<snapdata remixID="13973482"><project name="platformer" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes>As the signs say, A (or left arrow) is for left and D (or right arrow) is for right. Press the space button to jump. You have to pass 10 obstacles to win.&#xD;&#xD;Designed and Coded by Leom Perez!!</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="platformer"><notes>As the signs say, A (or left arrow) is for left and D (or right arrow) is for right. Press the space button to jump. You have to pass 10 obstacles to win.&#xD;&#xD;Designed and Coded by Leom Perez!!</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="objectmove" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="rightcontact"/><block s="reportBoolean"><l><bool>false</bool></l></block></list></block><script><block s="doIf"><block s="reportVariadicOr"><list><block s="reportKeyPressed"><l><option>d</option></l></block><block s="reportKeyPressed"><l><option>right arrow</option></l></block></list></block><script><block s="forward"><block var="negspeed"/></block></script><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="leftcontact"/><block s="reportBoolean"><l><bool>false</bool></l></block></list></block><script><block s="doIf"><block s="reportVariadicOr"><list><block 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mediaID="sky_cst_Untitled"/><costume name="cloud1" center-x="99" center-y="76.5" 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mediaID="cloud_cst_cloud1"/><costume name="cloud2" center-x="72" center-y="61" 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mediaID="cloud_cst_cloud2"/><costume name="cloud3" center-x="74.5" center-y="71" 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mediaID="cloud_cst_cloud3"/><costume name="cloud4" center-x="67" center-y="59.5" 