GeoGebra钟表展示


来源 https://www.geogebra.org/m/ch5EqmYR

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作者:Zhou Bingzhen
2019.12.10

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HPrBPh/PLTqOkNX2D+DM/Z+9c/yT10V9n9977cG9j45/+I7Y/fSjH99/7V8++/+P03b++r2XL/zd2Hqcf4miSQde+/SPvxC/szXmLph8XfHEBJWNCH4hP+qD3YqoBeoahBczbbz/8+P3PvrsP95+8JufPnjvjeNfvfzpH14//uP/iNqPf/khNAltH//bj+NT//2uOPXwfz+AjkP3j99/K9t9UEjqMiW4//YHx3/6r/tv/OuksYe/evP+Rx/cf/3NBy//7vjD701OxIfe/vj49x8Dwg+//y4nhrp0AFNAFHFr4o0GNGCT6VivLI45iMkoFhZFiqWIKRXy23fBB6Qhj7gmI+1wvmCWEpODLHfYt4S6CcNiHTG7n4pk7FSu+Z247cQVuGz6KoQTx7KpS6zCdui7owhm8KAU3mQGL3oX+w4egY9ZiAhm9AhcsApxbtcZ09RJgsw5L4IGp+rIDcieUK/c8CamMOqDxYFJc8jVJIotM//xlNPpUC/tveU5scwIZVKZklIqTFt64RDA4B5hokHbMVOMszGodcjSIQnmAAZ47THz7qiJNrou6PiGhbaRhjfR19i38OPz2Wa1TPGNi0TieTTmujm3sWC6KalEsPJWfoZkze1QdbmaZoashJl+zMsG9AeYCCoR0S/Q0JJWRgQPOtKm9hpLaXMSZGTaL6BOMqg/3e2GNGIKKBGuf02YzJeRgiuTQspIid1cyFrCvCH4fjHtC8eAhVOiMTV7tOAZq0p0P7hgQXj+eMFmnrFgZw0miQ0mm+xVspcktpcpiLGtjAdwusZyNSp5PVbJPfT3aANvcZ3MqUZRQfM6c72oM3k+J1Fclk6W0emJTVtsZqpMOZ+4XLKlOZItr0SyQXTKRVsuiwbOSraTYEA1vyyybfuDgeV1kMezEM/6EcTJjUkawMIZIWdxgQQeqL8J4m4R8EgbzQ3tz7/dZAEC4MeOSswfCKpGUVLDDdFq3NYC1bixSDUqiAP3KatRDdLS5igHqagceZj55HwK5RsC0j2B4fUChn/5cD6IfF6XYgSl08nedL/KorOTws3l/4T6h5eQ/MDOGKgFaF/pTkGdj20/efVthAX43KVJUwUKTPSD+UwUnfq0zdOXicSKkfskPsS6WjlCHBQjRKIu0bE86Ddpjx2fZUpiA5I1Lf0i0haZj3QYN5LONckKbMe8OLSq5WgRM/9PywSQS8g9fcETl4QiNeUMhq5jO1GKnMtM/RWPZYMoz5QU80f7lA5Z4u9p71ZgeSHLQOQTR/NIfWFE2S3nPKvCazxvkS20sSFjkEBnc/PPv91Ce7cFzY5QK4asDGMhBaJdJ4wWcM2KpDSK8ieadqyE6lLu5PnclYdVpRZ6lWo1KFErqaZaSWujVkperb7IWpUcfj5RL4mplwPaJWOmXozjjbssNZMo2xa6u4VACZU6ardAFgpqVyILZ6t25JGo3XzfGY1LnOfi7FP5pO4RzmNIzWmMLGJe9YwnMhDI4BNlNeeTdlQkDZtfGNLMsydt+QnoZSewC1OjPWHOgoL9sufbLtv3MvTb62a4Fnklp0e9A+inH4QIjTEH9QgLf4fj1Y9jIuaphJ99kYjD/HogJ3DGaE9cuCdK7IE/aCqwlfl1e4rYqGlPp30hu0XvdB17mcAwH+UzL9aEMDHOGzibhTiRxA5LKhDOHJBW02FpJwxeZt5tevTUT/ksaU6SoXYE+aQ4ns9X5mkTqIkZcYGCS3VyOZfOFvts6GiYJaEjaamqYSiqLmkGISZbCDI71zOPhlXhXRT5y3XwvrwueBeAVUWo3jJx7t+8xPNp4C0X8P5GHby/sT54GwtvUZ0GnkoBzyfr4Pnk+uBZNAzsVmPBjsxLDp8G4GoB8G/WAfyb6wJ4wTJo8b3daSLkMwZcKwD+rTqAf+tUAZ/cK2+S2D5UYkNqsacnNEWSDUVja9cMyu6yx4wYZ0yBXqDgqToUPLUuMl+0Jmqp0JtnjLdRwPtKHbyvrA3eZcZEWPUp43PWEm4WEP92HcS/vUaIi7ikKbdkrKmKJqu6ZuqGKuvCopwpzMl64wzO36mD83fWCOe8xcBKHG/nDYxx1oJdkoS+Wgfxq2uDeJnNKJtRnjXgxRnltTqAX1sbwJWWgg1dMhQwIDJWdKKlMclqQpL52eP96eQxacWTx1PPHSc3GrK54xaZrLE/nyn/5ZPH1bOQG1JLFQuZRDZSm52MjO+eqUWXzLRMrpmMlJe6k1qy2ubUk5Enu2/9HM9jl+f1bxSQHc1HVSTFU8hGyyf2568XI9UsVH692NxblguWCmSer4nT8LYVRDR0LC9W/Qj2bzBi4nWoq1CMDdwSq4emU/R3N0Fl/vIh2kZEmujH3Sp3l5Wa+qF8SfVj7sJLIEYTxEyWXabk9IMMO7MWYD5Tx+U/szYuHwSybBkVRLtYNiUIAiDQUogsaerKl2jOM1jPFPA9qGWwDpZ7YGIxvhUNVl18z9ak5SFtj6LI91LIxO6iJWHl4diyqTVFF8lhlcjzcD/pam24cjR2XMcKjvIrih7b6fXa4hlKceImjZ5j8enz1ha60n3e+uquLoH5sMCMkC1Ebt8WV/GnqUMIbruTx85BW64x36UkD5kbjYSnRGysIe88b+nzez85AT2Llg49YnpUY93oYeQ0gRqdmCsl56cnIGeh5601l6nKjRRP4JKVx+Xc8InJNLq1YU8eruLo55Z4X+hFjwMXuWPshRK3b08efk2rSZ9kYZrVzF8En4U84pae8NjU5hL54N33jt9/SzyzW2C0sAw8ouMIYBTW88ILIz96PPsIsjjCq8lLA7uuMVXJMkHYku6pnOvSGS2/USdu5Gt6RYC0HED5Z7ffqoHRSVeVrASjOXBggYdsVgXEzAFysQYEZvUwxva9jiOMKxR/Oi79yERopu4pLSnRPfbwXJi84GE6AhF3JLGuwJ9sqhJsZYWQJJVt6ERVFVMhpqxgWc6ksas+M/v08tZ2iTnrKh6JleLM/uofHcwj9ewXBimIth8xVjfPPVZai5wSVre+MFitXgPbvu9SaxIhdqZz3xNsHtl62lmP/ItbtmRuLJ+87Sj3Vo5ifJX6/Xpo0LVBQxF3+TRFOgkaFYIDIxccYLGB6STEwPAtduOIoeSJw2LIYCwbMrCGL7jQB4LRJ6/8Gq1LCIFnhBAw+dQVXVMUQ9IVLb0XbsCuZmD+QijD0JUZAUQpKew9NRlSUk76wUkogdqWpATa/eTVd84HIU3SIpKqy5KE2TIEjegrYYSUM3JCLZFqPNk4W0vWl5PZsxfJEPdQNKPi7EXKz3dvOQNaYwYjlUx0H5XRrjbPnZf9MdJXkxayBnMQVSWOqKJUtPh6DlCEljQvUN/y5mWNDf6cmbiixrJcFXploV1Hvsg82ex1eXVYKEnu1WOhw8EXdoW9LuE864Qc++GqOiHlielbbhcNrTAq1Q1Ux9CvmBb5S8ZL3lZZ6IURu6UUzCanDjdLG648NzVerbGe3Jj1/Ii8OCRiO9BYuBK+SMnKmpPyxW4HIDLZZe5Hxhk6f3n+6ZylagtencPJITFCUvKMIF91IE7FsGTflnMnEo1Uf1/OnWh6im1UhrvKG3O4ghvlErqhYfbWDMfbLApq5GfF9E50IsOy9Bx4SlAzksklVTVzkqqcd0nV6zkFc4ZTWAl3S9/yyDuFc89NPYct5+fJJNarlVAjLz1pzlOTrvc8p9QYaj1qcDk1q3DN8tIppqlQ6nwzM1tpcjA6A6s3gWjo2ELAu45LY+esEts02225I1mmbbVNKultCxsdoulyl+DOP/Np4p2uZdM7nh+2hl5PdM7xLln2fi/wR1483gwDmYyZx994zxGN33bKVk5vIWlzZlGSfTEqFG2mZVeTZCkukV/2NsuMRT0hsMFf9bTnuv4hncYpy9t29s30bD/5T76e+BtQSwcIx4hK3ukQAACwbAAAUEsDBBQACAgIAHOdik8AAAAAAAAAAAAAAAAzAAAANTFjOTliYjNkMmE5Y2FiOWUyN2JhMDhkMTY3M2YxMGRcY2xvY2tfZmFjZV9ub3MucG5nxVdnUFNrt96hhYNCLAgoBA56BCmhSJOe4EFEqsKBnCBFohhqVGoSAhxQo4DwCUoOIBBQqqFEEpAOIiACEkGCJICFEiGGIl2C3PjNvXP/3Dtz55tv5q6ZPXve51nvnmf2u5+11r7r6mwnLXVECgAAafuzv18AABD75yUpIURKp+9UA4Csr/3vCPcYNn8C8iSLuwte6rv/293fDHr/dlS7m22vdsw047JS7+WTJw22cu5XO2boG2T2/m2fkep4MltfePvNIPtsxuWjphnHSHGjay3VK/z5yRVuXH4+v34xvM0nlp7HbSzo5DYUbBMX4kehIsC/Eu27NZW0ScUbY8W0qJffjVk0pJ0//+5aY50IMyoFTVTm2VMNRHXMdVl/IdPReemRFqMzgrjyqm42dQCgd/xOvUVj9eQkRxqyHh+VBf/CtqW96W6U5T2UqcamRpbGLO6wIe3POX+KfRhwhc5PmFxmxsnzbKjilt3UVCPv5l2wlQjQPSZwhWrml/FxMkfoijaRz2NwSTSVQ4vWw9cOAwqKnWL8XqT86UjQSKIV2q1mUK5tKiFL9FcMoclXO7y4Y9M3eZnLUAIQHK8GUk5QZMFyaTINQv8JcBa7Ts5d5H+2mmrT7XYJNgUS6+oN93dBChtbrjokLct3+pFyQJQRhPkdHK46eiE6tnwGkGS/1ViccGKc6wPtoz8OL4/ZxdIVAYS5mVfKRqtcRaAiCM5Mg0uNeG0Rhx/1BNwUES6XiC7TG83Q4FvGQll28nQV7kaTMs8WJiHkdDD13I1zg0+8S1p+Pluc71XYeHW9x9VyQw4Q499JjAotK/G0KCoG9NgUogZrAkn6nupAysBifqptaFgSFHW8Dy3EZ0CEuyWGcO9XqWMlkHCXqVbWDUAsNP5gYeMXjVtcgdVDEVPvEw8DSOzCGYDeW3IUowupGV9e+topksM6AwP7XYT1IsialnZR0dSnjF8tFCrCyzNx42yZxfBrr/5BzNi4BvLTLv746JeR0FMQ/wne+cD+TmSpefPglOrpKLbdEvksBBvjogj40eV6vlsIItNPiSWwzsoXFKe8/q/jXxq1clAAUOir+ytM0ETF4AKK+G391ytOb7z1dYZsL6es5PMftc3vJ7X/fWRmS41bhRFF7Ikw+meCKqaSCx84MWhiGn2LwsgXNXps8WF6/FAiCy8jGFCUVvw19iogBkMOghB7EuVq3taAXkQL320iRVwMJolqP9MpIUnlJlDEEXskUUt5oBDDkIR2vIwkah9dCH44/D8kiMH2Xnaj5fuyZODMF0tZ02tmI1nIJrQ3jLXiDkaHphhl91SOGMOZNiuReDVWBBVMW1grM5y9RB1mS0iigM3c1G+xmeGeAJ39T9HiwH8q/pcc+L/40rq/GZnyrQ1ol6SmrkVSrf0tNTR3dt8igxmSwO1ac9YUqj2qovrrjEi73yQscdWHiqZFdbEP8mKoc6j3+ayTACbAlkoyhcenMZ50/m1rGttXM1EayacZsQiDW8rYbnaB55MI5c+ZyOpgGFOEFH5tkn/gWXGmLfPNSzxiu5vzGVnAhQj6/7FIU2M9RNajibLB4VQYTeZlowrPpkxHBlCwm7vIe9wM3anp2CzumsRWtKBOWan5w1IZViz3SV6se+x7oXdvN7+4yP/mefG7A39D6Tl2UzJBn66GPT28HhHXeSXNiltHji/L6wITDFj1hWbWel9JO/5lzpuD3XhGz3PPzuHTmg7Eve0K5+yW0qQbLOMoxKljO8WMU4tjb8Y2lRDmG/J/Zmpx416hIdsKCfprrwF0/SHOZGClIrZTgp/crJ6bxXnrJ6iyMJ7wrXPk/JXF8QkhYANJFP70lH+DkXQ39kR3PIUP7yP+GXIwPfgnXurfoFabq63ZHV/Nh6c4Tbe8bwj9LAHbT8/rn74SAEbSHqUDZWFJjzjKPkwZBKc32T/bTlRQNebfsIWC0JkVS6t1r+nDy8lZkmxnNdK4eZ5GFqdsDd73pEGiilRqYBM6dADBGeB8Grtbm6t51WasYg2e8oTnrnOrNNrXMeguhT+Tp5pUF3uj6wFLFCY1toLjkAN6CW4OYqHW5nb76ByGMuYvQ8XJruYJh5UOc3UtzG4dhWjH+0ufXFLeklWPIyf14sUqLVEJ9+1dtJsy66O5NpGbCgjOKUxp8pUFyFLT66dpH1h4irhqrtrGn5TjiVFMysSB/N11Zc9x0JTyM2uJcAm9y8wqnazswx+jLTWCHrJE0UrP5soDVug3LyUZO5Ui33x79zLRXxASs36eCEzJPrNjJHGl2dOj/g3i0p4vGpbJDKiCQbjq9imsQ9850j+wM/p58yXrv7CdZQ71VWL1Wi2qt4vrRNGzveHvUn/CrFsdC3cn3FLjnTgghBZGPDTe89sNdcVUy8ye/NEbAPuym8KP8blxn1AzdVpzz3OysBe448sS5noABS+Hb8ohFRFvIoRl7dPYaQWhefeMEKsCx9lWi1sIn4WQL7EahEbXeRsZlMtXkB+1+KMjV2Tot4MQGyOif33OGwKlVLF5sQknmBGYq90o3nUmkYcPRSrSVYDb5HxXmgmr3NW7O3/9gcv0vqhB7X+jvf/PsQSp/ZXlTj1NS+syO8LLROb6O2FcsNVd7NzcrJx6axaPLQI3/Nmd419+12EtIDlo/t1IfVamgB1WOa9UQ0YPzM62ZPIwP8YakH2MXygMuRk9S+Vge7J+wUwNMaP2ZghBZnibxoqMIbrFWe48/JYRBaIPmZhabEOPtJ6/ybcK3XPpGeaVe/r17ZW/fZOmFoFQA+vFa8VKMbI8vjI6Xbbh5MR6PzJj4wJXhE4uts3cQHIB1EzlUQs376/6UdjQr/PGJgvwt3c6pbsL+tBYLyF7xRZmMbiq0FRtvD4iJKPe3smT7lbR6sbSJ0H0c2Y5OMvFiMqgvw+ln06BQHWrd7pojI6T2xLjohIUog7YU3m35zIMY2KCnJ3wFxznHQCMdA+Z6h9Exb2P4e1DNNWy4MAJouf0y/U6k8etdk1X2ilOjHYzcfh64JvbBOnoye7JIhSmdcIvOz2or7n8HlD5IAziVAv+oeW+MVBirzn0xK6ANB/l+kzrUs3TtPTRxKgLe0CouVuuE0fxpzxfkwxNuxiulhfh7wNUZAtxTzo2eZeWVhoB+mmzC3gz7ml200TF8ZEWp9EbblUbh3