Nuklidkarte zum Ausfüllen

Arbeitsauftrag
Fülle die Lücken aus unter Verwendung des Periodensystems.[br]Gib de Nuklide immer in der Form ElementsymbolMassenzahl ein, z.B. Hg206.
Fachbegriffe
Falls du Dir nicht mehr sicher bist, schaue folgende Fachbegriffe nach.[br][url=https://de.wikipedia.org/wiki/Isobar_(Kernphysik)]Isobar[/url][br][url=https://de.wikipedia.org/wiki/Isoton_(Kernphysik)]Isoton[/url][br][url=https://de.wikipedia.org/wiki/Isotop]Isotop[/url]
Kreuze alle richtigen Aussagen zu den grau markierten Atomen an.[br][img]data:image/png;base64,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[/img]
Kreuze alle richtigen Aussagen zu den grau markierten Atomen 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[/img]
Kreuze alle richtigen Aussagen zu den grau markierten Atomen 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GlDGl2HmhzdJnd+PDhw7/66qv09HQeIDgJHNoREuxG6N/2+b6ua+uMJqlN7WE96qv0RfcNjVaFyRIa6OP77peYFuTLsp9J0SaRqdU+SNXVVWur4b29HY1NpsamhsDQToldxQcYDXaLQR0a6n7tTh4f1fVWTad7VquVQDDvvPPOU089RXJYWNjCmdqRAwWvqk4ee44mrdXn1qcd6CQdimvyRk8u65+d6l6dTAaGTkNAhlGO94nHPGI1tHhCh2YmJQtd09OBQwzt4OmuI/3kyZOFJ/88Z1rVsZP1QUFy7BLzi5oQ18DG42MGk99GGeqFYM4F1SfnNDUj1uprbJoIYYKGs2NGd5x0DdgbN25sbGw8dOiQc1XWbCivbzRnpgXlF+qZopbdkky8CkLSDBnYbregvB0mhIKYasCVcJI5XXXg3SaLQTL150HIkry8v+utPcdLTGZrRU1TRKga69rxQxMOnC5jZXLL3MHWoCyjXNBAd/7wE2nHg2gf+DW8Sp98ZODTL5x+6y+j33g7b8n1ie99WvTjW9s6FXuvXu42U0ic7OQqQ//ZAUc+1k/7r2BmdNwPRi8N7BoG7ZNPPomPjz9+/LjF0hpvZMaUaPgRzDlOnm1ADfDd7uoPPiusrPbtRuz6MoljlCANqaocS1iiDPOrKQ8FI0hqL9JQHpEVOygtymi2EnFmyqjkb3bmEqGmssbQjUhTKzwNEvpp6MfEARDl59gl4ntw/oIQPaddR8Y0FR06boiSCV4dLuDbb5iCpuPoGrDT0tLmzZv3zDPPHD161FEzggwhLibMFEI+RA3llQaETTv2ao0mH4Ok67sZGwSRYdxg4hehEpAgINTmW4NjO1J5xoE9J0pumJ4Fs8rUq1LK0BOMHDe5rKmFm3V9ertS2tunReJIWtZvrhBjexhYeVnteITTgG3Wco6anDzTQEAYSrnWDUbdbLRHpAkzN+u0lt9msLtmGH/iiSfuvffe6667ztlzc82GMuYbzKRREtTVWxAdf7iyeEBGMEbzPPjdTwpPnW3glcB+7MhwIlgsu39/9vDwPz4tmDq3ObC9IoV+HD9Saay3w4KeWWfAFEvMdmqNoeqshfWJ1WKPHajsN1yx5rH68GT57F+7mS++3Z+PDT1xS6ZmJx88XbZwSv/jVZEhkQnBGoGdLK5oKKyoJ0INnykBa/onRWw9WIBj3HVTs9rWyd11x5CGksFgo3PX1pmJBzF6RFhBsf4nS1MJDyGO4YXF+rsePJibp3v4vkzcyR5/eACz4W3L9xcfn89I0KYimKrVFbd8BEqNBPkaKQHNotKuAdthMelsOnnfXQJn7nw4Tz/zZsbe/dDBbz6eiAx54jXbdn4zDZM8h3CxTcERS9p2OxaXjjyZ0wJA94b/DQtLkr+9WHvrWxGh8XJPZrYLJrea84gc2fC41nkaATJfw9DM6MHp0SgK6WEx4YG1DX753ncYaV4EVzFxPcY5y3Hx1SaOa6kY8X0QwlPbn/80E8ife/nsin+PJw9Dpqs5W+rE1kUQ8zTZWJHzJ+Rv06yX7VL8JOnlKckaagyHQtUJRfWrZ07Q6dtVDYVa4NHo92AMS21qtPNaTdW2bS83HlvpUWH8Pe/dliMjBJZcJiNSEc6uTO0sfBntYeKIZmQTh0V3lesM0u7otU1DPiMyomjHGSnF2y/99VzmmA1EfWmb28N1t4Et1ufEmYbnX8l5eHnmjMmCEIDBc+mSpHt/fmjfIb86k/NLaS9Ydr2uG3WrBuNq0lEcDb1evem5xqIDbkzpPSEtEtQbzUAbGxEoxjWAuxmQGnkyt+rUhWq3zXipkRYfSp0Zw29elPjyc8PFlEce7P/APel/+luLgN1t3ZwTu2YY9/kYTxmGDgy5/+7W0T42JmDE0LDgIEVBkV7UAHoq6Joema4YvbR1BGOhiQmmOkzaUMoEdpF1pnekoawJUI7MEgJsiAeqixCNiuiCDU1uPHcuE9LNjnptonhRPSIu0miureE2pdt6NstKKuTMmTNB8sdIrg6QzZzqRtrn9gVIhAcRXttJnozhDnYdhjobixAkyc4FfSKNd5YgH3McghkIfdterzNmJrW1KL08SLNePXCkNq+g6cy5lpUY6tTwMOXX68t37qt+/jduWFq3bdVtPZuVBp6PiFmIWiR6stywIAFjrs9WlWxfM81Z8++23s6Jud8ZJz0QhGFe+lQJazOOjOkqNL4nVxtuey9C1Pk78jfLyNrO0467RAwdlBolfCgmC1EESY8M1QxJjz5+rnLO+HSYNefnXh6keSLGMJ+9JXBkanVL50xPDSw4cjVeB7cvSWL16FwrL+fdBrZrtLkbF/qOQOL2TVD+tElvo/n//q5UHZXpBWmyERmUP2dq8OeJzQGK2hwWi9kfaWjbYh26ViplEc3iEcfRLB6QBLpE4fRO3t+PwjuVK+CuXZocOEKubjsOd6zmVl2ZxeyG7+sYtctWqneAbZemSaaHKRKEub3TB/HIrPXtWxx6fyacyu3L97/wvzmESmUV6j2z97uQQudtNrgn0m3DuKPSgsRba8S1lRRiTYaGKBARE2CQSwRwysAk76930V27BOMNcZIu2m9mtZ00Wlm03zI0eqZckS4J9KQsdv8EvdGCJRf3YM2IXZGVHElcfyLErtuxY+TQAe7LdCgVfwPA+fVzJ3/9nARmZda06BefHtYmUDLBU1lhD8gMhsth/XL2fOOhY3UjhoYSihVF2dSJQqA+Dkht+G0D/ErCKGXqBCUCFoTkrEJxNqgvtXVnzyZYJAJe9mtgqc1H/dlXJVjtfL2+DGPNnAs6MWaBn60HK352vZFIBDtf05WfsJxZh3zZfuE7Y9FBS6p1WmxAFibWfpIiW0F5PXs07DhSSLTfnEIt/COBZHNLassKziqaCs4XtVsG4PPRBNYU82hrTUiUXUNiZ48QtKU4gYoLBXSJyCQqKgUp8rrN5di28q2IFFInqLBeKtxn2v4XHdEZsGwhHSNzDNa6E2zM5TdsqaQpExPUNbWmz78uEd4nO+KDFUWHjtb5bCDnDOg9Gb5IQTtiqLflbCLYH5ofVdiFKWGW/u0ixSqroKwOqRnh3RlUK2v0dY0mwkfu3rN3756dcOmiBqldNH1mdoBNzkPHMdhoqyv682vnYNPefDe/SW9Bi3jwaC2Sc6SQpeVGlCXbdlUjVxdLpTktNSc/GEysLWii1Vaou0g27vNl3Gag9giE0eih3kFuSjjghDgNQ/rjPx9Ad8cqmyWHn1yQVC7FISoiTYFFrTxAOnhhgDpUPjRyemq/gYI7hVz4tN3WwTURuWRKv7BgjVKIAy2VJsaiuZEH2yvnDpGWxiaiFJk4ItG1VCdTsFbony4YqX21tuybjeV33Lf/g/8bS/s4yD77Py1BcEgpLjXQs0WhE7/0FvH7O5cn5E8eL4zbwTGyhnLb6kfrFv89PGEkvgSSYTd2axy06EgV6hDq5xD9O97NYXa5p1Vl6q09+X7TJgvCk/6zmsVJzRxZhE3o0yqHSZPfg4UY7juoWQ/GAUeWlcawEcHOHGLK6RI3ukXxVod/QZcQ1w//NHP2jTs+/7r0jvsPvP/6WAT1rgQJqexIFEUU4q+YiPYPZ4MpDwbvf6cJ+fGK+2uXvB6OZwl3/f3eXR/Zc1OckO58Jf3cRanzDwJpZEr4g236fDI8F2NbSXmr5+3xU/XYIPMUAqR//EUxeqPDx+oIv7RzrxYWh1lvtVMU9FmPCd4kCJom3heEWmjlA7UIEynb/dx455vpIgpXJtJorOmd82/Z+cJTQxfO7QfeTMDsJ+Z4NSyW2KBm7KiIL78pjYxQ/t/beaVlBrQgKpUMSSqjOtsjuLYkeLMCCUuQi7PYD6tnX5lIA9JLf8sZOnnTLx/MAmku4caZwp3Bi4kOwK4BlhYDL74MFqhDBoV88mUxzoX4/WLWl5Pr3oBp0v1BQxe1DPs/oJ59xSINqN9uq4JHS0tx49QpQv4fy9JwAAbsCWMjsV4a2D8YJ++4mADUg7/+74EIyX9ye6rOo+6+5bP5oYDtH9J+rrUv2zwtgmCx2NZ+OsmZ7XIdkIMC5UGBGnH9DdJkSG/+MsT9DcSyORdcy12UcknAJvz/7pOx+463R/jloZ7aGqPcPjA+b6CH+y3JcTFpwUEtUiRPOYkEW2qxVnsQJTpK1dWUVVcVeSIipjfqpLL8raeOd4E1e6POYDBGFpa3CFW8P9f73cYmi8lgi9fe7inbJQEbddC8q5d01S67MsO7Y4cK2/FgZceCEjs10WQRObAgaGyJ2c+L+FhalVcH5Rp0uogSR4R+u5WgR1J+hdZpDj3oPR6ZoxFVBUMmFWePT6v31Kz+p5+vlOniFs6ZM8f/Ip5y5uTknD36xvypOWJbkU20UOMXcSSKsksCtqfadDh95eoStkGleFmFsBq59YbE3ftrGNMQyHiPPOf6REwt0XlbLYKxA+iGJsqrz1ksJvwiFZWKY97jkV1EzW7DJ5ZwBoPTogrKGxqbjNdPG7B213l2WLt2Sn/X53pKEdwyu/TANwPzRVj0hfP6vflO3u+fGALrjpD13mWpVwY3joxFpZTCoOLuPGRAyObtVRu3Vhw5UV+r92sfDufGjEiVI1AjUAkSVkyXsEtE4BAYIa1qF9LNFDMSw9njmF2Xjpwtx5KJPTT3nypDfdKl2LWb2IK5cUzwdAMmdaxZWMJpa80w7cdP1l8ZYGMTj0ckRuYajRypAiPS8CHhUlV2na7d2yQa6uxEgQwIkuLlTJhILFObtLYKmbc+LZg3uVnEskumFKs00Q0aTLR1BgwUsUvs/J7L7UbYqQDKMdAdPkTYL4k5jrZii0FdkyUqqtnypucfR07UEZoCX4K502MQG109K3bLvmR1YIpokQP8DrEiE7kJnU9xU0pSIKJ111dr0lqtiD7tMgZwIkqFxcmOnjxoHX5QzImaKDJdXnnGQp7YQYqaAmtitvKbX9f/ZFUUQ0IbauyyEhqkojdnpUQSrZ/NOTZjc54RLW6pxl0caB1FiH2Aa9m/Vx/79PkbsV10rVhXpaADRRLHPE1Qe+YUbP2w3EXkglP4lQH2bTe1MvYiRzZwQIsNE8zV5h1Vg7OCv9lUPkxwNZKyWkUphIOFW7AxQnVuVjgy64gWpElPGqvEyGn90w26auvYuwLRnhHZm3RUC64HQSzaJC6ZPUhMMVusZ/KrH79z4m1PfIl/yf89Pv+1zw7iO/iLlze50unaFGdFw//8XNC7i5vIcnJlgO1oju9574us1ebPEiKZBGqqU5IDM1IC4Tzh5r43qvfWkq68t2jOJlficiAUJHwFey95I+HhHgA/s3wqN2MigtgdF4/RX/9kElu1eMh+mZKvJLDdIo1WyDlmDesnP3fBdUX6MjV59z3G3fDUfbXx8mS3SHvJ7/1WL0SaBrkywPaJNPyIyWQz6AWmmaAoJqPN4DlesHekWffq6+wsyXAw4NBVCjSxgPD+9Xi6C4+GcYt4VwxhLPiPddNxZYDtU3LCDjuzp8Vg2sGEXVtvwRHc2czDuW29I03OmjzLgDkB438SBE8uwFxtu+6lsHaZsDked/RcRUJMcEJMyIlcwX7ycE75sgXDdh8r7iasrwQGTabMbDK2dQNo016Ef47/fskdEabkz22DVhnzfMrI2CWNP0dxMRyRW2o+E0f0j+XPkY39tRxbbPkseyky9OiezYAsl8slMh8aDj/bxW4tLdfn+Jn5B5mt54ItxiOj0U0mKyE6uOwMAMQNtVsKzHobodi7RBrdZDARlQWpRWdq1eVlLRbrjj3VnjYY6qFLL+fIczK59KOVxczBBHNPTdI4i8aw2UAdgj4Yc62IMFV9owUPUPZKczQiihMx8lyomj4dL1fJPllWSxBQBmcM6DGxFkPHkZ+QQgjLCFBRdtxCnILyU2bEL0RxaSXlFLCfRIJw/OiRLzghwLMYsz8zSYgTrK3TW2x2fLv5OPPL6tLiw46dq0yMCWaTWwepgrL6lH5dsP2767eiUMiX3ncAs+Jpk6JgYuZOjxVjU2HlQjDNnkL7RAoAABCASURBVAh2mxiDCrksvp8akW/O+Ub+EJAtuiYeuTTRX8/lNQpgo6mUSsurjNVaI/7KfBCV1SY+DoVcgpiwpvp0ecmhpHh1UHg8+i4CLxFoC9EYf0B+49/CCMeDw0TuNiNgY5pJgEj2UuK8sVwYBsCeDBhdN2ntxPFBkE7Qyf7xaERlBFtas+M8e9jyd9WwhI+eWxSoVp4vrj2SU3HvopErN5+pbTQMz4z9dn/eT2/Mhke7UFKLTygm6KfyqipqdPU6E3GbMHV3xawzKXNnxLz1QQG6L/4InblxxWTUIUiU8SnpccO422iS7MAhvj