlwLQKSPyZhEltwkm+JwMzcWPPNmRqSAjXl/wSRuKblM67CtdyfW0JFdRMw/2Li4LPZvsx3WfJ0/MS9LMF0j+mYmviXlLXQcNLwx3BtlJl8lzYFmzNBG1VhcaR3n6mohSYVoGZGgtj2BsYiklm0inPp4YVsBmLcwZg1cNskj8/Nm2Y5PrA6Kzqy8JYONqw8irrLwwvhO1hus+Tp+clbNMWBObC9KCa6TpscVeFtYFxvRi2BGbWQhVzcmAoxrDLcczlKo4nBWZqLIzBPQCTS2kusaebYM1Y2srGWLzXzzvvKlxvf/gwrAtMQQVlZT9SWJlXhTVB1dK2dpO3dHl6XkMfzwsMUCW1O3RtLLY0S4Kq6KywIzCWPcEYtzgzJwsDs2PktK8oBaZVYKblLBOxZfg0mFyTJ14efhmMxQoH537ORMR0RpSnZxX6wkggAd1YvDZIxMOF128ItwUVgfsH4wP62Grk0jMKmhkbffO5Tg36tTd0aSzaYV70ULVYaFyfqdBkclyQB+uDqsXro2TA6U7FKClgIvURU42FAdlGdW0sVvEHB9d2j+Da8G+Dyf9PQRUyNZjdJcH7bh+8+FSOrfTXx/kO+jGVZaGZpN/MqM4+CV0GPVQhrQq1YFg4jNfkWJ0HNwfbo+fDzlBRCkyrQN/GIsFth2yDmAu63AqZ/Ep3q+6mcE5gGt8N2nw2qGqEZLUqS9YrAxNSDTwZHgpvhKnJlKfmJZqxLE3rvmDoM3wUplYReWrOYUyYKb20azukOmEg2mU4NN0QbJe2hmfCeOhyLHO5iuNFgT6NxbUZixVRmLRdboMmLjr4z+4c/0d4PfxpuCesC2NhPFjlmciSIEkYkJJfpfKj8PPgV7ujEs1Y9JeOHwZbIcnfZTAG1QnDctTWxeGmwWNGe1n4VmDEHr8WHg9Hcx8rb6s4ERXoy1hMWJPQVkUJb0X8ZWAsfaxyTEJ1IjkWB4bGSC4PCwJjUa0wFFsL/XoxPBqeDoxplKLpR7vNYSzs6qmDxkU72lD9uZl7VTBWK8LV4ZbwjaBSeT6UqUSEikMr0JexWFmV7hL2lWCSutnHYPowllx2omzfluN/Cw8G9wNULWcG5byKRBm/J0igLWFnsFqPWtBL3xilz6TqU431EbZCxkb1Jm4NG4PtonE8Pwia/l1gLhWlwGEV6MtYTFYJOx6U9czEr6n7NJZcfqIyYR5Wd1uHfeGCIDEZ3f4gQcfCKK+69LL9UWkxQsbofkdf8XkuzGy1a07Qa0VQ5alm6Gb782gYZd3SvYpRUEDS9xGua3LakpwaTFirrwlsNe47tC8pVCv64LHVV/tKfzC5UY42No6gGx37CoZirOimSlk6ONJMtces94ZfhYpSoBQoBWalAEN2v8pviZrJzepC9UOlQClQCkxWQBVjG1ZRCpQCpUApUAqUAqVAKVAKHGcK+G7CiRbttx7uG/R5M/RE07U+bynwpQInorH4wpzfevjsfi3e9bdZc8mKUuDEVqDvu/2u79fOqgSJ7Femfn057GTW/nlhSVgfGEv7Xsv2nPtuxqj/+jldrCgFjg0FJFyfwUwWBV+j98d0TMX3IXz5a5ih/fvCXcHfvPg1qi+fvRb+JjwcfPt0vr6j0Qy+tmYZhIpjX4G+jcV3INYG3+L05SvJy1SGZSyqJcZ2RbgjXB/OCLZAFwa/SvVNXN8sZTK+HTyMYLi0UUXpB+NjLqom37D1t09vBXpVJRURKo4tBfo2Fkl9c5DYtj+S2NZjTxjGN3B9i/TeoFJpf1j3v3K+M9wd1oTV4ZZgazQsY