Nn4a0aGNAXVcsJbv1R9SiMvWSwv2W/NK6+53ktzYoqHAjYYPhA1dJXqKYW40ljmQZ/tvRuUf2Ij5cS73LYeB2KqfPWDAjKYj37TICVNytUHGRrhAzbXph7uV7uCtXJ56x92D9utwceD0lpPgt5kl193KV4pa6aNC/gNS59VXpISO7OG9EUNms7K5dp1IifQIXRglqZMnF3liXCzQGUKnT5kUbdrlP+Rw8ISn7QOKIcw9Zig5hSaxoEN9h8bX8Se9Pj6pnGuVPe06sXCq7PvShtALcV1AtPqvs7CjMp3aJCNKk2bh0Z1POVq3h6z+3YUKqyFj4VNjjYeqlFFHNPtmLO9VrjqXXMl/i0ulaw4Hpubn0xKzXU8odZw/2e2NA8UUzeBK6H2qv6sfbTmF2FM73herX8wNme4Sao1Y+j6VvHY/whcC/oa0JdS4mHdnpcCbg9d+WUu5vej/HHhwkpt2HDOgkenIedxk61m3+Wpd0Me72bv9dlMdepuiHa2AtacZDD9W+Rr3CoMZkJeON95ZHaM2TZH8A04JT+yuGgYt5gx3ZwWUDCuXQ3IiLlR8j1MOecX+bPhLGzkeAkTsz/h+X/O354OmFAgMAo7eV3J8WYY6w2NPRepDarlKa2c0hi6aJxD/4AL82DPspGktHerxBNx0bJtLCuRmhwkzFob8j5ydtSbDlOjmfiPW8fF0IteOXct+wo0N7p3OYdWTpsLYhqh0uvKyDibHF2HOAITov1B4ITZt1lNnYthF3rRLqPxSjCffegvQfNDRPrimd7cu5FxiRcSeM+nLHli36Zc6W6fIvfw87CG8QvqYORs5zmfrwQD/IuC5vJ3kdPXLeffEqs/HTyA3d5hQGhPKYTmz04VUJJ1Xtrtzp3j7FKrKbIXXglnl2l6BfNibzlQP7VxLquOG2PBPfAouTjwsp7Z03PXX0dtFlrRItLZ8CZF6pkaxk1ToR6N8Z135vzxhR7mOiXE3npO0bu3KtJlGJ6rRw9PNLMnaswBIO3zbhKUGojbi2TvX0O0gVczc9e3iIbpX5V6ASfIQ2GYU+7DcJBd278K1/n0nY4lUyXpDw29BR4WfrI029KF+Z0TMeWyRz/8GVf3XAhngkALnzpESVRBHNoQB0nfmIQ9kRrduj4fC1UJLo+CyToeY00QcPk6BErf/5YgkTiiJFULQbF6RNPTiVh/m1RrmLqQTrMKNt6s0+6e+GukRtV2xqjwrwR2BRT9AmJ4FwIJ1QoHklzcTN2licwVuj7MDTZnI2Vtp15e1gId/6ZcVo1eQUch22fiTqk1XcmVAwVQijTUeZ7FhziDGwzRkvo12NDe1W+l6tmteSSJ6j3AGLoXhlovRnGBUL7OtdMzS4SztDezUtKKvjG1wutciKSKLw52XrTSVS79qi7vA30nVXCmTpZBMHFnH184lhu2Ji9iZdu8HPHnGR9S5Gg++ugCEPdxa4SrxPDIfi2m1erzX4YkrDs3utSVcfjA4trnNx0Wlnoi2bvHuV755YExp7nAI2oB/VP56JegXG6ddTtLcZq7GIme0QmuHOYEDT4Eq++ezxL07s17jf3waKd7nxtYK+u09nrJ0j8iWZybtjumErFlgXo328qitF6F2rUb7wIqdKN9+5LGOpAevrD3kp9waixMpHRaGj62nkqlFbXwz7Mc6UWoC3T1uyoMyiJB86z985WbNN0XpoZwCtHbVAH6DvzzlQjtvg77+Dn++fcA0VXn8kdxXTeRfbRpcpy7xhtKyG2W+WGMihOdnHOMy0sO5rySzPFCjfdp3TJLwF/yPRH0OzMPtArL3lDRi6hMQ7MMJaEn4KGYbXM8/4qV+8lmvv2PjrQwr+3tgZMeXbnpDHO84TADlE+uOLT+wirjQtlYVcAxB5mO5sp+DEmSotLMfLlCDMeM3SwIT4jUihlOvbmfNmbOVfvfZvEMueO5wEgBVSOx4IHNZ2RKAfmN9Hi7qy5lekcdexo1GOxkG09eIXgeg9Q56kHJr8dRCFSkozF59J0qkvvaoaR5j0a4oPl9e4Y4aaW//Jg+gcmJnsTu79KuajfyH53klJuuOKUc4L4k9FSTM0mt2lpYLBidgkJEqyZe7cPUyjZDl0+fA4btBquhtW7KCY+8MDlhVkhFK6rlSx9extcmI3u2piN5gP4Mc8QPbkgMOxh2KetE/EqOePqhCebk47BKsy+h0uruFqmh3zKR0FguyVK+Au55k+jPS+F0t9/TejAFSnE/7GdEFaSfK/LlE/pKklZfFEvnDs0ulXeWlFyq4UwhI1IKd5KhfSwmdcEjz831SKE+c6HFFPcfhK4VF1jpe2A5ZYGSiRct+0X1Ga1bI6KsYJJ9Kd3O0jdQEVmH51yaxelzHOm7hSu0JPnroZ7KpamgD8wT1IKDiO20zOVF2rUWW+bz+9asLzY3+pxpu71zcX2J4YcAwMPkFc/Jmygd3LatKxvBxXJJ7RWkTqq6NPVK6gyGfuS3vm2FIYBa72Z5qL4I+KPzQOh3zmOM4Oqt3gTSlWkb1wx5vvZZlVT8m4Gd7enzSZShatraUXqTDMD2j+uk0ozlbXnl/Dfx7aWVl913oCJJgRETS85klKaLMGRhP3PlAUAIF08p6syvSSo6HkeafuqpLMvTB2UINGqIxLhVECbe/EogsbGh4om/Mi6NX/tutSYFxsk/JRK3+daFkIBPdRMpu/6qI9DLWRg+Cig4LM1TYZuXX2KzpMeEb8QP60/txsdJA8Y1htaEJqc8UH93a5OGF8fWYYeqxTn2Jgelc0CweNzgxDbzlSHwpXLhwolOcEdsqkAc5SFYpZo6NWvKlhbu7skL38EAxg/Lxhm0RA52+QvOAMTS1gwHk1cj0m6si43Fc+0Ab6EPZOjqxgiA+z0rZwi9AvvAcyx1yhmGLamn8O4wgo6BkQY6//OZA3y8IkQYPWagQD3Ihnxz0GO0nTQFtM66idwh2E8A1WBCE+f8dXQpGXzlGUIAwLgHYa13gxEj18+kKybQrEsIgLMD1zTU24f1wmowYajGM9gKLBKnoW15nauTClPecirElw5AKVhDZduPJIL9XFx+d4gZ/GrMpCvFTIc21NbaCafu3A/r5/QEH1DcnFEDVCYTEQu9ny3Yq0hTWwi77tLceTp4H+pjikE74K1FT3NTlp6ZP5c29s6/15l45f4H1BLBwgwPsRdlxIAAJgUAABQSwECFAAUAAgICABznYpP2acyEd4EAAAjJgAAFwAAAAAAAAAAAAAAAAAAAAAAZ2VvZ2VicmFfZGVmYXVsdHMyZC54bWxQSwECFAAUAAgICABznYpPsYXB3UgDAAD3EAAAFwAAAAAAAAAAAAAAAAAjBQAAZ2VvZ2VicmFfZGVmYXVsdHMzZC54bWxQSwECFAAUAAgICABznYpPRczeXRoAAAAYAAAAFgAAAAAAAAAAAAAAAACwCAAAZ2VvZ2VicmFfamF2YXNjcmlwdC5qc1BLAQIUABQACAgIAHOdik/HiEre6RAAALBsAAAMAAAAAAAAAAAAAAAAAA4JAABnZW9nZWJyYS54bWxQSwECFAAUAAgICABznYpPMD7EXZcSAACYFAAAMwAAAAAAAAAAAAAAAAAxGgAANTFjOTliYjNkMmE5Y2FiOWUyN2JhMDhkMTY3M2YxMGRcY2xvY2tfZmFjZV9ub3MucG5nUEsFBgAAAAAFAAUAaQEAACktAAAAAA==