|
|
| Zeile 29: |
Zeile 29: |
| | | | |
| | <ggb_applet width="419" height="411" version="3.2" ggbBase64="UEsDBBQACAAIAJKz9TwAAAAAAAAAAAAAAAAMAAAAZ2VvZ2VicmEueG1s7Vpbb+M2Fn7e/gpBD0WLrRXeSaHxFE7yMsCkU2xmB4ttF4Us0bY2suRKcsaeRX9UL79jf9MekpLje2LnMhNg52FkkxR5+H3nOzw88el3s3Hm3eiySou86+MA+Z7O4yJJ82HXn9aDjvK/e/XF6VAXQ90vI29QlOOo7vo0IL5pn6avvvjLaTUqPnhRZoe8T/WHrj+Iskr7XjUpdZRUI63rlfZoOkuzNCrnb/v/1nFd3Xa4SV7nkymsUpdTaIvHyZu0ar+e2AUnWVpfpDdpoksvK+KuLziYDp/e67JO4yjr+gy5FtL1yVonNFHTOyrK9GOR12b47eQDaPG8Kv2o4U1k2k5P7EZP9TTO0iSNcrMZawcM8rwPaVKPYEEcwpQ6HY5qs3roZouLokyu5lWtx97sn7osun4Hi4AzSSgOKUdCCi59b+76wjBgGEtGQsE45RgDiGAxmELDgCDBpMSwV4IRh3d2dtml9c2VrmugsvKimb4FeVimycqX19VZkd02TYo0r8+jST0trR/QpumqnpvVALjSbLKXDzPdtBGgaaTj634xu7LAYeqmfjef2FesQf3heZEVpVcaSsD+YfPsu6cdYyxdjEJ2DLIjmjnMpIt+HBI7wj777mlHZWnuTGt2jttdY9Quk1aeaYDJjfsuNp9FfQ3u4HvTPK3ftF/Aba6brWL3wvfTcR90s+w4iznxY815erLmcqfXusx15hwrB26nxbTybowDu7WsIYmO0zF8dR24sc7Q9XcwwLUmeljq1nCnOgeY7UXLzrvWfHrSGmFsqMDWuIbwAfupzV6MumtQVtcfB8PA95KoNq1GPpkea9BWbX3CutQCm0t/EUgKGxNa9Tf9tyhD91b/sJ4UZZNRBC1Bs4EsmkOEWN6Sne/tYFDp2puBFkGzc3BxutR7WSSrMEQ5wGn3CDKemOkNYROtkyZm1o2XexNY0GpmiQ0LYmUWE2YsrNah5sNH97Id4/RlooldlzbkO8DugO7sZ7wJ3qrnLVnzGPA9GUBhAxA6FJ+4GI+jPPHyaAzrnKdlnGkLSmpOEi9CxsO8CDu0HBDTuu2K3XTNJBtwg5en8QLL2F8NMPUIdJzrqrJRsF6Od7vd+R6EoOPpuJdxcFDp/AZMK8rK82aoYWqOWvjblhmg1rFNc9w0fcRL3ADzZTrzeu34XjuqZ45eEYQr/wS002aJHoOZrSh63OQUrWW/5M76ykVHcKQ4HaTxftJ/sKJY5TzeoLq3n+pVZfWOCkqYuKPNPo8PTIxYKRD2HMKjAeMhxlQxzgkmglMXqERAQykoxkIyRiRlD5HlG3DLNYJ6TpSzHhydG1xF+7kyXr6gIjpSlQfHyQfI8hZu1MQ53MS5TZgP0PGaWtIxJMdxWu/n4nVeQ6YBEGwoxhISwcOot93iEitnhyjo7CgFCWYBN4++exwsH+IApvh+hChIyJFSAnPGpLJ+/uju/7aEtGhY5FG2RQhnLe7rcPcPEEH/RYmgg9dO+00SnloFeynp7aIkOYCS5GVTsuVceGpOtjBxue+U0AewoV8UG+unxCJBekL0r/TQtG+XwtkG+IP94FfNbAvkPv/ceRN+HiCFpSQUqZBLJhR3bJCAgzIQC1EoKJWPpQyLb2ZytcUZDfnd5iX/WuuJqa68zd+VUV6Zypwbs1Q8OCbsNWIbbHA9PEBowxcltM42ipejIAqAZSBZcQqJgMJPLsNd6dlwFznn7lp737zs/OiawdG52R784cAPQiYYVwohOGfa2wcWPIBvRmJYKhYKZekgPFCEMRTCaKREW/M7LBu7SKs6yuMd3n++pUoQ9c0byeX5fqDz6ViXS/WC29fMfGDatDVwLbnk9/d0vFEfmk1KcD9zEWyWfadnNazpQU/X//KXaVF/+1Nxo0vjtP9x372/el99D2D8ePmvrxefYef2mxvyq/fTN17X/Ld45XY/3snG5mtY1V8z4ZOKPK3eRO/0P1YjI9hTR2VtKwYOoMs0se7z4+U3nkFgf/1tneLROrUQL+4MbndXNDcYv8e2F8Xe4+sC+zSTRfW6YoxUrGY6X42+dtfGy83w9GU0KapvDwpRzSufb5hi0oUpRgIqBUeYc0oIx/LxotSW87nFZcdBkB5wSqePckof5sgPz4YpDgjkWxIJLAFt3sCNeUCZlBR4oUIS9alLKKnTAt5SQrk4RAcXz1tC2ef/AfhySCg4NQ0RVYCxO6YDAW7OJKcUERIic3wfXyaxf1Zcg/TCQdpzkG5eQ/77235E7d++FojB6LV4zcwfXSH3g50xGkKed9cdZJ/PY3Ro+F6q+mJXecJ7q773cuqojG8xl21jlhUf/qYHmZ5ZnNduFQ+trt+RGq0F+Gevrh9WPr938RzDuphIRUMMDgTngFjoghAmFVeESMZBMA/RxQ9FNoc7266buVUG5GQRbeLLCjHvU5g2vm5O6sge2TC+bz/AG7H9wLp+cvc9wpnRsrSY+elu9vY+AOBzfHRahPYndOt1iujnT7Sf/xcr7uSm/+K46bBASkhUCFccC4VD0ZT1mMQqhK4wJIIogi1VHAUEIRFSrhiVYYjEy+UqfnFcmVCuQDYhR5IpSCSRdLWgjgoQxUogJhnCTDR/C+pgGhAsGJMESQUp0KNVyD8BXcmLowuUxYUAniApxWGbkRplgcwQHMYQ85QiLgh2zG8RRBjCFQGa+WeurHtnxec7s+I/DsqK/1jPiuGeJUIWCqmEYiFnrWs/V1r8OeS923Bvcq6LNufawP3Pg3D/cwvuEstQELiLIIThHH8I7tt+3sWfGnf1hLif7cT994Nw/33bLRDufgrOZKbCUB15C2x/2trEOfN4PuCPcPiT5V9x2h87N7/2fvU/UEsHCEhVilJbCAAAHy4AAFBLAQIUABQACAAIAJKz9TxIVYpSWwgAAB8uAAAMAAAAAAAAAAAAAAAAAAAAAABnZW9nZWJyYS54bWxQSwUGAAAAAAEAAQA6AAAAlQgAAAAA" framePossible = "false" showResetIcon = "true" showAnimationButton = "true" enableRightClick = "true" errorDialogsActive = "true" enableLabelDrags = "true" showMenuBar = "false" showToolBar = "false" showToolBarHelp = "true" showAlgebraInput = "false" allowRescaling = "true" /> | | <ggb_applet width="419" height="411" version="3.2" ggbBase64="UEsDBBQACAAIAJKz9TwAAAAAAAAAAAAAAAAMAAAAZ2VvZ2VicmEueG1s7Vpbb+M2Fn7e/gpBD0WLrRXeSaHxFE7yMsCkU2xmB4ttF4Us0bY2suRKcsaeRX9UL79jf9MekpLje2LnMhNg52FkkxR5+H3nOzw88el3s3Hm3eiySou86+MA+Z7O4yJJ82HXn9aDjvK/e/XF6VAXQ90vI29QlOOo7vo0IL5pn6avvvjLaTUqPnhRZoe8T/WHrj+Iskr7XjUpdZRUI63rlfZoOkuzNCrnb/v/1nFd3Xa4SV7nkymsUpdTaIvHyZu0ar+e2AUnWVpfpDdpoksvK+KuLziYDp/e67JO4yjr+gy5FtL1yVonNFHTOyrK9GOR12b47eQDaPG8Kv2o4U1k2k5P7EZP9TTO0iSNcrMZawcM8rwPaVKPYEEcwpQ6HY5qs3roZouLokyu5lWtx97sn7osun4Hi4AzSSgOKUdCCi59b+76wjBgGEtGQsE45RgDiGAxmELDgCDBpMSwV4IRh3d2dtml9c2VrmugsvKimb4FeVimycqX19VZkd02TYo0r8+jST0trR/QpumqnpvVALjSbLKXDzPdtBGgaaTj634xu7LAYeqmfjef2FesQf3heZEVpVcaSsD+YfPsu6cdYyxdjEJ2DLIjmjnMpIt+HBI7wj777mlHZWnuTGt2jttdY9Quk1aeaYDJjfsuNp9FfQ3u4HvTPK3ftF/Aba6brWL3wvfTcR90s+w4iznxY815erLmcqfXusx15hwrB26nxbTybowDu7WsIYmO0zF8dR24sc7Q9XcwwLUmeljq1nCnOgeY7UXLzrvWfHrSGmFsqMDWuIbwAfupzV6MumtQVtcfB8PA95KoNq1GPpkea9BWbX3CutQCm0t/EUgKGxNa9Tf9tyhD91b/sJ4UZZNRBC1Bs4EsmkOEWN6Sne/tYFDp2puBFkGzc3BxutR7WSSrMEQ5wGn3CDKemOkNYROtkyZm1o2XexNY0GpmiQ0LYmUWE2YsrNah5sNH97Id4/RlooldlzbkO8DugO7sZ7wJ3qrnLVnzGPA9GUBhAxA6FJ+4GI+jPPHyaAzrnKdlnGkLSmpOEi9CxsO8CDu0HBDTuu2K3XTNJBtwg5en8QLL2F8NMPUIdJzrqrJRsF6Od7vd+R6EoOPpuJdxcFDp/AZMK8rK82aoYWqOWvjblhmg1rFNc9w0fcRL3ADzZTrzeu34XjuqZ45eEYQr/wS002aJHoOZrSh63OQUrWW/5M76ykVHcKQ4HaTxftJ/sKJY5TzeoLq3n+pVZfWOCkqYuKPNPo8PTIxYKRD2HMKjAeMhxlQxzgkmglMXqERAQykoxkIyRiRlD5HlG3DLNYJ6TpSzHhydG1xF+7kyXr6gIjpSlQfHyQfI8hZu1MQ53MS5TZgP0PGaWtIxJMdxWu/n4nVeQ6YBEGwoxhISwcOot93iEitnhyjo7CgFCWYBN4++exwsH+IApvh+hChIyJFSAnPGpLJ+/uju/7aEtGhY5FG2RQhnLe7rcPcPEEH/RYmgg9dO+00SnloFeynp7aIkOYCS5GVTsuVceGpOtjBxue+U0AewoV8UG+unxCJBekL0r/TQtG+XwtkG+IP94FfNbAvkPv/ceRN+HiCFpSQUqZBLJhR3bJCAgzIQC1EoKJWPpQyLb2ZytcUZDfnd5iX/WuuJqa68zd+VUV6Zypwbs1Q8OCbsNWIbbHA9PEBowxcltM42ipejIAqAZSBZcQqJgMJPLsNd6dlwFznn7lp737zs/OiawdG52R784cAPQiYYVwohOGfa2wcWPIBvRmJYKhYKZekgPFCEMRTCaKREW/M7LBu7SKs6yuMd3n++pUoQ9c0byeX5fqDz6ViXS/WC29fMfGDatDVwLbnk9/d0vFEfmk1KcD9zEWyWfadnNazpQU/X//KXaVF/+1Nxo0vjtP9x372/el99D2D8ePmvrxefYef2mxvyq/fTN17X/Ld45XY/3snG5mtY1V8z4ZOKPK3eRO/0P1YjI9hTR2VtKwYOoMs0se7z4+U3nkFgf/1tneLROrUQL+4MbndXNDcYv8e2F8Xe4+sC+zSTRfW6YoxUrGY6X42+dtfGy83w9GU0KapvDwpRzSufb5hi0oUpRgIqBUeYc0oIx/LxotSW87nFZcdBkB5wSqePckof5sgPz4YpDgjkWxIJLAFt3sCNeUCZlBR4oUIS9alLKKnTAt5SQrk4RAcXz1tC2ef/AfhySCg4NQ0RVYCxO6YDAW7OJKcUERIic3wfXyaxf1Zcg/TCQdpzkG5eQ/77235E7d++FojB6LV4zcwfXSH3g50xGkKed9cdZJ/PY3Ro+F6q+mJXecJ7q773cuqojG8xl21jlhUf/qYHmZ5ZnNduFQ+trt+RGq0F+Gevrh9WPr938RzDuphIRUMMDgTngFjoghAmFVeESMZBMA/RxQ9FNoc7266buVUG5GQRbeLLCjHvU5g2vm5O6sge2TC+bz/AG7H9wLp+cvc9wpnRsrSY+elu9vY+AOBzfHRahPYndOt1iujnT7Sf/xcr7uSm/+K46bBASkhUCFccC4VD0ZT1mMQqhK4wJIIogi1VHAUEIRFSrhiVYYjEy+UqfnFcmVCuQDYhR5IpSCSRdLWgjgoQxUogJhnCTDR/C+pgGhAsGJMESQUp0KNVyD8BXcmLowuUxYUAniApxWGbkRplgcwQHMYQ85QiLgh2zG8RRBjCFQGa+WeurHtnxec7s+I/DsqK/1jPiuGeJUIWCqmEYiFnrWs/V1r8OeS923Bvcq6LNufawP3Pg3D/cwvuEstQELiLIIThHH8I7tt+3sWfGnf1hLif7cT994Nw/33bLRDufgrOZKbCUB15C2x/2trEOfN4PuCPcPiT5V9x2h87N7/2fvU/UEsHCEhVilJbCAAAHy4AAFBLAQIUABQACAAIAJKz9TxIVYpSWwgAAB8uAAAMAAAAAAAAAAAAAAAAAAAAAABnZW9nZWJyYS54bWxQSwUGAAAAAAEAAQA6AAAAlQgAAAAA" framePossible = "false" showResetIcon = "true" showAnimationButton = "true" enableRightClick = "true" errorDialogsActive = "true" enableLabelDrags = "true" showMenuBar = "false" showToolBar = "false" showToolBarHelp = "true" showAlgebraInput = "false" allowRescaling = "true" /> |