/GN4BuDv8u5IeiDsWjfCh7P+d+GnwVfqR+GVmmmohToRoG+jKWtyCqVawJjkbRoX7HPaW+hEtHOysDYrgsqgZfDA2EsMB1Vg5u5DMbRz/WZxK6v3UsCY7k9LAv6QbNzgvs/XmfAL4RPB+Qw1DA3GKCqSv/03VbW34AxO5VUbd0iQsXBCvRlLJJ6abg0+AeCGIyyvv2NTt8TUvurA1PbGCSs1f8fwktB+7Y/+4LXJM9pod3ryGkvYWtma6hCYngXBX9VvDnok5vLfxxWBfp5LImZS9/hs08eF5pYEO4KtpCnBJrdP8DfD9lSVpQCBynQl7FYlRnKVWF5sPKZtG6O9lkR5PIT4X7OZYGxaFul9Hx4OjA3SWL1hX7RwYrcdzA8FcqaIHE/Dvr100AXmqmuvM6E+ja6NPFlNFNROS0Mtmi3h6sDk1a1XBh2BP90wkeBlhWlwEEK9GEsJuYFQakPNyYljdXNsU3gnPYWbtBeGxjLu0GVYmvREsHn9p5meJ5X2vcdDM9WR5X0VngzqFbeCHTRJwnLgFUqKoRPwjBjZRq7LXw/qKpUdU8E/T4t6Kf+nx6anjmtKAV+r0DXxtJ+C+MewbpghZMYHwSTcFgrsMrANsPKq0qRvJK4hX5KFEjid4LtBuMbRkhORkaTA0EfJK2qgEY0Y4itXzkdStDLYnBvsGX7ddgSHgzMhF5McJhapbmKY02Bro1FcqwPV4bFQeKYiLYiJqP2hrHlkJxMQpt7ws7wi9DCVmhpWBJ2h/HwYZDwfcZnubh7TYxWEq8MtkR02RBuGjxWrdDM+4YVy9OQKu97wRZIhfdX4cnwahDG15gyPp+lohSYVoGujcWKdl24Iph424LEltS2HSoFxtJ3Art3ou3fhFeCPjAZwXQWBxWNVdg2aSwwlr5DZaJy2hUuDouC+xdvhZuDrRtDfC3sDSqGYQTDuCwwFP2h3+bwz0FfJptyHlaUAodXoCtjkaxMY1m4I6wJjwQJqzpQ4qO117exWOn/cdCmRLalsNK6/6NSsU1jLPosqfXTvY2+g1GokBga81UlMOIF4aYgqbeGx8J4GEa06o2x3Rk+Dn8fHghbQplKRKiYmQIt0Wf2Uwe/2+S8JFwVVoWvByueEnpD8Fsizw0rmIgEZXiqFgj9VCkwFibDdMaDZFfe9x2qESa3I7wemNuKwGD0SzC5Z8I+D3oO+qje6KF94/RyeDA8H4ahSZqpON4U6MpYzogw94S7g4S1DdkUJInqxTaIsUisfwl9hzbaNmJye6fm+fVBIrmPsSso9d8Nwwh9+TwwjScD/e8LzNc2iRE3Q1Z19R2MZVVwb8UYMrxnw9NhWJqkqYrjTYGuqgir3S3h0mD1lzTbg/sWJq9KYZjGkuYmDKyZij4wlZXBjWX91B/mopphhsMMlcDO8EbQR1WD+xzuSzEU/Wp9z2lvwUxUTPSwVdUvWunPqrA6XBC8b9gapcmKY1WBuVYsbWthf359OD387+D+hhXPd1hODpJYojRyOtTQh0vCDUE/3aj06179U1FJ6LHwaRhGSF6Vi0TWJnNjfOcEGnq9b2OhyaLgvhhzMRdoQiNaaZ8uW4Ib3OPhQKgoBY6owFyNxU3H24JqxY3QXeGF8EoQjEcbEkXMl7FYbReGJYGZnBnOHjxmehcGCWQrsD9I+D6DJrTTJ8n8TmAofvW8NLjnoh9e6yu01zRhLs3IGJzn9dF20jlskWzTPg6/DRWlwCEVmKuxSII/CVcF9yoeCe6vWIEFs5G48x2MBZLHNkM15bOvDrZGEuXN8GL4v+