Charlie rechnet:[br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJ4AAABoCAYAAAAATkl/AAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAAACQAAAAAQAAAJAAAAABAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAJ6gAwAEAAAAAQAAAGgAAAAA1NJRIwAAAAlwSFlzAAAWJQAAFiUBSVIk8AAADuNJREFUeAHtnQnwVeMbx5/sKaKsEVkLlRj7JCJhxmiTIVNkDSnLDNOgGGSpyTSUnaLMCM1kG6QsLYhIlpItCllSlrIU5/9+nvmfO79z7r3n/n7n3HtO3fs8M3fuPeeed/ue73ne533O+z5vI8+JmBgCKSOwUcrlWXGGgCJgxDMiZIKAES8T2K1QI55xIBMEjHiZwG6FGvGMA5kgYMTLBHYr1IhnHMgEASNeJrBboUY840AmCBjxMoHdCjXiGQcyQcCIlwnsVqgRzziQCQJGvExgt0KNeMaBTBAw4mUCuxVqxDMOZILAJpmUaoXGRoCVCmvWrJFNN91UNttss1j5rF27VviQ1+abby6bbJI+DSI13t9//y0rV66UP//8M1YDLVH5EeB+nHvuufL666/HynzZsmVy6aWXSteuXaVdu3YyduzYWPkkTVSU6rNnz5YHHnhAidesWTM56aSTpG/fvknLs/QJEfjkk0/kjz/+kP333z9WTk899ZSmu++++2Tq1Kkyc+ZMueyyy2SjjSJ1UKyyohIVLG3RokVy+eWXS+vWreWqq66SI488Um688UZ5/vnno/LaoP57+eWX5c4775Svvvpqg6o3ZGnfvr20bNkyVr179uwpN998s+aBQqG7TZt0WnFXcEBc3+/dfvvt3umnn+79+++/uf+cevcuvvji3PGG+IP2uC7K23333b3tt9/e22GHHbxdd93V++effzaY5hx44IHeiy++mLi+P/30k+fI6z300EOJ84qTQV5X+8svv8hrr70mF154YeBJQL0XesqmTZsmv//+uxq7GLx8GjduLFtttZVss8024m6wbLHFFrGeznIneuedd+Tqq6+W/v37q0bHqO7evbtqPs7HFUdo+fbbb4XvjTfeWI118uY3bW/SpEncrAPp5syZo/Y2PZAv//33n/z666+y5ZZb6kDBPx/1jZ3H/UXcwyfz5s0TR+hUBxl5xKMRq1atkr333jtXd7qjzz77TIYOHZo75//4+uuv5fPPPxcIu2LFCk27evVqHTVBvoMOOkiuuOIK2W233fwkmXwzUHrmmWfk+OOPl+HDhyspqAi20htvvKGEjFux77//Xs4++2xxmjNHOgjHQ+i0gTz66KNCt5ZUHn/8cTnmmGNk6623zmWFzTd+/HgZMmSItGrVKnc+6ofTmEK6jh07yrhx4+THH3/U3wMHDpRDDjkkKmnZ/ssjHuRBYzVv3lwLAbhnn31WtRcVDcuAAQP0Sedp5+nzv9etW6cNuvLKKwVyZk083Ac///yznHLKKTnS0Rba+fbbb4eb1aDjnXfeWSZNmqTt9zUd2g7swIQHsByCXTpixIhAVth8SKHeKHBhnYMzzjhDevXqpRqSOv7www+qHLp166aj3DPPPLPO1ZX5mUc8APv000/lm2++ke22206ee+45ueuuu+Tee+8tWAOu51NI0AR0wwxS4gig8DTSjSS9efi8MMpbtGgRqAqGNQ9LEqH9O+20k5KM/MLGOg8hBEzqL+PB4Z6AS6NGjbTK9E505bRh+fLlei+oS5Q0bdo08DfH9AYjR47UT4cOHeSAAw4IXFPugzziYZf99ttv8sgjjyjp0HY33XSTqviGFs7TuN9++9W7Cwjnj//w2muv1e4x6VMI8QYNGhQuQm9YUhsU2xH3E905Dll6DJ9kEIJehBt58skna/ebV4l6ngBLXFzz589X25GufMGCBZrnLbfcInPnzlWXV79+/eqZY/Cy888/X6ZMmSKLFy9On3io7EsuuUT7frrHhx9+WPv98FMcrHLhI4xh/H9xBWB79+4te+65Z9wsSqZDS+y1114lr4u6YMKECWrfoVHRRGg3Pgja0I2che7Y11JReUX9h+8NkkNwtB6aFIKTb9u2baVPnz76oEflEfUf9xj7kTcjlZY8jcfoFU112GGHyfTp01WNxyEdFceAxWCNKxAP4ia9YcXKR6PydPMmIImMHj1aCVYIp3LWnTcNfCAdQt6YMoyok/YI5Ee3/cEHH5RlIER+UZLnQB48eLB2bTiLzzrrLB3t8WTFEecrkm233TZO0lyact64XKb//7Fw4UIdjaNVkwjdOJqNuoY/SfItltYvg//pfku91oSoUa89GXihJI444ghhgHH00UcXK7ps5wPEW7p0qbz55ps6wsFWGTNmjD5NDL8bKrgWsG/CPizOYST7T22xfBngMLChTpUQyn/vvfe0m006cKlE/eqb5x577KFdI3ZkMfnuu+8EGxCXV1g+/vhjueOOO+TYY49VG5TryuH6CZcTPg50tVSe7s0fFTEC7NGjhxKgS5cueSQKZ4aq9of3EA87h5fZjJBpNIbwkiVL1Ga79dZbIx2euGB4mY1j96KLLsoZ6+Ey4x5T11deeUX++usv9eN17tw5blaZpsN2pFdBYWDjFRIeLFxG5513njrP8dXyYHMvPvzwQ9XSt912m9rTaZBO6+ie/Jw4W8FzAwrPPSG5c++//77XqVMnz1U0d67Yj8mTJ2N85H1c1+A528Rzo2PPOaLr/YrKaUfPkbdYcbHPu4dA21m3rvfcc0/s/LJOSHvcgxRZDe6tMwcC98b1Rp7zP3quG45MW4k/6fIC4t40eG4GQ+6c6+o85wbw3CyG3Ln6/KAxzk3hOTuqPpends2MGTM8NwjQuo0aNcrj3bTTql6bNm08p5FTq0dWBUFQZxNmQra6bQ7YeKhANxFAncUY3ghdEX49us6GCLYcguG6PonTymoC4LPirQvuCLp9zAqn9XSU6NcX86Ch7fbTrq/fdKX4apP6LpO2rxEsrJsJw/Nhw4YJL/+pIMf483inV993geTHDaORGPCMvNYXYcrXl19+qVO96o64GUAxFQybCRIykod4kLHSXvz1BZs065FHPAqHi2g5huC4CiBgIR9VqYriwcd4rTvhoFSaLP/n9RwjaRy0PCyHHnpoyQFVlvXdkMsuSLxyNYgpUe+++664+W/lytLyqRIE8my8crbrhhtuSMUnVM46W17pIFBRjUeXjZfdxBAII1BRjWekC8Ntxz4CFSWeX4h9GwJhBIx4YUTsOBUEjHipwGyFhBEw4oURseNUEDDipQKzFRJGwIgXRsSOU0HAiJcKzFZIGAEjXhgRO04FASNeKjBbIWEEjHhhROw4FQSKEo95a8xDY80p6zn9iZ2p1MoKqXoE8iYJ8GKf9bQssIFszMNj+RzrWwkaY+9fq54TqTQwT+Ox9JAFyqeddpoGLWS2LuEZWJVUN34Kq7RMDIG4COQRj4mbTHcnfpqv3QjlRUw5wo2xBoP/WXbI7GIiDXEuNIM+bn0sXY0gkEe8WbNm6ZTvcLyS4447TqeEEwuPdZp0v8