<snapdata remixID="9373402"><project name="Recursion Assignment 2" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="11.01492537313436" y="136.07960199004975"><custom-block s="fib %s"><l></l><comment w="87.01492537313435" collapsed="true">ex. (fib 7) = 13</comment></custom-block></script><script x="10" y="207.61194029850748"><custom-block s="pascal %n %n"><l></l><l></l><comment w="117.61194029850748" collapsed="true">ex. (pascal 6 4) = 15</comment></custom-block></script><script x="10.422885572139364" y="247.0845771144281"><custom-block s="to binary %n"><l></l><comment w="130.66666666666666" collapsed="true">new solution with recursion; cannot be old code</comment></custom-block></script><script x="12.00995024875624" y="282.21890547263683"><custom-block s="pig word %s"><l></l></custom-block></script><script x="13.567164179104509" y="372.358206955224"><custom-block s="triangle size: %n"><l></l><comment w="204" collapsed="true">should draw a triangle of given size</comment></custom-block></script><script x="13.567164179104509" y="437.69154028855723"><custom-block s="fractal other"><comment w="169.33333333333334" collapsed="true">create your own fractal problem (examples in textbook)</comment></custom-block></script><script x="362.56716417910457" y="341.358206955224"><custom-block s="triangle fractal level: %n size: %n"><l></l><l></l></custom-block></script><script x="11.90049751243788" y="171.55223880597026"><custom-block s="initials %s"><l></l><comment w="225.33333333333334" collapsed="true">ex. (initials potatoes are delicious) = pod</comment></custom-block></script><script x="372.7114427860697" y="79"><block s="doSayFor"><l>Hi!</l><l>4</l></block></script><script x="16.711442786069654" y="486"><block s="receiveGo"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>-100</l></block><block s="show"></block></script><script x="595.7114427860699" y="484"><block s="receiveMessage"><l>initials playing</l></block><block s="hide"></block></script><script x="358.7114427860697" y="485"><block s="receiveMessage"><l>copies playing</l></block><block s="hide"></block></script><script x="181.71144278606977" y="488"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="show"></block><block s="doBroadcast"><l>pig latin playing</l></block><block s="doAsk"><l>What sentence would you like to covert to Pig Latin? </l></block><block s="doSayFor"><custom-block s="pig word %s"><block s="getLastAnswer"></block></custom-block><l>4</l></block><block s="doSayFor"><l>Press the green flag to try another recursion!</l><l>2</l></block></script><script x="12.111135391518872" y="101.17910547761198"><custom-block s="copies %n %txt"><l></l><l></l><comment w="241.49253731343276" collapsed="true">ex. (copies 4 spam) = spam spam spam spam</comment></custom-block></script><script x="12.119402985074657" y="316.358206955224"><custom-block s="pig latin %s"><custom-block s="sentence $arrowRight list %txt"><l>chris we want to talk so nobody understands us</l></custom-block></custom-block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="0.5386221294362346" y="-0.6638830897703207" heading="90" scale="0.6" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="181.04999999999998,76.04100000000001,0,1" pen="tip" id="71"><costumes><list id="72"><item><costume name="Screen Shot 2020-05-11 at 1" center-x="204" center-y="81" 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qnym5jPckQmZ/VfuPsbAWN6GScBK4ECUSSPAC8zXTrH5GimiRYFQYuE/AxD9CMSYW79WzlGZIOfzUREoJBOLxLswArN1GTKbqB7zyuw6Jb+BsaH6LV71wVU2gekYeiTxPn2C1UANo+xpxA3aNJJASNvz5Ma0QbJRIujN9g0UhFQwKaMIII8PoNEx4GK7417Dm3XQsk+pn+rpb4boq/cy04P1a7HhJvE1HIAE7w8TXgk+GJGZJa2X6kYtMwT5FTSTyVTJb0w9NoACV7oFnIpbRJJYm0k93/PKjnXVy7q8rqbA6/cAt4vFDyIfTNxxmRfqm/tj0Izck/vHpJ26r0v+X4B9Uvo3/Y8pfnKdW4iyKrJeWLSZ/76h/JUANE68g63uhxv31LyLWNsfLUvsTSG1bXZgRraRjYpH1qH+d9lcyUNtfFqieRCh1NVC0vuAd7Z9vAVuYIlOMMCIf4VnqhukLwDzrL8zwCy88wrPFP0FR441DOD9rxQ9xIy94Rr3jm7E12rM7+G9EirCmHdCwxSHdxadCEVImh0uTb8VtQgFLu+CoczxmFRnGn8gMvy3CxSe/ICREpJkQeEzoCY0W95Sn4T0yKBT31JBAyUqFmz1NPrdN3Z5n18gC9KusoLpX2d14urtxK9wKZzlsfe+Gq2nUb9rV7z7bcDWdbriuv+5VxvCabt7TJ3+78Lphuv41vnbXv+YpIa3+reFXf53Dq99r+Grrv8rd9atx/5l2F37XXdNY5Ve//TPsLvyuu8Je5Ve//TPsLvxV7q7fPyO9CqPCrbb+q9xdvxp3lf1QuPr9Plu4ta53w3X9V6Wtn+E13baVPvnbhdcN0/Wv8bXv8k9ot3//kfSXoS3nz+/pZ9dKvr6Ib77nt/ya2pFu4lVpONjgfUTnYQ0/4azB1QlTvmvJ9o0ln09X7ql0Ckg/YholhUoGTukTgCJISjR7pTMFyXRMFiYsEhsD/AqhcwOIa0ApgCBaSEsFjgkKRUcmr09vegr0FOgp0FPgX0MBmf9dRs4eQgFJke4Rr26gVzjpRsAMN+H3G/itw8VTZAwGI3g/nB2BoU9Nw7dhCCJd+QWxVERAZ4wjNtfEDLCRHeMnsNKHpW8KEVUutRa/pWRUKAnQp0rm+q7dm54CPQV6CvQU+HVRoPDoBd5debl8nO8zR6zmyoMjV7NY2ZXfFS4xp4YdbqMEkgopNZh8I9AU6UOQGMxDpGgDfDZwGIxvAlZTcXgMrWUQCeNW0ITboTKhl4xVwK1tcr3pKdBToKdAT4FfFwXk2/D7KiHQXlKxMJcKGJ815AOay2AzZMKQ9zhvDr9m6rBaESTw+wATioaDasKNb3qrzZQATtSEtFJwMAw2vSbcTQiZIcNjU74NQ5j4HaHSSkGBzRNrnfj2pqdAT4GeAj0FfkUUCOafIiF5uG6VBAbNFCwqGPD/mYIE4eL7AHuCQjJwGI1f/3MZTfJ9f3NdIRpMrGQoUiBUHwObBgJj4G7QmGO5wlZ7uWb1ofZVES6Ei7hFoIRV3H7qTU+BngI9BXoK/HopcItnp8BIkaAwQLlAXHiGWwgbhQxL4IdqMnwZIoSm8Y03BEeoKDHt4jsCJuZXQqDwE3snnGMhZvw4FJaCpZmWCX3sTFQp15ueAj0Fegr0FPhNUUD+v2xmaCssDVNUTJ2L9zs/sxHT+HybhTaD7FC4OKUSQsYhMsOlsNGJXHFoTCHDKjGXICtgFC5oLjNUJYfNUoValYsA0f/0FOgp0FOgp8BvigLOwTvnrmhBLXHexbXIU4TLEOETckNBo7aDkAmhMkOD4aVdARYyw3kWxtli5QBCxaXIobUgaELwdOdbflMU7JHpKdBToKdAT4FVFAi5osKBiGEeJo7/92e2TujQU0osAyqGcj6fOZgYJCuexle4uDJMLUbtxX0ul2kLPUy1y2tv9RToKdBToKfAb5cCMWUi31fI5ObNHBZjnRj7ZWKfZDlgUyLUc+xS9CB0nOw30HCiKnTFAzAETG6kdFjMpzc9BXoK9BToKfD5UkAh4ygW2osb73lmjaNcDo8heBQyVRHBiYCpyoyjZ34jUqwUEwjuWANdh8UM0JueAj0Fegr0FPj8KKBwCSmBzUQ/o1uzgcJFYeNkfxx5SpC5kFlLoWI8Z/9Ta3FSXynkxH4rYKpU4ktvegr0FOgp0FPgc6SAQkbjUBnTKQoZhItHyww4Vkb5E6Nfzu0jT3KZMp9jop9wbqLMHfsCKBqM0irG4ATcm54CPQV6CvQU+JwpEJeTOURWb9BFssymW8iOouEoL5AnOUQWS8oIgOc0jn5xYl9tJoVMu8rsc6Zoj3tPgZ4CPQV6CgQFcnEYUyfu9FcR0SgvHOkqI2QKG4bIWEVWtZ4IRSS0mAgYkzhThA7DZYuBImT/01Ogp0BPgZ4Cnx8FPLsyh8mKxhJSpWzA5Evcj4PMcI2Zr/znJH9srvTssRAoTu4LaEEC8d6bngI9BXoK9BT4fCmgzFA2FO0Fl/snyySMbzweFePEvkLGYbIwXZVHP7UXAfWmp0BPgZ4CPQV6CqS4CC1GRcRHERJjXVAnxAljY9icwYxHaC/OwRjRCFWg1KGx+t6TtqdAT4GeAj0Fegq4LLmcPRYjYEiTkBvKD4WLsgMBk6cp42egMlyWF4olCXO1QBE8PVV7CvQU6CnQU+Czp0DOwUCG2HCJcNEgYBQhypJYN4YXZ5EpPHj4i/XLcVSMY2nLhkC96SnQU6CnQE+Bz54Cyow0VVbkJktXjilu4jMOriVD3oTYCSnDFz+1sQuQ3uop0FOgp0BPgZ4ClQLLMkJBowwpq5KL4rKWsiUDz6VSP+dSydjbPQV6CvQU6CnwGAo4NKb+gokJffbB4JUqTfEPKRRaTIbrf3sK9BToKdBToKfAQxQIBSU0GNUXHuRInEUWE/xV8sTw2LL68xDo/ntPgZ4CPQV6CnzOFIhLxoIAqi1p4rh+X1K+IFhCtvQCptCnt3oK9BToKdBT4FEUUH7EcrGQI87tl0l+Y+fkDGvJHgWqD9RToKdAT4GeAj0FKgUWh8jwRZTkhWMqNLw4bJaipxcylWi93VOgp0BPgZ4Cj6GASgoaTAyJ4cZmkt89MOWXSZmQMb0W8xhq9mF6CvQU6CnQU6BDAWVJHNkfgsQhMhwhXtBvQsWJt36ZcodmvbOnQE+BngI9BR5BAbWWPG5MCeNpyvro1FLCuES5X6YcNOl/egr0FOgp0FPgcRTIK13KLH7IEudglDjEz2suC6BewDyOon2ongI9BXoK9BRoKRCypMoUfGOSv71DGY88j8xBs970FOgp0FOgp0BPgcdRIA5GrspJrhjzNOWYgQFCFSra1f04wH2ongI9BXoK9BT43CnAPH4RLEz1QwyPisFDIRMz/0EfJvirFPrc6dXj31Ogp0BPgZ4Cj6SAcoSgjpPxo5UaTC5cDq/UXXoNRhL1pqdAT4GeAj0FHkeBWIUckzAIGuzYyZ/LygCgkPFjqDa9gHkcSftQPQV6CvQU6CkgBUJ5iR9HxZImHHYZUiWGxWKYLD70+2D6KtNToKdAT4GeAo+nQCxQRrK4XV99RddajpmF2ElIsX65CJ3Hw+5D9hToKdBToKdAT4FQVkJvYXiMZcp1Bz+uEC5SqNdg+nrSU6CnQE+BngIfS4EhskWFJcfI2GhZh8iYgkHiqNbUjx8Lug/fU6CnwOdCgVHO2zZDbJ7osjo0Ij/xfdrZUwdPmdlpdYVquVqXt9781iiA9GBILEVKDpOxigwkHS/DMR8YS+nzW0O/x6enQE+BfxIF5CKDdWTJBgwFe+CpU0O6p/RgtYtAGWjPxsiXa2wfecv4n5SJHsyviQIhNZAjIUkUNPy1pymH9mKd4cM0KsGvKet9XnoK9BT4NVEgNBUEy2C43cxG2yFkBgO1Gvy0ESr1UbgMEDyzqSzopmg2vyZs+rz8Myig7FCoaFLYuA8mXhkaCw0m7fI5vvQ/PQV6CvQUuE0BOMdwvZkNN5vBaA9bTWYj/NRmmqkCBmGicBlcwXBgOWgwbotILeY2xN7nU6eAQ2T0MShjH4XMWjh04XD8LJUXPXrTU6CnQE+B1RQIlmFvNYbGnMpVuCBkEDj6DQYKGAQNGs2EwFdXg+by7Ka5Oj9llOSq2dhYazY3RjyGzfH61Sn1vp8SBQbOucTmSsoU5xpTcVSC+OcnFZx+DdmnVKR9XnsK/DsoAN+oE/wxNDaCfShQeNBsBrMRnVWFxxRlZtqcXg6aD++vmg9vPxDrqjnc32oOD7ab9bVhMxo5Z5M41LOs/h0Y9Wn+oxRQQcnOQk72Mwfj3EsZNgs1VlU2T1T+RxPr4/cU6CnwW6UAXKMdVndSn3GyIlwUMhvxLVeNIWCY1D+7aJo37y+bVz8eIWAum/EX+yFc9vc2muFQaETDqoImPPqfT4oClqJlGEZbDSZ+Wx8ddiVKdyL8+5+HKVCp+lDIz52u99Hpt0Kbu3D8reDXreN1ibKaShEwDo+hwXTNhOGy88sUMN+9+gDTuUzhsrveTCc7LBKw1+sQfYdBdQH07k+HAhRirFovios1IzJv4bpFJhZ69N2IBwt0VocFbEwxNODa/9rQdEPQ4ClqhKz9d4nm1BU0V7jrIOSUoYS7GNKDWfjVBogNuw6f+ET9oma1dJL5FPpUDJgMni9lrfskJN6vlz4e5Ady+dCi6gqqOkS02BWnvCn7wDGW6lr+UTko/7Tx+LSMjMS8R/4rDtVeRGU6maLBMDx2dN789MtRM2oumv29tebZk83mHH9HTBwm81kbWjd68ylSIIbFlCFWbxeNUR1YvM6vjYU3F5nZqP3rzf0UiPFmJjUblmk2Iyc26wSnyzRlos5uQUfoO5CpjM94P22aiXsAbIj6Uxi/QVoPQW/OgBmbDzptYdclrYWJBHOCTlOE7uSC2kcvFjvNr5s+Q+cYot049wA+4DYYbuWSXexaxhb1DAE6mF4kbvbgrA+Y2BLwiZY/JSUrEbn5E1jd/pnCcS4ub5p3R6etgHn2ZKv58vluc35+xRBZg0bDYAodj+FQuzefIgXcBUVtoGL7Hz/eB4MHvkMaS9R93J9sr+pfWir2WhEk7AFoWKbZjGAqwWRkNIxBo6VkA5zAQGWahI8NZ4wVYCvdFS6/RVpPs25RkaRRjsk3o92g02BtH3+GU6IqQgQF8OSUNyKp6bGkVfvXTp8pGYxGRH88NNcQLnsoMAfgubOA3xCBMhsTTmasJhMa3ITSB0YIWbw+NVMFS5SjHVJw81mhkU9gLGoqocG8RoOZnTdfvNhpPpzsh//6enY4RiNGAD5Venxq5fc/lN/5KrKUI+1pylHZETIpg6wsvbmfAnJRBIy9cxjKIB6ZKI+CJo7EYAezw2E3683NjInNm2EzvoDBsDeA0QCGAwhKd9+OsCbt8pJen+RvLhwBuRAubsZDwxvCdBEuwYBd0trMh8Ls2EzZgDedXrLiKPGX0QyDBSOEC4Gq/esgiuVfVk6B38wyHyE8ETDuC0mGm4x3NrlirgGBwvDodILmgwRWgBpGHDXzOvCplP9cqIRQCIEjJomPrmrUYK6ubpqT04vm3fsTcD5vjk/OQ3u5ur5pbmgfazSG6VRB0/OeSrdPzo7Oge0ic24XrOzk189JNsRL1Py+kB8uXGm0TCcpK4G1bSwwIP6uJ4Pm/dFVc/TmqHn/5heW7l01+0xw7u2th73GKhpX0gwZK/jNDEHLfIPpIlhguIO1IngdPgoNxqGQpN94dtFcXq81V2eD5gplbx2hOxpOEMDjYidtHKP/tQiZyIeCUm2FTsVgTS1W7ZWNh3Y6AresI1Mk6NV4vbm6ZHr7DD/mJEbDaeC3NrzGzvIfUfgDex6fhIFXwC88CiY0cfC1e3qXMayCZjymTAdq9SmgRoE7rYUm4xBLrRN3wen9f90UUMbI/SxJ2SCtXJ/ihW1vxMrQm4coUGi0RCoZTwjrWEqRdB3TK/+AgPnu1XHz3d9+bjZHN83XL3cYJthtNtZgUOujmODMYvhUGMw99BGRWE2E5hLChZ69TJhhxNzxXYfIhDFrxtP15uJ61ByfN835cdNssjtra22Mfc0DM1obMUY/CuELK74n4X/lJ4RBaK8KF4fFtNVkHSp1Dk5j5XBMQAEzak4uhs3JCbQZzyj3CTjegN8Nbnp64BcK8YohpgD1a/sJHjHXYiqud2VT4TJBi/NhTDQ0ewWSGnxq8UWT73nPXST8BPwdbaDOU4fDJsdliMwmQLn7LVy+9eZeCkRDkE6VVrV3LXNNIZPxZ6HBvDu+bL5jD8D/+98/N9sbY3pyT2Cag+bJgYsCYDhoO9F5tSv3GzDOvcxgtkN79g6Noc3MWAwRPfwQvnMkbxQwVwiYs2Hz4Xja7GxMm92NCQ9DjBsw4GY9hMtohnAJDXse99/mUogiSBwabdYOQ7AMnI9rNZh5zpyvUYM5uRw27xEwbjwUv0ngx/wMeFkHRsrdT0aDqcKlziPWdlDtOf4xMkJ7qRpMg3Y6jZWU09RcbC9Rrt32NI/fuz4VClh+8j+scNYhMntNevr0AkYiPMJ0G4ONzaeaIGS+0HjstJ1fjJt3H86aVz8fNTtbk+bJ/nrzxdMtxqZ3GBJi1IQoU/YDOFDw6RtoIwN20ENNJrrm2j4KCTnp3EwmjMpfzZrj05vm/Yer5nLjsrlcP+e5aHY2b5q9XTSf3c1mDebrkMqCCWElg/Y03wq3GybLKSePs+ccZRUMbgHSR7+ENhVDgYmj6eeihpqPBDllxRlTDc3Z+aR5f3zVTK4vm6v1y+YCHHc3eLbZDwJ+kmxj/VNZRZV0jWGyqPvd9nCblHWITA1mFMv2WcgBviPqvHORVv0sNeH05tOlACpKyBP5GMPAUajRe8DVlm2XWX66qP7P5hxilV5YMi/fWwIuJO3p1DeMPV8y0XnKjrPZdNJcsKrm/OoKAXONJpMNzZ7soqBaAPMJvYBHSxukazCU2uO9jcYYpnMJLWIS+MNJszk8azaG5zxnze7muHnx3ElzNJvNtaauOKpQFF5OsMfCCjSmZPrW6sLkXblXGFruRbpiybBaA6v5FjoFFeIjbcrUZegu5gj4LFrIenC77bjQ4/rmhknti+bo+Ky5Pj9pTsAt8TxjP8hWM57sxUT37o7zN5+Iifpunb+77ldMqoBRi/FP43xj3f/iKlaPlfmHyiSg9j//PgrM+V/MxyFoQsBYT+xN+ASTjIrz78vmp5Fyt2HRMLqNbQkBG9f4RiZ6Qy+W02VZqnp+cd1cXl43rqLZ3GB1GWPw0ylM8TdB+0ob1ibCXGNFXdi3ma+kcuL38vKqOT07Q4M5oYd72gxnrDaanja7W7lvaAvh8vSA4SgPUOyY0JAcmnKYyrkQF1aEllTCIUw81bdxrw2r1BqXRIfws0M1bxAdkI90EjfgWPYe7Hg3c3SS/5pyPr+4bI6PT5vTE5bqgtsIHAfY19e7aGcDNDWEywwcPwEzF6alrKN3urp8rf9dATNDkBh/BMOh2odW6iKXlv98Avj3WbyLAk4PaChzy9c2pkazaP6RhrcI6bf6Fg0sGJQErI1sNbY2rpvxJLSVMzSYAZstL2A2l2w+U4O52RwyHq+AkSn+FmgvTWQiyXyjp98uS75NozG0Udienp43Hz4cw6+Pm8nNMVtGTpo9hhO3N9ebJ4fbOUG8TB+H3WIJNAJm40UMv+UwVZlonyBUFCw8M4RL5GnI7nFXSS/Dup21e3xKmYdwqVqaeN8uP8s/BExoMKfN0Xtx4wHPGbYXcDkMmJra7fj3ZOLf+KngLw0rzmGvzn8VMg6RTUNTYXIfvuPOfeeehoyiJGtaHf/fiGif9GMpYPlTjlmSlCavpZvXlTAWcF/ID9PU3hqkbBvV3XSrvTcZqb318YiHoQKHVhaXdibMh9P+tYcQN4/GYc1xaAwwWJYij3m/QTuZsA9kzFLdifTA/tvf/tZ89913zfff/9D8+OoVQ2NXMB7Oq2IJ7wzhK/2ktX8r62bVWBguC+HC6q6woe6U3pNjwog7aH/dXJyxJ+OM+Y/TD8AfN1sIL7Wjra268utxtB2EVqRGBI6D4xgCm4jjbKu5mW6GMAwcYahHR8fNt99+C47fNz/88ENzdvquxXGD5cqBnzi2delxefj3hip1NfKs22fRZLmJFiXXeaIsYTkDl6OjucXwGMNlocFEGS/C6d8+FQpQh93jpTixXtiBMOvJ5GzIlcHZkHtzHwVgC/N1+4+gmw2sLtXUVjBZEHn+ko3sN9TAoEce/3JmHUOwXDLftNacXa+HfX45jeFCtZYLnu+//z6EjILmhx++b57sDZtDnq29Acx/k4lvJ/eZyL9LwERByaF8nHtxcYG2MdbQnZhEh97nLIV+f8Rii9fHzfvXrOZjFfWzpzvNiye7zSZCJhlcAHvwx3k0hYu1wBMarq83mjNwDDxZEad2eol2Kn4fPhwFfn/961/DntycBY4H4Li5l3eiuNHQOQmZ76dgov7LRMivv1k285x3BUrMu0SHao6bqCpYcpky8a0onwjucyx71yIFohDTS4ZGcdOqtFVO6y/vUXEWo/ZvixRQQPjHGjE+QElpFu0nfhYC18Y2FzAeEzJfRSNjsTcngN8E7R1j92BPzl6bYU/GMN7TQXPEEt13PK4WO2Y47OT0Mib2X6G1KGR8fvnl52b6BQyfPSXD/V00C/bAxD6h7Bkt06cytnojawoXV5XJwhh2RE+X2p4WcImAeXt03fz402nz/bevm8NdV/g9Zdk48zsImiy/haK782XAyQNqaNEpQ4Benw+ZWxk27wLPWeB1