GZ0GdIXlXTjUGfaKYv54eNYXd4KuwKfUUzlovSACOjjyrm9cDojBvzvTZYOFQ13mOc3w4VpcAhFZitsbgfsCrcHNx4VJk8Fx4K+0ILk3O+qxV9YXR+nTweJOyeYCsiqW0HVA9rgkSS1O8FFcMvQ5dBC8mpzUvDukCv8aB/KidmfUdgfn0ZSzMN91JUb24cfxhUbapNlRvNVCoMiAkyPLp8FspYIkLFoRWYrbGYcD8I9wSm8nJ4JFjpTcgWEmmyuagMMOxgIpLl/fBSYIz62RL94pz/+yDZ7w2S/5/D1tBlaI92qwMjYzDPB99bsYVcG+4O+qBysP2w9eg6fD5m6sas7Q5DeTz4zLvCgcBUzxo8vjtHfftOeCsw54pS4JAKzNZYlPKrgtJdGS8xJOFkU8nDicRlLFAdMBXHYYd++W2LVVlyC/1wrk+7w/rg81wcrOCbQ9fGclKuqSKRpNr6IuwN2tJHlcANQXWgHxcFid915cRYmIb7Ta7v828KjwSVU4s3c2Ksve+ScGnQf+M5HwtEmq04FhSYrbFICEngnsSjwcqqGpgaEtckbAk8X8bS+sVMJhtbO9f3nwd9/V64PKgsug6VEsOQoGJnkNS2Q347ZJvhuWuDaoLZeX5P6DKM++nhjMBYPg40cJwaDHlHYMqqU5+BQX4eKkqBaRWYrbGY7FZZE04J/UaQFFODoTSYSt/Goq1vDNpkfkcbLaF9HmGLIvG6DolsxV8WJOZYsLWgp2DW7q38Irj34b3bQ9fRdDL+zJVW+mN8pobnvD7da1PfW49LgQkFZmssVq/7gyRWOkvM6SZeMxVHE7iR015Cf5Ttjm40Wo2PNib3rfX7aH/2SO9zvZOD7QfT0sfdYUeYXOkZD9se9zhUT2cHW5Guw1jZekGb2tC/6UKfLwwqFeZjrBlNRSlwSAVmYyySxD0IK+2RwnvbVsh7JyfvkX52Nq+rCK4OthFvBlsMFYBE1WftTxd0WBJWDF6U7BKoy9CG5FUJSWQGop1WreR0on+SHnTzM45dB0OhifaXBmbHPM4PDLmF/l4cNgbGsiu8E/SvohQ4pAKzMZZDJed0jTCWyUz3ni6fc1/kX4c7A0OxXXswbAr7w6FWWklzfbg9+Hxbg5/vOiabhHYk+OQk1T/3L/SHbszQe7oO7dBjLFwRVocrw6thS2Au+sdwbgrfDozwmbAjVJQCh1VgNsZy2AtOeVFy2JZAmKzoKySpZJTA7mNIUs8p57cFFYwE8ZzVWAJ7z5rAWKzer4cng4qny2h9Uwnpo8pF4uobneiyPCwOKq9fBH34JHQdzErl4f7NnnBJWBHuDPrEdOiyKqhWzgv0eyy8ESpKgcMq0LexSHATtLUjufo0Fjc//2fw26pbwqXhD4JV1/dFXgl7A3M5Oyj/1wWJ5ej5J8KPw67QZTATZvF+YBYXBEkrUSXywsDcNgTG8lZQQTCAPkJVwkSfDrS4OPx5UKlhQWAypwam8mB4IOhXRSlwWAVaJXHYN83hRTcpV4VTgoSyOprMbvj2EV/koswFbtz6fPpgxdUHCSRhLgoSiaGsDe4t6BNDuj9sCpPvfeThnIOhMlh9OTPoh3M3RFVO14UbwvJwIEjiR8OHoY/QH9UTs/9NUDkxt9MHOFfVjYXHw0PBNsnPVZQCh1Xga4d9de4vqghuDBLZaq1acN/DithnqJKs+kvCVeHywEBsM1RRrXKSWB+H1q9Xcr4j9NU/5rYibAzfDvqmSgKtVAcS+dnwk/BU0Nc+g5EwkcvChtCqFCZNB1UTXZh112abS1Ycjwq0LUpfn42ZvBGU87YCqgJJ1HdICis9tKl9RxWKqoW5MJX3w76gjy+G8dBnIqtOmBhDZ3KMhKGcE5ih/tqyPRTc/+izL7n8RDAL2z7jYpujP2cGY/dmYHQfhBb6XlVLU6OO0yrQd8ViKyJ5HCWJkpvBOA4rTk5DqhfJq9x3zlgkkqRqx09yzmyGEaqEpWFlWBOYDH1UCC+EV4P+DMNY0sxEMDYVFb2MVxsr+gxzvNJcxbGuQN/GMqr6tO3QfPZPHxgdc3GPh+GqoPYE27OKUuCYVeBENZZRGbBW0akWVCduOKuahlmppLmKUqAUKAVKgVKgFCgFSoFSoBQoBUqBUqAUKAVKgVKgFBg1BSbfvHU++fGo9bX6UwqUAr/7DtHIf49o8hfkfN+k/XZi5DteM6wUOEEUmLrY+06RL1qO9G8OddpXuX1pzNfufXFLx0e60+lfRSlwIikgT301wXeffAt6V/AnFr5N7lvmIxcqlv8c/K3IlcEXtXS0vmkZESpKgRFSwLei/bHqa+EfwxNhc2AuIxeMhRtyQrSvctsKTS3B8lRFKVAKDFmBdluiVSztONL5qXNXBVshfwnsj89qKxQRKkqBEVOAocCffYwFfyBqWzSSW6HmeioXpuLmLYdsLpnTilKgFBgBBVquMhJ/9uE4svdCW2fpxg0nP/ZcRSlQCoyWAhZ9hlKL/2iNS/WmFCgFSoFSoBQoBUqBUqAUKAVKgVKgFCgFSoFSoBQoBUqBUqAUKAVKgVKgFCgFSoFSoBQoBUqBUqAUKAVKgVKgFCgFSoFSoBQoBUqBUqAUKAVKgVKgFCgFSoFSoBQoBUqBUqAUKAVKgVKgFCgFSoFSoBQoBUqBUqAUKAVKgVKgFCgFSoFSoBQoBUqBUqAUKAVKgVKgFCgFSoFSoBQoBUqBUqAUKAVKgVKgFCgFSoFSoBQoBUqBUqAUKAVKgVKgFCgFSoFSoBQoBUqBUqAUKAVKgVKgFCgFSoFSoBQoBUqBeVTgax21/Y1c54xw+oBv5vjr8Gn4KHwW/iVUHJ0CxmW+9To1fThl0I8vcoQxrSgFjqgAA+gizsxF1oTVYWVgMJ+E3eH5wfFXOc5nskjWhn40cjpSwaTx2/CbMF+aLU7bSwJD+SC8Hz4MFaXAERWYq7EwkGWBqVwWVoZFwUpndfOaxJAoTEYFM+xgJlZfiaK/vwxM7+PweRiFOCmdOGfAuTnST5Wn2nt3cMxhqGGRuDXQ6fWwNZSxRISKIyswV2O5ME38WbgtLA8S5O3AVBYGK55qRtL8NAzbWJgKUzs/3BIY3Z7wxoBRMBb9WxCuCMxZQp8dVAgS+rHAYIYdV6XB/xDeDA8GfRgLFaXAERWYrbEwEKZxQ2AqEuJA2BkkLWNRxZwXLgm/CJuCpB5mfD2N6YNk1dcVgdnsDV6b72C6qry14crBUWVFX5ULHTeHYQdjuzhsCLZkqk7bsopS4KgUmK2xmHjfCfeEdUG5/lfhifBWOD1sDFa964OEviC4watqMVGHERJ0Vbg6XBMk67PhgzDf1QpTYXh0tOVQVdGFlu8EIakZ4TDjrDRmTG1pabQ90GxXqCgFjkqB2RrLqlxdMlwR3g/PhIfCptBCQkjk6wIjwmnBZLUSDyO0rxJgKhL5w8D4JK97GPMVjPfSQBusCnTcGVR8+wJTpNVHYZixKo1ZDGi3N2wJ28J7oaIUOCoFZmosp+aqqo9rg4Q9Ofwk3B92hBaeFwwEth3uJUiWYWxBmJo+LA0MUH/HwtPhpfB2UA3MR9DgonBfuDuo4mj3SHgy6