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vD83gvVvB/iO7n0+C6uUu7a/ihMwikUAEMg5IwB09+lAE/wf/wCQl4p/7Fu8/wDZKufCi4tbTwz45uryzivYYLCKX7PMMpIyuSoYdxuC5FWPC+reBPBkWuW9vrlxqd1qGlz263psnhijyvyxhTliWOMscAYFc14N17TdK8KeMbK9ufKuNRskitU2M3mMGJIyAQPxxQB13w+8faz4v8XWnhjxELO/0XUFkia0NpEixYRmBTaoIwQP/wBfNUPh/ZNY6N40u9FtY7zxNp/lrYK0QleOPzCskiIQcsB7cceuDy/w11iw8P8AxC0jVNUn8iyt3cyy7GbaDGwHCgk8kdBXVeAY7SzPiPxLqN9/ZGn3Ils7HWQpZ4pmOT5cY+YnZnkYI9RzgA6HS/GnjiL4XeJ77xBfXlnLC0C6ZdSwiKV5C3zovA3DAHbjn8OQ+GxLeFviASck6MST+Jq7P4Ss/G0jW+lfEyXxDq0UTyQ2l/azxFwoyQryMRnA6VR+Gv8AyKvj/wD7Ax/maAPOa9q8N32pzeBtItvhxqGmWusRK/8AadnIsS3dxJnhlMgIdcdgeOB7DxWuz03RPA97ptpcXHjO50q+CD7RBNpkkwD+qMh6emaALcniTxXB8SdOudWhWw1iJ47eQ/Y0iZlL8sRtwSQfvDtjFafxh8Y+IJvGGveHJNTkbSFmQC12rtAAVhzjPXnrWX458Y2OqavoB0uS5vY9Ft44ftt4Nsl0ytuyRyQPTPPJqf4iXHhDxJe33inSvEM4v7vy3OkzWLhlfCq373O3AAJ79MUAa/xD/wCSzaB/1z0/+a1P4++JGs+GPiHq1h4dW0sLSK4zOotY3N1IQGdpGYEnJJHBGBisHxl4n0fVfibpGr2V55thbpZiWXynXaYyN/BAJxjsK5/x/qtlrfj3WdS06bzrO4uC8Um0ruGBzhgCPxFAHo/xG8YT+C9ftU8I2dlo8uoWcV/dzxW0bPI75+UbgQqgKDgYyST3ql4naLVbz4beKGtoIdQ1WQC8aFAiyvHMihyBxk5P6elcr8Tde03xDr2nXOl3P2iGHS7e3dvLZMSKDuGGA6Z69K0L3xPo82h/Di2jvMy6PLK1+vlP+5BmRhzj5uAT8uaAN7x98SNZ8MfEPVrDw6tpYWkVxmdRaxubqQgM7SMwJOSSOCMDFWfiN4wn8F6/ap4Rs7LR5dQs4r+7nito2eR3z8o3AhVAUHAxkknvXnHj/VbLW/Hus6lp03nWdxcF4pNpXcMDnDAEfiK0Pibr2m+Ide0650u5+0Qw6Xb27t5bJiRQdwwwHTPXpQBu/EDUHfTfBPjS2igtdYv7eU3EkMKhXkiYKHK4xk5Pb09BWp8X/G/iS11ODSINVlSwvNIha4hCriQup354zzXHeK9e03UvAXgvTLS58y802K6W7j2MPLLupXkjByAehNa/i7UvCPjPS7LWm1+bT9ZtdMS2k017F5BNJGpxtkHyqCeMnoOcdqAPNKKKKACiiigAr7/r4Ar7/oAKKKKACiiigArL8R6PHr3h6902T/lvEQrY+638J/A4rUooA+M73bPfwscGSSSNlVeTz95vrx+FQQWouJ7q4fa8aOPvtnq3GfU1t+KNI/s3VL22cbmsbt42CkqWXOQT9c1l82csdrKsvkMFJYREPnk4Hp9aANMxIthZQJJs3xocEgDLSMR8vXPI59KuTWxUlT5bPGD5m75OBwMZH06/hSpcJdsJZc5UYjVcgrjjPPQYBHHUVV1C5SGOJQRuLbflweOeg/DuaAH2eZNRKBl2FSeWyAcgY4PHbpyPfNd9pdpGnlrvEXlEKMMSAv8AF14798dTntXnNqplePfKwBUDeF568Drx29vyruNLsJAq7bjceA29GXfnvzx24yOxyOlAHbWNnayj55mkPBIU4IOec8cZ6ZIye9astvp0SEtC7ITtZgxYDnJJ+v8AnpXKoLmytgyzrKqtjERGcgZb9Px9e9bmmah9tRobskLKCpCocLnn6f5zQBrWUenblaG1dVUHaSwYdjn649PWrEv2VpfKKGMkbs9xyP5HiudskfTdSnspATHnIUfmMjv+v4datvLL9tXLIEKjbtyMdwR7YB6UAbEEEiyn/SxIRncNuMj1PPNSlDAdryqZCQFDc9Px9/b6VmX2oto+lpKzjLfdViQGGDzjnPrwO9YunxNE0lwxJlk+8XJODjBBPHqMY4+tAHVx27+Y5WaKTIxtByc9vY9P0qxCXijIkDIcg7WOSwP9fYcfnWRDdO20xRpuTHCnknPcY9fT+mKuJcyGFEYMqscAupORjuScHqfw+lAFPU1BR50eMu4O1c8/h+AH51ziOqkGNwYyo+XHAJ7DHU9vpW5qMrF5HUsMqQBnkDJyNuOv1/pWZGikruHKrnn5hjnv0H/1/wAKAHRlUWElZABKoKnGAT34H+fWjxBmTSbK4O5V3W+9B864KupHTj7vpzROy7hJIsirjBPp68exPr+FN1FZLrTZLSBtgd2uIZo+drZJC/QEsp7DctADQztJcWZlUgBW8wR8zHAVFPJOc5Jz1AxWXrrTR3ccW15mS8UZl4YgxkAgc9c/l9arSa0VvmCSO8cgEm8DdjDdx6gH8KzfEWqNLcbi6oS4KAEnGQQc554z3/TFAHUfDCQP4jvm2bGkt2YrnPSQYOffOfxr1avPfht4dktw+vTFlFxF5NvEykHyweHIPqAMe2D3r0KgD5//AGmv+ZW/7e//AGjXgFe//tNf8yt/29/+0a8AoAKKKKACiiigC9o2s3/h/VrfVNLn8i9tyTFLsVtpIIPDAg8E9RWj4k8a+IPFqW6a3fLdC3LGLFvHHtLYz9xRnoOtY1nHBLewR3U7QW7SKssqpvMaE8sF4zgc4716Lovhv4b+JNXi0HTtV8Rw6jcEx293cww/Z3fHGUHzAHtz+VAHmlFdppHgu3uNC8aXGoSzpe+H1QRrCw2M5kZG3ZBJHy8YIql8PfDtn4s8dabod/JPHbXRkDvAwDjbGzDBII6qO1AGRoejXniHXLPSLBQ11dyCNNxwB6k+wGSfYVteKfDegaDC0dh4si1XUIp/Jnto7J41TAOWEhOGAIxx611PwTh0iL4pWcc7Xp1BJJ1tAgTysCJ8lyec4zjA64rivFDeGmu0Ph4asPmf7R/aLRnJyMbdg+uc+1AGDV/Q9M/trxBpuled5P226itvN27tm9wu7GRnGc4yK1PBPhOTxhrjWZuks7O3ge6vLpxkQwp95sdzyK7Pwnpnw/vfG+jQ6Dqmtw38F9DLE+pRR+RclHDbRs+ZCQDjIPYUAeeeI9I/4R/xJqWkef5/2K4eDzdm3ftOM4ycfTJrMr0jU/Ck3i/4y+JLFblLS2hu7m5u7qQZWCFWO5iO/UDHvTtN8J+BfFl6+i+GdV1qLWSjm2fUY4hBcsoJ2jb8yZAOM/8A1qAPNaK7nwP4Fs/E9p4kOpX0mnS6TCkvmsMpGAx8wuuCWwqnABHNaeh+E/APi69Oh6FquvQazIjm2lv4YhbzMqlsYX5lyAep/XigDzOui8NeBfEni+G4m0LThdx27KsrGeOPaTnH32Geh6Vz8kbwyvHINroxVh6EV6L4a/5Ib44/6+rL/wBGCgDA174deLfDNmbvVtEngth96ZGWVF+pQkD8ai8I+EpPFM968l9Dp+m6fB9ovL2ZSwiToMKOWY9h7Gu0+DJ1CCbW5r0TL4XGmT/bvNz5DccDngt16c4zVnwD/wAIuvwo8ZtdHWGXy7P+0fKESn/WNsEOc985LdulAHmviHT9I02+ji0bW/7XtmjDmf7K9vtbJG0qxzngHPTmsmu20HwjpHiPU9X1CC9u9P8ACulxLNPc3aq84BGAgC4BZmDY/wAeDei8I+E/FOmak3g6+1hdS0+3a6a01RI/9IiX7xQx9CMjg/8A16APO6K77wr4I0fWvAmpeI9U1WawTT71Y5mVQ4aIqOFTGS5YqByBzzVq18I+DfFOk6q3hPUNai1TTrR7w2+qJFtnjT720p0PI6+o+oAPN667QvGtvY+HG8O63ocGs6SLg3MUbTtBJDIRglXXsR2Iqx4C8FWHi7TvEE97qL2B0y3jnWc8xqu47yy4y2FBwARzitbQ/CfgHxdenQ9C1XXoNZkRzbS38MQt5mVS2ML8y5APU/rxQAmleIvJ0zV77wN4Jj0+W2tiLvUZLx7mS3ifglN20KTzyATjNYU/xO8X3GhPosurKdPeD7M0QtIRmPGMbgm7p3zmp/CehfbfDPjOeW9v7WTTrNGMNvNsSY7yNsowdwBHTjmk0Dwrow8HzeK/Et3ex6f9r+xW1tYKpmmk27idzcKoHseh9sgHF0V6bfeGfALfDqXxTpX/AAkkrLcGzMM88A8mYpuUtiP5k6dDnntXmVABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV9/18AV9/0AFFFFABRRRQAVwvxP8dS+CdFgazjie/vGZYTKCURVA3MQOuMj8TXdV4d8foWeTT5DltsD+Umeh3Dcf1WgDxq+1TUb69mvrq8e5kuGDTStzuYfTpitzUPIe+0+ZGRk2oWwd2TnnHPv0rnZ7KS1yI0zsXEhLdR9B06VetAbmyhuJJHjSFSqsqlvnHzc+yjBoA2tM2vZK7biCSBuye+cc9Kz9Rtbi5k3oRIH4wASQB7Z4H6VoWjvb6RGJF3PITt3N0BPXA79OKarPabbieAMAuAvIJ5xn69unSgCmhubK0hiEEbllzgjcw+nt7Y6/WugtvGF/afM1kXRVOwSKSpJ6Zzjj379xWVNrEcFtJJBaAyk7zuxhSOOv6f0qhdWcqOkcttLdl/mzK/lquccKF5/OgDtIvijcRwI0mgqgI+9HuAA/En/AD6Vu6D4z0a+mR3nigkZiNk7BSf9o/XJzn0HNeVeUsCwyPo7LFI3BjuH49ep649aqCO3ScMBII9uWeTh4ye/HUdKAPdrnWYJfE9sYbnAePd1DZ4xx+VdHZ7pJy2dyEAhc5wBjufr7H86+ePDF3JB4hswuJ3ckAl89jjH6V7lpH9oxzC3NnMr7CzBmG3r3POfqfWgDnde1OTV9bmje4SG1tZGhjEj7AQOGbOQcn24x681uJqlpGqM+oWqiToGlUA8DgfQY/8ArV5rq3z628VwW8xXIZIgWy+TuA/+t+lc3etKHDTT20AbjbIjyZHbkAj+Q4oA91i8XaHCHIvoyuMk/e9Tn6cd+OlXB4i0WSINHrNu3ckzhd2T0wT04zj9PXwaw1eZVjgTVbYNkECVGRRxyDx7emP67lhKdMjin1K0tZbOdz5bMyyxv34kXoeOjYb8DQB6VdatDI8myeOcEHBVgcDOe34VsWEamzSQB2Zo92CckEADJPtz+tcRpn9m31kVt4jbsW28khV7Yxkc4x9AR+PU+H5kitlhmIZo+Sw5wAR0Awceo9umaADX4jHZxyCNk8pwWLE8LjHUc4zg9+DzXO22p3Gk3axTx5sgd28Z3x5yCcHk+/HFdfeASARuoLP95OhJ6fl+FcYzvZ2y3b5uI4tplBAO8Z2sAO2efy4oAr6tazXOrlo7c7ZcYcg4VnGCoI77s/pWZqGlwQXsqR3gu59wVYxIMIxIDA59h6jAzmtbX4FbUtN8PQyStEkStIMbeVdgWJHqAe+e9P1nUdQ0C1/srwtDb215DB9oupRbqzZxyuGBUHaMk8k5H1oA9q0wxnS7UQzRTIsSoJIiCjYGDjHHUVbryz4K67f6rpmow6hKXkWUSoCoUDcPmwAAB2P4+9ep0AfP/wC01/zK3/b3/wC0a8Ar3/8Aaa/5lb/t7/8AaNeAUAFFFFABRRRQB2fwu8O6b4n8bQ6fqqmWAQyTLbiTYbh1GRHu7Z5PHYV6J4HXxFN42sFl+H2kaJp0FwPMuZtLMbRjOAFlkOS5OAMckmvCo5ZIZVlido5EIZXU4Kn1BrTufE2v3rQNda5qU7W7iSEy3cjGNh0Zcngj1FAHqOgW0mrXnxY0OzAk1G8Z5LeAH5pPLncsB6nkfnVb4NeDNesviPp+p6lpl1p9pa+aC95E0PmO0bKEXcBubnOB2Brypb+8S/N+l3Ot4XMhuBIRJuPVt2c5OTzV2bxP4guLuC7n13U5bm3OYZnu5GeM9PlYnI/CgDs/hB/yW7TP+ut1/wCiZa88uf8Aj6m/3z/OpLPUb3Tr5b6yvLi2u0JKzwSskgyCDhgc8gkfjVcksSSSSeSTQB6L8I5Irq58R+H/ADUiu9Z0ia1tGdsBpccJn35/KmeBfAniaD4gaRLe6Pe2NvY30U1xcXURjjQI4ON54JOMDB5yK89VmRgykqwOQQcEGtO58S69epEl3repTpCweJZbt2CMOhXJ4I9qAPX/AA5qcNt8Y/HulkWhutUF1b2i3ihoZZt5KxuD1DcjHfp3qnZaj8QrHWEFj8L9Htr6F8JPDoPl7D0yJQQB9Qa8duLq4u7qS6uZ5ZriVi8ksjlndj1JJ5J960n8V+I5LT7I/iDVWtsY8lryQpj025xQB2/gy7mvfC/xMvJwqzT2aySBBgBmkYkD25rK+Dn/ACVnQP8ArpJ/6KeuPt9QvbOC4gtry4ghuVCTxxSsqyqOgYA4Yexptne3enXcd3Y3U1rcxklJoJCjrxjhhyOCaAJdX/5DV9/18Sf+hGvS/h/rmo+HPhH4y1TSbk217Dc2gjlCK2Nz7TwwI6E9q8qd2kdndizscszHJJ9TU8WoXsNjPYxXlxHZ3BVprdJWEchU5BZc4OD0zQBs6/488UeKIBBrGtXNzADnyeEQnsSqgA/iK6PwX/ySP4jf7mn/APo1q86qzBqF7bWlzaQXlxFbXW37RDHKypLtOV3qDhsHkZ6UAeo/CbUXl8J+KdAsbTTr3WJxDc2tlqESyRXQQ/Ou0kAsByB689qsW2veP9NW8uLT4caVpvlW8nn3Mehm32xgZb58jjAzjPNePxyPDIskTskinKspwQfUGtO78UeINQtTa3uu6nc25GDFNdyOmPoTigDsdKJHwC1/31iD/wBBFJ8HP+Q/rv8A2Abv+S1waahex6fJp6XlwtlI4ke3ErCNmHRiucE+9FnqF7p0kkljeXFq8kZidoJWQsh6qSDyD3FAHe/DwkeBfiFj/oGx/wDoZql8HP8AkrOgf9dJP/RT1x9vqF7ZwXEFteXEENyoSeOKVlWVR0DAHDD2NNs727067ju7G6mtbmMkpNBIUdeMcMORwTQB6X4T/wCRf+KH/XqP/RrVJ8Pkl1H4a+ILO70V/ENhbXcMsGmWxYXCTMMGVWXJVdoI+6cn05z5nDqd/bx3UcN9cxpdjbcqkrATDOcOAfm59a9O0m7ivfAWj2XhXxXp/hzUoDJ/acdxdGzkuXLfK3mgfMAP4c8UAYni+/1e38NW+hxeD7zw3oa3H2hkuElZp5iMbnkdRnA6AAfyrnta8Jav4f0nSNT1CBEtdWh861ZXDFlwDyB04ZT+NeiNr0vh7wh4gs/EXjaDxJcalaG2tbC3u3vFicn/AFrSNwu3rgHmvKLjUL27gt4Lm7uJobZdkEcshZYl9FBPyj2FAFaiiigAooooAKKKKACiiigAooooAKKKKACiiigAr7/r4Ar7/oAKKKKACiiigArxL9oFRF/YU7LvQiZCucHrGeD26n8q9trxv9oC3aXS9FfHyrJMpOO5VSB+lAHjGuiNdQZUmTJbaQi4GM/yGfr61PpkcI0ZJQdhaVrWXn7y/e4/3s4/CsvUJMapFcFjKsiK6F889vrgYOKv6VGJNSkt/tLLCo8wpsU7iCPXj29aANW4mME7llke2ZSAoYMQB938MgdfWpoLyWVZPskLztMuPnY5yODn6c9P0xVS+kSZ5SgRiAqqobnbxzjH+HatPw5NGwAMiLI4I+ZDlR25wfagDJjshfXjpdsFZ0OyMbU3OCMLxjJxn6496js31Sa92QSrPHwu4IOnQA8HOR6V6IdGgvTbE2aSzbQAgj6nHXofm4/8e7cVch8NWSIvlQzW7MCFlXK5wenrk5OOOg6DGaAOS8RRXH9l2x8m3W5jLEFMEMBkccYOPrXIpbX1wBeXMcUaITkMcZXvnHUfn0r0PxLBbQXXlSecQ0RMaKVwCP4iSOB044rj5nKK0LxK207y4BJU88EYxQBU0WKWbxBCunsYnVtySE4+Uc9Ceua+hNOSaz0aN3unmfYxZyo24J5Pyj8OleMeCreMeKQ8ykY+WMcHB2+544/wr6D06OIad8yI0ZU8HmgDx/xV4fu/+P3SI186cnzG53ck5wT90988elYF29tdRtFc2rWVyP8AVxurED6HkGvb9It7aaIxPErRPHjapBzz3rmta8NXNkyyOzTwlwYJYY8mLHd89Pw9KAOS0M6HJZi21OwtpXfIBCdV/D8feto+A7O40eWLT4ZLK0uSG+ySHImYd1VuR25Ug8VsWct4rqqz3EcZYsQZc7Tx36nrXV6ZBJdyreykFRx83O7jqM9PqP1oA8bg8N6nYayLWbUBa+W3CHLHbgYJYexIz1ru9L8iJY8MzXBx+8J+Vjjrx0GP6eldpPZWtxc+dLEjcjO9QfpjP4VTurSKK2Z2gQqCB+7TB9+Prn8xQBj3Cbog4fPHqBgdMf544wPWuduLlTps0aAKsk+wxtyOuTz+Nb8/CMG8zaOhIBzx1/z+Veb6nrv9n3ISWSVlS4SUAgbdueduPpQBleNNan/4SFJbKVlHkgrJhc/fbnP41oeB7a4TULya4lea2a1lLuGL5fYRkkDOadrHhh00+yuLlvnkizsdiABk4/XP507wvbz6f4W1W53MfPxb2y475GTnvwfyFAHcfB2zRm1PUFjkVSEiUtnaeOcA/wC6M16rXGfDKJk8LNKU2Ca4Z1G3bxgDp25Brs6APn/9pr/mVv8At7/9o14BXv8A+01/zK3/AG9/+0a8AoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvv+vgCvv+gAooooAKKKKACsjxL4dsvFGiT6ZeqNrjMcm0ExP2Ye4/8ArVr0UAfHmt+GbrTdbm0K8ieG6hfbCcllIOMYz2OSRWfpjf2fqzQzKCznyyHY454Bzjp3r6Q+KvhWDU9Fk16O4Nvf6ZEZEOMrKBkhCO3J4PvXzrqV59puY3MEIkwEdThsnPUZAOeO1AGhf+VLh0BkUjna/Jx2BxgcDr/WptPuGgumaOWcGNNwy2Djd9OB+fY00x/6ACj5j43gk7ie2fSqhjWJfNRpA7t96I9sZ6n8Djv+FAHqvh26/tCNJPLMaOm0nIUnPqAMZOMdev1rbudpRSmPMHysdwbjhSMHkZ6V5/4V1PymiRgXLHaFxuJOcevXHQ+3vXZSXduwcCZWCjazgoNw/Xg9se/qKAOZ157ae4uJGG3dwFjGQmT0IJxgg9PrXMsiGNpwVPAAYLjd3A9/yrfuIzqtyDbjb5eQDGxbkY/AjHGfbNZmtwRpaywxzDz0PCK+4k+4H4YPoKAE8HAHxIZTIVYtgoxIAGOeR69c9uK94llW30aQIB8qkgKcewFeGeBNIvluo9RlEhXOwSSDAJ9jn1Hp2r2aYS/2TI+JIwq4DHkN64P5/wCRQBHo8y/LsKqrEnjGM+v+cV0TzJbBY3KYYkcjPGemKwdNsra1jhnu5kHmEFVZQOD05z/jUutSIIYTFIWUN1xnOR69aALd2LKJ1d7OE85LeWDjnjt15zn61ENQLny45RH0+WMfkOMc/wCfaora4Dw7ZizPgtGcHPc5GTwO2ev0rPunNveASBQemdoRfvDk+vNAHTQ+VLCzbCOu7GQcjGPf07ioNQuAylEk+YnaOOck8D8/6VkW87yqW34YBQNzck9AMk8cc9ue5FQvebBvIyM4JY5KnGT/AC64/wDrAFPU5lidojIBnOPkK56Y9+mO9cnomg2Op+JrnU9U2yW1qiloSA4Z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"Marcus Tullius Cicero Zitate - [Die Rechnung] stimmt auf den Pfennig.")
[Die Rechnung] stimmt auf den Pfennig.
Marcus Tullius Cicero
Ad nummum convenit.
Marcus Tullius Cicero
Zusätzliche Informationen
Ad Atticum (Briefe an Atticus) V, XXI, 12
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