| − |
| |
| − |
| |
| − |
| |
| − |
| |
| − | <ggb_applet width="1008" height="411" version="4.0" ggbBase64="UEsDBBQACAAIAJa18UAAAAAAAAAAAAAAAAAWAAAAZ2VvZ2VicmFfamF2YXNjcmlwdC5qc0srzUsuyczPU0hPT/LP88zLLNHQVKiu5QIAUEsHCEXM3l0aAAAAGAAAAFBLAwQUAAgACACWtfFAAAAAAAAAAAAAAAAADAAAAGdlb2dlYnJhLnhtbO1dW3Pb1rV+Tn8FRkfTl4Twvl8SOR1ZTmzZlu3YTtLJZMYDkhAFi7eQkCx7+nKm7bT9AX0+f+HEzqX3zpy+u3/prI0NUAABkARvothMIoMENnFZ37rvtTb2fnHRaTvn/mAY9Lo3d7CLdhy/2+g1g27r5s5ZeFxTO7/4+Gd7Lb/X8usDzznuDTpeeHOHmZFB8+aOJBRx7tVrWlNcY0zrmtfwGrU6RYzrY19yX+44zsUw+LDbe+h1/GHfa/hPGyd+x3vQa3hhdOGTMOx/eOPGy5cv3eRSbm/QutFq1d2LYXPHgdvsDm/uxB8+hNNlfvSSRsMJQvjGL48e2NPXgu4w9LoNf8cxj3AWfPyz9/ZeBt1m76XzMmiGJ/DAiLAd58QPWifwUFzAQ90wo/pAkb7fCINzfwi/TX2NHjrs9HeiYV7XHH/PfnLao+fZcZrBedD0Bzd3kIspVpRrKvmO0xsEfjeMR+H4ajeS8+ydB/5Le0LzKboW3F/Y67XrnjmX86tfOQQR5HxgNthuCGyEsIeQ3Yeo3RC7YXbD7Rhmf87sUGbHMDuG0R3nPBgG9bZ/c+fYaw+BeEH3eADAjb4Pw1dtP7qfeMflc+MP4JmGwWsYTBEQ01Lb0Bl9YP4E/DEUUzn1kDh11XBwVvGiySXhCmr2a5KFnpSOLkp5/pqElzynmHBR++AzPShP0RYuFf0f/eWuSCc95vgV7ffFLijYWh5x70YiK3uxeDjDEzM2Zp/Q7wyNwFDtcG34HjschENIYHPuYA0bSRwQBwdzh3H4ipUjzFY6VMIB5lBHOWYcpk4kHVzBP0xGJxMOh5OZvRKE0sFwIeZw6uBIqJgDouREgglCSiiM4Nzh8CNzeUzMKahwmIBvVDkM7tHIpMQwkMIP4TtcnjgUO9T8GEuHCEeY82FmZF0oc+twSuII5AhsTghiDSJtxRnGK4eapxExuYJu/yzMkKjRaSYfw14/+QiDQR9d6jurnzLq8L29tlf322AinhogHefcaxuBiK5z3OuGToKhsvtaA69/EjSGT/0whF8NnRfeuffAC/2LT2H0MGGDaGyj1x0+HvTCg177rNMdOk6j10ajW+61ceozGTEQfKGpAyx9gKcOiNRnWXjdHhxxzoY+XL83GCbDvWbz0Iy41AxAyEfd9qtbA9877feC7GPs3YiszZ5/1mgHzcDrfgG8aq5i6OJcGh+jrhLjQxVN7qQ3aD59NQQOdi6+8gc9UFVIuowjIaXGkmmuwaS+sodqknJXYAH/YyUZIqCNhg3PCB8myJVaE804iA2XAIfzqviY5vHF/fMRSN6Ff/m8rYGR7dSXw+GtXvtyV0SCA68fng0i1wHU48A813631fYjNokULtjlxmm9d/E0Vp32XM9e9eEbsndQb0Wkd0A7EA4P04q3dbuNxphbG41C0RgUjUAJwwXN0XGsSTQi2tbtNhoFHGxvLX5UnDwmRsllgmGk09BOLDmJvjL8b6z8WTcIHyRfwqBxGj8qtj94eNap+yMuyp4TL+ucezfG2Gzv1B90/XbM1QDmWe9saIU0xfBNvxF04Ks9EJPEM3B9Djdg9zb91