JuqzmdQwXwchhkM796gctkcXg1vhi9CRSlwVArM1FistJeFjWFBsPK/EJ4Nkyee60ogZiIkcWMY2yDtrwyXB/d4JK9V97HAYJqpSF5G59j6l9PegiYrgi0iDZ2/Hp4K+rYpzOe9DDfc14cNYX8wrnTzm7SKUuCoFZhp9SBBJYSJ54bsjmACTjaVPJxIViZ0ZpDkksXWA8NInFPSji3G7cHKuydIEri/0sLn95nODiocBtNn0ES/vhWWhLeDSuXvgy3HMLRJM9OGm8ZXhDWBHjR7PDDiilJgRgpI+pmG5PskbA3K5On23hLbRHUDUIXy8YBPc1QZ9B3np4GrAxPUtqrKyssMBUM5LfiN0cVBf1UOu4P+dh00Y1y2QPpkG6kKoN+mwFSGoUuaOWQwOv1StdBsZ6DJ1PG1HaaX/v4q2OrOpyGm+YpRU2CmxsIYXg4HgiplVzAJp4YVzxZkRfC+t4IJ6rzPaIaxMo0wFu3/bfhp2Bta2KIxPZXXt8NZ4YdhX+gjwbV3YVgftMl0Hwj/HBheH23msjOK5Xk309NXRqdSMc5TTYMBeS+Tdu/lw2ChqSgFvlRgpsZilZUIjIJJmFTMpoWV2TWtemuCSch83gje23e4h7E2uIfh19u/Ciqr58PkLZDkUdWoVi4PtiiqF/3vI1Qrq4PEdW+KGdPxhSA55ztOSweWhVXBGDOW3YPzHL6Mpu/NeWZPYDqfhTKWiFDxewVmaiyf50fHg5+zZWAuJlYLCXtuWBokOIP5eXgpWP36DiW6SX9XUAW8EhgLI5wcKhtGomrxWXwuJb3P1EcwLqZyY5CML4ZXw/4w39UKs7gwGDPj9VrYElRvNJkcDOjq8KdhU2Au7hMx5L60y6UrjjUFZmoskmK6rU/73BJoQ3ATkMEol7eH1wfnOfQa5+TqVwVViErp6bAzTA2JcHZgLhLCistcuk5y7YAWKpZVgaE8FejS2nPfgil7L7NGey2nvUXrWzMVldWHgXbvh6lmoZ8XhXWBqTDoqe/JUxUnugIzNZYj6SWB7gm3BdsQqx/2hr5DklwQTHor8P3hwTC1WslTE8ngt0Fnhs+CJPpl6DpJJB4D0y8JqU2GooobD4IZ66/3eb97Ue8GpjyMsDVbEWhBA1tGfZi8xc3DiVDdMMC2wLR+dq3b71qr/x6zCnRlLJJambwmXB9Whk3hyWD16zt8DqZm5V0cJMBYeDlYgVtIXJWAJFL2q1i+CJKpL2ORuPqlmpKU2qPX2uA1hqPPzVj01xbpjUA7BjN1S5KnOgn9oIH+qVbeD++EpkdOvwyv0812k5Go8JiPBaSiFPiKAl0ZC1O5MtwcJIx4LNwfrH59h88hORiaie9+jpuiEkV43fNgLN67PEhoiSSZVS4SpstgZKoV/ZKYXwTVyV3h8rAxMBdVi/dqnynS7J/CT8IrQR/7CMai/SVB23vD/vBRUJVMjjPyoPXV83SEn6soBb6iQFfGInnuCDcGq+uO8NLgmEPvIUF8FhWBlVQSrAxXBwl9VpC87hF4L2NhhIyFATVjyWmnoT9++8TEVCT6cEnQp1VBtSIxVSUqJqFvYNKqgU9DX8bCzCwK9HE0dvqrj3T0XHvPopyvDsuCPnsvLVFRCnxFgbkai0klWdaF7wXVyqPhgTAehhUmuf2+FVcSrgg/CLcFiaFSkSSOrc+rcq5K+SL0ZSzasgViICoVR5pLZOb7RBgL+4J+e+2awKBtKf8i+Eybgs/YdWiPSeinLZHK5aTA2JiivjPEcyfhc9CM8fh5+laUAl9RwMSYS5h0V4Vbw8pgwj0XHgt9rbK59EGhJHdfYDw8E3wuhidBREse50p8Seo5IUFUDPredUg6SWm1l6i2GExkW6CTqm578Jx+CUaiSrk60Jau7m0wv66DBvq0PywONFN90k9/mxk7+hwMkfHQ65PBUVVVUQp8RYG5GovE/XeBsRwIL4bHw5Yg2YcVkrJ96eyHOZe0y4MV12sSVf8khKNE/0GQtBJEcrTEzmlnwVhUApKSMewM/xAeDO8F/bIFmtz2njxmjrvDxuAzLAzexwS7DGa6K6iIjBd9Tg6e154qEDRaEIz3+nBK8HkYkvdWlAJfUWC2xmJiKYmvDVZVk//hcH8YtqmkyYmw+prsm4OkXBYktOpEAntNgjAWhnJzkLCSlbH0YYS2GKoAeknQl4PflDkeKvRDtSfJhTHy8yqIroOhaeu1wCCcnxH022NmrZqi2YpAJ/dgmAxNUVEKHKTAbI1lca70/aBSMelfCD8MzKUlRE7nJUz+94N++HwMR7JKFInEaFqFIIE8bq/ltNNwfYagD/vD9iBJjxTMyJbDz+kf82t9zmmnwWx3hreDykV/9Ztm2mQuKi+VzPpAK4bSV39y6YpjXYGZGovfqiwKN4X7wpogYV4NY0Ey24+3376YoNMhYUxMJqDkNlm7Ctd2vcNdU6KgJZDklUh9hOs289KnI7Vzdt6zNLiv4uckPmjVR2gDR6o+mFszO+c+C/3oXVEKfEWBmRqLSuW7gancEpjDo+H1oES+OkgI5mLlc/3paAnzVl7fEZTgR0q4vKWT0B+rb9taaLev1VfSfTbAjc+LAm0mx9TkXJYXrwi2G0z3g+B+zHwnsCqK6dGPsRjDilJgWgVMkpmE5FAOXxYWBr9RaFWMm5SS1WMrm/NmLo4qhPZYMluBdwYrpfsfHvedPJJ4cj/0kwb65bWug2G9GfYG+mwIL4Z2TyOnX/nMzPnacGvQL/er9gTVwXwHMz4l0E9/ylgiQsX0CszEWEyologSxn0MySgR1gzOPWYOjGPq0XMQJum5YWzAeI4ma9/Gkia+7Js+qB6sxMyQuXQdPhNzuDD8cWAYb4RtA5oeeThR6THsPwp/EF4PD4StYRTC2EKfmcrkvudhRSnwewVmYiwmldJ8R/CbA78JsoK1CdcSUzIxHpPPsdEeMw8/18p8ZbVwnb5D2/phe+KmJFRKoo/2tTUeXgq2iReEK8N3w9KwO+iLSnBduCYwaUnrvtWjYVcYlaARQ2bGjhWlwLQKzMRYTPb94cfhiWBi+XmVDEw6iet9DY8bk59jQqoFSTUemIzXhxUfpaGdgTm6v6MfDLDrcE2aMZafBY/Xh41hRxgPjFWiXh4Yj63TPwQ6vxDcYxmFMI7GmWZghhWlwLQKzMRYTCwrvN9QMJEGk3AuvEc0M/ndo4Of9/5W4VjVmUr72fYzfR59hs3B55Hg74ZWOeW0s/CZXNc9lqcHV/XZ3ZxdFhYE72kJq1/PhwcCU9GvUYkP05Gd4fygYu1Dr1y24nhQoBnCXD7L0VxjOtNoPzfda3Ppz9H8LEOV1Kom1ZIbyKoWJtdHMA7JKClXhrXhusHxzBwZ3ObATLYECSyRRyl59dt2zVZuYXgk/CRUlAIHKTCTiuWgHx48MVtjmO3PHaofM3megbw9kx+Y43tVZMwDtl62N74PtDwwN8bmZu1TYVdgdqMWto97gl85MzyfpaIUmFaB/w8LymB+FYjPwQAAAABJRU5ErkJggg==[/img]
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