★★☆ [br]Simon hat die Gleichung [math]-8x+120=32[/math] gelöst. Dabei ist Simon ein Fehler unterlaufen.[br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAXAAAACeCAYAAAArIFF5AAAAAXNSR0IArs4c6QAAAIRlWElmTU0AKgAAAAgABQESAAMAAAABAAEAAAEaAAUAAAABAAAASgEbAAUAAAABAAAAUgEoAAMAAAABAAIAAIdpAAQAAAABAAAAWgAAAAAAAABIAAAAAQAAAEgAAAABAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAXCgAwAEAAAAAQAAAJ4AAAAAVQ7z7QAAAAlwSFlzAAALEwAACxMBAJqcGAAAQABJREFUeAHtnQWY5DbShnWXCdNusmHaMDPzhpnxQhfmXJiTPxtmZroNM+fCl2TDzIy7YWam86+3ctWn9drd7m65p3um6nk8dttSqfSpVCqVZM9fEk+uQSLrV1995UYddVQ3yiijuL/85S8Ncho+m4r1ySefuAknnHD4BE3egf8vv/zifvrpJ9e3b98muWVnB5sxxhjDjTjiiNkJGryr2HzxxReuX79+DXKpnu3XX38VfMYcc8zqCRt8Cjbw7urqapBD9WzKf4QRRoiql5QKNujN2GOPXV2IBp/++OOP7j//+Y/oToMscrOhO19//bXr06dPdFwoFLnBftxxx82VoZkHP//8s6MO2JwyiD41zjjjlIIN8sI/JjZ/LQME42kIGAKGgCFQPgJmwMvH2EowBAwBQ6AUBMyAlwKrMTUEDAFDoHwEzICXj7GVYAgYAoZAKQiYAS8FVmNqCBgChkD5CJgBLx9jK8EQMAQMgVIQMANeCqzG1BAwBAyB8hEwA14+xlaCIWAIGAKlIGAGvBRYjakhYAgYAuUjYAa8fIytBEPAEDAESkHADHgpsBpTQ6D3IPD777/3nsq2WU3NgLdZg5g4hkAnIMD3SDDc999/v/v222/l+ySdIHdPk9EMeE9rUauPIdACBPhw3WuvveaWWmopd/rpp4sB14+staB4K+K/CJgBN1UwBDIQiGGMYvDIEK1tbn366adiuDfddFPxxmN+jbS7Klm0zUhXNG2ZdWlbA67gKFDhuUxAehpvxbFWvTSdnoum13RF82n6dj5TF4wRIQI+X8rnYzlqkWLwxx9/9BiDVq3O1FPr3MnGm0/gKvH5YYh6ad30Gemo84knnujefffdik6k02n6Vpy7mik8zMs1jRjea7QC8AEsOhCA/fbbb8KKeyONNJKUw3UzShPKGVN2rXOIRViWPo9xhm8t3jwHKxQzKy33/vrXvwrWfLec3+kjS1baBdLveVMGfIqQtpuWUyRPvWngDem5aH5Nj4w//PCDe+yxx9wHH3zg5plnHjfrrLNW+Gk6PcNfcQYHvjUPNo3oacgzvC5ah2rp4KdHtXTVnmn7UTcllTPUe57pfU3XzFl5q/wqRzPlwAM7g12BRhttNLErDNjcU/m1TGzR2Wef7fbee2938sknu+22207yaTr5kfMnhrxp1l38w4RGCaG/+eYb+WcOI488clMGNZQBkAASYpqGF0Rn4J8jQIBb1FhIhow/yE45fJifzhabaCw+nI8RKOMfOsCfj8PTiaopD+nASg1uWE/y8YwzGN93331ummmmkQNMwId/LhCSlkWdPv74Y/fGG2+4jz76yC266KJuvPHGE16hooZ5uSY/gwkf/QebMv7hAmWwsEbbUr9q8oTyqWxDhw51hx9+uLvpppvkMboNznTclVdeWbACLzBSPEio3tkpp5wi2G211Vbu0EMPrcuIww++8AKfkH8oayPX8AIL9BL5G+1DqlPwgdBDeKmTwH3wCg18I/Km81AubQpfrldddVUZXO+99143/vjjV3Q5na/ab3BG7jvvvNM988wz7vvvv3dzzjmnW2655dzoo48+XFYwZFBfb7313Pbbb+/eeecdt9tuu4lMiu9wmYIb6D1lclCHpskX2jB5IJMvv/wy8Z084boZIr83GMLiwgsvTBZccMHEN0ri//NG4o134jtR4v+TRbLkkksmHrRKUY2WSz6vDIkHtGnZK8KkLsDGDzapu83/RHaOzz77rKbsRxxxRLLffvsJtpoPCcLrs846K/H/hQSXVfAePHhw4jt48t133w3DnzzeW5H2XmGFFRKv+JKHfP6/JiVvvvlmzcrBAwL3MrBRAeCPPml5er/W+Z577hEsJppoouSkk05KXn311cQPVMmKK66Y+E4t+g423kgJK8XRDxjJEkssIZiA9wEHHCDYXH311cOkq1U+/LzhFuxrpW3kOfzRS29AGsk+TB4/4Et9aXc/6Mgz+HqDPky6mD8oB70BY29gEz9ACl71trPKRB+abLLJpK2wNxNMMIFc+/8wlhx44IGabLgztmP33XeXtEcfffRwz/NuKDaNypvmywjfMCEEAsUw4AjxxBNPJNNOO62AMscccyQ77rhjcuyxxyZXXHFFcv755yc777xzMsUUU8jzhx56qCklRHYaAWUui1phwPNkVwVZZZVVkvnnnz/5/PPPBS+9zxkD53cQCJ6ke/bZZ5OppppKFJeOggHPon/+858yqHoPJLn55puT119/XTrB3//+d8E0K0/6HtjogJ1+FuO38tf61uLJwER9vWeVzDbbbDI4kof8PPMeeTLTTDMl77//vgxuasBJg9E67rjjxMm49NJLuSU4LLLIIsmaa64pv+v5U7YBp88WxaWa3N4TTfxMLHnxxReHMeDoWlnE4IluYic222yzhotR/Z955plFd733Lbzgj+5stNFGiQ+hiFPCgBHixbX+3nrrraX/3HbbbYUchtjYtI0Bx+vDy5566qmTIUOGSKehY/jFAukwAEuHx9OZccYZkwUWWEBGYjqXgllPa5KnFQZcPZN6ZKuVVhUI7yGLeA5W1G/22WcXrwLDo/k