IFD Minas-Biblioteca "Violeta Nin y Silva de Morosoli"
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/ Edouard Lucas
TÃtulo : | Recreaciones matemáticas 1 | Tipo de documento: | texto impreso | Autores: | Edouard Lucas, Autor | Editorial: | Madrid [España] : NIvola | Fecha de publicación: | 2007 | Número de páginas: | 220 p. | Idioma : | Español (spa) | Palabras clave: | ENSEÑANZA, MATEMATICAS | Nota de contenido: | El juego de la travesía en barca.- El juego de los puentes y de las islas.- El juego del laberinto.- El problema de las ocho reinas en el juego de ajedrez.- El juego del solitario.- La numeración binaria.- El juego del entretenedor.- El juego del guasón.- |
Recreaciones matemáticas 1 [texto impreso] / Edouard Lucas, Autor . - Madrid (España) : NIvola, 2007 . - 220 p. Idioma : Español ( spa) Palabras clave: | ENSEÑANZA, MATEMATICAS | Nota de contenido: | El juego de la travesía en barca.- El juego de los puentes y de las islas.- El juego del laberinto.- El problema de las ocho reinas en el juego de ajedrez.- El juego del solitario.- La numeración binaria.- El juego del entretenedor.- El juego del guasón.- |
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je1zuRc8ss0HmbAk9MuoWk23VjGh1fNtPwWSxbrXJdK5YthAEAQFT7C3brWQ1sPCqo3ytrOG81MXdwZHF0ZEbXFzXnLxWyuUBFbO3Iru7VrIqY0jpaOmjYOLEeJJGRxxdrjhL7OzOuK5zJsBnjdWrFPM6KkMTO/Us8NGJIsTGRW4ljiwAuOdr8kB51G7Nc6kbE+ia4PqqyWRhNO97OILwuYZHcMAkuDnZuA0F0BJbtbnz98oZauF2GDZ0UeJ0jThqmTOIya4lxDXEg5jPqgMLs93Rq6aspnzUpYYmVbZ6jiRu473ylzH2DsR8Nhci+WdrBAbFtOlq4ttd7ipHzwupGQFzZIW4XccvJIe4EgC2g5oDXNnbrVza+ImnLYoq2um4/EjLS2ojtGQ2+LItF8uY87AcbL3bqotnSQfo4GoMkfeZHvhk70wTOc6Rge+znNBBAksM+dkBgVm5dZ3OCMUj3yRVFS6OJ5pXwhkjhhErOIAAWk2LPhschcIC7Ir2GK17C9tL87eSA7IAgCAIDFrq0RgXBJOgCkp03N6HjeDTd894KgQWhAjDzhc7MlrSCMjyN7C62dla0uszPXGpDUm8aFSV+yywtsMPkQeXQjkV0tOspFVxwdaXb1fRi0E7omuN8ADHAuOV7OaeQHyXs7W2uNZxy+3X8mFOUOBb+6m+NTJEw1dMGXGcjX2uPtcMi49LrmLuwowm1Rnnux+ZbhUbWqN5abrUkxygCAIAgCAIAgCAIAgCAIAgCAIAgCAw62MEjEL/l/F1JBtcGeMh6jaVCJO7yywNkNhwnSNBz0FidTll5q1GjcuHWQi8dqRhmPBmFX7mUrzm14tya9wHyvZTU9oVorRr4GLpRZp++zabZQgdTwRume83MnidgaPERivY3IzWzseuvXJVJPdS5aakVRRp4aRO7L2wysh4kViD4SLZh1hl65qpVt5W892XtM1LeWhvtDCWRsYSSWta0k6mwAufNaWct6TfaydHusT0IAgCAIAgCAIAgCAIAgCAIAgI/a23KemANRNHEDpjcAT6DU+ymo29Ws8U4t+w8bS4kVTb/bOebNrIQf7xLPveAFYlsy7isum/PyMVUi+ZPYg9oLHBwOYIIIPuFT1i8My4mmb5bisr3xSYuHIxwDnAfFGDmP1hyK2lltKVrGUcZT8/p2kNSkpvJLbV2/w7gAG2V1Xo2u/wATOU8FK9om1OPUB8mYEeFgHJ2K/wCa6vZtBUqW7HtyU6sss2bsJ2TI581QTaFtmBvJ0tgcX+VpHriHRa/b9eCUaa9bj4fr+RLbxfEuhcsWwgCAIAgCAIAgCAIAgCAIAgCAID5U3rq3y1lS6Rxe7jSNBcb2a2Rwa0dAANF9Es6cadvBRWNE/HBrarbkyKVkjJXYW8lVRm9NM6MaluRYfVjrj31Va4tKNx97HPn8SSNSUeBfG5e16iqo2zytAe/FiABAyJAc0E3ALbH1uuPvqFKhXdOD0X78y7CTayRu8FK4D4T8lYtppviYTRWG3NjzvxO4Ty0Z3wmw87nJb+3uKccLeRWlFlkdg1YXUU0Zt9HMbdbOY0/iHLRdIIYuIy7Y+TZat36JZi0JOEAQBAEAQBAEAQBAEAQBAEAQBAfJ28H9bqf8eb965fRrb7mHux8kayp6zMBTmBtfZxseOoqSZbYIwDhIyc4k4b8rCxOfktdtOvKlSxDiyalFN5Zf2z2hoDW2GmX5hcZVbbyy8jrtJstvA5w9mH8QvaTp/wBSPHnkVhvnsapfd1VWYIho1xFyegYzVb+xuKMdKVPL/fNlapF82a1uZV1Oz5+8NH0JNpGOyL47625OGZF/Pqr19To3dPq363J9jMKcnB55H0DHtBp6j+PJfLqe3beTxJOPtX0L5ksmadCCtlSuqNX1Jp+IO6sAIAgCAIAgCAIAgCAIAgCAID5O3g/rdT/jzfvXL6Nbfcw92PkjWVPWZgKcwJvdLbxpJi4l+B4AfgOYsbtdbR1jfwnUEqneW3XwxzXDPkSU57peOxdsCoa50DmSxAAg4mjDcZtLT4mkG+RHNclXodU0qiaf78GXIvPA8araoaTjDwBqWyPIHqBnbzss4UG/Vx4oORHbXbEyJ0zGtc7CSCTcn3dcqxR6yU+rZhLCWTX9mbrS1UjXSjDBk55dcOkN74WNPws5Yjy0vqtdtjpPb2NOVKg96rwWOEe9vm+5c+ODGNJy1fAsxfJi0EPD1ZO4aOP8eqt0r+5pepN+a+eT092bQdzAP3LZ0dv1o/eRT9mj/MZMhm0G87j2/wBls6e3baXrZXhnyyMnq2pafrBXae0bWfCovjjzPT1BVxNPVA5XoCAIAgCAIAgCAID5O3g/rdT/AI8371y+jW33MPdj5I1lT1mYCnMAgJfdBjjXUoYSCZoxle+HEC4ZcrAqretK3nnsZnTzvYRd28VE50ZwSvjd5BpHpYhcpbVEpelHKLk1oaBudWyjajI55DIHMeGg6YrYgbaXs0/NZdKqaexqk6Sxhxzjsyk/MipN7+GW4vjRbCHgQBAec8zWNLnuDWtBLnOIAAGpJOgWdOnOpJQgst6JLVtgrbertQDSY6EBx5zPBw/5Wm1/U5eRX0XYvQRyXW7R07IJ6/5Pl7Fr2tcCCpXS0iQWzu1GsYfpRHMPNuA/NuX3Ld3XQPZtVfyXKD7nvL4S1+DRHG5fM3zdbtCgqniOz4ZTo12YcbXs1w5+RsuL2r0Uv9lQdenPeguLjlNe1dnesonhVjLQ17eLtQq6etnjhdFJExwaA9l8w1uMYmkH48Wt13Ow9kQuNm0atxlTkst9zbxp7uCOpXcZYRm7O7bf/MUnvFJ/9XgfirNTo7/7dT4r6fQK5XNG0bN7VdnS2DpXQk8pY3C3q5t2/etdV2Ldw4Rz7H+XElVaD5m17O2vBOLwTRSj/wBORrvwOS11SjUpvE4te1EiaZmqM9CAIAgCAp/ePsujlkkkgmdG9znOLXjE0kuJOYsRmfNQ2nTytbzdG4pKUYtrMdHhPHB5T+RXnQUtUaBtncqtprl8Je0fXi8bfu8Q9wF2mz+k+zL7Cp1d2XZL0X9H4NleVCUTXlvyE3bsj2bxa7iEeGFhd/md4W/i4+y1O2au5b7v4nj8/oT28cvJb+0m+E+pXM0uJakVBtWfu1bT1ByDZAXfq3s79kuW+rW322wrW34otL240+eCtndmmXUx4IBBuCLgjmOS+DSi4txksNF07Lw8CAIDRO2GsLKJjAbcSVrXebQ1zrelwF2/QK2jU2jKpJepBte1tLyyQ121AphfYSiEB6U87o3tewlrmkOaRyINwfmo6tKFWDpzWYtNNdqejCeHlHR7ySSTckkk9ScyVlGKilFcEG8nCyAQHLHWIIuCNCDYj3C8aTWHwPU2jYtl797QgtgqpHAfVkIkH7dz8iFRrbMtavrQXhp5Eka80blsntpmbYVNOyQc3ROLD/pdcH5haut0dg9aU8e3X56eRNG57UbxsLtO2fUlreIYXuyDZm4c+mMXZ+0tRcbHuqKb3cru1+XH5E0a0ZG5rWEoQEE/U+p/FfOrn76fvS82YnChPTWt6N36GUB1RE3G4hrXM8MjnHQAt1653sASun2BtPa0aqo2lR44tS9KKXNvPDwxl4RhOMWvSR77l7txUcbuGDd5u5zjdxtew9Mzlbmu8vbudxJb74fAxpwUeBNbQj+jI97+etlVpv0kzJ8Cn9+qUuF7ZhdNs+eNCpURldmm+j2vZSVDrxnwxPOrDyYTzadBfQ2GhFuU6X9GKc6cr+1jia1klwkucl3ri8cVrx4yUav9LLaXyssnCHpre3d+aOmu10nEePqRWc6/Qn4W+5XRbN6LbSvkpQp7sfxS0XguL8FjvI5VIx4sqbfXe19e9hwcOOPFgbe5ubXc46XsBkNM9br6p0e6PU9kU5Le3pyxl4wtOCS1eNXx49mhUrVd81tdEQnAKYGDlAEAQBAEAQBAdooi9wY0YnOIa0Dm4mwHuSAvHJRWXwR7FZZ9ZbHpnRwQxvN3MjY1x6kNAJ+a+b1pqdSUlwbbNotEZijPSCfqfU/ivnVz99P3pebMSA3s3phoY8Unie74IwfE7z8mjmVtdibBudq1d2npFetJ8F9X2L44WpjOagssgd2Nnz1MzK2rN3i/Cit4Igfsj7VtSc8x0X0mNvabOoO1tVpzl/VJ978lwRFHelqzf4BbmqMiZGNtIkeikpHjNM3j2cZNBcH5LaW1bc4kM1kr3b9PFTMLGWdK/wCIj6g6eS3VvKdaW8+C+ZBJKOiOn/b3aFgO8usAB/Rw3yHM4LkrWLolsfecnQWXr608fDewe9fMjtobw1U4tLUSvHTGQ3/S2wPyWxtdj2Fq80KMYvtws/F5fzMZVZPiyMC2RGbpuHuMaz6aYlkANhbJ0hGoB5NGhPsOq43pN0qjs3+RQSlVa58ILv7X2LxfY7FGjvavgWnTbsUUDfDTwgNGbnNa42GpLn3PuSvmNbbm1LqfpV5tt8E2texKOF3cC2oRXIpffPbraqc8FrWQMuImtaG36vIA1PnoLea+xdH9lVLC1XXycqstZNtvH/VZb0XzevYUq1TeenAgFviEIAgCAIAgCAt7sc3JN219Q3zp2HzFuKfb4fn0XMbb2jxtqb95/l9fgXKFLHpMuJcyWggK23630ZRAsZZ9Q6+FnJo+2+3LoNT6