HPidN2/ffQjNRfzUYNaGN8wx7TK/BJ4b4Ej6a8yGOg+xjN+dGfg3f8j6XwWL9ba6M2PdOm+9r+8VPwWKT8y9WP8jWsL5N6PWJ/93U8BKIB/DuGCJSsHazizo8FTYWFNWqLvxvf/pUAA6Ba2kV/fpBOk4pWsVMJOuBmPjimGCWg63hxo6YD4NZ5DGM8U81JFhI5zn7G95/27a/Mzz9h1HhjCZ/5Zl2+85OuSnn39ufvrpp3jevXvbbI1eNk/ZmzlkbsUhrI0QMNJHOi/RBy99YM/xqxYzn+TnWBb+YhUfw2QX1wiAo5vmu5+Om//+82s0F25VRHN59oRFAk7KZDcaOA+bmXMvajFcnjVjjfkVm0SPP0yaN+D3yzuWW78/A78T8Dxt3rx53+Innns7I+aWXjRfPFsn/QNud3QjKVpacNkl/B7Oyr8pRKfOl3agTwqKzFKt86s0mBQuTvCrySSsPKVBd28+SQpQD0JNoQhnDP1aF0KD0eEnq8fc/Umi+C/MdDYK21bbiw4Krs6Cja02OG2NDCXGoBUyuKV9Gj1kmDJLfRnuCVu/TDdXLblE1neYUrVbRms8e/3CciTUYaP0053w8NaU/DjUk7Dscco8K9yipRn2UaZiou3QD8NdWzOOaOdYNhi9eRqNOC4FtNawh4MDdrVfwXTHzfHTUfOff3jW/OmPz5o//u5p882XBwxj0dvf2SY8Y1oezwIeg0qTejyLOJZhMRy3cplHu4A3p/W62XPI0TXDEe44YYCjbDxxIOhj1Bq/4m/rgAaxaEF6Sw+N4XhId32dVWAIjqec2jBr2LNDUqPRjEMaeLgPxTmlHTaNHu6wyZJw//mHp82ffg+OXx9yosNec7C3GVcIZ/kG8PJT81L9LDueKMOyYo48zMLPsH43j4ZZMnpH3mEDtb5Q5qGFtcO8VcBF4CUA3Ve/V67RDZvuWt/TrjDJGjTOJcnJayrExLILp35Ztg05bw95TULivUCDKJcSN8BW2HU5Oe8O5bLAIsvVut81NXzXr3ffSwGKwZKgiVO/woWA0UNaR6PF5s//3jyGAhJKwZGEvStGbWyLPTkiMSQi812T9i1zE5iCxUbEHo+wYYTBPAvTCKZgQ+FU5mB8MInCOCIPwgoYbj5k8trJ75j4BmYwoALfwJWxgITHyruk12GtmMRGyGQDJE8hcAL6wz9VTY5GrjBZa7a3hs0BGw5HzKesr6uVcEIOTFl7e33cHGxPWYaMpnO6iWA5bP7wzVOew+arl4dcrYuA2UXArCUe0iQ3cMJgYw+Mggc3f1mPk3mR60UTNOFUgDhhgGNd1rlNEUHjOWkzBU2UQdJuQdBCoxS+0lmG1BEwkW4O4+3ucmAjAmyN7IBii9/m+ozNtePm6e4UrQlBtD1q/vC7J80fwU88XSH3hCuEvZ+eBJZM9ShlH2WrYLFu+GTdcFHDnNmKgw28I2QCTOk41M6Dw5homTmc6XJukzaOglX3I0wIKsMZYTHSvN5bt+zbRpUPOiep9SGr8cvPYvTqu2gbuNRtyzw3t0JsOw7W9ajflr94VPwVcHI2EhB363y0IdqPe6IacTeMj8Zw6ep/P4ICURcK7SxghEzWaF5i+IFvll8UxEfA/SyD3mpY1kh7hqupMW9sNPKox+4DKKtoQtAUnmB8CyeYh3fM0Ghw5+oo3KSbTMFGQQMLBmEkgAo3Wi4CxNFPmQ699YYDJuOukoBVGZHChnjiERki7y7ndVkvDS5O/GWewWW9C8KLrw8aey9O8sl8eRQwrtIarm002zsOC13F+VsKmE2efYTLhcLlGTver7abr7/cb373xQH2YfPyGee1bW4TZ4t5Cq/iVYMRL23ooQYTftLJ2uujqbbe6VZzGkIDzwsbIVRGwIsTkNVeQoOBIZWwASJWiilQZMTQFPrGxsr4mGkEIwPuBsLKo2PWGNLb2WXinpa1UQUoRXC4N2suEC7nZxxyuj0MzUzt7Btw3dneYJiM4ToFjGWyYCoeFq4MU+ZJ2Yp/dBqsI4UWMNns3YtHhm1BBVi0xakaix0J8PJqBO9WiDpgD940avrVbiEsOiJODVPteZBa36sdcElqUOp6aDEET+xux59DWnZlR8K6ZV2I9hHH83iiNXRAu0lBK/4+ws4n6jK4D4IGCheGN6Wnc0TOqVUT2fmYPNWIvW37kepSNGpqWjCt9qhsK1lvHkWBlBQEtYd7f4za0OqEp6HlZQ6l5CYzS0La20ByFVQ2HoWDZ3jZW4VTWXBuGhwoBGQQAJCZKHjMh4JJRlMbn9cI2MtfGkoKzUZYtTdr/AkNVmYdS2/Jg8IGxGLFVJwyYKZzbBXXA8bqJfvgkEoEzCbd+o2tLfjZFgJDBm+vX8bMKcOspLrmpOGryw32h3AI6PM8CPRLho4OD+oJxVVQastYCkNhnkbhWYcBQ5h0hMRcuKgtkubGFsJuv9nefdps7TAstfWkWdvwsMqY9CG/ckHzTYFyzL7CdspRNi51jmXlMOSZKwag9dAxTsNC8zXwGAF7E/ymM06WY3LBAyzV1nbQWK4vRnGa8vXlJkOBgzjo9EvuRHF4zCNwaj4BXIx5wERe7Az4DkXBfRZlCc4IyrgugnpRGS0Owll/rAPE6dTL0MJaBovmMnEKNnELIRPamQIIENZtUcN5t0k63PXdOp/1HVgEFVasHAu41L0A3sngXYAiI0mDEB7RaSrn2oU7aWE9iO8xhGYHC7omMkBOzUXNvNXQwd9cmU8P4EzN1DboU7VUnL15NAWC3ISOtk/5snbFArbEZU4SG3cN9Wiwn2NA6cbT0sp3TbXzrftbhYy2dLd92dGPzn4b0PgKGXuo3jHC6iYYilrIUKZqOIc2eLxXRiY4QSBM2YPB4l8mTbfRFGhoHiwZDMiGWBiyPX4ZEL2/IU+YyL+Ni/yQhkJrMFJ4sTHx+pQlxu5bIQ7CZsjEnUetD5lTMO93Gj5mBaOXqcagABjmXTmj4Z6Lhpud2R7fgLnJnpSz9xxjv9NcnG8haNBw6NGvrZPvYJDml/js1B96WVnQQkFYhkR8V4iGv0xVvCpD5hUYozhFsoHRbzfPnj1nSTFH5HOD4v7uWvMSLWn38AA+zUZN4gZe0Q4m7Gc5b24mZ83NNavQiDNlD9OUvTTTmwviIxw3RwgnBOcmQ23kYQqOoxhqQ9Bw1/zugPyuX4HPGTi+A8dtbLQ4DrrcQNMZjShj6c9juYpuOhKP7ImrrczL0MM0hwqZYKzSSPrKTIuWG0AUWHMaJFBhl2NtsIcOEbHfqBml1mpnYjY5R7HhAe8Z+5Mc1Yi6ubJTETWxZFh3fXD6Jk7l8SSDwNB6Qf7yMVRh5tKga7IQ8DECZSKudq5KPVawhqBVoOAXGn50wHSDdwhZ6nj0pWu+6FMrNCvu4m89B99mSNuhLsayc+r9gLZk/TcbHl8T2enmr3ffQYHkaVGfSxnmfTCWgQUf0Sz0pQK/A9xn7R2VtVTetoHcTbfa2Kot7eQF9YgMaR/CXlg2EBtTME/mBkLIyKBhpIZCxU8hQyMZXDST2RmHZZ7TXGkYMLk1mNyQ5a8DBE0OJylY1mAWwLXRBROSAWnMsw1PhpDzOnHF78Se+yaXQQ1hsjTOCZPVDq3E8epEuU9lCzKIURECMkgn1RESsxGrpuzWcGXBGueMbe1yfM72bnPGfheZ/iXftpivcfhM5pbkgJF4kZc79YETTCeEpcxH3GTAOR+hcMmFDVJKrUWcRXnA8BwC5vnzSOfg4CAm1Z8ebjV7aEnDDQR50CWCQxLuLmHV2TUnH1+wn+Wa/ZTTazaGKmiuOSeNyaNtNlXuon1syNwpqzg5GvyGDLdtM+QyXL9uNrbHzfbFWXOK1namlkP4dRj7BrzQBR6S3zoRZc+v/+Yj5hPEzY4FOOdQnnfqyFT1rwIlhdFi2QqklHOURcGJxOYaK2VKGdhBGbihlWfafIgL0aYKIsrfO3ks55FL6AXZNaX+RzUwjfJ0q0Wt69oWZKIGbhSspA6QfovIHeB2cjVhoWGJMzSVvjPbQNAAgQPNY+g4tLXaaar123IvcAI+giLSSkETowUT8B8gWCmPqXbDqQqzD0GjEDBEz9pD3iuoyFj/s5oClrNkt+VhcNMPo2rzZgV33D0qQhTEahC9b6VAbRgdW+cKEw0M/9rgshSydygTjWMyaolEfHugMhEaUFxkJYPJBsbADMomDIBHe9KcwQs9LJHhpdB6Dhh+YsiHYZ/hOkfkI1SyjEuDi3Ti51ZOHaO2EcZhhDCYCcLFFK4UNmMaIyuiRgyjuOeEZn8rfvVI/iAOjpPbw5ZBwMDRQEbrT8F3rRltcucL/Msl25sMncV9KNICLUmmvMZ9MAM0pWASxG9Gh+D0EpzQCsQoYIsTT+m15uivUcQvcVSw5EVuw2Z7eyeFy/4+O++/hHGyyMAlwiyDHvCkKbThOJ8p2toluJ9dncZFaDeXCBg2To4vL5ot5o0a7q1hVIyklBYKQcpo/Qn+CK/1abMOftvgd311FkNlChfLfo0zyDYQrgNOdHC5s/XCMqq59g1gMD4EZ9ANmMAdrD3lHY2Nb+I/p0HJcwfvxMX0qrHjqKHcouhIxbkITjOYImhm4stZeBNoPmV/z3RyQjjij9R2pPJSeRdmncD8Nv9e67l2HSKrX6PvZD4jr5GhwvjT7W/Wn4KTlIEOob2uPwP1vPpB7Xzo0C8A56vHhCuEedzoPOlVDXlKYU6OwH3AUPNUAct81Ixz7mxXM0YCBmjtQ7SX4I0QoCs4K6jeXqRA0IgfKZzFQF13ODk2+UHJLFirQq0OiwD6tw4FooFVUj1MLxubpja+eOGntrWs9BGCHxmDjcXGg+YRjMbLurLH5mGBcAfajoKGMDAuecFERjuj0SFs7H0P0DrGCIY8koWwNi4SlOFqqzE4R1Afe5bm0srhpOdsRM+OIRSHD2Ct0ZufjtlUyLc1ercyzOiRB+MkUjG5RLG+2FtV05AJ0+tEqxohMCo7N9T45rJZOz8Fp22G5NZh/gz2UVFHaEwe9eJxKq42U1OYwATGgZfHzIzBxUUELnnWlulW/KRtZTRJd9OKiX7DOrELPa4Y/vJhAbWfw+g/AfYx+1iOORvt6MOHGMZrro+Y7z9BeTxt9m+4w2fzmgl9olBO2SFQ61TQoK0VWFprrH67QosZrnH2GAOEN4z9X15zsyNUHSLAxE0Bu0F3LwWtQ4sKF4DHIZ4e5ImAUXgBnx+eZKye7XXDSc1xBJFDeODVfapw1ZY+tawt+wCjEKceOQcxY6hojPC7GW8wLEjdQAAymkcdQFhS3tIzH4JbU6zT8YjlajOv74SlOHKJcjjnMKLWdeODH/XeRwFr58rOSdICG9qotU6pRx7HI+6VBqan0a51oUsD8XbRSeCv5m65Dyx7jm/iGoWbm6PmhlGzMScxbDK+s04nYl2bArU6Jf6m0S1hXnsDBZL2USei7cFjHGdV8sTcC5I6g0j43txHASk1jMos8QhZ3fdEahtbENmxXR7pT5ysrpaF8BQGMJ8yFBYrfhySqMaGbiyYq6uiHJMfOlyAhnEN47u4gklMOB8LJnYSO+Yv2GV+Fo2xy2AcJnry5Am72Fkqiz1nIDISGZJzIcyZsMRWpnXJAZ03FzB2rp3coOF5tPwOd5mssTLMuHODm/zDwsEnhyR8nwvReUhdN9zweM4p0x+OLps3b8+bHe6BOVm7YPnyJSuuWHV186HZbzzMkiEceponJ1w/fXrFaQAONW02Ozs78aihiF8VnDKWOFyRvGtfXnqa8THxOS6fR8ZUTZcx6VYwf3j/hud1c4x9dXnEBlDSG11wIynzXmj727uXCBrnqywvyzMKtoJs7Qm9uIsry+K6efvejaen4Mi+GO+7Ac/dnTUeJv85TXkPQRMLNBwWQ9tLoUKvvQwHqUNGKuTRNM/Pud8enOpzFVdAeA2Ec3PM9TAWVx/pZDkfHh6GncLMnjpJkuzVDEGIcDm/2mwuz4lHfdrg1IFN5irW0WScdzLOetHEKr7ZZzVX9UnUK00rWawhUd9NL14MZ5xO3dYrBAvatxpKXFjH8KiLMNTmEC4zVk+OxV/t0gNEj47ivDdpUIVrTXuTodf6bKEp7+7uclX5Xtg5PA3+LophaPZ8zIV3J5wd95arNI7O2Nfk3qaGVY5oopvO5YE/xHJj9MhOXm9WUIDOVq0HdA6RzbI2CrkIGmPUwlkRu/dqKeBQktSzotlIHmekbRuaRhaNG9o77JQNrdgwZJfHKlxyboR3YiYfV7zYgyV9emNO6A/pZcokbmBeZxx7f3522hyfHDc/v37f/PL6Hc97emdc00sjs8Fpf/nll83vf/97Gtiw2WfYqPb0QliQ0BC4a+swbVC8uRk3V8cfuM8ERvnulONNJs1zdsC72353mwbaMXlsSwoXuC9fZOTgBe6rjPk6vWD3+/FF8/ot96SMzpttGPnWmo18vXkx+MDQ0yEM/aC5ZgL6/bsT8DppXvHsoEI8efIUIfmMhy2OBbeKiwzH3q3P6elp8/r16+ZnTg745ZdfYrK/W9cNG+VDPm8QHO85VeD9e553r9Fazhu248TxMvu7Sff9Q3Q5juG3fFAbE78VODrJfXk1QSBehoC5Oj8Dt3PwRIiOuA/mkMMxSdt5px0EjXMsQxcLOCy2/oJ3tFe1P7VA2ytpeDqBeb24uGjevn3bnhRg2Yunj4sZqvCVsT579qz55ptvojNgeSuIo1NB+VNaYMBKPm7ePL3iQcBsMXS2Rb26YShpk/mkuox6zfmfthavLtNazrW+p3BRsFCveLIeGzfxaMPHN4cHHR6mU7GOcHHIN+ahWEiB5jKhTk3QYicsdDmxjlOer179xPNqoUNhWlWgKFTsUD1nDk5/638sWQf3WNmGfcWJDEenE+rVJefVnTcvDofNc54cLhugyaAh83gu3v1YV2w+L9sOs+UdZUsH1bItq8gqIbLA/dCbByhQSZTjigR+uEdTmVeS1yZNg1tKxvmPoUw5BAtjxHGfSQqXDFoaJxEdinIFkZoLvAEeRyNhCOf49KT58FYm+lPz7Xc/NX/99lXzt29/igMmbXD1+dOf/tQKl6+++iqGUExD5pxDSWhGG2gwzDEMPZgS5vPhZEyDPuEcLdgR0tE9HLfri7TwMd8Il8DH90o0nB3jVQZn52gMaDA/v4HxDk958sKxA/aUDNe5BXTnqBk/YfiCeaEP7940P/7wtvnzt2+avf2nzVdfMUFLxVZ70Tb/1W0vXk1FZqvWooDxZOO//vWvwZzNhnE0tfdbhdI7GPdbhIzH13ifzJfPt5uXPF8+32I+Z7t5zqnMwo1jY0KQrsZRAXOFBnOMBvMGDeYcbdIL1RJPVqmNt0M72NtlrAy6xXCbAoY5lyHzDrmZ0jJJ7cXsmmfzqQajgPnuu++av/zlLwjE9xyu+SFshY9MVY3F5+uvvwYGvXKYrZ0LhXEuiMh6OGX4sQqYIwTMFcOjHN/WbDtPwykEGuetZo4XmQf+sv7qul2XI0L8JH3nq9IybI0bwEpg+1mxiAGNLeZdEDLOacUwmfNPDDHOmJxXuNhpsEwVMH/5y5+b//N//hxlbXlb7uKqxlafly9fhp/CRT/rSNRzeSGa4Q0azBEazKvXnFf3/RllRqNCW/Koos2Yo7Nu8aDp3Wq4Jf+fvRUdZeoI9VNnriKL6lGkcjS2rBCfPbHuJYA08llmKqtpV5nYIkjCUgouhYw6zq9DZG5sjFUu9IxjqCy0GdPxqUYJw7AGK5zqsI9DBe8RLO/evcL+qXn75hc0l7fN6dE7ruk9ZsiNK0yJtAGT2HaZLUxuwAq0GXMK15en7BFRWLgM1uEA536c15DpkTuGJkgKLeOGBnjGkSezGNZ5+sQevDjUfIkSeMVDfqsdtDLMbfrIgNWQvJDtnJs+J6zqGZdnneGIKw76url27uOIhQeOj7Os+fwtR+6/jQurrq/2mMd5ghxD23M+IZh9piMTrmP0MUQGjd68eU1v9wcm3xnyCuahQIJ5E8/w5mfGENkQ2nh1wDaz9ZAEbYpTnlnafLi/gTbDcuOtPKQyygq8Au85GVqX9PHWTocsxe+MR/wmTC6Lq4zsOpgiwoWw/qVtieOOcs/26ZUPChVxUYB8//33CJdvQ2j+LYTmGUOZMMeLk2DEQ+bo1mCSrF/jOWNey2XIrDxkufUk9j05RFQ7FJQ5m09HHjSKxnDDEt4xCxtO0d420biestrO8ttiYUSIuppX/FaV65wArSvqiYImQ9C39QAAQABJREFUw4udJn/DGT/kx6EwhwVDcyFd3lFnYrrIU6pDS0cTVBP9+WfOsXv1Y/Pjj99HOcURPRRYlCn1ZXpNi7pCE7sYNpecFHF2ssG8GsOArOyjqKGHGmGDFvhL88Or1813P77mUNI3RNxk7mWTZeVoc+zjUmtUaDk8DNHm2e1dSQHpE3+84raw0WDkU1Zhx5Arl1gu8J6CtymQTMDGEe0lAjyebkF3frSzqhq3PDC6XLOPBiNz8d10bmciGpoHKP74Iw3shx8Yi35L43nD5PQb7h35AOO+Av4Vw1nsL+HmTDcuHhzQg+N5+WLUPNlhsp4lzlcX72hQ9JpJb43JYLhMNKa6h4QWj4CZ0cO7bn56c8HmyClnhG2FUJhYsTqozxkIuSbv7Zis+HXCVXSSqc8FwYjJ5RFj/nEKMnMdU5bSTscIwvERY3UAmHgj5AnCEqE4YAiPlUDe7TJiMYA9zNDOpSb58rE3a2/36uoSejF0eEQP/+0bvl3HES3rW5sIDoahbBQ1DmTfoYd7uMv+HBdxoSXGBtDnu2gxu82XX+wztIUmg5ARP+eaViJXkBTHqk1NEKbeCbQGjpbsNMpbwpQntFf3ONEBcI+TQ1ISGKbp3IoailpL1Vz+9re/Nt/yeNWBk9JOTnvlwRYM9OnhBr11D/QccipCg2DkO2lPxswFcX3C0Ml+KJkLNjz8kzkttFzrzdmHd9wyOm5OWeyw1jhnxcUHBN9HuKJHdMq1om7+01Tahx1e82/xWiuMNA+8M15+s2FAV5i7m4TVaNTeZFjOjZ2eekjqu9AsX1Hvf6b+v379C2X6mrytc+bdRrPPUKP7nHb3uMxt65IOFXuWXCByxbUKRxx6GkPKLGZgQQnFwTNt/oKA/iva7bfffh/taYM9WzvMQe5v7SBkMp/ePDpl/1O23E6eeycUkEsVU3qcCJhUZyy8rAzZKGu43r6LAsk4JWgw0Ggod4Vd7a/AyHJIKPZaZTjZVy2CRS0G30hjBRh7cgqY//7v/27+67/+v7iO9/TkA42Q3j6bN2xk+3tsKHwKs9zfbJ5y/7tnXznuvw/T2d91NRO93vP3kcaQhrjOsucBmxvtrWXvlloC175gtdUHBIzDWGOEzddfcOUzcwt0+RnGsRecGRSH6M0HTRIPGXc8K3Cw3lXmqyBYg8G6wsoNmaGQKGC8uIzJfmZ3WXmFNsZqJ26YIcwFAvIK4XIDk3QIAyGDRtjmpTD2EDBcy3zGarVj5pLevfsleqL7HJm/wQTyE+iUxnyaVbQO5n/G4x2eDYTzoHnh3THPdqClk+UHzX4IGMbljRCPEHQvGmF1NalrmKT4TVi55e2OcTKAWpPhiB9nzMUpDexrYqNnw36bGYxtAIN0SM5hMI/9d1jM5/vvy4OAeYnQ3+I55PDMF9gKmKcKmEMO4nyG4KFDscGkvasBb25YxKHGqkS2T0HHwiN5dpnXGjMHdfphvTk+u2l+/oWbQBHunvh8APO2rCj0RJI8J8638Z5TIb91O0hzmoFxwCjgCOQmYIcJQ8C4Ko95lzhzDEqrjVrn3759F3Mudqx+/vlV8+b1T5TpazoalM3ePhPzo+blE+caJ+B02WxxHpzX904uB80pJ3t7+ZwrEi+ov5doN86ROWz6t78hYL77PtrUDnNge1scUEpnSu1VWez1Ec4BeXRQbxYpYCnHydh12gAP+jtUFFpjFDg9JG2reW8eoEA0Cplnp2F1nA/Ebj8rTGSGOcmvt4xGuDZi9yDUOQyB307A4RLHoP/rv/6r+d//+/9hN/wpDzvHL05jKfEfOVTxyd4TDlnkjK8vdtA6EC4IGZnPOo1luM7ZTA0azPm70Fw22NgRGzlJTeHSGpiQGsyHkxs0mPMYqlKbcXVUMgiH8xQyMkhZSTKhEDRRn27nvcKuDLhqGrB1GJ/MlwdSTD2yhuGaKUxuRk9zMPlAxT1m4+cJwuUADUYB45xQbgqUnuZAUxm7jEkNJhY/MGQoM9pjxe/0kB49PeQnbMKMeP5g0u0KPYaNeNnmLLWn0PD5E2iI7eKCDXr7Gx46Jn5RD+7G8ZYGA44ThIsCJjUYmRa4AUcBkxe2MZxlD54uhwzX5elVg5Gx2qn4HgHziuGh+myNnsFYWRUIcr/7gg7F4Tr5HSFg0F4OOPttF4bL5L0azAQB49J0h0OtW076q8EEzWIfEHoLGsyPv5wwxMRKPoSLc1AhYLr4VrSrLQHvMNaoWjZZn40E/YoZBOMmBHR3WCwWOKjNgL8xTVsB8+7dO7SMV6FpqMG8LRrM4c4TZCWdqm009CfiRIclVsCxcZRFMzeXuUJQGJcs5T9jVeQJ839n5+MQLlXAOH+5j3B5whlyzw7X0HQZJqO9qL1Jn26ea957G97FkKw8wOphG1oLZhAljmjBM+tI/vYEu48ClUba9bkv/PK3GsfCcOKQ78GcbYIyGpmWTNoPVmhsnUvGym7v3J6t4/Ku2d+h5zZ6NmR117D5w1cHze++Pmj+8PU+ve/d5gAtxt7tHktj1xgygzvHTNyArobDK+4pKTx2KaWsH85PMFISj8MK186dsJJqk3H+ejthCqaa79oYfV+BgL7gH0wNIaAgcN+Fgte5IBSqsENwQQeHaMz7CwSlYXcPWR0Fw7fhOwS4QQSHe5ZxMA0fDcpALFBQK3Fi/fmTjebLl0wqGynago1jvtrJfDjvsA/TdghmiyESz1FzJ/7A/Uht+dyNXxdH99jMXL9JWkO0AlclKcszzwhqtZcxWgOMdYK2c86qLm/j9LbMVz+/YzKboZy//jk0lyOEZTO7ZH6EA0WZEP+P3x3EKc1/pLx/x2GaCgW1DumzwzUBG1xBvW5vHoGc2l52cKSLOKvFxDJvhI3kco/Q6dkV8xcsTrjgRANW/DkXkWVZbWnwWDOnccaoMGr8CmvZ33frAreAIgRdqODy+vOzY5aQHzP05fzcEQekHnAC917z9UuGMV94JQM4EWeNZ+B8okSnfs3QeM/QeCdoasyCsUSZVXKs6vNU7y+eOgS4BxzPxWNhR2iClD3L8jedf4o6kvmpue7tpEAM5eqURpCI5iqhfFN7sXB5Lw2Rl97cSQHp5tM1y+/db6vdVHU+1CeFS9IfP8shBI3fV5vKuOzZybgOYYBPDzab5zCcZ8y7fMVhih6o+CWN7gnCxZ74NntLnDsYuTLGQVI7sI7d0/6Sod+RFt556CM9SQTbGAHjGPYVAkYc4nwux1qC6Zb8U6fMY9atO+DyXQETOCA0ZqyLVglyKsibHvPe9qSBwxT7CEjDe1rxpsMhDFt5n4qXk+XtlzJsBWIKldYmjzaA2BwKotv0SGW+zxny+voLduEnh49MhkDj3aFB3S5RFb5020S4OBY/FwrmrdsZuI2necgyYlWb437QRV63AZyEpUATDg8CZsAwoKML4zErAt+Pm9fvr3nGTEJ/YEXgDzw/Mkz2I32QHP7Zf0bZfvkirjpQa/0DVx58A07md5t8e5r1JviuuZ9DAUN5K2ToYYJfMvU6JKqAGYWAGYRAcYXfFfuUzllJ6JLyGbQ3n5HdW6hmOd3yDg+6DbKa1giD8D7VRBmkP6WX30jIEEZVALqCz1VxsdeHob7BlE2snJk3Yp7IjtTv6VR9xRzZVxwmmqc3l84CmqqVPZUkhwrp0LCA5ArBMmKodWdDQU0iY4YYWRL/x2/onHHa9VfQ8eUzjhRCwNi5sG4t5LnmvbetFtDccrPHRD2jdgVZbAA0pZ5EH0OBaBhWfZ+PMTV8Eeht1AoLW8ECg0m7+rcBW4fl1jJnhMwuF83be/vPb3Y4Cj6Hc5455+Kwjpsi6THXZ2hP32UeMO0BPeoRjN0LwLKH1ibROkTXnLjixs2D7qK2R+s8jG0OyExIwwSsR0Gbip8MAqYhPito1cXB3fniowbjkljzqm2j1k8N5