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h2P2NNrDZbLfxgFHIGsmdQMWJgJMBMtS3gOMJmyFSg427qdwZV04/RbaF3YOGciv33O01l6BJQJdj1/6tZkZ9AZQ5L4ptdnx20Fgn3jvB84GPzP2JbPTIC5lduTOAF69Ci26axjKUR4SIGGgEvje1w04dxe6EWhPgu7ULkrYg90Fw9OYsCBL5WKAx5mTQV2BfjIVUSI4ixHIuaVPuuV+Kc81taf3mVsa522viGamjhzKvEpSBjR4+LBS686SvWzu+O5TMxBpBn2RZTyX3XlGakJiJoAuo7nYgc9ncvX/Ag8wLQZmwe+/riHhF4onxNocquFKLEbNI6YOC0IRm5pKYgTuGUpkQSi+4jQN4il3HOgzalDsva057kmkRiMRhnLQ9CXHoKEor91gg6KAiUceB4vdDkUOR4iSHm24lrJr48teudvXUAJ5LUOwoeORQCcS5lTsDekHI1nzUKo3+Pj1Qelwyc/gtNbDWnbiKr3/WijuHIgfYrrEV++Ifcnj0mOemS5mzUwePcTzGmrdDbfeZpnTgoDpIoW4IBHBTEs7lmk8t7WDa4vnEZtwW8QEJHdFlke6B5/cgbjoJvqNYD6Hv3Eoqd06gRKOdKQ1q00YKxyMvKpQ5Jheu3SSYeNlg8MOGtBa+o5gcefukew7mUYNyj9WJvpQiZ9z+uwnseBzhuhqiPJovK5y8ZzOzJ6WJ5Nj5NDGJL8cxBbfjQzK3CaQZ5+4mraE+hb4KaNeuv/lqQmCKb6WL4L/iWfJcDDYNRKK5DA255f6Syh1FzW4aafI3wcbqTlCuo27vJmETgRJHmeOgnSLypcvaNK/BxIvPETlU/6AG5c6gnmdm8Jsjj10l09xzyyyxW58WruGIhJ09p7ljCNAkEFCQBJsdQmEDnJ3OSPnIVUwqMeU5JR5DwSBSLvTpJ54ASoyzz1iiAnh6qOqei5Onz1iWfC200vCOUE1piEBCxXOBDTnWImAXS5tsxvpKSeX+0MQ4y5hIymPjgyLnh/DIbUJYse/O42ll231zfh7r2x6iEa9FuWO+cNMFZdXYGWwqokFpPHbFCDGlKDW4Y+YW7P08VAjVpjjqUW/SEwtwHjszZq6xRmctTuWhxUdirDuObnZ7c0lTAbiJBmVyroTpXGNbSr+YsFBQsU4v+EVeFP83O3RMGphksNtGwQdGyDKJMu8J9Qh46XpVsT6Y5DIjtvUZNzpdxsR8OE2zQ2cHPKUjtMv4ulzDuniUIFE95A0dSC3KnbFEZrMnrgYJR3GbNAs69HGadAFrzDUx5BF/ADVBvdoS7I3Y4b86poPGvU1WSBSfUwD37Sbiyri77HT69tH1+qZyv1egM57bH9B1DnNfF2sXo7TI2u5CwUHM9uPTEd/nADX35VKkF6dsF06mTgTYdb7xlH63YLLsen/zOl5KhCcSM9/mp4nXQ3dCZB2nfsw3nxnaaSX3QTlAGDnCphgsjklNyp3ycxz9EIq9EjlDyaimRNpgjl0e4z033rEqEmNBOZLGDxMmUmKssQAIi3zuESDEWHciZ5yMbESTg29tKnewdY53EYlth/Uxqy/9PcJltwoZ0tvv/toVmBLZnTtnCc5WMqs5mTq7KadTTB59sj9RrM77xHeDaLe+ghLjtM5JGMUOk2ibwC7KS85NLV18eX3HMuf1OMfxLSBUuLtoHExNyp1xRV4YHiL42KPELFReADxsfR6skgtBQRDCEhGOu7yc2EV7VaESRSeiM/pY7cSBk2zGuvOFGWJTHdj9oduayh1qCiKQkBqSrHLMsVQbkeqCPjhBRkXfp9+mbwuzB88xJlA39+Bo5FnvSqWNT8ozOjkN9DWn8pLne8bGZp2wSSREcOqY8z7Y5rg2OpCPZJbXptx5SN6eZg0JDv93xwYmDcL1PA19bqdfc3GIC/d0asLFOAJiakI4FrMD4uiUU9iRPTc1yA7ITwlD+4ix7uwK5trpNJU7xQcoI+iSOxFsKF613Ud4Y/S5YEeO7KhDxktRGU6dLviMSDhkB+62XhQ0frOYCLeur1hG8Xw9TCOELsIm28U5PCYkeAhGc91DgQ7XMbBRxgpmVdncHSC+yO6oiZwzJOjwUCHs3jDjEDdeg1ypwRWPYnxIqPqEA/i2BQYaE0xymCtirDt0CZjA5pA2p1vkC8nNJDrHHEv0GTHiO4IizBFBFllDGTc+Mfpy6m7+Roamc0WtmxsOPy+tecRGvAUQ/C7kwbjwIsHHhR+BHTq5Hm5z3xfljtnXa1EfiTKsbefOwsXSeB67zlsbxeOMZyQ6xYUu8UXp0ybAQhSE8KCx22Gn6bZA7JdenbxPu9uujS9CzEL+8tt237rPY6w76+CRP0PbG3pfW+w+4bGPTg2KSOwosk0mRDY/OYvTNBMGPdnQU98Z0bYkwpgQBY8UjIZdhUgwolvW8aaXDLHsOsapr8Px7YEnR5LLalTusZiH25FQWuzcEcw2PLg5o07GLgq2dWgGEEIK2ZU8O/0fWgWck865PLaveD8vEhIXkBwJPnHHPJTrJ8f8YkgbzwM7tOg8oo8h9tocY6u1jUh3PZRTZdvcMMnEGsSEyxJldbtwI/kqHiHWbI8KZJ79iqPTqaq39dvl83iKzcEy26XPua+JzLpHnOY1KvdY2IKjJQ4cdu3Y3HMpsZyLwvg4kiIcFdmNcKrwOHFsYvHhz9l3tPOTpTaW4yLa8EopiC7zj7H7kecmmo04hrsDu0ubu37NFDtXnO5EnkRKaJx6mAciHwuO/je2AE7WKyYdBDZTFFIuwSTkp2NMRr7pydV+je3E7wMUCiRhHZMalTtFngmxcsFUgJkDOURpWQnamAo8o5axkrpPRICHkBE2Vqq+YjwxEAZFONQYIXnMo49IbIGLZGrhJR4dz+DozwM2VZQYQuIJ6eSSryHAy46TF4Jd+2oDSPi6YEkuBScrTlIIa0PUGhucE9LfeC55lpoU3vEFlHt3fXygS2BM/v3rMqelXhM3QYQLU3LzmNSo3BkcO/ZjFUXCeIdWGiq5eNh/3YN/h6SYPNEDfgp28kMTizaNOzqnyIKFw2ZsYRLaiIRIvGinJkgiTI6XoyuO+CWlgj2KxQVlUgtnf8lnrEvb8O/wLDoBFgqe01yJeriEQbIJINoFITIM0ip2475eZLYS7Rapo0ufLuJmB2WP8ttlIRz8jGmCR2i6a1XukcfCF6ct7n3uhYsZYowFbgecgYSkIbmPnnG+2Jyp14igDLcRIXXFKsYh46QjW3VK4QXux0vMTphlopBM4yXNcmQ4Tjm30n2RiEb4oytdFDxrOPZE1zZuwn6hu/XCFSh47N4kPrmwjpgLXEord6gEnBYaM42bS0vjPkf74O65BSRrQYx2SGpV7hBERW4Twrk4+pXYhYxZmGhvJ9aXWHM3G5A5RtwpyqiExL6JOe7CQd1lHLF4Ob4Cj6Ptcm+Oa2KiWluJtJh9yVhJgZd8HYGmgi/pO6EvHKNRwZOICEeNC//nRIuUVu6xUAehyJHJcteeEQqIeAIYp6SLL0W545AkrtWFRWKxapPoICJCgEgBZ6tkV1lKsYMDtn3C0xDMQE6kNhaj+AWZI2ImRj0cqiyTJhajqcigxYzTNTtyLDZLuZ+NEJFmLmwySHIpIU0Fz1pwoox1Sz10ubRyj9m5u/7ih34BnhykNfKo1p071VN8R4ZzBHvi1LbfLl8E3p6YkJywp6TztDmemLCyLb64y1z8mrhzLrnrWzcmygTeMX1IFAaOtyhgjaPOuW8YbySz6jPXXb42Ph9t8yQ0l+gqFAOmnBgT72RchD2S9ewU1uvw4jvqocBcQ3Lhh5NT1+8hDBJTYslEI3xf+B2Q1t3sDi043xEvqdnKW1WjcseRygJBWYocIcSpbIEihzThX2R2lohpj9OOPDYQhmGSaSNZGwJVzLadI2Im2k3ZicXUd59PpHwmi9aLjw+Z767eQ7QK0Vt9EoXGYEGGNMyTTkmAWRL94lE1fCfgB+LEiZTIIo2RVrCwMhaCDXZR4imolYqlRuUeE5ZYlLkZCrc9GDhV2b27ky9HpuimPmO4ItdBCuXmmW1j7fI5