ZrR7F6M1dq3M6k/RoqUsvm9XpH83wXt0IalRQXeU9STSVdZEZnlz5JYw5zuheMraAWyA0X1yFvRsrV06Ed2MU8Jfv4viU1JznqfROypmloaGvbbTG0tv1IvquMqxaeW/gXkZklPzbe/OyiU+09wRFfxcw3B7t/2Ks09zmYvJp23IKpzHDiho0Ia0D79VtKEqKknu5IZKRotRus9xuX+tx9628b2KWEiFwZC7ToGxZB2I+mXzVulUc9cGDWDAUxiEBZO4XaDHBC2nqrtazKORrSfD9lwbnlyIGmvn866T9EK11cO7s9XL1ot417U3przT8OxXKVdYxIxe0PfrvF6emd9BljeLgy88I6M69fTWz0V6K/Y8Xd2v5vKPHc7++Xku/hjWrZ9GJoC7wqhAEAQBAEAQFh9lu4XfHCoqG/zZh8LT/bOBzH6gOR6kEdVo9rbT6hdVT9d/JfUs0KWfSZfjWgAACwGgC44unKAID5Q3keTWVRJJPHlzJzykcB9y+i2kVG3gkv6V5Gsqeszru/MGVVO85Bs0RJ6ASNv9y9uYuVGaXY/I8p+sj6SNCA5zmktJGetnEZh3ry91wvWNpJmxxzPaSYx2NnEuGQAusVFT0HAjJttNPhIF+lxe99PVWI27WpjvENWyh17e45q1TjjiYM1Lbs3DLQSMJDiT6aD5n7lsreO8m+ZFLQrzaNUXnUnzW6pw3UV2zEUp4EB7UlK+V7Y42lz3kNa0cyf41UVevToU5VarxGKy33fv5nsYtvCLJ2h2SnCDBP48IxNkb4S62dnNzAvfUFfOLX/yEt9q4o+jl4cXrjOmU9G8djRblbLkzT9q7mVtPfHA5zR9aPxj18PiA9QF19l0m2XeYVOsk+yXov56PwbIJUJIgPy1W9IsBAEAQBAbd2cbmnaE/juKeOxlcMsR5RtPU8zyHqFq9p7QVpT9H13w7u8no0t55fA+jaanbGxrI2hrGgNa0CwAAsAByFlxEpOUnKTy2Xz1WICAID5P3h/rdT/jzfvXL6NbfcQ92PkjWVPWZHlTmBd3Z5v9HPGynqcpmgC9x4wBYOFyPF1C5LaWzJUpupT9V/Iu0qqawze2Zm8UgP8AddkVqH2SRN7CF2qJMJHAafRw/MK1R3M53jB57DVNrd61bHGzldzx+QWyo9Twbb8COW8aNvHDbOaoxm2TIxl7k/7Lb20s+pDHeyCXezVCtgRBegIMFxbhbsdxgfVzsJmLLhuV42a2z+sdT8vX4/0s6QfxGsrS3l/Ki+P45dvsXLt49mNpZ2u/OMM4beNeRvFJUY8eVsLy29wQ61rke9x6gripw3cezJNWpdXu68Un7M/vPsZkLAiI3amwKao/p4Y3nqWjEPRwzHzWxstrXtl/x6sorszp8HlfIxcU+KNN2r2UQOuaeV8R6O8bfvs77yutsv8AyBd09LmnGa7V6L/NfJEMreL4Gn7U7OK6K5axszesTs7ebXWPsLrrrLppsq50lN03/wBl+ayvjghlbyXA1WogdG7DI1zHfZe0tPyOa6ilVp1Y79OSku1NNfFELi1xOaSmfK9kcbS573BrWjm4mwCynOMIuUnohGLbwfUG52wG0VJFA2xLRd7h9aQ5vd88h5AL59eXLuazqPw7kbOEd1YJtVTIIAgCA+T94f63U/48371y+jW33EPdj5I1lT1mR6nMAgJ3Zu+FZAAGTFwGgeMVvc+L2uqdWwoVNXH4afoSKrJElN2i1bm2IjB6gP8AwLioI7KoJ8/34GTrMiq3eaaQWdb5uN/vsrFOzpw4GDm2REkpcbk3VpRS4GDZ0XoCAsTcLdfh8KsqmfE8CBjrAAkEiV99Bl4RzJHkvnHS3pHvb1haS5enJf8A0X+z8O02lhZOrvPsWe18uXj8NSwBvAACHMcSGPeSAALNdILWJOf0efqOuXzj7N2PsXl9TcfwttpxklrFdvFRf+3yfil3hAjeQ3CWslcb2Ocb3sIAuMebCciMiOq9Vt6STedUvjh/mIbLbqRTllNxWmf6knr2aNe3GhIUO0mySSsA/oza/I5ub8wWlQzpOMU+0pV7SVGnCo/6v0fkzOURUCAIDFrtnxTNwzRskb0e0H8VYtruvbS3qE3F9za8g0nxMfdzcajgnFTFFheAQ3xOLQTkXAOJsbXGXUrutnbY2ld2zVzUzF8NEm/a0llfQxjTinlI3BWSQIAgCAICnN6+zFsr5JaaTA9znOLJM2lxJJs4ZtzPO6w2f06nQm6F3DMU3FSjo0k8arg/DBWnQUtUVrtnYFRSm1RE5g5O1YfRwy9tV32z9r2e0Fm2qKXdwkvbF6laVKUeJGLZEYQBAEAQBAWb2e7ghwZU1bbg2dFEdCNQ9/XqG/PovmvSrpbKEpWdlLXhKa5dsY+Tl8O0uUqOPSkWNtiaRkd4WY3X0tcaEi4uOYA9/dfN6MYSl6TwbSyp0Z1MVpbq/X6akZBJVYnAsuBI4tJyyJmOG9822EXL63PlM1Sxx5fT9S/ONnupqWG4rPPhua8NH63PkdnTVTmE4WtIZfKMkl3EIIAJ1wjMc75FebtFS48+3uMVTsoVF6Ta3setjTC10Xb8OaJDZ88rpJQ9mFoIwG1ic3A8zyDT7qKpGCS3WU7mnRjTg4Sy+fdw/VeBIKEpBAEB600GM25c1e2fZO6q7v8ASuPs/U9JhrbCwXdxiopRitEenKyAQBAEAQEE/U+p/FfOrn76fvS82YnR7QRYgEHUFRRbi8rRnpru09xqGe5dA1jvtReA362bkfcLoLLpVtW10jWcl2T9L5vVeDMJU4y4o07avZK4Z004P92UWP8ArZ/xXXWX/kKD0uqOO+Dz8n/+iCVsuTNN2rujWU9+JTvw/aYMbfW7L2HrZdfY9ItmXmFRrLPY/RfwljPhkhlRnHkQYK3WCLBygN27N90O9ScaZv8AN4zodJXj6vm0c+unVcZ0u6Rfw+j9noS/myXjCPb3N8vj2FihSz6T4F2L40XSvu1ffGo2d3bu4jPF4uLG0n4OHa1iPtFbnZNhSut/rM6Y4d+foEaC3tg2idGwf9J//Jbj+BWva/j+hmoSfBHI7XtpG1mQZmw+ifmeg8SfwK27X8f0MTbuzDf2qr6qSGoEQa2JzxgYQcQexupccrErW7U2bRtqKnDOc41fcwWgtAYhActbc2Gqzp05VJqEFls9JinhDRb5+q7yxtI2tJQXHm+1np6q4AgCAIAgCAgn6n1P4r51c/fT96XmzE4UICAIAh6QO8uxaJ8b5auKPC1pLpLYXAfrNsb+S3myNp7Up1oULOpLMnhR4r4PK7/YYSjFrUoeWojExfFEOHfwxylzsuWItLSfn819xhRryt1TrVPTxrKCS17k97BQclvZS0LH3d7UIWtbHPT8FrQADDmwD9TIgel1872r0EuZzlWt62+3q1PSTfvcH4pFmFxHgzf9k7bp6luKCVknUA+IerT4h7hcLfbLvLGW7c0nH28H7Gsp+DJ00+DKt/lC/wDgf/kf/itv0d/uf4/mZoq+h2iGhoJkGG+TTk4Ek2IPqRdb6dJttrGvbyNtabQjShFSclu50i9JJ64afnroYsL3uc1rHG4JwjFax1yJOSnNU3ksTsJBG0JgdeA+/wD1Y1o9v/8AHj7y8meF8LkDEICSoKewxHU/cF1+xtn9TDrZr0n8l9WZGYt4AgCAIAgCAICCfqfU/ivnVz99P3pebMThQgIAgOCUPSlu0ve7vUnAhd9BGcyP7R45/qjl1OfRfY+iHR37BS+1V1/NmuH4Ivl7Xz7OHaU69XPoo0ddqVggO0UhaQ5pLXDQgkEehGYWM4RnFxksp8nqvgeptcDjejbc9Q2BlRKZBGX4S62IB2HFnqfhGt1xe19l2llJTtqai55zjg8YxpwXF8MF62m5vEmRV4A7SRwB6tsbH00K0X81rkbjNjCfCTSfasP5czzbIxwYw2YATd9rmxz0Auf40Uxr2WD2DgfpCa2nd3fvI1o9v/8AHj7y8meF8rkDEyqGmucR0GnmVvNj7P66XXVF6K4d7+i8z0lF156EAQBAEAQBAEBBP1PqfxXzq5++n70vNmJwoQEAQ9K27Ud8MANJA7xkfTPB+Fp+oD9ojXoPXL6J0M6OdbJX9yvRXqJ83+L2Ll2vXlrXr1d1bqKmX1QpBAEAQEdtf6vv+S5jpH/a/wAv9S3a8zZd2tiQSwROdCyVri7vM5qhG6lGMi4YSBkwCS7g4OJLQMlzJbNUbHCC0l7njEcTQy3hBNje+d8jbJAbb2Ubeho618kuIRujcwEDEW3e0gkDO1hyuq13sm42lT6q3xvR9LDeM8tHwzrzMZTUeJfGwtv09XJw6Z/EIGJ5a11mDliJAAJOQGuvIFc//wCl9oU2ncQ3I55tNv2JN59vDyPIyUuBuDG2AA5LpaVONOChHgtDM7KQBAEAQBAEAQBAQT9T6n8V86ufvp+9LzZicKEBAal2gb2iiiwxkGokHgH2BpxCOg5DmfQrqei/R57Ur79T7qPrf9n+Ffm+S72iOpU3F3lFveSSXEkkkkk3JJzJJOpK+2xiopRisJaJckuxGvbycLIBAEAQEdtf6vv+S5jpH/a/y/1LdrzPOkohI24JBF7lw8H+rl7rlJ1Nx6/r8DdW1mq9NuLaa45Xo/8Ay5ePxPMQPYGyYRhJOG+Eg2vfwn31UpQPfZTSZCALuOQAGpJGQA88rLe7AaVxJv8AC/NFe4WYr2n1duDu02gpGRWHEd45ndXkZi/Rvwj081r9oXjuq7ny4L2frxJacN2ODZFSMwgCAIAgCAIAgCAgn6n1P4r51c/fT96XmzE4UIIfeneCOigdLJmdGMvm93IDy5k8gttsbZFbalyqFPRcZPlFdv5Jc34nkpKKyz5/2ptCSolfNK7E95uTy8gByAGQC+8WVnRs6EbeisRjw+r73xfea6cnJ5Ziq0YhAEAQBAR+1WklgAuTewHM5LmOkf8Aa/y/1LdrzPai3erJi2NlPO4Y8A+jkwtfiwkEkWbY630zuuYwuJdc5OKi3ovgRkFw8WdgIPxXIsfVtz8l6Ylh9hOy2T7UvJ4uDG6VvQvD2taTfoXYh5gKalWlTUlH+pY8Mr6HjSZ9NKE9CAIAgCAIAgCAIAgIJ+p9T+K+dXP30/el5sxMPau0Y6eJ8szg1jRcn8ABzJOQCks7KteVo0KEcyl+8vsS4thtJZZQO9m8L62cyvuGjKNl8mN/5HUn/YL7tsTY9LZdsqMNZPWT/E/ouCX5tmvq1N9kMtwRhAEAQBAEBH7WPwW8/wAlzHSP+1/l/qW7XmejKqqexgEkmBuIN8eHV7nu5guJc5xub6rlpVIxeGza07KvUjvxjp4fmYUM2bWyFxjaT4Ry9L+azKpZv8ne36Tmw3t3d9r624sdroD6MQBAEAQBAEAQBAEAQGs7Vr44GPllcGMbckn1yA6knIDmuCjaVru8dCjHelKUsJe16+xc3wMW0lllEb6b1yV0vNsLD9HH92N3Vx+4ZDmT9p6PdH6WyaP4qkvWl+S7Evm9XySoVarm+41xdCRBAEAQBAEAQEdtf6vv+S5jpH/a/wAv9S3a8zwZVtwta5gdhvYkuBzN7ZFcq4POU8G3jcw6uMJ01LGdctPX2M6MnaMN4wbHPN3i1y1y9uikKZZ/8nZ19pzEC383fl0+ljyQH0YgCAIAgCAIAgCAIAgKM7b5XcSmbc4bSnDc2xAtANtL2JF/Mq50Epx3rqeNd/GeeNdM9hVueCKyX0EphAEAQBAEAQBAR21/q+/5LmOkf9r/AC/1LdrzI1cyWwgLV/k5f95Tf+2f+9iQH0cgCAIAgCAIAgCAIAgP/9k=) 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