sBPbrwduWWWYNFRlObX3O7oVJ8Oep3D7vkz4IWxG9i7kdzl3rAxCPqG55w6GIJT/5KrmsHQAzvSTP/OiCE8esPYCyBPaEgDAnoWnvQGkeMFegW2RvrafgecLSeM2Cvi0BGZjyL/zdDT6dVfgGobGT97/BIwOFzIahFTeu3+iWd8vPih294rf5AhQ3S+R8fHQz90LkBcDc+/Aq+OpQ4f9Zp+Rol6XYAmekDQAv3IhwTw+75v+cY+EHzow/UiccsoMoBjaK6FXR5dq6aMs/7auvfWvTW0MDKYuardm8cXpNrcSrRv92g35jlL3ByZu2cdfxA0RoQcRISG357FZx3dRIb4WSGYTn2Uoj2eSPtL4sbjhm3jmDudANyNGlCo4wGtDJb1IdicEGIT4PnuZWxi+eJSZxtiXhj/1nx4ZZwT8+E4uEgxLvBi8Bpkz8s8zKXCCcEcnoLPP4y0Yhjrv+jD3aDZ9Luju52JFVARK6QxavQ6Ha/bdLqRF3YQDBptf+fSLfCQkQjHwwYvS/ezMDlwak8WnyIHOMhjCu7TheUKzSFVxuc0jM7UJKkqJD+bTH4wzn73HJ4DnAGIYlEcI79C9vac18meC6BdzbIEjne9xiluBxAHwYWzn4zfT0btgxcjuGvs9j6Nz7rPjKYw4rsP3otKzuF/07X3P7QWwfhkwTFQv0BOT6fIqSHGCBUvj1pWIFP6ZXHcLoFBi/J4Wt0l8ohjbXd5G3OI3Tip/Yt+O2gEYQWi1jeLqPOQFMckRasgadApJmlWVz2OzHZWVZ3mdNStyToqa/tvXZHtxyQiJimGrcT0z2P4iUsVIUQrjrWUlIrEDWASKaw0Z0oJjJfmE9zK6Zoshg+MWGQhvGWtjZdDsjkZyYyENa9WwspVT47Saxaaw24IIQIQJCc4EdWbefl5ju2h/UqCBL+ay5Mz9rplN3W7WRyDVTN9udbPEmV/Lu0yN0VSoQW1XhCdqF/STCuwlBJhphAhQjC8YjWxP0VNzKbqD6pw6MFaVf2KlDmimho8iDTAcBtA1qSLuYQDknLMkCCMLw2ogylAPfVbZn+xSt/PIeZPRmwYny3BxN80rQ6euBSMcS0BCc6ExDoidQ0zVzOQGyURpxprIVej6CNqtg2PjBQ7gJVP6Zz6ft/k0h51nw287tDM1dkxqVRRCaRRnq4Y0APYkCJc372dDGyUARqhBqPHMgEQ9CAikFQI2BppxebMC3AcIW82OYGlE8G/VJ4W6aWHj96gcSmCPPHM2+3eyyf+cdu/iMiew9HvwN2bVPGTUQo1NyYrsV+3PMBgEbE9yMF7XE1sj6eo2nVJLUgrxUSBTQM/gIENY9JKMTADI/BNc00oIhzJOKYhhFKpQb4VF8LMZl9bKS5GeL8M4VY1hFubopjLIMYuIxg8FsmYJAw+E2sSiQtWk0iqCaYKPl5fNT0R4KMcwCfVAD7ZGIBR1gdFmvA4EaEyTj63llgaA40EgK4wk3BwywC+VQZwUA3gYOMBrpUgXBMu+LkwkCrK4FeEXSOIJ0Uot5+Tq5qKotpORdFCzJYYwkBMghkDL1lIpgQlRI5CGAz+HwWZ5cYkLy2AuT010my/avW6xWrUIBJ5vLdy4vZFAGdsnMa5Ei9KmsDAevSB3txpPsfTolN74QTb0Qnn5eXqsoxNAHnpLs8zkTYlHzKudbzpaaLq97qQ88AZuA0QdlBw95QWsWmhEMBhAXEcE1RwJSJ2ZK7xMSDMxhoJxsV1cg4nw1LfKFhKUIHdQkpGpGJMY4QpjROslCv4TyCzS+jraw3GUWluFCr/SSmQYtfLWoPC8KlRzflqbEiADD8FvATnSgosBYLwKZm8AP9ZM0W4ycoIImLf2oTKnEFMpWAfnSRq0ybTNxrgfILrRTWAX2wIwCWqtFZi4WpVTNx1RDj26/LuXLsavu0NwfdytrFQJ1dSydcRz5HE5uPhTjVEO5sSD5uol2oiFAS2UmiFaOyTMsU5JpoSjo0jFLs/xAXtTUxfCaaaaqa3zOgelZncbjV8u5uCr0lrMIIEJgIQNa1AST6L5yb3XpuZES5NJgsZnuCSie3EN6+R+9Xw7W8KvhXzldc5mVUB37xH9U01fL/ZdHxL05Xbk5Eumhk+GsuU5RX1u7fTUmHjs8Nx3JutFCdSKI3BNxUCs0QNzhEaE5XiiOhbzBO4QrrUIk6LJ4knAUwrTBKLWSeJsxlPQ78pSc8iIFPRbQRk3qN69+Y5rQSkGZ8HkmETdSDEsQRDJ9cP5CVSue6f1SI1l2QdlGWg3333nFSC47t4fiEFB+gsYmqGsPEzqYn45oUjadAa17RbAsZB4qaUy0Y1MN7MAMbcif15wbhUcYzEyb7iGaGrVnFAvTlU3FEGxIIqpjcVLdWbvKUC90AjgsEVEEILCNf03CJlXReM5kcxnl0r6YVZM4hzVZztlwrcj5WQ+nEDcbomqu8og8Tt5ySPxbeVsPg2j4XUXCKJGCKmAFkthkQ8E47YtiExPitdIBVvK5qht0VmSCqJISiVpgCOKzm9GHPJcKQ8bREHV6O8x2bZobcFdmhSiccnV1SEPnsj2NQKjqjiDgvFGYcglyqK4xIO6hKtwYMRIMsSayJX3l/x6XwtJxtFThln8MkCjdkV23s/sWrk05z2GE5WHdn23uHVJmTmSp+spYO3ppjLBVFaY8WlwFSOtfMWCZBp7s0LUGHSJ93qW62DZphD/M5kxLPidmc+ccPEBiPRdv4SNRb3n65evwGSgjBGJdwxFjSZM8WumZIhSEqpCYvS9kuX19lQu1sFtbvz1pAsANtKgFEuSIyG+JgwwREXapVmZ5bU9h2rR+/m8Akn4zOe2g6XoEnT7tW0Vpect5uuF2BMMsQ0lopJLG0WAGtXIEWBviATUbhkp6aISymTgkkiCKajKLNIM6ONTmw/6YVeOG4mY3hrEK9E3vYnee35c6/fG35USYfGP5nHDVyqRKYUnnQxwhhRUHoI9J2yoDNXSGO/JAJrhVciVsVkjykUE//HKcSfG4INBIK4IvIbNEamZIdrG/wIl0UyZqaXQPWtwu5MQiKLx5uk0nkKIgviUobOqh2OiV3lSFMwM3A6hrQS2sY93NUcDmDGBUMcq+W0lVeFZxwkUgbSYRVIDjcKAOlKzQTYGmma97RkSWGMhP8wEgghosFCsXUhcJjQ+7sJ9K4uCIcbyPzSBUeYKSFAAVEM/yZtGwCFYhRrLqjU0QKoa6L9OMfTKQjMjcNsaKzDi84UEVFh6t1B4SCOGE4AwdQFa021+aOS6DUKQ5EieltuLQ4XsxZFP98kgalpl5iCS6YJ5YRKHocr2sUKohcFuzU1lV5Xgs84SqXq614VTO5daYKAk0k9bAXNP2NxvtKFcT5dXzyZRiUPRWPa5GSuy2Du/pGlF01JV0NAiYDnlVJgLVTsOkmlGbhMQghFYseWaNc4WYQTMOYCUTKpZnmz66WKYY7Tr7n4JbtQSlWw/c0BG3ScFIxzwqVCWDGpEsECc0UwY+BBgIARsz9qHJIuEUKCvVLCNKJcp766CnKd17x5GT+uCvvx5sCubXeQxJxgKTEa5ecgLCKcgZaVoGsRFvFaG0qbpblM0kFKTrauWywW88Mcxq2qGLc2B2NAU0qIdIXkXJoObhuDgVODBMVYUrP0uEIWYsIhYlZYA/KMmUajLUP4cLIsn1TF+WSDcGYuJhqZFea1Elyr0RJ6mgPMxNSrC84SDU4Z7AdLrcGrJcK4tVsGdSLME212UBXwYHMA167CmAOkDHwukFoZ51YAbs6xppooyrCMk1vChTGCUcLAWmtxfSvaZ0e7BPMXVTF/sTmYc1dBpEMpIeCBI1DUPEnqaCQ1eOYClDmIdNwbipULYSzD5iVCiCLFt02fx7Dfy4F8WhXk080BuTY2pRdnrY2Pbrw1E3Zh848caXIEbhojgoBC52TSnN5mY1xUQDdmsaOcR95Be/fDZLTHSuh+mFrHHfdkVm4XLivjRu7IwE6tALZeeEkZ96RqR3zl5Y6HGZxKZpeyyP2pEnJ/mqsCf0HkZl2GEts1eKW+hshNiHjzWOZR/HMlFP88rbSbkaIK1tn79aPVVMZgFGJGGKntFRt1/V1bGIsAzEP3l0rQ/WUqdCtATs+IXFyXeQ1xK031JyZvsvj9vRKGf5/aq1lUzj8LhuUdflNRvJZIFWGUR+cfldD5x7QGTDWviZuIzmTteC3RKcAoHym8+2cldP6ZXwebaWFcDwi2CdV6XtEpLw0Uakb1J/X19RzvzWSs/v3fVcCC0XmwlGTS2CoIk6mYV5LKwZKzYmWDOrJ5xmrSdPH9LWjf4MmqeHRJ/RuTCPZgCwiml02