oW4xZT13zddtYyAD0SsGEc4Xo2P8XjIdY+7DupfAtr724XN8V4RJduFkGYoHO3XiynmRxJqlmChx9HvkG+Gr7mAtodwZfyxewZxPHzqpyu+LJ1yq0nn29rFh16bcm19aH+icDIVd1pgwsGekC+GIJgTtUMxpl0Y6XkMIGgoeIWnDqzx1vL3TZTEiZZ2C7dRQz4vgp8f85ru/TeFscROASYGsZUl3BIiiIdkIYjHWuEmbS0IeeSU8Y9h2uxayuP+qhimnWRd28B49xu7d+yml3GNAQI6s7e6ITnsla4LdHWk1B9em3GOUDA+X2/rmZCjsumSxUAc1U3Go5hYyMjkZIFRcwYSCbTO3xC8IJG4xvC13X7G9mIjC3zc9n02+ITg2PPux5BjV9nYEIkfRuqtLKfdIoUFVqfii2T7y/lcQtcZ30jcXxNq7H4PfucylzZERKYPPD2nNTq9JuUdPN1EQKC2n0J2TobDrcmP35tjpcp1QrLdrG5uuoz2cZC4lY7zjSyQHlXDX+bOD9LR1ElBQ9pskMoUSJstutETCWNfx67qvIwAHFElMUyv3eHI4QoObcYEwx+Ic3lbvuZSyJyrJQ1AxhzWzgauh/CUTEtsqzG8IoLFb91j3ORkK+zwPOJV8x56TGOnMiQ3PixyUrnGKrRJ7qWcbDqnk0wc3vza+4HkeUPabpMnxX2vI7BAsln7P+VMWa1umOXMrtXO/YiPxLgctR3MtiPxh/EP8GGTsYkYkOZDf7MD7hvKSlUp2qgtmzCNc+rXs3GNsNTGyEBMBHjSWCM4CnAa1C1wsxBdfIA001+4as4gngvAgePsl8YgUu0QsEXLY5tzMOYbIj9K1LGEM3cTfgamqREZmznnuS1soP4IN2kIpS9U4ANsYBorSI87fY8LHYk+yECGk0H+4wKnOiQFhzvgx3J/RheMGJzCKHn8aZhyiBck6XSeEhju1wtrymjUod47SKA3nSPCEi8jyxhGPL+0ShIQNQpMQlA2nEVKzh0qzEs6QosRD+yZ9G5siAsUyYWz4E0oI60tcvdeB7UMsFevqLmUjUALDGttkl4sPp6lr2MRtMtuMmUuTGoG2oALh+R1jtjtTMr1i40bYaFGw3WlA2sY8RNnDEcXOHiXPjyt8bz9y9+OwdvP1of5rUO5RgcRMS451hEG6tB49xjwBBe9l906WIDLGuQoGRK4Qnoh03c3mmlrkr/E2CcG6c64OQjvsXOILHJ5wYt67CNd61SiOq7TTtzZnl350zTAEYtaxt8COmsgZymmWEMJp4baJp1z8MjhZh2brkjFNvQaXIZm/hEzzfGI+4reXDd2GAWZe+mYOceMLBbPz6RxqY27lTtID3BMIb1RsrLEGJBNxGtEaGSHXLUgEn2tQhp5Ntm0R4+exOAKFiDmOTS0cLyk8Eul/c4cesqvC3u7Slpm6bd4xsWmKKIlt49HnhxHAT3TTBigEIThdRwm8MIlQJa1JzUH2KmbftgS5deNolhrMlRWOP80Vvf9eV/ybAAIqXxEZRhUmZK15a07ljs0Kc4wrb8iGnI/aAUbx8wJAePtjm1+KwDVDnK0LJxQWp2voIvZ6HLQuR/iaJwSCh404/sjwR0QTDyPHwjESH1TaGVrcJCZ3EU8NfbGkHgSatBFTfqeJB4evynWNo8KpmOANNlGbhAQtTIYupbOiiYJxRe+7fJL7MMcgMTt17UtmTuWOXdrrMJJt6GaMCDKshKQsI3PwnIz5ahDtw47UY1G9LWJiySi9YMrcI5rA/9387ffwAD54zGAy3Iu9kWOpO3a9SRxmFEpmfaDo7XPMxnEeq0fRFs6oobz0cfdOTVvf3WSYvprIgMApK2oOdsAuR+p+ZuhjUxNE3/E9aip5NigQE64rqhOVKXZ2krJyFB4fOt1IrAie7uM71N5cyp2jPjYkl3VOQi+Ky3VLrK6CnwBlzgJ41mXfBV3rMOnbUKbrY62Vx/9zAAAK+UlEQVTOtibflZQ9jiCUfVvkCuFpnGIIcXWhsAmOqjFMmrwY/JhPgXJelpJ6EIDp1Qvbc7oi8YdnZGpZp+TbxoFjk02Hs9SWCuHsg0G0aKw1+c6l3GNhZ3bmpO+vkxisP0fxiD6gr7uW3TtKnjThPlIyCaPPOJrXcqLCjNaFlIovL18QfvPDMZOQx8giyIuAL40XTx4ztlg0mJqwzx3TmO7NigD5Er4eZKN7+cysnfRoDLMp5l7nhVp3K9nnnupfg3JHLzjtyFom2jmUO7s1D6cjVJDSaZtKpUWn4tKP2iwE8eMoeyKBmj+8yJp/6/GsTn4pdkHC2fjNjxN+dR0Idns4Yjiu8+8cEvnesVM6K2GOttXGOATINEdRImujPMZ1MehuHL1sVtqSkiBFI0vbT5k1KPdTV/k0FCZH8AfEzPVjAEyt3LEv40T1tPK19qKwRNjlnNPbC2IMWkHdVBwBzC0ctflxpb+uU3ZuKHXn3845uEgbDCd5ZCrM2Y/a6odAzB5l3buGAfbrJf/VpYuM9B1xDBtmc4zZ6IhMrdxxcBEdgcAhgu19mxChQa1GhEgTT8Hfdp8+nx8B/Awoepzl/sNumlJ5KPdSwgkJ8iokd9hmqTHvQ7u8/J0D5WOrYAkKbS9BalPukRabBKbWiLUplTuB9jEpBRtWDC9at8jYZjFXeLUjilC/ZwlPhMY4KwIxkYwswlzp57NOauGd8132DFHMcE2a4VqnV5tyx1TklcjIfSEH5ohMqdxhTPQizk9tZHptW1Qia3yXT3kp507fdp8+318ECNl0qmI2FWSxSuZHgMpIJO4gtddpcLRqU+7wzviLkRcmZGSzKfdIQkWIGhETrW+bNc9ejIknpTgm08z/uGoENSIAVxEUBJdOg8tNwVzjnJcwJr7/TgmAWQbzTO1Sk3In38TzQMgpocBNq0yxc8dGjhMVnhRkSFk4vNjY6M+e2iCUDs5xiRDYhEDcVJSmSdZKdEOAcFgnusKhWsKh3m0k3a+qSblDrEdOCIKJy3mnjsxmCuUea/1hmrlmd0wPXRmjZijFRsJLqSonA4eo2ypDgCMrysN5cZbET1QZlNmGQ5IZyWYIfjhCImuXqNyhEYE7ai7hWXYKk40FbUordxxZxIi6oNhjtaK+AEWe5hriTfuOX9dPj0BkJIQOgkQayXwIxLwVkphKRk3lmiUnDMINj0sNkkvh8fq5+ujaDgElvqnlFORmxyP3l1bumGOIw0QIgyQJaYzUdDwaMw/dOx0CUBCwe/fiCmvjgqcb0l739JRAGQ2/eiTHqxmYWJt1zvBaLBZvSEBtrFZWUrlHM8pHV3wjcIO7rWjMIjp3CEdsiRDogkCsCbuN7qJLe7pmOAIUrPaqRUs6fbM5gODQ82zgVifqb2qJGdgbyRRLKXdSvnmruLH/rolRcGog1J8QAAFKo7F793Jv0ANDcCaZHoEln77RY09MkOXcsPZZhVhnmES9SCt+qJ1Syj1Sr5bmPu4DjK7dXwT4UvLlRCj7BhOpZHoElqzcQSs6hGPt1KmQjC8YTFyRWbW4coetLJaxko1zqmVXP5sQaIbTQuEKDYJkegSWbFqlJqyzl5KQBVPtlOGcsYg83EyYv1sl984dbzLmGI69CNzNXpBj+kdIPQqBwwhEPxAxwvhtFE6rp6QvAtR6PjndNHUEVnTs4rvg9DCJco+FHKDxZbeUi8q17wLoeiHQhoDCafVcjEWgWTj+3qv6BI8e22jH+6N5ERJG9wEcuT3nzh2OcnbtXnGI2qcUVpYIgZoQWLrNtyYs93ksRMrcKQAAnQqWitJKPhaTp/A3p4jiO3eSEShfhZC4dMN9XnnNvWoElmzzrRrYPRocEYFUlWIXH6W0kke3khyKoGNjkuihgeTaucfwHMhsmPCUToY9eqY0VSEgBCpCgN07P1MpeRKYSGRCoHHwhKYjkORQ7udI5hiKWSMkjODRlQgBISAE9gWBTUoenZgrE5cAACgIkI3EazmU+8NS/UE6o3I9jG/s3iVCQAgIgX1DYJOSJzt3bFYrpGFOhEe2rJOIZd+5E+OJExXubGQpRED79sBpvkJACEyLwCYl/8BViUFoMIYIFC7Q/iLn3UTpMnbnDv3ljVJHLzUzEpgkQkAICAEh8DUE1in5T6VIl+f3zLWgUAcFO5BvDIU7juA9RrkT6vjM1CKZWtiB3q8VFQJCQAgIgSMIrFPyXOiKHqoWKs2tE0rrUWIP2VqDdqhyhyENc8wJqSNih2F4kwgBISAEhMB6BFDyUJ9fcs0lKHq4j16bal98NlxHeULKFCKfDEWyW5saqtxjTdPTUyaqFlQICAEhIAS2I3AeM7u+md0g/ZxtzS0UvoZmmB8yqz+3yiV6X7r2A6tCJ5fY1NUQ5X71VXzl60Oj2NydSGf7tHSFEBACQkAIOAKEklO2D0IylD129C7ydjO7Um7lDkH89VKjG/mEu4xQ1wgBISAEhMABAhAv3iQpe35vEkIgvXBI63V9d+5wBz8ptfTFZDeCtF4iBISAEBACeRGAeJEsVKwl/D5naH5rdGIf5X6h5EQ9PnUAfSp8whIhIASEgBAoj0CMUNxaLrKPcqfANRSTyDtX1b+vUH4u6kEICAEhIAQSAhSYgXkSgX0SquG10lW5X9vMXhNauY6ZnSrIhYAQEAJCYDIEetFVd1XurzOza6QpbD0OTDZVdSQEhIAQ2B8Esiv3ewYCekqTUUn+0/uDp2YqBISAEKgCgazKnVAbMlHPn6ZGZhW2d4kQEAJCQAhMi0BW5f40M7tjGv+bVymxV512LupNCAgBISAEEgLZlDulnGIJJ6p/vEkwCwEhIASEwCwIZFPumGOukqZAhW0Pg5xlVupUCAgBIbDnCGRR7iQoPSIBifP0Ymb2hT0HVtMXAkJACMyJwGjlTlVvdu3nSrPA5v6MOWekvoWAEBACQsBGK/fnrOry3ToBCafwtQSqEBACQkAIzI7AKOVOmbyXhClAMQDVgEQICAEhIATmRWCwcoduEnPM5dP4Kchx33nnot6FgBAQAkIgIHBa+vdJ21CJ9AMPCKXyPmZmFzWzr2xrQJ8LASEgBIRAfQi4cr9s2rWfNQ3xZDOjKrdECAgBISAEFoiAK/eHm9n90vhfmUo+LXA6GrIQEAJCQAiAgCv3Z5vZbRMkEIU9VvAIASEgBITAchFw5f5qM7tumsbNGhEzy52dRi4EhIAQ2FMEXLm/28wukzCAcuAte4qHpi0EhIAQ2AkEXLl/alX4+nxpRhcxM6JlJEJACAgBIbBQBFDuZzGzL4Xxd63OtNApa9hCQAgIgd1HAEVOPPuH0lQ/YWYX3P1pa4ZCQAgIgd1GAOWOjZ3MVASqASgHJEJACAgBIbBgBFDukU/mZWZ24wXPR0MXAkJACAiBFOd+dzN7XEKD+qjUSZUIASEgBITAghFg5x6Zxp4X6H4XPC0NXQgIASGw3wig3K+/srO/KsBwYTP7+H7DotkLASEgBJaNgIc9Ei1D1AwCzS90vxIhIASEgBBYKAKu3FHop6Q5vCdkqy50Whq2EBACQmC/EXDlTgHsDwYoiKB56X5Do9kLASEgBJaLQMxGfZGZ3TxNBcWOgpcIASEgBITAAhGIyp3yeu8Ic1D91AUuqIYsBISAEACBJo/MC8zslgmaB61+EyYpEQJCQAgIgYUh0FTuvaprL2yuGq4QEAJCYG8QkHLfm6XWRIWAENgnBNrofU9LAJy0T0BorkJACAiBXULg/wGy8s9DSvqpxAAAAABJRU5ErkJggg==" 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" 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" 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