+hOJD0ilE52YuBARk7S24Rtz0qXIl0RbS8xbWVoaxaay4qOF6vPUqErmOnGkQKad+HHEECOuPRYIAkHRRRgmFzzi4M7L9AGC6CiWJuzTeEOz9eB2yjJqpD8C1iT0yRFB1aPEFV+tufTgVpLpGN03E50dYbUvuF1emMN80cyDeBMpQRiD3r1++5QIb80nqlXLb9cFf6jImVwQVaPOH3+SeHgjQn/NI4PQtst0hTV4ZuflF5oZddubpU3M6SMO4Ds0KwZQDvyAiVUiUjGCxuMsHBCrjxhDh1akLpqEHFGamBMVGq6ZNauDwxzCfKTT6Uz/+zFmihjJZz4Hx1Q7kVyNOb7c+FbFJJYJQUx4Pk8SrcLIgvhuU9BR0RaqaOSiZnVJiGEXvZb1blFApuQWfytQsnZ27Ym7doepZOb8oeEEf6nKvSUISEBAWQuX9SOGN4ZKiaLyk+qou7NRWYOSWaj0/0nbtt+T7RtwZzhllTo3vQMO4JaV4AyzoUtPjIrPu2Ap+2T78qIbRIaLCizS5p5ORQB8jxJoEjC1XjT9Tqd3+g2RmK+ZjIv3OfCNnwbMOp1YZP7qm59V8RhFnCBVAsrgoWtFtiSFh2pw5pCV0k3vz+t0A4YZK+efag5x+a8eTr332w9sTiR1eufPEm9l3hFooQxONi7GewJyUu8iJrUQe5c10Q8/OiujGMEQIXk2Q86P7893NX37xzw4pJI4eFsftzT+nZXpDmVVAaXjM7joFowZw4PBkxsly5utiZE27QwRUJjDGOcTBrVtO54sKD6O0J/4nSk7CgaEhbmkQqWfD7UDZfuObZUFBvKLN9ury2TchnchK6g7jtYhFCt3OCNw2/FactKEYdrfvXR+cRQO1PP591+/yheHre/NgXovECSDvyXP6TN1/OxhuUiHL/dX9/GgS8+aUaPaJne0faubHQYII3c/aA/sGOeNrISvGKYHt6+C9M58MCC2oqT3+9sXzR/PhcHOEMVkphYp09Whh1HQdzNnhTJGNagGtYzNPfGPERZPQm6Ou+fzdNfTh49xu6q+4JJJLm+c3G6QsvQpBvEbxxq5wwLFH08hVvw6PFRweze/krH+5j0OYWrmI3zMg6dKZ8cFr0loP5/SKDh3ep9+9F1ZJIwJshHZZWDFvS/T3bf6TFNwG5a+bE4QPheDFSHKrr8SO1X63eRAzNxkZLXGwAFolDBoYS53fRNW6GY/Ce/7tQPALbtBGXURktXZNoqYKhnlSI/E6cNRh1tz6C4P3iz2YtntVqBZtfWnc0p5LAqFDDugEGbUBKJMEVP914urHJrDOYIkI0ZVr3lv2u9elwCuO5Ix5VN/fs9iLt6Z0xsUPNcPr8sWDV2ZsWJpw4Xc/yrKzcgDSmpEyvrTEXFRvaNYrJFFJNmJStV7LmBKAXoX9gqcIATnfPnBEgKfJUkdb01PiwayZlcE3oTJgyQrX0iwqCTliw+mRuZXPgROPCKZnllxzu1ip1J9hdhbTQdTKC4cj6T66SSi+KhEQX5674KzJovlFqziFG7o9tFqqIXZ+tETl33fDWC0EW39ytqTdgvCBmA29ORg0QVkd8Dfxe8WDjJLB169YtW7Z4aQiQjouLCw72sfYwGAxSiaq0wocipLa2SlvNkslbRDBWaEarOiinNcael+p5v2Vssu/WS06X+9lVvL0jcfQsZ7cRvdv7E/2528Shs+fkeWwEP6vrz7Na8+AkQIRiL04C/vfpkpISmUzWr5+bGdfxPD/jkbGLiaH2i4kjuqBZj+Zk1ZkXzpgxo33t4i43Ownwjl3lJICfwIIFC9w9R0i7JGB7epiY7j/S3umId/1E2kHqdI6wVSp1YBe94lI98jj4ZEJWOGLQ+PPQKzRPN3Djer1e3JW4800WGhra3shzGo0Ma0tCDa3bXMEJeyr+/uUzeMB2vjI9n0I3gB0YGAhInW8a+nQH6CQnaFatK33w3gyrxcbCTK+3IV49Q6Spdobs6Xz9Lz+F7vmiRZDq6zvuGNfe0dvRsoQwQCdGZKbsEeFbdlRde3Xc6nXl7InZn13NJRIidBEPlhOCkbFLx9ETQg3HjAoX/WMvPzxd+8TuAZt36AzeHUaa57pGcf7Pe1r5c7S/i+7Y/eNbUwjjFBqsXP5fhxHXdDioatdC1Xlq3QZ2h/HuDNI+2wuvYELYiBG8cSlCXYZykNEe2TIDAJLXMzkNeBmGRmX5JNUDM3TDnO3cCvTvds27lxRpR8U2b6/8419y+Dt7Xicm3nTn3vi4AMIUTb4qCtPVHgikP1Xqzp4t1s//8fzyIE2tZk6J+cV9gl7SsXsFCnJmeqwPHBG//Wncnpan+8GmRfzB+7IhjUrUERoY0y0uqSF6FwbzV58bIcYQ7Wko+lmfHgG2T7wvG9LEkGNTpfIKI5M0jgdsgI0SPTdfx9psxSpMISQDs4Lfe32sn43b07L1FLC9491eyUmHW5kNz/kTi6MD/scr2ZyjIUXoduHQPHr5vCU7UaZ1h+Cxw+/UWrCbGbQ2b+DKryHX5OiCF+0ECWyTCTb4/Ks5q9aVPfZw1rDBXSAR6kR1Ol60B/Vs8SWc529Gb5vNhiKk4+93cUm93kzEjvZu88vWUyvfvqqr6tCNdHoc2LSFYzHWrlWZP42oVMrHz91CEFBMLTG5xYIRJzGxYFmFkV1tOa+oMjKAY7/GiALMDrJM4Sy7/d/N2p/6XOY8PRFsZ7y7tjmIyMAqmc0p3v+siD82u9ywYjJOJPBliFEffSgL7JGhEqoFXInb8bPlmfsP1bKHOWHcifKNhSuKMuGb6E5zwo43SZeNkB2vwuUt6bChp4++/tJIkOb5RNGLDFcSARSpGTv9ogZFAUrMWC7P5em27qhCRQbMbHdA//58TenlrXKXPa3XgT17qhA4Epkoi+kblu1h82IuQ0OVV42JjIxUEdM7r0BHkBaCxuFwhE6MfpyaHAiPRjhgxKXE5XGM/F0GwuUi1EOH8Uv3+iOHhd6wIB7L6oceO/rR50Uzr9++6YvJWRlB/DFP40ciRtnCS0qswy2L3GwScfTK9PztCNgvvPBCbW1terqgLNq0adOf/vSnpKTW0FWXDqcuoczo/em/xmPl+dZfsjFIZYOGBbfuOrRlJiO5GBK1S57SM4l0BOyIiIhf/epXvM8///lPVkdXENIiBiDNgZsn23Ise+AAgcNcYYZlO5+nW3ZLMkYNG7dV/OjGJBi67OFhhJRjPB+ZfUVqvToC9vLly2msc+fO/e1vf/vuu+965lfsT63A+6M3x7nNiS0DYRW5hTB81fqy73ZXjxkZtn13NQZrzNxui/T8xA4yaGaz+a677nr99deDgtz7q/X8N/deQ3afQvNB/87J1WGmMvmqSFh0PFEICIDnnPeyPfZuR3o2L/P4448vXrx4/Hhhn98f5EHsY/4QsAAtvBvv+NB/ZPDLrg389iIGbf369Vg7v/jii7z2oUOHqqur25g9s2TZvn27dycBPz8R7N7JuWPHDj/ze8kmLKRssv1HR3vJ4+etJgP79u04fPiwn/m9ZMMLgmGyS5wEjEajyWQ6e/asp8d1pGczemdnZ7/55puNjY3r1q177bXX2lC/uvnw9Mi+9O5qAbZd6BqdUmVlZVRUVBcqLbqrRX7Az+0ysH/AbfSDebUOcuM/mPfvVS/SB3YvgrsP7F4Edke48Y41Dysf2HhW5ykpKZy/8847uPelpqaSIhJ8+umnkcJqNK2RAD09CKbyq6++CggImD9/Pnk+/vjjhoYGOMTHHnusoqLiF7/4BZezZs3ixBMFRzqkvvzySx4qLh9EUlVVVdQEYZnVal2xYgVLj6wsv+SjaApYiN5yyy3QX7VqFXQuXLjw5JNP8ggoC9I3vf6jjz7qLklUx3s2lf7DH/6A2RAvVl5e/tRTT3HppXE3b978+eefsxAkzwcffBAfHw8Yv/zlL8UirMs//PBDmsMLBcetgwcPrl27Nj8/nxRac9euXffeey8rftJzc3M5p6H9QZriIqmCggLOz58/v2fPHorjyc0amu/goYceGjNmjJ9Inzp1asOGDUggIMWilPa5++67iUvA6pSPDz3CJ598gs96dyFNrTres+mRhE5AIPCb3/yGk+TkZNrFC1Q4iYtfN3nuuecefmtqaoCcE3pDUVERvdxLcedbPAgpBDIEElG+vfLKKyKRxMREIj7s27ePT+eBBx6Ijo72SRBSR48epQeTMzMz889//jMnWq0WUqClVqv5eqgknqc+SQ0ePJjhhC+PnESUeP/99znB0T4jI+Paa6/lnFujR3eBSMdnTTxl6HjPViqVd9xxx8qVK9esWQN12qVdBr+073PPPUeDUvbtt98Whz5PtfSZjoTn0UcfJUDDwoULn3/++enTp9OrfJZym+GNN95AGBwbG8tMsWTJEjri3Llz3eb0mchIduONNw4ZMkTM+dlnn4mo+yx4iTJ0HGwqRNf54osvfvaznzEAtrd+f/zjHx9++GHmXYY4tOMIX/Py8lyFcf6Q5YNLS0ubPXs2IwRdSqFQTJw4EaWcP2Xb5GGGpn/PnDmTzs2glZCQMGnSJFyLOyB6+vbbb/mgb7/9dtgIngJLwSRFD+lArbqqSKfAphK08quvvnrzzTeLQmwv1WLULS4uZoolD588w+Pu3bvpQ2jEf/vb3z7yyCMI4JYuXeqFguMWjAITNh8HGDBO/vWvf+VzgWmA/nvvvXfs2DFm9HaRKi0thRTF+dqAmYkJsgwSGzduhMmaMGGCn8wEb0fFqB6tAV8GzZdeekkUof/jH/+44YYb/Hm7S5dHDg/cYerwI8xSAwYMgEF79tln0XNj1+CJ2pEjR+g0yP0Z1iwWizjmjx07lkSKMAdDh7v+zNxM8Hw6TKUMLQhoGXKhwBg+efJkpnC+Iapx5513eqqJc3phYSE8I3RiYmJAVCQFZUhRN4YKBi1GIEYLn9Tou7QD3Byfr0qlgiBFwsPDmVOY4/h6WDv4+dH4fFYHM/D1dexg7TRu3Dh4YIozXjG9wdN2jFSPKnXixAn6ZY+qUldVpuOycXohlejgJ9aDizHZw1UxPbG8XrZs2YgRI3pwZdtXtY6DzdoG3qp9T7tCch84cIBFM5IWhncYyVtvvbWbh98uareOg91FFehxZFhfMEMhFQBjZt8eV79OVKgP7E403pVWtLNLryvtfXt1ffvA7kXw94HdB3YvaoFe9Kp9PbsP7F7UAr3oVft6dh/YvagFetGr9vXsPrB7UQv0olft69l9YPeiFuhFr9rXs/vA7kUt0Iteta9n94Hdi1qgF71qX8/uA7sXtUAvetW+nt0Hdi9qgV70qv8PHyUEih2nGEkAAAAASUVORK5CYII=[/img]
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