0z9tvvy3e5oYbbigYc3+llVZK1l57bfGQQwMe5sX79tvHJI3W78gjj5T2w5jTbqSvRmpgq6Vp5pnyryWHlhEacOrGb4i6QHh6dPa0AYf/e++9J7PDPfbYQ9KSh04PJpNMMknip+UVfpKgxp+yDTjYFMWlmqgYbjxVDLnqAXWPbaRCGXAWn3/+eTGafg96+KjwNXXHnrz00kuJD/0kV111VWU2yOBGXXzoVsp46623qhpm9IQ+NtZYYxWaCcTGptiqU9OBmnwGvsEl7kRscd5553VPPfWU69+/v8T+iBGxkEAMkoM4OGc/dXEvv/yyxBnriXHmS1HeE68s5TGvwplyP/zwQ4k1e0MvsWzwDONuBx98sPxjYW9oKouR0003nfNGarh1Ac1HXPbJJ5903ohLjJD2oSz9/eijj1aRqn0fEQdljWWnnXZy2267bSWeq3FiYp1+ei3rPWEtfAd2ftASnNdZZx15RB7WCKaffnqJNbNW0F16EMoa69pbSmHFPzKnT2osPBb/anwo+14f8yY+jb1QWarlyXqGPiM37e5DKJUk8EOndT3Hz0iljqr/lYT+grTcv/vuuyXNGmusIQuitHWjcoX8i1x3uwGnsuedd54ouJ+OVxYqteOEQChgfqovixn6u0hFuzNNWIdWyIFS0bEwOn7EF2w5M1hC3jt0Q4YMkYUbH6Zyk046aWVBi2vSeg9+OFFpK3h6D8V5b7SyOAvfKaecUjoCC6Gx2gXjSFkcyKwHsnHwPDa2Cy20kPNhjwpf6sxC/dNPPy2Lu1n/id57c2LYdeFdgfNemeDqZzJ6q8ecwQUdY6DyHn3L6oVu8/YnhhVDi+41ogPkoX2oBxslqAuE3fHrIG6TTTaR36TL448spB9zzDHdYYcd5gYPHixOE+l51grqdgOOAuDBYDjwrqk8oGYBwD227vgYbGW7D2nTAKd/twLIdBkYF0Z43lTjjbVWyUQ5HCgWio5xgfzUUHDlGmX101AxiD5OK+kVb5SaPOCaJviya4mOgzcKcQ9+5MMjeuGFF6TeWe2S5lftN3yRGd1gsGHfLTMKymdGwWo+hpV0MQkcwI6zHj5UIJ18wIABUlfFinLx4BjM/OK68wvBw+Cm+WPLGLO+jfKiTugBB+0EZvXUs560KiN5ONgtMvnkk1faR58XPdMu2B1mm3ja55xzjvBCZ9l1xUyKM1RETvQfgw8Gl1xyiehE0bxSSBN/ut2AY+joAEP91i3226rSp+uEx+V3BLg999xTDD0Gg7RZAGtDp3m06jflowxsScJze+WVV0TWVpWv5bANbumllxbjyrY6ZOJA0XRQ8bsthsGQ9lADpnz0DN4YTZSfwVaJ+xDeK+EX0sCjUQI/vNbFFlvM+QVF59c8nF+0Ei+fjuvjyjKA9OvXz62++uqSVmcXjZaZlQ+s8Pr9wqR0SrZKpvWNek4xxRSO2ePEE088TL3BHLnw0HoagQN64HeJyTZS9WCL1DONYdE8tAfOBbrBdlf0Lk9Xa/EkHzKfeuqp7pZbbnFHHXWUtK3fNSRbUPfZZx+Z5VGG6ncWT+oCL0I66667rrv44oslGfer5cvi1ci9P+cNjeSMlAcPZocddnB+Fd/53RLuwQcflA5Lx2F0p9HoBCiL3+XgMDi6RxcjkgUSgGLwaSB9fvzxx8v0nz26ZRNlUjYdGhmH+sGpVQ1K2eCFUmKkwYr9yHityKAH00aIDqgY8ZvwCQaHduF+Wm46EM84QqKdeNGF6TSeMiGVkG+YttY1+ZCBGQSDILrAwKJhEz1TT6bSxK4bLStPFuqNHvktcu7yyy9322yzjehetfQqg2LsFzdFLr/9dRjDnsejk+5TV/on+o3jBXGPutcixalWuvRzeBNOo/0ZyNE52qhRIi/hMvZz77vvvjKrxw5tsMEG8uJWEb5hXfziv7vooovk3QjkC52cIrwaSdPtBlwbnbgTC2F+q5ZsjN91110lrIIhxFhgiB5//HGJT/n9ts5vIRquvjQw07nNN99cRtQZZphB0lCG34YoUybShKAPx6SBG8qTMwR/lKNv377infndHtHLzBMTo8bBSyfUf6655hIjjWGGVOGZ8s0999wubVzwoPFsGTC1XmFZdBrqx6H15Tm/GVx5zos9yKCDQJi/nmtezghDNWF5IR/Kjk2UxaBByI7QCPqm9S5SFobG73JwfleV6EGe7EV4tWMasMCAE/envWn3ooSR83vs3cMPPyx6lnYG8vhQJoM5Bhy9RcdUn/PyVLuvbcLHuAiZ+G3K0ldw8lR/q+XXZ/Ch/n43iuBBvfr376+PSz03PnxFFIuGYcQiRMJIyLcGWBk+5JBDxAiw6+Gggw5yTGsw3gCm4IdiwAej+dxzz4nhwgPVjkQYY5dddsnMF/Jo5Jpy8UIeeeQRmUr7F5HcmWee6fD6UbY77rhDBqCBAwe622+/vRQZVG46A4YD75WBDGOMAcIDV0JewlbE+kgf4glmuh6h6cMzHUbTw0eJa8JaeM7E/uvp0MojPFMGmBKfZLbAb8pIH8104LC89DXy+xecZErMQi87SqqVlcYCQ0MbzDfffBXW1KEnEHUFC5wr+ikhMwxekTYnnX/HQ8Jj7GIparwVN8qAByGLIuVpvqyzthk24phjjpG+QhtdcMEFdctFPha46QP+fZaKA5RVbtR7vuCGyQMY9UUe3zAiC/tqvbFF2+XlCf9qa+INUeIVRfbTUm4e8cwvdCW8COQ9hMQbz8S/6pp4o1TZz0kajlj7wNmrjqx6eKVM/LQ+8YNJ4j0UeVuNN/v8IJWw59p37kJ7pavVEfm9Uc5M4rczJT5GmPhQhtR52WWXTXysuLJXN50JXsgEPx/6SPyKuvxmz31I3iNNbrzxRnnrkj20EHmVfEdIfNgo8QOw7LMNn2kaPes+bf2ddX7ggQcSPyAIruw39gtOsq+aN+fAsn///vIiUVZe5V9Nhqx86KAfdBMfMqm0JzKcdtppkhx+1NMPUlnZBQ/y80anN3CCV2bCKjc7ZR84+sDLXLyXQV+i3uDnZ3tVave/R/W0DWkpj3cXeDubl/toh3qoWnm0L/120003lXbnDVrqQp5q+bR80lB/9oTT3/iNvOm8RbFRvrXODYVQPFMZRPTMD64Z0cJ7OsJJ4gJ/ND1TZ7xwYuPskmDnAXuWidfWGrHh0adPH1k8ZFeEfzFFvHJ2g5BX5SwgTqEk8MMLGeJ3SjACc4Se2mWXXSbTb/9CgMhfiGmDibwCSeyb7zrgPbLCDh7MSojDe4XM5Ky4M0thgYhvQXjFq7SnPqeuTF0ph9g0pM+4hj/5arURaYsQbU/oh29PIBt6wD50LYN25iNTqnOhLEX4Z6Wh7TjWX399CX9tscUWjnCef3VbQlLsNtHysvIjA/mvvPJK5wdDWdcBL7zVGPJlldld96gXM2c8cG+sxOusR5Z68QB3QntgySwv7GfoBGGQ/fffv7JLiUVk9NkPLiIWs8t0mfBEbw/yM3zW2Ai1svOJdvdvJ0uYKJ0nq46kQS4WV9lqC99qepLFo5F7dRtwgKLhIARkqkiHpQJ68Ew7Qggy96uRAkUjoRB0AAwiHReAmXrxAZtapIuf/nV7t9pqq0kIA2MOIU9MYJEZfoQd4K11oCyMDQoORigFuymoW5iGdDEIvGgH/10GMTQonxpSDLn3ZsXo6sKvyqBYINddd90lbYucej+UjTwsGlIfwjQYT+5xoBeEPFiDYEDTssP8jVzTKfx3ceTQspQPMqYx12fNnhdffHH5QBd8zjjjDMc6BrFSQiLoVzXCUFxzzTWy8KkxfE2PzNSj00nrwQ4cjCk2gcVk9KBMQn/BH4cI3YCQhXIx2LyHgByEMtBDrrEh2g4qt8qILqP36K1/k1a2p7IBAEPMIH799ddr0ppnBgKcT/pGq6huAw4AunEf0NiVQAwJMOm0HAAM0M2swlIOnYb9v+z7HjRokMRsWdnHC6xmIMhLx0YO4pc0EG9vzjLLLM5PbwRb0sQiOqQqU8gTXDDgyEI9iKPGJq0H5TNLwVsl5h6+VIJBRrloN+LhaQMCD45bb71VFpLZPUMa5a0ygzkLlRhUXr5icNTtnDy77rrrhD9b/7LwUD5Fz5QPdhytJupPnZABA8AWMWaFrCUwWKcxRD7S4u3RDuCPQaCPqPw858jK2+r6NVue1gEjiefLOgUzvTzSetMnFl54Yec/heF82CIv+XD3tT2IfTPzYp0Lnoov+obe8pJfHqkM4XNsFGtX/mNskh97xroR62VsLcTe8Az+Wucwf3gNf9IhU6uoUM9AMA6I3SCsrDPy9vcrrex0YLTCW8ZYodyMdhgKAGUazBSURi5SMQUZj3Cwf7MJQHnNHqOEJ+ljyCKLypMHlPJhLzSe+/LLL+/8F+VkSxgNUasx8vjWe589y3i/lM+iTexytS7+ew6yFdN/QU32foMfhGekHjXb+9IDn8rD4iovrDB1JC9GBwzxUPDuQ7z/8Y9/SIgKBUdhSTvUh2jYU7vMMsuI50PZYR5+10sqW735GkmvdQ11VK95hl7jaeLlZRFpSM+nBG644QYxABh+sANDBlDqA1bKN4tPJ91To4nMupUwT37qDkbUn/cF/Nca85Lm3ocHB30JXYVfPUReJfLqgXNF3+TQ9sHOMIO+17+2T39Q+TV/1pm+RTgJPq2iQh54WHGmFUwTEBKBMcxUkGuMBb+JOzElwePDaPCSAx8+x8jDK+SXVVGAJQ0hELbmYLjpAHxEna0+TFHYcwxl8Qrv+a+Eub/97W+O731s6v/1E3s8mX6x20XLyZIh1j06Kx5rKFMs3sgPf5QOo0HH4Fseeo8yecYAhkfI9JKXUUIjTlr4ECbAc9aYMnnxTlhRZ2DG04JIy0DIQEG8ke2fDODsuOAZ9+DPdRl1joVdyAdZ0V3e8EOvwIp7HOCDoSIGj0Fml02aSAfhXTKowYPvSYM3awXcxzNnnQQPHozQ6bAd0jw74TfyUw9mYdStFqEP2Aq26YFro4STQTiL8MZaa601HBttj/SDUB/Da2YODLToAHmREVtFv9HX6vN4UgbPOLBR6BAeO/zDMtKyRPvtC66LfCUlvW8AWWVlVZVVcw9AXXzyEsNXyRsT+ayj/ubM1928QQ5vZV57ryfx/2yAnpV4T77ytTG/UCH3/JZE+Upc3m6CTKZ13mQnBHLEJjDiyNqFEuIXXvsPNMnODb5trfc5027eOMm31/n+Nb/9IJz4RTj5tCz4+cXkypfWyOMVVarEDh++gc0XJH1Hki+4Fa0r2KguFc1TTzrlr3Wtlpf68EU9P1AlftG5khQsvDOS+JCI6Aw7U7wxlh02od5QBvfBDLz8ACBn34Hla3d+AJAdUdznk7R+kUtwzpON/kS5ZRBlgk1e2UXL1Pzot5/hJXvttZdkBcvYOy1CmfyMXLDjq5nsTGOnFHqk8oRpi1zTbn5funwWl++a+z3tlWzeWU0GDBhQ+Z1XBvfhw5cq/WAmu7gqmVIXsbFh5GiYEBxloMOHleOag8akE2iHr7cgvvnrp+vDZOP74D62XXPQANBBgwbJR999fE5kUDnY5kZH23jjjQX4UPZhCmvyB9i0yoAr5mmRtR3Y9ocBQfFRerDQel9wwQWiwHy72nvxooTgg3Fm2yAGJSQtS/HUZ+nfej/rrAY261mMe8pf61iNJ3KzRZXOynZP/5KTOA4+Vlv5RxcYKHCDH7qVZcC9ZykGm+9U+xlRwjem+YcQfJKUrab8k4ki1CkGHCzQb7bN+XcKpGpgGdtIhZixXZHBjW/Xo6P6TfBGjTjywtPPrhIf7q0YcNrLRxoSvvcNqc6HsqSv/XsrIhMDdF6/j41N0wbch0qGM+BhhYtUPASC9Ep+xT9hFISUD940Ded3dUhH0rRZZzwmv2tCGpwGDgcTvtUMHzpaPYYnq5y8e+1gwEPZ/M4I+a516PmCKwaGf/qAB+rf3JT/JuN3UlSMfBY+YTvp8/BeWG7WtRrYrGcx7in/IjJpmiFDhogx8us7ssccLPjGN/chrWfagMvDjD/gTFq8Rg6ulUdG8sqtTjLg9Kktt9wyYbYMUb/YRqoCjL/A2IIj5NdcpA/zzgjvfjRD/hMe8m1zbAJeNGcMuF/bqdpm1PeEE05ImG35kJL8p6BqcsTGplAM3Fembmom/uMBkPgRHzMiXsYKN3F3iBg75DudnNN/yMszyufLeOxYIZZLLFhlIo33qOT/2rHizLNOJ61bXj2oMx9+4pvFYVqu+/vFaL5B4zujxP/g4TuJLOKwDSsLn5CHPg/v5cnRjvdVbmL9bCHznVLEJBYKqa5pOrmZ8wecIdISI07HuYvwyGHddrepC23PQj0fgfIDj/S1suuo7cN3272nKzvM2L/t/32g7DprBCh2xbDjhM0A8EQX2PPPuke1+vCMmDyLuGwW8CFaiYdXy9OIfHl5SjPgeQXWuq8Vp9OwYMk3Pdh+t7jfl8suABaG2IZUbUseeelILKSyEMEilPLV8nnOYgMDAtfp55qup5ypX9qYaN3ohGDGc9LxG8ww6L2JdCCizmqIucdRVEfAT/P2ZJ3SunFmgdvPNmTDAoavVYSO8g+FeTdh4MCBsmkCPUYmla+oLOi+fvOGFwYh9L8WH56ztZGPYEFavvxowZ+2M+BaZzoNIzvbhfwURfY3s9rNG4aMeAAVdjjNB6DqOfGVMV68CD1LTceZtPCo1Uhhnp56nWXcwaW3YZOnD/XgUE/anqBP9FPqjAfeHXVnVxSzy6KDbB7mtD3bltlhRz2y+kRW3jBdlk3KyhPrXhfbmxolAKPCVLZZ8NIywI8DQ40BV2Awxkzv9Xc6X/gbA05+8nCEBG+mSsjfDAYhz/Q1vGncdNnpdPX+RnaoTNnBBpzxcmISsmtHARsdbGOWAS/aFN6UFduogA38Cc1pW8SUH97wDQ1DLP7wRW+YeRbpQ7XKpX/xrXa/IUBe8lJs0B2exSZkDzHnmvZl6zL1aaZO8GEQwoAr36Lyq0zVdI1nyM8BNtXSFi23S2PKRTOk0yEMRFwqhkDKXwGEP/99JTbBn2kfnYU3NmMTWMAbhaKcmITs8IW/dvaY/OGFzHTCMowI2Cjv2NgoDuiNGnC9F+OM7Drwa/gtBt+Qh3Zw2lgNQ/i82WvFJkZ/hQehB94j8AvH0q6qlxqrblZezU9ZyK4UGxvwRi/L6lMqP/xjDW5dLPI1SmpIGLF02tEor3Q+bRw6eNbr3+n09f6GP42F3NVeAa6Xb5ieBmMRMLaXqdigBGBTBmGkOIjvUY/YRGeBd9b6RIyy4M9LN2XMINBJDAkhvdhE22oHR3diErxpS7BhcY5zLII3tkQNE6+7l0HgTlkap45dhvYpxSo2f/hib2Lxb7oFEaRsKsOAlC1zT+AfS8mysFDeZbYtvGPrp8obm69ipPz1d8xziEeZ5cSUuTt4qW6WUbbirudmy2jagDcrgOU3BMpCoCwjW5a8ncw3lkHqZAyKyB5bJ82AF0Hd0hgChoAh0IYImAFvw0YxkQwBQ8AQKIKAGfAiKFkaQ8AQMATaEAEz4G3YKCaSIWAIGAJFEDADXgQlS2MIGAKGQBsiYAa8DRvFRDIEDAFDoAgCZsCLoGRpDAFDwBBoQwTMgLdho5hIhoAhYAgUQcAMeBGULI0hYAgYAm2IgBnwNmwUE8kQMAQMgSIImAEvgpKlMQQMAUOgDREwA96GjWIiGQKGgCFQBAEz4EVQsjSGgCFgCLQhAmbA27BRTCRDwBAwBIogYAa8CEqWxhAwBAyBNkTADHgbNoqJZAgYAoZAEQTMgBdBydIYAoZAJgKx/0FBZiF2MxcBM+C50NgDQ8AQqIWA/g/MWunseTkIdJXD1rgaAoZAb0BghBFG6MhqhjOHTv53cF3ffPNNww0ACN9++63jv3TzH95jAqEAf/fdd9H/4z0Vhj//dZ3/AB7zv3OHYILNH3/8Udp/pYd/7P94r/KDDW2K/EXbVdtMeWTlIw33aVe8NwxAVjrl0ciZMsCGM20bmz/Y8N/RGyVkGnPMMV1e39P/Sg/2MUnbR8ttRu/B9M0333Q77bSTu+aaa6SPwo82Vb3kOjb2ijttUIsoOy2D6oTmJ01X159+LNfIzm/S1ZK9SJq0jLGx6RpllFHSZRT+TQXIzzHyyCPXrHBhxj6hgqP8a4FZD2/Swh+F0zrUm79WeuSlIyJ/bCOr2IA5/MsgsOEYddRRC7OnzuRRovMga0j8xmgzOCC7dp4wTYxrOjr8y/AQtY5gk65fLdnB5L333nO77LKLO+mkk6T+4BbqNzxJ1wj/auXDl3IUG61HtTxZz+ABrh999JF77LHH3I8//ujGGmss0XPkhj+ycx2TKFfxztN7fU65XCNneI86Y7wZQFUHkRPePIOvys69LIIfaXlOXn7npQ3zk0b51+MYhTzS110jjTRS+l5dv8mvB5UKwaqLUU5ijB+GKjapnACJ/ICr92KUBT/k5qAOMXmrfMq/Ht6qaLXyqIJSRq20ip3yVvk4g2/YiTSN6kwZBpwykJsyyjDg1AtM4F8LG9IqkZbZ6g033OAuvPBCt9VWW7kFFlhAHvNMD/hiGDhD9ZQhGar8UWzAp9H+qm0ItsiJwUPHVc+Rm2sotuxqMPP0kvJIs9FGG7mjjjrKTT755JV6qty33367DKAffvihm3vuud0DDzwgcoIHsnNkyU1+7tOGYdvo76w8YVOQX7GJpfddWqmwoKLXocDKR89FeeSly+Kdl7bZ+yqznpvll5U/Ju8QG8qqhzd5UfBqho00ani1LtXKIC1ezXXXXeeefvpp99lnn7mxxx7bLbXUUm7ZZZd1o4022nAyUgY8q/HVshs9K289N8onnQ9+2gb18CYtHXj99dd3hx9+uHv11VcrBpxntAsHFPINr9Oy1Ps7LXczvNEh8tP+nDmUv8rVDH/lkXdO86Zs8DvuuOPclVde6eabbz632267VbL//vvv7u6773arrrqqW3jhhd2aa67pTjnlFPfCCy+46aefvuIowiePN0aeGdQrr7wiMw8GiJlmmkkGrHSeSsHBhabRc/Coocv/zXcbym6ZOgkBOhrT2zvvvFMMbpbsdACU65FHHnFbb721O/roox2Kj1KnOyf5uffaa6+51Vdf3W2yySbusssucy+99JK76qqr3BprrCH3mWJn5c0qP+a97iiziPyjjz66m2iiidwHH3wgycEcjPDI11133eihkyIyNZKGcAC6Qiiiu7HW8jGwZ555poRIwBTiGQee8hZbbOHmmmsuMeTgjW4PGTKkYrzTOGhe+s7HH3/s5p9/fjH2q6yyiltvvfXcggsu6Kaaair34osvVgbfNI/wt8oZ3mvm2gx4M+h1WF48pptvvtmtuOKK7p577hGFDhWKa4zJxhtv7JZcckn36KOPun322cftv//+ouih10BalJrFSAz1c8895wYOHChx0aeeesp98skn7pJLLnGDBw92Z5xxhvANy+ow6KKKSzuMO+64MlOBMbiyXgJWeHTgiiFqdyKOTF3Qge4mMES/Bg0a5N599125xjhDPAPPPfbYw33++efupptuEn3s06ePpCOWD2XpJ/fIf+6557pJJ51UvG+8dspgpnnffffJ/cUWW0zajf7TSmp/LWklGj20LJRQlRPDDaHIaSOBou61117u0ksvFaOLZ73ffvu5008/3b3zzjuioMqHtHTe119/XXYjXHTRRWLstSyM0AYbbODWWmstd84554j3Qrman+veSNQf3DAeX375ZQUC2oKFwLz4ayVhG12MMcYYEjr46quvulUqMEXfmF0eeOCBEiLp37+/GF4E49nQoUNFp3EyJplkEpFb49DkS5PqKYPAPPPMI7ttVlttNUfcfJtttnHjjTeehAnxwG+99Vb39ddfy4IuZbWSzIC3Eu1uKgtjq4THwG8UTu+jrCjqM888I4trxGc322wz8ayWX355WTl/4403lMUwZ6aVGCS8E4wQPDm4B18GAEIFd9xxh5QxTOYmfsA774Atz9qVwGacccZxn376qYiIrNybYIIJ5F56YG23eiAvnqYuXH7xxRfdKqLqHPFt9JGtjRha9cDB8/HHHxc9ZrZIyAf5CalALIimiTp+//33buWVV3bPPvushAJxbFjroa0IHzEAcDAT4cDJaTX1KAOe1Wm5p3s+Ww1uO5WHZ8AUHQVHoVHO0FCgiKzOo9TEYSHyEKvF06JDoLhq9LVuxBnpABzhM3Dn96yzzuoWWWQRd8UVV0Rth7AslUXPdE7qVi2Npi1ypi7hQR7lHd7nuhaRD8OHB0eYCVn1nsbFwbkIr1pllfkc+agH7c5ABN7Nykz+enloHnDcd9993ZxzzumWXnppkY17SuOPP76beeaZ3ZRTTilGl2fMHJB74oknlmTapvzgPvvlH3zwQTfjjDPKXnc12MqTM+WTlp048At5hOnKuu5RBlxHVAUWA4Tx1rBBWSC2M18UTI0EsWg6HDtEdNobKhwKyuo8hgQjAmG8mdZr+nRdwVwVG0XOooUWWsg9/PDDwqPeDprFT+8he9aBHNRR66DpGzmDHTqUPph2c4/6c+DtqcdXrRzkxfBNMcUUEsYijgom3MOQvP/++7KgGRqfmJhVk62eZ8iELmG4GNzRgVCXsniRp1pdFOtqadJ8KZN8hx12mOwMYfcJhDwhhosvvrh78sknRZfRD/Amjo2OTDbZZNKWad4TTjihW2KJJcTbpm3Jl64jsnKP8nBm0s/TPGP/7lGv0uNV9u3bVzACSBrn4osvlnAAK810EBquVSC3sqxqioGSUf97773Xbb/99rKQiXeBgoOF4rHnnns6Dohppj4jf9gZwrJUsdPGW3mSdpZZZhHlx1jRKdJpQ361rrXDEHc88cQTK3JRHu1NR+JMOjrfDjvsIJ02lKdWGeFz6qeLYooHWGC0GdRwEtSAo3vsSChCeINgzHY0winoCmEo3tTjYIpOHbS+RXi2Mg1YIDNGHHwgZK1G4XPya/1UH8AVHSFGXYQ0PyG6Y489VtZc8LAh9IABNiTVd+6hI8xIGYCmmWaaSh/Q9CorRpm0tfQH3pTZamp9iSXUkA7EXk425bNzYt55560Ajte5zDLLuP5+UaMVRMPTmDQ6+015445dH93RuNQXxUMW9sYi27bbbivxaGLgGCc6IfezFJT7Gi/EE88i0tABtROm02DgMGyU88MPP2SWk85T7bfKScwR40H5EGfqw24OZGZnBJ4hbaFpNG81/vqMPKQn7rnjjjuKMQh5aTrOmnbaaacVg8y9PDxIC5+pp55aDD+7gnQHAzMfniM3xpzy65GZcltFyKWzOXZx0M5QNXlDTGgnZhsvv/yybFllhvbEE08INmeffbZsSQ3TZ9VL8dl7770F77POOquCO4NietaYlu22226T9xRYPM4j9Dbcjhimgx8yonc4RAw82vfDdGVed7wBR+ExjrPNNpsYaqbrTJWIW7HhHqW45ZZbysRwGN7IA3GmUdkPjQHXe3Lh/6SVSe/HPqNcLOCwP/vQQw8VD5gdEIQA6HRglyUL9zgw9KRl25vWLZ2e+/osS359ls6XlbbovUUXXdRx5BGDBS8QUbbWJS9t1n2Vlf3tGFacBK0nuIEr+7nBjwNjpgu5Wfz0HnwZUOnsvC143nnniX4QuurXr58YABbNeMmHl6LY8sZWzs0331xYaH2UX3ecFU+MGzMOdiKBCcZMcUvLxfPllltO+iYGETyVwGKGGWZwW265pThfvGCTx0fzcMbDxvtnfYVtfrSHEtsx6f8hKU9kYYcVOB9zzDEVHUmnpT7M2vHwyaP5w3RcUz4DEo4ibdtK6ngDDqgoNR3q6quvloUK3v4jZMCbgRgrXldmZCRtXiPEAl3l4Yxy0wlR1lC5y5aBuoCJeozsKsELXmeddaT+XLOFDcyIb+fJQwfFSyI0hXFCidMKShruc2QZF9KzZZHOhhdPmlgErloH8IWoMwfy4IVzxsNKy11UBvLyRqlixJm60GF5Rn3qrRPpwe2QQw6RrWcsuoXEyybUB4NE7JadE+ShbJUjTN9d12DPrIOXvmgLBrE8oj7Ul3cEmD1hGAl3cDAAKmn7FamnpiEsh5OEDOAKVoTtCJ9Cmk7L4DlbY5EBo0uZ6XSkoZ3nmGMOd+ONN8o14ZaQ0C0GIxZPWfjH6ycfR7rMMF/M6/8hF5Nri3kBFjFDGo9RlcbDaHOfqWre9L8MMSlTjQUhHRZQmdJnNT5p1fDElkXlYFGH3SWEAlB0CAOOd0IHJF2aVAnB86GHHqrECalXOj310gW9UHG5hkiPN0k92XnRbH1DvrwmzSDN9jsdHBhs6FTMHLgmPdvLeIOukbKpczofv7mP4VF50hhW+60Y4lzcddddMsi//fbbMqgy2PJGK6EuPFMWYzEwmqca31Y+o94cvIJO3BpjpzOeLDmQnzbgCAkclRdpwDaNd5g+vEY/iV+jy6FuwofX6MGSnT7MHrWtMLroBXrDFlmI9Ioxg4AScjBr2HXXXWX9iLcvIZWX56zDoGu8JEReyoFfq6hHGHAFi0ZkdGfEJK6IUv3f//2fAFpUKZRXPWcaFMXAK1t77bUlrsc191iQwoti1wEdsr+PxeuBgS9DLuTBODML2X333UUmXkJQQqEJMYTKqs/0jBLCh9fu8VLCOCH3VUk1HIO3y/3wmV4TxqKueCgx6qtlsyALPf/884Iz17Q/RoWwBwuFlDv77LNX5CVNvaTlab7wd3itz4ueycvAg34MGDBAjM3JJ58sniwhAPVoY2BWVKai6ZCdA6wZMNE1XlGnzfOI/plHzeAIz3R+Xr5hdsl7D8xglJDhrbfekq2PfJMG2fVbPerBw4t6MEAQimVGz6yI0CztAtEmhGYPOuggGWxZd+sO6lEGHABRekb50047Tb7lQaiAhiiTaHAOysbzp3xmBIQOeO0WLxVFYcFKv3+BPMSmMS4oWkxCFhQVTw5DfeSRR4psagjwhDG4KCxp06T1YdcK3zU5+OCDpT6aVs/kw6sHXxaydLcJ90lDJxjq34D797//LbsEKF+NOmkaobDs6aabzmHwuBdOgymHl0sIQXCt9W6kvLLz0E5gwoHOoCtgiS6p1xjWuWx56uFPuxMmRFb0BAPeCDVbv3BgAEccJxwOHCa+i8LbwNzTdNdff73MQgmN0T+vvfZaeZtY+wPfNcEBgHCEWFSd0od6cAj4xAR1xpgTOoIH4Rj4o2fN1qVe/HqcAVcAmJoy/cSQM4Lq9Eefxz6jHBwYOyUanzcQGZ1PPfVUvS1TZQwM8cMyCGPGJzJZRMVL6O+9flUsFBwvgmcMKno/lIP8HCg/ISimo+SDwvQoLQacWCKxfnCGtBORFg+FEAcLUwxUykcSNvlHOyRswmt+05kwMO1svJETAicOjDdGB6eD32DFuV0J2TCUDKQYNL6h0x0UYsQ1Ax+DN9/wQQfSusHLOeptIy/6zZZTZqbkZ1apBK/+vv/wshK7XdjlRl3R+4EDB7oDDjhA+kq6DM1f+tkrScPkO3niDVHiDUHCdUyCH4f3RgqzJb0Pm4hMHvjEG6DEr/RjeRK/TSnx3mhFTtL6MEfiO0th/kUTwhvyBi7x3xZJvMFMvDGv3PMxcSlbbjTwB/4cPvZYM7eWqwmRyYccEvDxg1xFLn3OGd7eo0p8rDzxO1cSH+NOkFnrpWngzX0fS0z8VDPxMw7RBdJTjo8zJt5oJ/67zJI3zA/uvhOFxUa9Vv5hmbEKoM4+7hmLnfBBTnDzRjDxA77gCoax5Ycf2MTgCw90YMMNN0z8LhqpBzKjB2URfRZ7U4Ty8POec+K98sSvDw3Hxm89zMQGu5LGjLqn+9dwDFM3YmPz59J96cNEawpg9MTjIm7LiMiWQrxIPN2VVlpJptW+UUsXRj0C4t8sbjBFU0+QM54o0+UyyetNpmdA+Sz88GoxIRw8EdKGhPx4F8hJLJGdA0zrtV6k5RqM8VDY5kZckW1geDd4KHgrrAeA+3bbbSfsw/xheXb9JwK0AzFl9oGzhkJbtStmyIpsyEicmBeSkNkbubaROQ8/Qpz8Gzj0k3pgE5AbUvuQ7hPoOeQNtqQhHfy7zfMWafxM87/njj8BOI0AoBhMpkEYKuJzLHJxpnPwwRnSpRuoDAAog0U1tiK1uiNSXrpMxYjBgykjGKXToaDE7jHErOCvsMIK8np9fz+NZIrPdi39qA/8yL+4X4TjhSlexiCMwrdPGDiZUpO2lbuAymjHVvFEd/l2DN+r6Y4PI9VTT9Utzqx9sGGA3SBqCOvh1eq0KrsaeM4cIWkavcdvDtpI06fTaNpWnntMDDwEE0OC8cBo6wjJ/+5jEYJ4HfFnDGsriPJVhlaUF5YRYsJ9fus9/qUX12nFxdPghRL21GPAecECHOmcLNowu2E/7wC/a4KFHuXH1wtZLPLTc+nEDA5sV1T+mi6Uz67/hwD4EK9lUZu1G7Dm5bR2JgZwPFHeEYAYdPr7gb7TqB7drCdtK3DoCAOunl4eIPqcM4tpTEHZIqREx+CDNRhufbmHtEqaX3/HOmsZZTQ6vPVohD958vLBl4UdvHG8bn6zmInR5qWFLIIXnjbGByKv8tdzOl8z8qd5pX/Duwwqmy+DJ29ohg4GZeZhWE8dVXbOMXkyo8PzHuK3ErIrQ8upR7Z2SxsLn7x6xeLftAHHw4qhXHkVxXutxV+fc2ZnBR4Bn5XktwLFNd4lXqIS9/TQezHPRWRvpDxkhprhr55xVvnKX6fD+jsrrd4jjcYJucegWY1Ub4rwrsYn71kz2OTx5D7yclTDr1r+vGeKA7snjj/+eBkANa0+09+NnuFDf4iJDTzZZQRPvmsCxcYmrG8sLEKe4TX8yyxDsYlVRhfxzmaI7WiMwCx4xRIKedTw8pZXUb6kY9rJh630QzbwCQkANQbOAh4LL0wD0+nCPI1cIwtvaMEfY1YGf2YU8I3Nm/oS0/S7LSqvizeCQV4e2gC9AZvQ6Oelb+Q+/JGfdiiqP0XKgRfYhG+fFslXTxrd3skLJlDs9gUb6hADF+VBWI3wJCE09B7SfiY/IvyhLHQG0plhBLYVFuglfQpS56XyMMIF8oMPpIulzbLtYsrWDDHyAmZZuyqoaL0yovCqWNXqRgdHIcJ9n9XS1/sMbAgrlGWkkIe9q2UQgxv4lLUASWchTABGZRCYl8VfB/7w7dSYdUAn0fuysAeb2Dq/8847VyCgbVn/KIPQSfp3WfYGmXljuCzCLsXEZtil1zqlBsjwqDN71eTN8C1ivJvhX1Xw4KGWEdyKcql8OZdFWkan8y8Do1ZgUzbuZeBCv2sFNmXIrni3Qn4tK8a5KQMeQwDjYQgYAp2PQBGnqfNr2X41MAPefm1iEhkChoAhUAgBM+CFYLJEhoAhYAi0HwJmwNuvTUwiQ8AQMAQKIWAGvBBMlsgQMAQMgfZDwAx4+7WJSWQIGAKGQCEEzIAXgskSGQKGgCHQfgiYAW+/NjGJDAFDwBAohIAZ8EIwWSJDwBAwBNoPATPg7dcmJpEhYAgYAoUQMANeCCZLZAgYAoZA+yFgBrz92sQkMgQMAUOgEAJmwAvBZIkMAUPAEGg/BMyAt1+bmESGgCFgCBRCwAx4IZgskSFgCBgC7YeAGfD2axOTyBAwBAyBQgiYAS8EkyUyBAwBQ6D9EDAD3n5tYhIZAoaAIVAIATPghWCyRIaAIWAItB8CHWHAy/wfeDRJWfzL4qsyl/n/+1R2PZehup3Iu0yZtV3LwDrkTR3y6pF3v4hM1fgWyd9OaZrBoUg9YvHvKlJYXhr+Dx7/VZz/Qh37f+IpP/jrdZ4cjdyHJ0cZsqs8ZcpOGfx38TKwgTe4dCI2yA4p9rHxCfXmz5Li/i2Tv2Kh2GRJrmmyntW6V6bsWraWob9jn8vUeWQFe6gZnIXBf/90ff755+Hvuq4ZRb755hs3yiijuJFHHjmaUAgBbyr56aefRuWrFYT/b7/95n788Uc56/1YZ2T/6quv3E8//SSGNhZf+CA7ivbFF1+4P/74IybrCq9ff/3VcSB/TEJ2lPjrr792o402WnRsVFb4//zzz6UMQugNuIAP9YlJ8Pvll1+kXccYY4zo/JEVbKhDmtBZ+jG4NULIDo8vv/xSzr///nsjbHLzwFv1cdRRR42ODX0Ke/if//xHDsqLSfCjz8KffhuDf1e/fv2aknGkkUaSRseIxybtHM3KmCcXHYVOMtZYY+Ulaeo+HjL8ddRtilkqM9jAt0+fPqkncX7SwTkwsmUQ2JRpwNFLsKeTxOgoIQYYJowc/MsgeNO+GKkyCGzGHHPM4XDB4bjxxhvdhhtu2HCxGCfatiy9pM9CDDRlEEa8LNmRN3afbSoGjpIxknDmiEnKL/YorjKqzCq/3o951pE8Jk94qexZXlSssiijTGzK5A0G6A34xyZwUQ8qNm/4VePPs3r6A2mZJXBWXUm3K78h0lx33XVum222kbSNYAcv5S9MS/gD/0ZkKyqK6qXiUjRf0XTwh2Lxb8qAFxW63dPF9tBaUd8yPMssucvEphN5lykz+FfjX49xxMiRHq/6gw8+cN99913FaHBfywnPeJ966H0Me1GDSR7Nl6VLnXSv7HrE4m8GvJO0ymTttQjgSR9//PFunnnmcd9//33FGOcBcscdd7gZZpjBTTXVVG7aaad1M888s7v11lslH0Y6TTo48Cw0xIMGDXKPPfZYOrn9bhMEhm/JNhHMxDAEDIE/EcC4Pv/8826//fZz7733nrv33nszDTjp8JZfeuklt8Yaa7jJJ5/cHXHEEe6SSy6RuO6ZZ54poRKm8VleNfFl4tcYcUIub775ptt6663dnXfeKYLAn8OofRBoahth+1TDJDEEeiYCGFp2Xhx11FGVxTUMa5YXjedMet2dhMFfeumlZacVXjSGmJBI6GGDmhplFk/DxUE8fTYnLLjggsI3q8yeiXrn1Mo88M5pK5O0FyKAcb3++uvdTTfd5E455RQJhxDXziN2Ocw333xurbXWcldddZUYa7zqiSeeWLYPwi8v/vrDDz8MY8DVS89LnyeD3W8dAmbAW4e1ldRiBDrZ8GBoOT755BO3//77uyWWWEIOwh/cq0Z40VdccYU799xzK6ES7ukOCPJmYYPHHW5d1DTIYdSeCFgIpT3bpdulovNyVPPYul1ILwBeImEBKJSVeC4LfxguNUSSqEP+EK6gXscdd5zsJOHM3m0OXsSBwvqG1dJ2C+/xwtqII45YuZWVlzT6Pgc8kIF0YNyJGFYq24MvzID34MZtpmp02qyOq/fapUNjYIgRM/0nhouXqbIROuCllSxj1Qw2ZedFfoz3fffd50466SSJf88666xST4wwbz+rYcXIan1DudL33n//fde3b19JS16ONIUGnGfgRzrdQ849zZfmzzOj1iNgBrz1mHdEiY888oibZppphnlLlc77+OOPiwe47LLLZi6ktaJyyIGhZrGOtwaRld8camAwbBigbbfd1p1wwglyvxOMDvIzSGLADzjgAIfhZicIdaM+vL368ccfy3PqWIuoM/yeeeYZ2ZWiRjkLC2YsoZeuaRkYNb3OdsJ0tWSw5+UhYAa8PGw7kjMGhM664447unHHHVcWz5i2YwTwxPbcc0/Z1bDQQguV9qp6LeCQD+PFq+yrrbaaW2yxxdwkk0wigw0eN7LyPQ4O9k1DaoBq8S76vIjxVCyL8iQdcrIQyf5rtg7efPPNld0nPKPOtAOGtJYR1cHgo48+ki2BDGbkKSI7spAWHsxulIiTY+gnmGACvWXnbkTADHg3gt9uRYcGB6911VVXdYcffrgcyIphJM1EE00ki10YlNiGsSgmGCG8UQYaSI0a8kHffvutDEBlyIc3HG65w1PNwqLespGd45133nEHH3ywW3/99d1SSy0luFNfDr7bQ105KLcaUT6DwXPPPSfpl1lmGfHk4ZMl25RTTilbDYcMGeL4/hDpkIcPyjGYnH322e6cc85x0003new151kWn2oy2bO4CNSeg8Utz7i1MQLaGemYAwYMcLvttps79thj3YknnihGBE/sww8/FK9W03ZndZCBQYVdGYRTiA1juDnwFDE8eIuxiS/WPfzww2LE8PIx6LHwoD4XXHCBLL7uuuuuw4VKmA2pAa9VL9qRNsObn3HGGR2zJowyZaQJQ893UHjO25vEy8lD3fbee283++yzu2uvvdbtscce7pZbbpHsseqclsV+F0eg+hBenI+l7GEI0Pl5iw/DSAfmC23jjz++Gzp0qBh3nncXUTYHhmiTTTZxl19+ea4oE044obvnnntk/3QtjzWXSerBySefLK+1h7cJbXCwi0MN21577SUx+DBdtWvqxO4ZBsktt9xS4t9hep6PPvrohQy44kPsG4N7/vnnCytk41lIKi97xYmvP/roozILYLfLgQce6BZeeGHHW5xgCTGAGLUHAmbA26Md2koK7dB4smeddZZM1XfYYQcxUEsuuaSba665ZGreXUIjHwfeItvrkC1tlPh4E8aOUADfAollvKkz4Y3tt99evFM+FIXBxfDpN8gZWIgf8wZjPUR9kJkwRdpLpn4cPGdWUc2IKhZ4z6eddposRq+44orizeNpa/umZaN8aM4555RZFjJcc801Uh7GW2WKiWVaBvtdHwJmwOvDq9ekViNJpz399NPFM8SLwzjglTOV725CFgwLnmOaMOB4xKTJM1jpPEV/YwTHGWccmZUwOMQmjDO4hy/VUAZ1oU4Y8FqhIdI+/fTT8gErXgRi9hRSNVz0dXrkWHTRRSX2TV7FUc8hP7vuHgQsBt49uHdMqXR0jAULWxhLptfzzjuvbCfEyKhX1h0VwpCo15guH+9TY9OxDQ78YvMM5adOWfxpCwZOwiwceXWHF4ushL6IZ3OGyM99CGxqEbOIlVdeWWYYgwcPruBZK589bx0CZsBbh3VHlURnx9Nkuvyvf/3L3X///e6MM85wzz77rJtpppncAgssIFsKa3mCrag0sirptZ71fsxz2riWUVa6DOSnHLbvsVj7+uuvS/tkpeMeH6568skn3WGHHVapOvdfeeUVWZi+7bbbKvezLiiLwXn66aeXEMw+++wjYRsMfxn1zZLB7tVGwEIotTHqtSmYQrPLghdKeHGHbWhMrzHm7JDg40p4Zg8++GBlW2F3gBUasfC6VbK0okzKYDAlZEMcnN0gq6++uhhTLV8NK0aWb3+zJ/7KK6+U/7TDB7CYPRGr1zAM20TzCJ4cLMqyC+mhhx4aLqSTl9futw4BM+Ctw7pjSlJDgLHGSL/66quymMm+azo1nj3187IAAAONSURBVBn/XGC99daT6TWGRY1Ix1SyAwUFY+L9eNfE+KEQd72mPRhg1VNnljT22GPLvnIWM/lHD5NOOmkhBJiFrbTSShJKKZTBErUUgS7trI2WqkrTLJ9q5ZfBW3kiv15Xk6HeZ2lcyigDmcrgG8rOF+3Y0kbIhJgr5fGcg8+W6r165ND8ZcmvbRXWQ+/FOCsGZcufx581COqWhznPMNJ431nE/nitQx6PMF+9OGr6PPlD3vVch3xj84ZfyL8ILvXIXhb/riKLGdUE5ZVeeHBoZ66WvugzAISf8i6ar2g6+MMb+XUhLmajoQzKm3NsUv7UoQxSbPigEi914Inl1UPxKyIHcnMo/yJ56k0T8kfumBTypg4xdUblhC+YcobSZSBD1n25+d8/pKHuYV6VnSRaRpgn1rVucYyND/Kjg9SpDN7YG+2zIW6xcFH5adt6+ky18rt0KlYtUbVnvPEGmDQaAsasOPzgz9Q9NiEnMvMlO6acUGzZeQsOnvpFvJh1UGzYahZLGUL5wIYdC0y9OYMTZTZL8KCjoHdgE9vAIp9io2U1K3OYH56EJMAkpsMSlgFvbVMwiqWX8EF+vjpYVtgL/ug97xBQh1iygw+80UOoDAOushP3V/ylsEh/lD99FvljUBfeVaOkjUOFwzfQGuUX5lPebJdqRsaQZ3gNf3gT5+Utw7KIBSe2Y8UkxQYlwMCWQRgp8Clrvzd1ABsdPMuoA4t1DBB0nJikBpzvkpRBGFgMCPLHJnAHD/QmNi7IitwcZWGjDkt6j3wsnOhTyF4GNopPTGya3kaoxiQWgGk+ncy/k2XXdiirDmV4OCoz57Lk1jLK5q/llHHuZOzLxr3T+DdtwMtQMOPZPgiU5Ym0Tw17nyTWpj2nzc2A95y2tJoYAoZAL0PADHgva3CrriFgCPQcBMyA95y2tJoYAoZAL0PADHgva3CrriFgCPQcBMyA95y2tJoYAoZAL0PADHgva3CrriFgCPQcBMyA95y2tJoYAoZAL0PADHgva3CrriFgCPQcBMyA95y2tJoYAoZAL0PADHgva3CrriFgCPQcBMyA95y2tJoYAoZAL0PADHgva3CrriFgCPQcBMyA95y2tJoYAoZAL0PADHgva3CrriFgCPQcBMyA95y2tJoYAoZAL0PADHgva3CrriFgCPQcBMyA95y2tJoYAoZAL0PADHgva3CrriFgCPQcBP4fqbRI4muA0dsAAAAASUVORK5CYII=[/img][br][br]Beschreibe den Fehler und löse die Gleichung mithilfe von Äquivalenzumformungen richtig.
[br]Der Fehler ist in der 2. Zeile der Gleichung aufgetreten.[br]Simon hat gleich in der 1. Zeile der Gleichung durch [math](-8)[/math] dividiert. Das ist möglich, jedoch müssen dann alle Summanden durch [math](-8)[/math] dividiert werden. Simon hat fälschlicherweise nur den ersten Summanden [math](-8x)[/math] durch [math](-8)[/math] dividiert. Er hätte auch [math]120[/math] durch [math](-8)[/math] dividieren müssen.[br][br][img]data:image/png;base64,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[/img]