RSwwZkajwRnZgm39pFhnrppZdqBD5rZlwE8ojH4ut99903p+38jP2IAH5AlyeffFKJSKwVNB7rM1j1T2wPwiHYYMRHzr4LIRAgHgFbiJPmh9gqlMDvfgv9hybE9iNUKrFETAyBYggEiOcWO+ua00L2WhTh/MzRdBCOkFkmhkAUAgHiEd2JjTcuuOCCvDT+wmxiqxSTjz76SO09bD4TQyAKgUDQHhYxF+siGb0ifkAfP1O0IwMNbL0vvvhCBx7kg4bEB1gfTennZd+1g0CAeFEkYTTLqJXw9HWFiAFurwS1DQmHxej2+uuvVwITJoHR8FFHHVU3if02BCRAPLRdsSCMDDwgUTiiAF0vzmbiq+F4hryENmOQ8eqrrwpkNDEEwggEiLfLLrtozLjwRdh3EI8IoWGBiAQH5OPH+T388MP1shNPPDF8uR0bAopAYHDB5iPYcmymUlfeeust1WDsjxAlaMywRoy63v6rXQQCxMMN4uLEydNPP51zADNowFlMV1oqZCs2oBGvdsnUkJYHiEfC6667TvdSeOGFFzRWMVOiCHPKlkmlhK6WKFMmhkBJBJw7JCBucOG5WSieG51q2FJ2OnRbGQWuKXZAmFkXK9lzkwiKXWLnDQFFIG8+XkmmRlxAsG024sV9wqYiJoZAMQTKSrxihdh5QyCMQJ6NF77Ajg2BSiBgxKsEqpZnSQSMeCUhsgsqgYARrxKoWp4lETDilYTILqgEAka8SqBqeZZEIDBJoOTVZbxg9erVwmZufLNTJPP8eOVmUhsIpE48Jo0+9thj4t6G6MQDnM5MpWJ2C7volHofXBu3pfpbmaoDmTW7rM9l8mjfvn3lnHPOUaKxsu2EE04Q9hdj71STGkCgXK8OXQQCb/z48Z6b/l4wS7dXmL777devn+eWSOZd4yaReuwcyW6KJtWPQOLBBV2l29NWN+FlW3niq4SF8BdsenzwwQfrRnzscRaWli1b6lQsf91u+H87ri4EEtt48+bNkyFDhmhQHzafY3F3WCAmEQf4FNuGc8qUKTqD2Wy8MHrVeZxI4zFTme3ITz31VLnmmmukadOmBWOosABon332Kfif61RkxIgRwj6yw4cPt1Vp1cmzvFbFIh4ukIkTJ0rHjh1l4MCBSjpcInS7fMICMe+++26NULBixQpZvny5uK3KZc6cORoOjbzYH5cIBCa1gUCDu1p27r7//vtl/vz54gYTqvHqCxXxVyZMmCBLlixR/x0kZTT7xBNPSPv27eubjV1XBQg0WOMNGjRIw5SNGTOmQaQDK9bkMkm0U6dOsmDBAtWOuFeMdFXApAY2ocHEI1rogw8+KB06dMgrioU+UYt9eDvRvHlzYR/bxYsXCzti0w2jPU1qC4EGEy8KHhZ3RxGvVatWGtqMkS+/586dKwR9xJlMXL5C9mFUefbfhotAWYlHeLOoEGcsGIdcuF0QVqWNGzdOBxU9e/YUVraZ1AYCZSUebhNGvMWcwPzPp+4SSBzHvCbr1q2bDBs2TGMt1wb0td3KshKvc+fOGsBn5syZBVHFOczC8HC00BYtWsikSZPUzzd16tSCae1kdSGQ6iSBUtARXZ7APziUiWhgUr0IrFfEI1IV2xvsuOOO0qxZs+pF3Vom6xXx7H7UDgJltfFqBzZraVIEjHhJEbT0sRAw4sWCzRIlRcCIlxRBSx8LASNeLNgsUVIEjHhJEbT0sRAw4sWCzRIlRcCIlxRBSx8Lgf8B8BP9vw70rYMAAAAASUVORK5CYII=[/img][br][br]Wie kann Charlie die Probe durchführen?