w8cxOJ2gUNb3ctyrhQU4L9Kcld6K2l743SK01c9Xpnc1tfuHR2+Czb6+LWpxsgwvaiNRQcfqvlEPaVdN/7XlfhrSCxWpQXMyNkvXvF2Ghq4XtKGj2C/pjSnF7OBm1rG59uJBEL6H5O98SuCIVWVgddj9X3/0wR8/71av0kp9crd1Km2tCTfk2AS+bcUriki+QCq6oIEgjQqRcXw33/XRUkarbLiX+3BBsGBACAh0mBNFICWX6S3hSI4SEWXmWIBVNNYlVlN9NgqKkfnUKIAvCsmHgKJdq8y54s26oNE1fCTZcSIoh5MEQ7HAUTwwuF5uicC4jJQ8tIPfz4dyvK4Vzv1489zgJkEWWbaklFXMl7wddWkBnbnL50XeBJCWglUXiv6kE3W8Wn7cphm7xdZNqLFZkq074rwG6cgDLYPxtJRh/O9cqfzP15y2+xl88/VbjbNNxnG7NSqr98zbtURUL9miD7JXWGmwVQZyYvLZIvDotJcFMCY0ogwHrslePymWmTHL+WEly/jhtzR5FFrFd+VTk7HLDkyKizRMb/6I/gCuZ/FVMhGf+RQghABy4ufPzb8564Ue7X0ek3nXed+yO6CRZMEL41U72FJNpXTF0rCwJwfCB98z/ZTaOfm/vuAe3PPQHwXFyP+ZFkqZ8byeJ4BM7GXqDMFp7wrFRkjDroWFhOpQkibs1aqYjHAGfaQQOoE7K92PWmDWH+XgLcphinUnfz7aAYGrVSd+ifN5jq4U/yynbTtV8Xqcon3el73tIVosSE9N5asPSecUKmBQr4NnV77S35s0y7baIhCxb/SqXYXB/CaeYmVhUJupXYQn/cSSYyZqwUvVbSGaaIbOTMnQVSE3nI3V5OdwVk1q4FMgMRk2ZhQUYHpEa/Chs+teE5lRzWo3UbHGXgi1G6Gi7WaSWLsEQonMmKacUMTbiarOGEFVKg/+OdUVS8wypbzq7VKD/+9/d2QnNr1Szz09kVEhk8zJVJgmHGFqaVWRE9Gprm7zTWDGlONPYAIErqg+MximNVTVKwxmuJ6nLtDQiEFgyyQR4xEolC2a7piPGLEmGhXmtWnbhpFmdvifLWBJsmV6feSPoAo4ydpezMMgkmj292jn55QQWfH30+nILAgu5Tgb7aisItkYO219GHcSVkyylxFYf7R9sCcn4+kh2eytIJtfJZZ9sCcmWzGXTM/tPbU7pic3s7z/HueTSuzfP2eTsUu4dIiw/D2behqAFJeBaMqXF1HmwK3kzxZRqsWzpcLyoy1JnK7+0aDy1aBwUofF9JSy+XxkSq309UhUk6MSJk/n6ar+yQHy5E78ipACIv1YC4q8rA2LVrw1bLRQT34awFUpdLdujn869n0ZFXtiyMbHWMce/f6vEv39bsUrPg3XduffZFvBujSQeCVlDdPX5llFs9W7vF1tFsXVE8He2wqZY5loXl93dDprhdUrm4bbQbI18dm87aIbWyWf3t4NmKX22ehvwYDtohtfpmx1tC83WyGcPt4NmaJ189mg7aDbSZ+vwaR9vB83wOuOAz7aFZmvksyfbQTO0bD6bYd2xJCH3uU3IfRHTKNUv8Tt71hn7JX73Uzpurrz+3QSIO0kf7KOC3Oi/f18JjN//lNufd/nSBI67CRyPi+D4QyU4/vDTnNdcYNxLwDhMwPisaN7g22nNBmMzB9/GVmO7p4NXAcjDBJCjBJDDIkC+qwjIdz8BMicgRwkgDxJA7hZO0VcE5PsVArLdKutBAsj9BJA7RYD8UBGQH1YIyLab9PsJJM8sIJ/n4fixIhw/rlxhXU93t6SvIdPW8H6FdoYr7WZIty3EMeWMfQs14hLEJUUMU6YJE5Im+Spi3quOGUOaKwGHqnWIiHkpKa4rJbErEZICmRfPm/emqGJCVmxpkvPSUV5fOhJMqHlDmFISA0HliJCYU0WIFBL+eGkrzXQ9e2C17K24cDOvZd9U0rFv8hqWwq1yjQiTRJv35UzTsNUWDzL9N5XgWLxic6KCTeeKvH6UY4r27757szuj4s32/b4MBk1n17kNf3X/pd8KP3DqbT+oh87u13U/9HadY38YVlDPS+gKXm23WUZI0JTGPrM0jhEBIjAnTBEZJ+WES6jiinGw6wwzXrGpL9sUvPvuu10nGJo7PBk4w34Qvgbqt/3j8OtzfxA6ERDO14OgdRLved9JH2767bHju47TOz72u3Vv4JwCnF0gHjz2z/8Lo4+qNxBW6D5u9LrNwKY+YfijePTtq8Q73V04DW7qcqIAUVAniGpKL1/NhKK3NRHAWhnUZ2surPd6bd/rXrZMjKuvFOXWJDGpxauFmPSmkxlZWWU5+fau0w5Aizje2b/+xx+ceO26cw6/2D2twHBq01VINZZCRJg+VWxe2E44TRSIkJKC4RUU1ArBoqoKyTrQVoNb0gfd7ryUx1frXS+f9FgqMOqguU3DsEyEWTIOHo4RdKYZFxUpz0qUd3jW6R9/sETN3Rr86wcjRQuo7grrGRSr7rPrAzZn0ixeB0ImNCaMJq/OxEKCNpfaRF6kVMym+7L71pe9nazjdlCQ5KyW4sx7swrsC0NgaTTBoB7odnuz04vVxy3o2WZZUOseECTKiZh+NmCM7hDuLFrUx3xv+b2WXx94H/8/UEsHCB3uD3QKGQAABtwAAFBLAQIUABQACAAIAJa18UBFzN5dGgAAABgAAAAWAAAAAAAAAAAAAAAAAAAAAABnZW9nZWJyYV9qYXZhc2NyaXB0LmpzUEsBAhQAFAAIAAgAlrXxQB3uD3QKGQAABtwAAAwAAAAAAAAAAAAAAAAAXgAAAGdlb2dlYnJhLnhtbFBLBQYAAAAAAgACAH4AAACiGQAAAAA=" showResetIcon = "false" enableRightClick = "false" errorDialogsActive = "true" enableLabelDrags = "false" showMenuBar = "false" showToolBar = "false" showToolBarHelp = "false" showAlgebraInput = "false" useBrowserForJS = "true" allowRescaling = "true" />
| |
| − | --[[Benutzer:Oz44oz|Oz44oz]] 22:45, 17. Jul. 2012 (CEST)
| |
| | | | |
| | ===Der Satz === | | ===Der Satz === |
Version vom 18. Juli 2012, 10:59 Uhr
Definitionen
Sehne
Sehnenviereck
Sätze
Satzfindung
noch allgemeiner, aber immer noch ziemlich speziell: gleichschenklige Trapeze
Jedes gleichschenklige Trapez ist ein Sehnenviereck.
allgemeines Sehnenviereck
Ausgangslage: 
ist ein gleichschenkliges Trapez.
Arbeitsauftrag: Bewegen Sie den Punkt 
auf dem Kreis. Beobachten Sie, wie sich der rote und der blaue Winkel verändern. Was vermuten Sie bezüglich der Größe von 
? Was vermuten Sie hinsichtlich der Größen der gegenüberliegenden Winkel im Sehnenviereck?
Der Satz
Satz 1
Satz 2 : Die Umkehrung vom Satz 1
Kriterium
Beweise
1
--Oz44oz 22:55, 17. Jul. 2012 (CEST)
2
--Oz44oz 23:03, 17. Jul. 2012 (CEST)
Beweis vom Satz 1
| Beweis 1 |
Beweis 2 |
Beweis 3
|
 |
 |
|
| Beweisen Sie.. |
Beweisen Sie.. |
Beweisen Sie..
|
--Oz44oz 19:19, 16. Jul. 2012 (CEST)
Voraussetzung:
Behauptung:
Beweis 1:
Beweis vom Satz 2
| Beweis 1 |
Beweis 2
|
 |
|
| Beweisen Sie..... |
Beweisen Sie........
|
--Oz44oz 19:15, 16. Jul. 2012 (CEST)
Voraussetzung:
Behauptung:
Annahme:
Beweis 1:
Beweisidee
--Oz44oz 22:47, 16. Jul. 2012 (CEST)