QAhqnA5YNhinZORN9kNt4GA8XbK0AhCg0mNy8wL30ejEFFgKbhkvgfcw6I2JM1kRpr8DSfNI99M37ysRw/fXnE2JFIhoN0E8bvbiJOPWpeCxnJV42sFqPCMbl69NsHyR3iMr1hY8ea0+eH7k+av3x813/54hJB52/zw0zvsd82Bt2Pa0waHr9DCfi+D5RKz33+1357UnPmGjlwHMESDiY68WmLMWbHII3AgfXBVQ6hazBQmceUepfMrVl9dNReX7pinfAotyWQHYd3d986ncIIdDCd5TKFUBF+OU4SOsKQFtFUIxekVwOkKmChTaOWCjxHDpZuDE3Cn3n+1F8L1C+hht9kijHKMsqTXomTkBAMWZTdXZ+fNGfut1menzS4ChhFXFgRwQsB4xGVwCBjoaN1w/s1jhTZRoeNstntLexn3z+TdegGtpyzMiU4LvYnUg6MESvWIyrNc6J8JgT4GzaBTN8LH0szGY133V0FCyehs6c9L1V70u5Vepl2ZZ+0d2yt/+WybGxOfNP/XH/YZSnA1jcMkzBfEWv6MF78yYqUJwkUBE4/tD6+7TM1KDpWpwbjHxHFuwMCEQy5GXlOY5Coy8RO51UYcqpB0pVJsLKVXHYKAPMLX2zx5tP0aE667TMBrBh7qycT0kB76AM1igACII29EIsiW6QYzIh29ZaLuSN9GIDnk5YGXL7kioKvBrM7p3Dc6aMDK3n/iGuUYhTgPp2u5jDypWLoozwIfykAhmnQnj+598hIszASt4ezoTfP25zfN99+yhPaH49iM+o4NqcfsNt9ln9IOq5y+RMj83396Hr3tr1/CFOl1P0foLBhOZhgoZBDOsXcKTdP5/VreXQEjI7fIrjng8+yCYVA0GJeRu2cpNJi2PO8u14W0eQHdMNUur1gdGOHMOjCsy/PVsEwPwVAFjPVFNwuPYWLON7p59Yx5p63mqy9Z6feCMkWrm5tuGrpJg2Gx063r5mjdTa+nnFQ0YdUYpz/sOR+3E8L6azT/l2jIrhi0kyGtstPRgTdP5LN2Wa5RTFHA/FC31uRrCnQruz3TuxrJZ025lcgrIGAG0Tjswc4b0MrgKz3tnxEzSqUGKO/JqfEUso+m2vnW/bXSZ+W3BwoDheHLoHF2xowX46dwK/BrehFkMVxNpzLKsKksuX9A4YCb+OHf5le/Sh8hlHQqsCXbsNHLp3cf8aiPCix4CA3bRg2EGMpZzlvCNSWChLkVAtjCrMZwQSvt8OSb3yuAGvAeu0u7cAuCP9vSKmP6PtERKLSOxVviRznF2HWkvwhA/B3GU2C4l+YQjesDe5GOWGzxnkUWTw9lhAyJffWk+Qb7GYsQ9vDbYBhpwGGnaRKxPDiTLjp7S2auzuJkgHpg5jLqksNyVVOdMhTq+W9TBaNlXcrSITyKBrOY50zzrl/Dzh9hLMePDoY3TbJfp3EVXWNezaHLldUkvcDOM9n4PH5KRlmmTi/E1W/PmZA/ZNXcxh6LIuxwBHwEadnwm5tiU4Cts/R4b3/cvECIauzciK/Dv9Ym53DUktVcrC+ZTzVjynmZYH7+zE2cLBINIIkzgJaOwAdZZHQWXhS9tas391KgO6fgvMTH17faq5fy2WTnCWYDlHHRrAvsh8vE8pMZ+6SQyfeYTwB4l8maltCjxKO8ixu/VabG1a5PHFfi0A8MM4WMDXfOcipNDF/dd8EO4QIsG7fZMXwMS5XevfMTQq75mMOpsKVjmrvSaqlMgGAQBmwDi9cc6kOuLoMx5TrMdFc8811xxBHB1JjUYOoQoGWxjJ+dBJncN18yn8L4/5cvD5gL4YgYRtGYe4epbrO6DW2FR3uX/Ty7O1zqxj4Qds6STkXWigFT9vgVD4/EHSuzYnWWlE1CmH59olwRLF7X4HwbVg6PtYSSYIlLIHTvzzJxM27U8RZeKZfOKjr3AkVhmU/CuflXAaNREx0OnrXC5fDpC06YQGjwxCnXG9Yl95I5R4hGqFvt0EUU7IFa5/v+Xs6dsRUK4Z+4W5ct31jUgXB3zm1e3olHJ8uRl/4HCgRp2gbFK/VbP71kkZC3/D620ny+ZJVS2XPNCvf3UcK49dHlX7DR8M+39J0X22JKqbmQF1qAfzHHED1/ev9OkNvzi96f6SyXK37RUvDXDrfh7jfBLAnrUIlCRsaZGgx515+/hGV6wktb1114BEzhhQaT+IT2BYOtQxNzWJ38mRR/d8GtIYUfWSlhDZ+C17z5aKqdb/f/KlaEKVaaaudb97dl2OIXj0wtFyKElulcCBlKJraYB8vPVX+uXvLst5sxfXH2b9xw6vR46mnYXCdNb95NlZtb27yz0IHd+GsIl9xEKWDrFDNYLvuNO1UYVvRUZjSYvNMeNalj5vlNDWbM3iPn2yY8WdZZxkHzu9HuQKxOA5cHK6P6O8c5Oige8jpDCKDBDNBg2qu/GdZyZV0sQkC1E1fv5XHJ+PjpS/buXNFjZjlyeTwRnK2pAWvASjufKXM2swn4Mlmo/GUxWuxxOmRjqni7qrbmJm5cZShAuy6EqJj09j0UKGVrfc6uQFtTUoO5J2r/qVKgDHPYPKJKBqNR30gRUYPdaRfG1Aop32MeRtsqLuRq677fLAgaSlamnEzL/FRYi4wk0uZbtQ0VVeGOpCrjWbTJI3lv/Uyr0CJwaN0ADfdt4G1cvsvAyjKfwEEhE7vz78zYw7QR/oIBlpU/GbpfMv/z94XQd7ws4mkK97WeimNl0IY1vZhnKmWlGJibfHMhxpanVrM0O+49GcAVERRewpX7RNwr4qZEh7v85ooNh3TyidoYAkahjRbg8Sue6RWbF13jY51I4nbpNM+vZZJP9ct6iWbdlq3YL9F4jki4MoWuZ42zHM/y934aVtKxVNs7jqjJIVRnU9wxnKhwdig4r5rgJrm2/nnqgzdTTsdszlVAIVSGaCvaLuce8k3aTdGMRtBgxBEwLnueTRxyY8gvtgbY7nLYrJvj3v0QBWqZWteyXF1DhPEFz/jOz3KDjDD9zyIFkoBBOwUDRp/YzxJv9/104kYwK3RtgrprGVTbQPqvNgqXMNrhLPEox1aAtTC7MMzHHG7NQTfEsrtlMoW5GEcBqxALphnwCvOJMMDXDvcytPm7cKN3j3AVkj1Gd3S3grLm/xacx8HPlLrCfxlb4Sz7zfN3yxX5SLxaGktO87nCVLpVAWM4sCydgNogCy4yfYSCS6RnMNi4ioEd6nGjaREssxAojOsgUBQcISjCrWDSz7jOQZQciZtwEU4ybdgzX3wMP8e75jPLjE/m06g6MdXO8lyNa4QjUrfTE0DmsQNWWy+WyjSu7ebkBlNTS/YMtzGbbr0Mzfmj9XWGALmmYZ1HPKsxPYfQphxGGXLWTX/O2yCwWDMYduwxYphsyDCZG3hnbDidcdYaJ7zRdtnMixAaeF0yw2m9+UgKRDl2KgtUzyEyKl+sigl4Vhoqem/upYBMxcaoUIY1Rti28d0bs/NRUlso8egu7+kAdnjg/3B5ZGOeM4BkFA5dVRjay3B4D6Yqs3vYJCyzm7hnjMKASo8l4NU0xaN13w2/wgub3rJxgvkirUfBqMAL+Dl4sYRDwC+wxaX7vpSkFNCIa2WaIRSN41NxiFAP/RjHvJS4pczuizXH03iweDKSArTQsIUhc1ZAqJkgROJE4Ses/vJGSwSNvXqHt9RcQhg5EJECKRCTelW4kD3zmGQhQbUY4kx51AwiXlDEcGkin21e0i/plfi29TI+RQKFdOkuYMKaC5mur+EK7cLWXQ15d4Kfs+em3rPDnS832Jc8VzL9tWsUFsa1MCMucnOuUWM6YbwjieNvkMrgjKCZ4XZoLSb50UrQULw22mvBZ+yhmQ3QkrwV1kNfOR1iNOW8Oy4gy6rQxafrzqT631UUsK5ZzywXtj1EsUjNaJxG0N0TcxXpFv2kUX388rE0q3GrXaHDbIL+tQHW7w/DlylXkxd9EUeNQHj1qQG0SzrzWN2Pq90tkyz1xLjZxBUA5rHku02vpL1Aq7thx7EpBaJMI4bIqJ81jdt10zR9NF1GlT71N2lQ35btkvcKZvnzqveg3cfhZh6qBmMZyxNzgp/2WNMo/mohIQycjHdinuuiB5tf4ObysRA8Dol5fExSJiAEkAopG3iWO3RBcM/RS30zhYvuefpBJ95Fr4aP4Q7BVtB8iTpaA9WAFYdiV6af9VKhtxggmHjAWAQQWoZDVZ76jFbhSdMXLIc/Y1nxYD01C28J3ZqxGi7olYAzPQRnCB3oJ+ww2j4umME2DvaMm1S5pQfSnDK/xF4aatkEwePZfItxBVJh6e7NagokjbI0pDMajC+Wg4UfFaCn42ra3fKVUDK0wlDj+90Mrja2RTCEj14wQxWCi6c42saxGGPVm7ADfpZsNH4HmmLiXaC1p70q8kf42ZjrY6XxT/yjwyKcSN/00j8QKnhkj/DuxLpwBWtdzDmkgltEFe6S0SueFd86QZNGc49CqrlHALnt2wmw5CxMtpZ/JH9/HiqOYZNUtjmEZ5Sf76UuqWUwTzKMq4K5C4XL1rxwLQQNfk7Mq904+e3GTY8Jqk/dD6Udx+7Q89etNuC8hct7PdByi2VT68xyO1Eus3ZoqRrzF2WIVSmine7yrQYO+268a72scAwu+KwPq+IJ33aBFiOByHfDFdNOiQxiGTHChuXZ0xuOrjk7CU0uc5ZC070x3ccFAXVRgDe0alzyHPWBxRKSfDR1WI1DLDkM1UNVp5fQ9sql/m48RtS7KbXI8ZxbqEI9wPU/hQJZmrWk4Q7Q2QNGsyAXyGRF7829FFjVNu6NkB+jwS2HixZXPbuAu+76/W6bZhMfLb3oIUfh6pWiIIVhBFnxUyvGik9LXpVRVu9obhHdlOeMqn7/GNssm1/BSas6wV8nDW/jYITH0ol+q8zcJDDVTmZK3mVojzWPTfIeeCY3HwKcB4xhsRH7VTa8MvkZD/cFIFji4EcmF2KlFem7X8TDTvPK4A8c43/U3hPjXTEepeI5dR5xr+1k9suXL5oXL16GvccxO14zzZaZdulvzUWixy95NJ+VMqmlEioKylAZssardjBwaV2epG0OchrDDlCafKvx0i4MnE/eszliMyUn3LB3h6Ey5kwu4rqFdTQbTnZGSEwQDl6W5mJxcUwhmna90VPbq6NjaXORFg4jKnRmLFdex33OVePnV1vN2fF6c3nGOXUkyopvlj6z0ozjdULrQcsJGjzUY1pE6LN4C60Wukip+KNJOXi7ZChVu6S9eYAC0qkbZOGl++FOdxRIADGuT2HOyWXvjPfQB+FWIVDtYAhlj0obv02nlrd2dbehwhG9WlwVXryX+FWDydgVF3v4izAe91YiASwYmwyKiG2u/o66OWdyZThPwK3pZPJjYIe20QJ5tKPSURYaucBhdtp3/OtyYq9LHm68oJW6rJh5B69N9uA4sizpHU68uMgbLb0u2McbHr2AzsdrkxUy19deanYdB0T+r//1p+ZPf/pT5LcW/7oniDIJXst24WO8kMFSDvG6WPHTq/MrvatpaQ+2UjrqBAlXOzxv0b2UickiYDwte8a5aa4Eu+HW1oujSfPmiPPZPnAO3g2ah0u2Q9BsBI4ehOnjtdDeXKkmVwWL2o1GWwEzRMCskd8ZK9KmJ3vN6fVG8+5k1By/HzbP9m1HnHlHlA2WkpvpEJGit9yWAmr/w+Re1OeooNA1BEwWPSpmDKVIJHuivXmYAjaE0hgeDrwUosbTlt6wmJb+S0Hvee02Zmr/3AC2KwQyjW6AedB03fctQ1QGFDZ4VwxyFH8JXv245L3qdRGuTKU8OHKYLGNlPV2um49PKEXVYg7mQlA4y7AXw95+e3zaFceAUTi7ZZcajI1yDiuWHHNN8HAD7WWTuZdYOZbLk52YZzcKwsVhr3pl8pu4F+bPf/5zexGZl5F5b0y9+VKNxtOHvcPevMiA7dE7fKQW0zVZvnMf5cXt2kF+51meB+64qnBJOz+Iej61/gjkDroX+CMm3b2FVR3lnCtNL45Om59/OGv+8v1pc8ItlWNunvS55hFHhYr2s2fPWuGiViO+5kVhoxkwLDgKIcOQJGYyeMep1VvN25O15s0788kaNFZi7G2ib20yRlepAIzUxSJa/7OKAjZcyo9BSG0Jlr/R+/VLbx6gQGkUH0GqhQYn4TE25tAYtfVa6M1lmAhYwqf79m/A7oTJ5uuv8Gsmq13j+y3Zdjel+nXZXsi/jYxI+VB3okevkKzpmVbmImEvpz2H3oUb8xFUzvSbh9GVaCzCSb4cM05gn2mabhXawpGh5Lh87p/QL03mz7BB/g6TLwHutIz5EF7dyF0cyRD4kUeebHfWpQ5ervByHsYJfu6DiY2GvCtcPC7mgm38Cg4f7wJ6xb0o3mb53Xffttclrw8uOBGYneooPRMunJtMOPCUAxs9q+vl002On/Fk6Lxv3r04XdOlvV9Cu9IRwSptjdHJs68d08U36Z1pBKa1PmJnCSzDybAVnG/R0eDHE793twdoF4Pm4hkHfbK9hfM4m2tPG2CD5vYOpyIzcTJiUcP4giP5P1w375i09z6b04NDTjo4bHYYGtzd3Y/5p1htR32IPHrSMg86CxoRVyqj+Z2cXTcbbNwcM8QYh1164CXPMs1qXj9nO1bT1jakhkf52imAuIUs1f6cqfRRuGfzeIhs3caWqjrNrBPJgqnsKhljEV5tXjqBW7+5ows/G3N+a9uxhVxf5tGKazmtWwHCo8KtaeXE9FzIzGMJT3yS/STTr+x+HmrZJVxpMwjmm3AjTFTYCk170ZjSUM2vfea4tnltBQwHPVbmDpgQ7sSfM7n76byYcs1TxfN+OnbzEvNAwdSAeCtJPWicDoWxHJnZfdonYzT0tG2onpc1n3c5igu3fvjxh7guWyGzscaFYjxelLXOvUAbbCT0umfvCXrCUSr/8adnHOXPScsc4BjXN2xzGoAz2WYl8lQzVIU81CletSwT4/vx7cLzxkxhh18IlaR9MKTbRUqw6lkTVuDqjYBBC3lykHfSbHH/zzmX4N1w8vHNmNs+J+TZobQhGyy5QnvAja7nx6dcMsYV4u93uT6Zs9pefM3zFRP3Dt6gQTJUVjsgKWygN8NmQ4T7JXNXx1y4NgXOBSdKeyacT56AnTQTp94UCkTZUgY2QQ9SxTs0mCi7KNTiupMZ9aRsKQCNpFaa2iDq+227Nt60s8FFw5XW8WjZhLtwhTNP5TbUJZ8StDIEIAIzGYFwk6F249S0+Ebch1JaxCGFgA0/4hq/aDGmlcxonvZ9sLtwUwDMmdtc4ApLTcP+9Nw4Ri+eKdSs1Iabl4fwKgOpzMT0qpkzOelTfR+2q9wzymOHS0zXvEwjT+DYSSbKDI+0GXR0P0fsFnRYR5wztPMJ3sbo8Ncvv/wSAubHH34IDeaH77/j5N+NZpsLsp5wvMxzbi7d5wSAPa6D9pI2BczLr541L746bJ5z4vaOJ2yjEqx5unInM/PyMFn1Jq1KHGydQaxFWuPbmgojyjM00vwUMYgbXZCAsapeEraToYBFLlySvcl1A08PZlwApxaz1lzeKGDQYDhu7IYjbS7YlOmpz96+yrQTZ7ZxKyerxG5Yiba9+5TFDtcIiHWEzVP20ZRVZTUtBSE0z0UWG8AcNMcchHkxu2jONtiMOd2J45d2EMozj/juzSIFqENWo+AH/lC+MQdjOdfVNVYA3uK3/7mPAtHKCq06rfOeKJXZyYhrDJlx/hmx0t0C8bkHWOdTbczV9pMNuC3L0pBvA8yU27zgqO4O+AWnaQTTwM705kIqAz4y0wtQ5ScJd06jDDDPj3DrM4+cCxo84oNvCFMxCuEWOCdcBUsuV809Enk8Spcat+HOU7jLVUvNuHPj2zzPc/8ufo73JO38TikV5p3lRb6kRWgt9KbRYLrGJcfOp3z48CEEzE9cF/zzzz6veH7k+P7DZo37kb3i9/dfKWS2uS57i6P7ucn0CYdBcp3y7hOGiDh1ecSKq7jlsWgwppP5qvnDxi+EXtC+5kTcNXxfRL8GyK+ljqjBABg/53mJW58IJdbLQAyb4SEAUWXmMH60ug2WDHvtxAHDfiz/QqhMEBoThIF31Uw5YfqqOTq+4sRpVtBxxcD1+ZRhLna78GzuvIhrrvcPnjXPv+CitglXNFAW804LaUJ3J/49Sud6zGUA3IEzvbrgKoDzcqgmQ2gcWdMuyMHVm0KBKEZ+tKO8Y96Mt6gI+cGGigLa0+yRFLAZPMZUxplr8mGC9GItiRnr/GPna/TMLYMsh2hfpZBiyOSORGQImmQM815VZbzRmC1P4S6Xq16PNMIXB5l17J2A73kVbTKNPEVZbSm2RMZwlcDr003kdqLCrkJA2I5vJ1r1cEXgBl2Mu1w3Edbs8J6xb8LjPxomejlwKtKucJ3cdUJ8i8MgPWJkjTTi3hiZV/TPDQ7cSFScZDQBov5gL6db8hIollpwGzXiZdlU2ln+Uw6pDNLxTbzMGz/ggc3kfdqm5ztAA3ym0cXJieu9XW53PPBa353mlIuxfsex/t98scvx/bvN77kXpQ7reH/OFvffuGJMWgfTFt8ktNnEORfya4Qxz/ppovqQH+sVb+Uxj6uN8Vp4bHxsh8mEFzCFuwwn66+nFcR5aZ5awBxU1P9SVtPpDeeMucv/hKP6sZl7EUru6J+xpBjBw/yLgmOTu2/2L9mnz3NxhWDa8hplbqtE89lg2XFc8W12CgqWhQK8XkE+5i4e53FuuCp6zAkCl5c3XLHs4gpTvBv3Au4ztKALZWspZqm4D8aKQBHNvIrQonKYI2vTZ0igj0HZSoaptXPuSP/Ob21sNux8PGerFAS0jjs2OGspmGgUT4EdMGoLyMbXAds6K/w6LxIfBFGZgYwrmFWb2RI3AhX3w5YMRwaZm/NooDAOh05a5m96kabpIUTD/Ti4Xdgj5gy8697oeQ1AwiWl23WzMGV23hHYI9k5AkQmbfrQOBl6MoMtNny4TyI3FjoUQt4Ik0UH7FqGQSb9Tc/82yb0TDj6zN0G6PrHx1s/VcBIO5fVDr1WmrYWO/thWK4KU7gE0iBeaSrOnvAbeSF/FSfhKGA8nv/pwU5zxpzKxalXPzORz9H+v0fA/A4Bs+MV2Rzz75XJChh7/wqP1AqCAOQ1EA7Ywo86ilaTAoawpC+W0RHClfU0CKPvLVz1aOskdcZNnAlLge7cRaYXEaOOCKPSl/RcNeexOO4BYjVdfit55fyw6ewtk+5sJPXgSslIm1FYeCrCbJs2RtBNhtAcFnTo7BrNRnu0ybzTc4cPvfaanBDHemYV0FgWVcBcsXn1ho2XVxdqQgi1tRuG3tCUGKKMYedH1u2E/Pn8VrIoVfxnJ38pXIdtpHTUl9WV5vMh02MwlUZJp8qjrKfBC1ZEt4H5pAYDrXFr8sh7dlmXVReLzEqI9Yngd/5Eg46hlwwiYwqNom3A8/zOgVTG+HB5C9/8y3xkbuvc6T6Ccdi4ZTgy9WRAwhS3Arubfq198wyES9jClTYbwF5jQx2oQBwncxU0PuRRbhKwuwBkynCPECxqMQzIEy80OIIJt12OG0tVFTBO4jrkAnX5MSkilUd3l+aVNku0avEyvKbGr+HT199Kuyqch8wHjLgP3rmbxC0FSzIu0gk8CzzSSfliZhNWxUlhqQbzhCuxLxAw4/NdtBcuIEOwKFwUMnHfjLSF664haEYIGDXEGWVpvrqm5lO/EZPgCoY2TOBb8yYtyF/4dSEsuq0vlpvahe6o8wtpznHMQsj8zDzFQAGz+XUs1U6oLs+mrK5PKWpuUmVe5Hr8gXZDJwJ81oDvSJ9CZpPJ/wk09n6XPAmamTqy7O2nmwecnoyA4ZT/EDDWs8ySdbijwTCBc8VczgXayxUX70zWcXdv9IzyXsS3f0NgSwToaJ21wpbDLnWvamgG6s1KCtzRuFJsLMaoDVcGk4/HduTUcPZgbfCK+tLgupU329wiwKU34UcaMYyQmlEUsowqGD8tL/Ir/K6p6XX9VruFX4WLDHt9Pa+std54BfAUDTgFDTDbtEp6y8kuJbEIWwHAYYN0eITnEEhqMTDhlj4dAIEjQsUTcDmCfcapw3kSbnaYgrGRR41DZNvcHeIy1f2DJ9iMy2/twXRdCuxkOsMrwVSxoaXDl15SxZgM713mSt74Cw1NXOPp5GmF03yEAIV244kajETxGBd+YYR50Vr66R8HMpJ+4kJeyhCRcObaC0NgB/vMMxxyzAkM+eZ58+UXB80XLw+bL14cNi+eeSikuFP+1hHughmC65A7512l1q5OizCGc9goa3ArFKRD0K9bswvOUR5EC2Pe58Yy1US9BKbCyg7JEGGncLf++0cJZySjG8V8em/NaL/sA/qCbCUs9Z/pbIsJdm66HHE45fAI0pMv5mVGdErW6PQwfx8mWxffIh8BOLWhbU5E2KKslUbmIUCncHEBhRtTLzgdwU2q19hXLAm/RtiMqAfO9XgnTuZ5Ed9M9XP/tV5AA8tQUuBmLQSFzFuwN3ZhZohS6AbqzR0UkOFI0EJUqCltfQ3idmLVRiaDsde5HuO/OfQQFzlB9yFPzsUI5fFG2BV+MFMajSagMPQik45Mhc9SudZvwaTFx++r0zcNGZv599iNLY7RGIGPwa+ZaN3gIqwpFzOlFiOYki4CTm3mvuGyKriEvc0NjesMbwxZZjqBJnGTYggZQZq3RRw8FVfh0sTdIU6KM2Y/5RDE0GQSF5mIURWMT1lJ9bvf/7E5PTttnu5yXe5XO80OQ0yzNYRMaDbsPXHHPMyw4U6RmUMyDMXELYimE3eLOBRXBEy7is20eDJJ3HMj7apw2WaY7homKTMkgVh2POECrOxoWAaWGcMwMZ+EwPRGR5cqu6KM/RnSyqExd6lr8r4T7jkhH/LMp8zD7B5ypL0nDm8gbGO5s8OBPBw/44GZrF/GvQvcvNXSs80CloTCdOuTw6DDSF9thnAh6AxV64plq7u+ryAALSLLeIN6wzDl8Ab8YfIInnrttmkSCjimkYsbvN9mMFAYml7mbcgS7NHm82bdeSvzRZmMgDfk4bAywmc5ZGjc5DkXdQAXAdtsfpnaEVqSe14Akh0YhLmLJzx255fXr5sfX/2I3DqhXXKMP7itM9YTy5NbOSu+vblFAYfMKSvp7xXKazFf5VgkUiY7CrjD81bU3uMWBbKSpWipTeBWICp4bWDewGfvn0YCAzO2PaIJ6/dV7ZM52cjSpOC3qLK5VP9lOxonaYSAKUyiahNhk5L2rXL1+IuWMXQ1hNtMQthVQO7u7rKqhsoDR7MyuXpnwv3m0burixUCmYSZDCgb/nLefRd27ZXvsKt8g7OhBkMvjHIJao6L5xzFChyce1FzCUZKd0kmMjkA35yHyfQUwvBbBNjTp88QMP8hH2eH9k3zxfMRAgYWAi5xh73Hsqw5ucxKoRsOPrw5ARN2vzen0UaMmAsKoKnzKNL1HsFs+rX8LXuFw3CqgEGIcNtiXkfM8KI9YzMl3Vz4gYAZOMcAbgPupPeLK76qgBGm8EbM3cVD/Vln+OsZk9h77n/hEK0h3+OaZDUChMkQ3HJuA21Ht0f+twzYnGZeLQ8n5XPuRI0jH+dtKgOPfJrfmufqNqNLxrwOGXJbJz/evrnJxsWYBwNeXrtNJOu/4SINhYzXEZh/V2zV+s93GT076/0+dH5GzdVbK70SOZ4sd/Npp1lhFYKI+jFj0YBDb3H9ATd6Knyn0bFDJ0Goe+zOEeecvUbAeOzO7sZVs0Md2d0YQ1uHh82mzHNFPVzC+bN8jboA5tpBJ8oqKoyVwqdK5+gFfJYk+gikJZhksyI/bGQMlUGvbzBEFhu96MM6PGIPnZ5iMhjFTsKeNyzhr06lK1xSwFiIhAXEhIIOmC246hCexrRkkj5847lL0zAd8y+DDA0mhiSE533tntxrTzB7pC1cadMy3y5epj03VcC0GsyQuRSYnAJG2EEfeqzSGoDziLocApTJIKSdw5iueW+KGoZzMQTvkM0VZE8QMKK6Qw9/Y3jZ7G+PcROWYblm3QMm0QywXao6Gb6HAcPcOUxxJiMKpiVs//1hSKniV2mo/5KptAv80GAGk03gow1RTkE7NJix+IW251wWQ4TeiULvud5JP/z/2zvv7TiO7A7XBAyAQWAmRGklWcdnX8aP4NfyS/k/H++x114FKjGTyIPJwd93q3swBEESEHWOtYtqstEzPd0VblXd301VJYMkD30jtoHgYjsoWcv4ZNgdVkm+u9tGg8HH0AUwcTTE/jFI6/nqmmYCKODiPZmvfaUikuWsD7WLfJIOAKMWcB4YwFMSMeqKEFHToH75wtV0swajBowGUwGMado/BRktKcAHZfHkvhpXBYyRXF02tJaWmsvaTmpvPCBrtUyd/WqZnPbnaCdNpHyONARSAAnNtKEJ1eg06p/laE2wecXpQR8NhgVDXzO/yNUR7t+iRJzbaNRORl0Lbc4+TTYX++GFOt/cr7Zk1TeQkJFDszojQaRZZnI3lzxXrjmDSobQjOglzTQytGwOymnI3PMnB9gqE+3gMFQqVHrSrjslokWnud/VMoLRmDZnSOKaTIJhRgNV/CAzgzpt089RXTLCqh0jLdOTuXuea0dRMu43lJbDzKSDHKYWn2um4VOUaaX8MjfXsVqjPK0WYZu8MxxNYXjI2YIMzDI0JaPASNvNm4zw0mRlXiGdI3Vbieh5XGU+NcPc3tpGrRYwWMCQx0ZMnFvavn3/Qh2kSzBji2o90TimrWOSP+I7DAXGnLcU5kperru1QIiVGTPLAU1szMx39hlpozHAtNIaDNgrDGlEOQaDk9Q/RYsiZLUFMzMU2qvam5MU1wz9BRCtX5jlpGfU2/aRdvA42qYWLtT+Gsy/aAEeC0BxxES+2LGRymomk3bWJ7mj4wQfA/Mx5qQ9R9tcGL4dkve5P2c+08wGjTmaCAC7XerI2WY5lQVS95zNtzzdbnjhsvTkN2ePFRb5h+5uOZyX7PfqIY3qUy3bGe9qHp76T/THZMc5mgLrgnkGwFd9J/fd3PFNp04z19+oNwIP6GPtNcoEfYzw6jAG2o4dDPb6Z4KOmCdnE/wsbggm6MSiI2pQfhY41WCoI/nOWQaHBsrloLZOvo25ZtEEPBsgwxL8vDdFw3aozicsAqoTfzhgeR1Olt15+vRpevnqZdo/2E8np8dpdxN/IBrUNtdd5hV1WVpHTQb8K8elFJDX0KpBd9sJK0dGYz7yIXcHPtec8dJEys2ggAAQjFNmUNvoBQKYXNBPYmdaSc9VgFlrwdDopZqRZS4TBEkXtJ0DNHPaQam4EWnD9GByiwAxBqCD0PSrllodwKYvow6g4QmlQhlWdpDnhn+nXU0rmJlmGAaeG1sxsIPZwrhiMEdvcWBnH4w+BAGmCVNr4WidwmDOmCvQoexjopRmpGkdAkzCZEGvYumO7Mtwi1rSh3mHXbwyh1ju2rejb2E2dE8OZl8zd6EPsx5pgmOWtuW/WIdwuEofD36fjY+pO9LpBEYFA2li7mqF2Qu/DOAkfQQz69OkHB2iudbw97QBy6bM2xNzko73094kvXnTSwev9gkBfs2aVL0417l2CYfd3ka65TRCK6RomRx7wrsLY0j85EXlIy9NgDXt0nSLOp4ADLT3kPqNm9nMSPNG+9vmkxPeo2PQhjPMhTPm9swNDMC0tob/wrk8goJ+sI2NbrS1Qgu8MG2CFbqRULwiXc2ME7YFHmHyE9CGowXrbBngYJDA7bR761Zc6/4kKeUFAorAYnDEjDzaLDtjfdS6YkY85UottKwW5kPNT7NtgJB+QzvYbbhE3U1Xmtf1b9Fe+mDUeAfMLZF+HaQiZJQwFc8pZ2rs09UBIeKLmcGUgRKwdSFQwUp6elW7wsAK/6JkACiDkTzlZRU/Ew2kI1cMBREZNkIgcrb/yclprIhwwKoIhwcH6YfHj9MT1nM7Pjqkv43QWNYIdW6l+0xS/czw5t0MMk3Sv9gPybgcUkDa2HvgA7pdchRZ3LJJOOKPTKwcH6QABMxSOYMsAAapW9HI+44sCOml7ogytlqKXWNguunRDGl1CMAYs98htFIwcHBmbUXJ34mDMCvBJiR10tbuH0zL0mVpswaXHFoqU6MtSSccx1V5cjnebtfIx/TROqLEbCHbaKs9kDcAU9ve7TQ1Y5ZJCAJzom2aAKUmvn6fRQZZwmMCU9ecFXVARm5oVuKf0V3ufx7gBQPWLyDvzZFEhrFmDUbpdoeoqMHiCAbQIniAOrDIYEj4mhGDrm/XITQwqwztZC6zxTF+G+aaYB6ZYYZqsadKax1tiwUKjZ6S2Qlmnkq5+i/a0LTJ5wx6Suls5IWU3WMdqleve+mXXw5S7+g12s4wddf6aZNZ3bd3nM9Cm8Icu5uASAQDYPayfgCMjnF+ha+dA4zaXwAomsmQvUwm0GfA3IrhCE1WU6AajO1Pf1IDAy4DkKdogWPaYELZGwSIzPFBWA/NYvYp5/dkkMa347pj8FSv0mM6PiMPTiKizjhPewPOYTrhur1zK+3tPYp33RvG9vYIoCH9ul0ywGwGqNn39BtNXJ8FE6NCRoNyNGdbuY0Fe/pc7pv2/5xeDbDWv8HOlG00AZo39QFYBS4aEHCh7hRhMWUSJXNdHE4z8pg2AOS0TY/aCoFBOub651BqzV90RvJCW8k9mVJ6kF5oPH5jfNGvBZdTIsR6pz1WQnidnj57xvmctdyeVSsivGCVBAGGMhKdtgvAuDjow3uu3ZbnFNlvLW853qZAtLXgwhFDlY8omR4VI4gfaZT4NX4of95HAQcREUUZBLSVa17iu0Bgx4aGkjFfMxN1kMnYkJsZzGoXTABDkgwTEMzZOR/+C79FjC5MEICRZgDBK0wvMlKDMmwr/8t0OAPAYNR+rk1k2ZQBQ6Ig2fTGuytHAxBZhJbBTbSjRtuZ0ZlB+ptHpM/gNP2aSajBTJr9MPNMMfOcsb7TVreJuQNTDnWKiaNoBSQKXbjqxxBg6rSJ+LHf5cHvvIxVDWYXkm6kEUumT2KdKXds1McDs1WBe6dvyoXqwa5x5BTGDV2xx08bZ5iKkJAFAqRggsSXkq910WGbyZjpUreVDadd/oSVdF+8YVn4X1j6fv81QQFjVidmX5UNQlfHhlOzIRWazILFFrMGA+3c1pdTYTraAo55kXbj4RaT9zR9uRSJTC+bSmNWuu3bUNOjH0CzGXQeUx4Mcxj0ACwEEdMVXNa5n30y0o+oqGDs1fjl84w+OabfDEcsa987C8l8/+AoHRweYwY6TrfvPoCpq4kR5qxgEMzYVs+H7aKWJEOfocWYJx2StgDsAP5GCyAEzJnmDjAwBjA12v9t/1DeIK4kXq1/LZy0iQabAUYDTI8dxFzDtpl4Txo05wLtThnHIAi0xUm6Sy/1M5omWGL9bT+vpi0qUeu62NG3uLn87ke/Ob6GaESCywFmsGfPn6Yffngc5/dce2xl0O/3OAnsYMy5LM02/fr+nU5oMJusQeYK1Jb13X54nt3N/ZR5nm3uKc3da8fxFHdigAV1vFGOD1KAgZTNS5h/eHCqxDUhWBSpd9I4TP3BFOmMk+trNpd4/Bj1+8mT6NhdJOAeNvL+VoPBD4vfYNDCCOZwJSXYmDgoqDRYYI8NlZy5PMOMMkPSG+MgHrKQX0i+XH/44cf0008/In29xG7MANllNz62fFWbmLIkSdZiYJhIwLnJz2s1V2pHUpcvCYqzsfuTv0ZyRBPBrMXYx6TCgoGcR6xKq+Pz2fMXEWGzGB+mdXwdm5hHNgEMZ02HKUtmb7riL2Nfc582+gVS+7zxhpvsRDhHQ4GBDKnTYNxAYjyB6Wmm4Dw8SIOT55zszXHax2wig3QGNSYiWA5GlPMK1J/06cQBQyOvFggLbwiwng2hrcCHAzfh4HX5PWTluArTHtH/uc4Awxn5TLkq8T9+/D3nj+mXJ88pywHBaWgHnFvsDYJxyzf5r1mUcwY4jw+4jzmHNAb0hSF1s35nzAS3fgdRv0O0oVes8vuSOh6zcOWY5VzwxcTM9Ey7rK0yWKk7DcKp2U+TKmUDLCb9jXQcjnujy6iLj1gUTuuQAyMUXEYwTRarPzlMZ1x7Z/QPFso8I0S73z9De5ukY3wLh1tNQJNgDbTR4dhZ75oH++m7b78Nv4TrnjknpN+nPgP6LTQd2jHQLgxWmeM7mbMofvQb+vu0qSku91GvR0en6fGPj9EEf4kIreb8JG2jie2giZ1uGl4N8NOsU7RgUJWK0PfxE9knnQ80Y37KGC14MKV/YjrrHbFnS2cDkMH3UjlEbMu6HXObQgyOvF10FuaG+FvUTjSBecZWB8+f8PkV5tgTfHGjtEGcx/1dIt3wEX35+RbAspnu6H9BkNDP6KTO3ANz+pFJ+bOkQA4aywgjy8G1zF+/+wiqn41ajo9TIDQKdtrzcDLceMiAwjE7nL6JXfFeHwzS64NRenXQB2COozPboV9x3t6apV0me93d6qThrTWYC4OSmceGqsq0smZh2jAZ7o1YS2lo2vPXib2W0uvDcXpzOOQ6Cob/9MnT9AQV/2D/ID3Y2Uz9O5ukid0cCTlrFDJ809ZUcH6EVuOy5txSO5qNj0JynCTs9dMX6dXhhF0DzWucXu+fpTdsYhUngNlhv5Hd7jjd6o44x2E+0JSlmcdyL0HGHoWpbzE5QjuiPCx93uu3Iu2XB5O4Hh71CA895cw7MaYpzm1maScYyu7mmG1sWQ8qNJiP9E24LHFZME6kT6RMbSwjQH6AyWUwew3zbJNWxfRV1Iw8s3w86jlxb3u0sTFSriGrL1+4gGReRFKne1e/QcwCVxNFukfaboXJEoBhXazF4hXMHRqkIzaswrwG/V5RxzdHzq/opSPqZx1HA4IQqGOijvqk+ruYA9HS1CKknW0Vgp/NtdCnc8TzampnoTmdweB7mBDP8FNB8lDgrIuvj62Dy5xYDycNDmD2SORep/hh1PEwcgWdNtam6WS/kd6sDfFiHNO3xunwmP1TTsZp/7CPP4I9Zp78mlxQs7U4Q4BBP+wtAEwAhhWaNam1ARf3aJkCqAM01NHsEHpv0WdGaf9oRN0593vpBf3edF68eImJEUaOGXIbLeQW5sV1NJhNTJiCQdSf8dSM0GO1b2hLnxkPAMnBGoCNgEI/GldL9E8RJozym3vlrVoLra95y2hBF0EFR77getY7zSAL4J6dHZP2SeoSiqwTf2eTlZYJMru93Uz/9Kfd9PneBg5+2huTnnUNiZxSluMyCqjBZK1V+oemndc5yg/XjRLi0GXvl3tLCixkzJgwQnqFgY5RrXv9djpm8B2eLNht7zT9+PQk/cz1BY7iM+2+So9cp3fb6e42ixMyIW446sLUCFNVQg9plUbShIQ0aUTXjDxGOL17A4ALhvLizbhKu8dVyT8zZpmXy7gf391B0kQrGjtg2QaWhrZdQ4Mx/dUjtqGFK8nQ9AlND2Hkgss+OwU20vMnSPFPzuJ89koG0wvH6AnazNbGAts0rOoOJgN8CWdDlzevmGTkQ14yeQ41mDlMkiUHYf+kvT9NT3/tp+9/4fyVpeePz2Bc+AZOoQ+axiaMb5MBv0m4ceO20rLSOHVQa7hYh9X68LnpZDtZjSY6mHMfiX/A/uoC8wHM0bbZ5zw8Abj18ciYKL/J1pt4xZXIotMe2w6jFfZ6xzCgGQIBviciwDY0G+k3C9OOWErJlK6x6yCTw/w6af9ZP/1I3azfk5fUD21Mv4d11KwqQ9uIOgLnaJw634PBWhDaxdqKGARqAy4wXhzfDaJBJqcNzFuz9GKfExBjojlthqZJwIDL1a/WYTRii2E2zYpzMghf0w4+hZ0tViNGex7gUzpa4z7aR2P8PD1/A6i86KenL/vJ9lZzOSJs95DrFtoGuzBDixb9C0YPs3dNM8FlzrylydiIu8N0MmC74bNm+lfQid0AABe3SURBVPnZWZy/cH2GH+ukEh6OcazT7dPWWhdwIax6h4muG3ndsCmasw0hACK10Y6YGtHqZ2r5PQI+iOY7OqXtALpDrsfcc0l9tbtpgMw5wChYeQq2zs4/3zq6+gxtoBhtyCRKQu7tb/eZP/TZPf0tnbR3dz09QHt5eNfFMVnHjfYOvyG+rUYIL28Laxe64Q39mgWjqHxIrWHxrJgA5M4/+J3OXY4PU4DO6+CvSTViafAeUtsh0v6LN4P0w3eH6b+r8znfeZgj07q96Kbj2+zroSSIRBbmLJhJMFATXEl7TgTViCXIz04nsQT5c7aJ/e7bw/Rf3x6lv5C+JjglX6OebEL4IQNd/wWmmmqQaZuP0OG6sHXNVppZ/8Z8hL0fp+uQ8/Rkkp7/fJT+9rfj9BfOJy9OYYTjiPrRbn7nFkue4EtoLVh6pcNaWMMNBruM1kSrhKtLrHY8HUQZjQbrAbhPfz5J//s/R+k/OA9PkCzZ0KkPDYekfffWepx3butU7QIwmB2XGsxKoet6rFxb2vuCQXHRPMeChcNjGOkBuz8Czs9fz9OTNxOYHmYsGJf8XF+I1/5ZdoRrPnLXSLU6J3h6vYemObgPM8Ps2Olso8Hgk1KDsa5I2ap+goztMEZr2n9+kn787ij9J/V7/KvCB23Yt55oV0Tc3aOO0vAe52Ag7Wrtj/RWqqipMRGuG6qK5iv6wf6LYfr51yEAPYCZuy+9Jjb8NFzPqIMbkmkKGyCxa1aLetAXNPN8/mAzPeJsc2628c2wTXBzwpbDZ+v4mk7Ttz9z/nSSfnqKIIRGkU2G1r8DOLYQkjr0uU3aBKkef8iUMrml5IRAjz6azwmn2svP3x+nv/5wkv76/VH65fkZ7YcW4XNqEm4d0GUpGwI6ThBSdrfxLzEOog9Tec2PLYQrj9DAAa+J9ToapoM3aO2vxrTfOD19hYamJrrQHAwQcc1+R9qdthewbUdn6GseE2wcK9LEc2drjf1z1vGxsJ6bgMLWBl89Wk/f/Gknff0oLxQqzVyh2SCc5RHDeKWRlj+UDxA+tO9gRvAjJwdkqvAD7kMGi9+DgoVa16CAzMbOeMtF9giv/OZPzHdACjPMcf84m9Kkq93UsMevP9/Gxrud9gh/vEP44xbvOmnuIu31u66xLEsXk8CcAbR3fx1Gz/pZ3N91wyWkewfVNCS/lL75cif981c7LHroMu6kS/7ajvPaVx9uVyU0Ha1zJUrmtOw9WE9/HrpnxoLFE5kXgqlKSdtF/3YxkTyg7HtIeA/YvOqLPWzVMOF1/EkX6yAZpYXpI/QyF6INo+tg8iDcmXunmGYELX1WE9NmO98dTFG3uJr2V4+6kbZLyFyWtulfdhhOuk5ddmBgU+aB6MTuoIlsk+792zlcl+qgPXLqf8DMORziF2OTqjF7s0eUGW3m1RDVb/60jdlkK5iSK/LGvAiYbGhqjh+0QL07llNw/PqLzWDS9/jsoomG5PY5sQZRprWo5y12SPzqC5aRh5ZbOJHfrZ+OfGz/mGh06m/jL9lDA57ii+vQX3oDAEY/Gfw4rsgyQ/apd6Ot0Yh1x/SHSXtS7tI2d+l7928DbG5GRhm2MQl1u/Y/Qn1hyOalhvMF/UfmLpN2EuguzPjPX+9Ev77HhmZuYraBmVC/PyosV8xc0HqX/u97tplOdaMLv2Q5ngnp6JtSU3e5/K9g4F8+YtXnvW440e1P9tOL9bf/u3ilbWY5DMzouAw/343u0j84RUCYxmRVF7l04nLWpF2GSU1+rFmN9tSXE6bb4G/QEnrfwmdp295hb2mX8n/0oBtgusl4DJ8LwkB283x47FDwcgR2ZGtAaKCQDMM/fwUZ/gcJcbI5J6Yc16NAJ8JVjeIyTFQ7pBEoLRhHB+k1+znqFGWggsw9VHKv7tWxhS26w3sXaR/RNXRyQ2GdGKe5y2VlVNsfMTiNQAsTWAhUC/JDrefMwOUS7ZgxDNG9JO26PPXVZ1oMZn2tC5jMI8BMIJPRa5/XBKavQGnbaJpbOD8N3Ywrg/QuALPByxfrYMdykMrwNS9Il88eON/EtFswQx35+EtI2/DXLhJjSI4wAGn1EOZr2kZtvZN2XfhLruYpc9qBeQlk+k12tucw2AWMxIgiGRAah1oiVzWAaTAktLMpa6LB75lPGcC/DT2kqeGqDzGjKP0Gg8UuH4EZDiHMJ2RDOzZhUoDA52gJ0OPzh0TF4SwZIQwYJisTtz272vthZPYBTTFG4r1TPxJskq7QYxg1xacclAnAuQ2jdq+TUcxrofzWAR/TcCS4EAYNLes6SDuX7Q9go+xRftrQPVOk0QZXVxiWVtbv+FTzlNI+Wh5X21vNZ+8+G5gRVbVNGr5HlLS8hDqxmKgdh8ZuRz/NdRfMjtG69M1lTRtNirQEB4HqPpqD4LXNGFCzu1h/+7/r3u2gOcZKyUxs3WGR0gd3ZowrtTcVKFdE4NSSGCDmEkOCmXnSDtN1rjzo2LGPk6ZX6bHljp+cXt07R4e+Y2sTMF6jbdcYa47p4J2X9LFya4UC0smvAScZU9gPhhsQXslAM0F+wqfKcR0KuAlel864juNS5iGz2GOg9tEAjMqRzLWyqLrdZaA4aD1dhiIW0gsN5u1cfUcHo9Kx82Uc1DodP0djUOJXYlNGEGQ8lIJlzm7rGgzQAcUpg/3YEWBGfm3yMvz1M97Z3VGaVVJ0SRhs7dUAVtvaoOx1PTQZ1czqnXyQcPX15fkDlJHB/IhBLrh8iRPV6DPBSz+LeSg5bhBWJJ1kWpvsZSJTUmK/ziHtsu3cBSI1xZgP1iby8bROw9iMSoCzfobgOpdHrZDpfeTtvu8Ck+20oyBQMSPL5hwYaasE75wfaaxjU+C8i9Zing/ZwriviY/8FAYEM5+r62dd6/qZx8VDQUW6dUh0JoDxsiG6tkuO1BJgMlgKYPrzQmLH7CVDtw4KGLkeGUjiHvdz+XMdZN6aquyzA0ykA8qsw9Z+ZdcSSKx/vf1y1D/6CZWh/gpVTWgioOV+TXivWtwQc5rBH/RTSMrJwqgw7i50tI/aX11DbQ1wyRr82xTIbZhn+JuuWnsOX7cvajkUTKStVwCmorF0do288GVpKqUS9u91+xXjKU7btupnMReNz44v6+a+OS0yt608y/FxCgS8KEQKKv6H5gQs0fIcSg4MjTT66d/S/OTfP55aeeKDFHAwxaz20CzopEFjOixXJSLNNflKS1zzqMGkXrk4z38QZLK09SlprxZlNR/zYOwG04L/himoyUB1fSbB8fpHZly+Z3p50cec/hojmnmKkbbMVTp5yLw/5Qh60TA14xxQIZmpQO01S+uUKyStmlECKgCMTCekX5ij0vpVynJOP4Ez1zHmIdIJlIxb0M3IpNCAuNfIcd1XqOI57WSiAzQ/QWa0FAIyUBvgITAHgAEyUQfylKaX1SEDACYmGHbMZVopiaQPDZe65zb5cFuYln0mXwGWEIQEGfKnPV3WyPq7LUDdvivZXfljnvRZg4wAi/AgPaCFwlAsTklRDWIRUJeAG0v8WIZcH+lRjk+jQPvev6S1L/6VROwbuY+GBuP4FVwcEPyNHz8tqxv+NoNLplGDSU0NB1ZQOujtQ7kh6t+vdBWwqrHthMwQFvwe9wUu89ZRGh+ulOT7HrK4OX0S57/CuoxVSdBr7AgYdXpfCh+4T3oWOwQb0oi0NV1wT4kRYyN5kA90jEpFUtLvtx+mtSAPOrqmeJgbk/sAMvcUsW0EHkEmxgGPdUL6z9J7KyLGamYYJf9wQVbq54PSrA1znbpVA2lnydj68KAdJajB56scK2nbDs7NWOgrUMuBYXZg5k6AlXRK5ErnaiDw15U+eVkdcv9xQr9YF32Ki6WUQXvrvLm9+/4j2o1HMPrxj7JRaSP2aqHKPHL7VpV5f1If/MUygdGxAgCpR1dxK2+FHs1mMR74Y14KCJovQ1vyO2WSfmqJmf4fzKr8+BEK2NIh5PKcbe5/uh03JTLXaA0TqSS4j6RXfv4QBej0DjIHZDBpx6NjOkjPh+p3yX7do04z0qh5kmnzQ6injjq5S/3bdTNYeb7Oy4EaPhTrBLNxwMJu4/op+Zi+aQfAKE3G9xqcrZMVy3T8LbRaqcryo3lKK02BNWOWIYXGwW+15qF2oTbVhnlrLnGMWJx43zSucNTPRh1laLkTLEE6l8U0qwSv0Wa+K3BhzYFualZZQ6g1MYsX5RdcpC2/R/mti/ldqEMuC7SXYfub/cgDYLRh4l1rcMm7+cGVv/bvui6+Sxq+l8cC3/3dpvWon8vfrvU3+iFpuUgMnkbKTsABINJxSR3Lnf/HVW1GjUl62d9CUIq+xZfC865F9/c+TCcKkInOBMBA2uhNdcPnXvcJLf7enG/WD3mwUmcHs1X3TwxaBpcfLgxuH7nOUbVfTrd+kTx+j7Tr5OqreYX1xgHLyIRfMDplGFzjx0+rTDCuAC3St+utpL1kvHVhPvGay0x9oipqYzAjKrTa42sNpkFdQ2OzmjU3/A319VW39l3SbiW9kJ4/gXwB8tALvzorXFuvTEOz8wja8kesOK8Dtb0kT5+VMPFq9b5pEDMcl/gDA7/s3fMH8qeazuSa07MA9k7Sjd/iqwVeSTu/eq2/lrn2lTAVhsUV67kw7yZT0yKu1rOqY9Zg3n2+3LkuBeRtNjDv2awQGMW/6gCmxQ/gj5/K8TtQIA+yC/S88PV3yGaZxHLgLu/8fh9W61IPzGVH+sRs6rRjvAcjgkh1J/3EtN/3unkGGJtPFrNWHo2SrHz3Y9Vwv7H9lLQ9lrSLb5/+x3TP06zKDaO9/Ph4HepyXv4+d69Z/4vpRQlr8l4zrcvKtOw7dZpvZXDZG9W9qj0+8ET56TdRIGsw0SkRHvLQkti1yBOJ/g4t/5sKV14qFCgUKBQoFPj7pECNG6ot+cAyy8H9pRTkM/Vz8WP5UyhQKFAoUChQKHAFCtQmVkBEc21MtMzKC6gj0AS6FIS5AinLI4UChQKFAoUCNQWEDUBEJ79IIpRkDab6stRr3nJ51m+Xa6FAoUChQKFAocD7KJDBJaxhVcRg5eQP6AF5eEBw+cTIjvdlX+4XChQKFAoUCvzjUkALWGgwVbAF2xsIKvpgsolMcMl3/nGJUGpWKFAoUChQKPB7UwDkAFjyPCkRhiiyrKzk+PRlgDozwctRKFAoUChQKFAocFUK5Dlr2YsfWBI+GAxmgTUiTf5Aeuo05SgUKBQoFCgUKBS4OgUCQvgTV14LJ38sjVEBTSRV8OXqFC1PFgoUChQKFApEaFi9zFI97yXClCsdplJcRJeCMKW/FAoUChQKFApcnQKayOrliGo/ft7RUsd+ngxTpVYrOFdPvDxZKFAoUChQKHATKSBeoJZwyT59v2W1pS3qxAJ5gT7eF3O0nIlBdciyGk1x/EOEchQKFAoUChQKuHyqS2LH1c011F5YBK+KRs52MBe7BHUCZMItI918MQNMY8F2vAEsebvRQtVCgUKBQoFCgUKBDBfujwRWBF4IJABMAIqYkmmEBqN6k/FG9cZNi2qA8ZFGcs93PxUNRiqUo1CgUKBQoFAArcUp+wEw7BXBlhF+zvMq/QyFAA5m8osqfqlu+lBzPX4MXEGLSYn9XstRKFAoUChQKFAosKSA2gtbvTU32C/KnYlaoaoILAEp/NUWtlRnBJtGs8PZZRO7WWqAK4v441MBN34oR6FAoUChQKHAjaaAConKyAaTXbbQXNBoQjERWji0kanB8EulrQAuocV00qLd5TPoErvXjXjaXeKKiSwIV/4UChQKFArccAq4bXpso9pax/WyFWCTmpjKOPJcfqPIBBhQ5lw34bMviEqYxubNMa6Xenu886duOG1L9QsFCgUKBW44BSoHv+YxAGapwaC5BFJUZrIwkWkwU3tZ8GOztZ1mnfsAy5jb8zRfADLTkxtOzFL9QoFCgUKBQoElBTCJLZqbqdnexQ1zFwDxu5YvTWQZZPKGY8BIfctrat9Ojc5eWsyHocU0Zn2AJ+NQiSRbkrd8KBQoFCgUuGEUcN6LhxqJzn00lzXwYv1hfG+2dzK06HYJPQYTWYAK6oy+mMUcP8waiLR4mJqzYZrNBilNDgEY0MlnAorMoByFAoUChQKFAjeKAgEW1lilBKUD09iifQfXyx6fOymt7VQufXCk8u3nMGVfEUBiCsztAJs07RNFBriMu/xa+2FMvDj7pUI5CgUKBQoFbhQFFgJERplFC4c+ANPU4rV+D+zY5DsaTJjI0F/0wfAoMAQaRUgZGowg09oAZ5zBT9gZ6KR9rbH+GffUYtBo5qNsPlsCTQGcG9XJSmULBQoFbggFapOY1QUPWvhY8LMIJo3OIzQXfC/6YPDbc4O5lsSMaRoTg7gINpjIuMWX5UEUmcni7k9z7WudB6mhqcyY58lxWkyPAJgJGo/A4oumVkAGIpSjUKBQoFDgH4QCGQUyf4fTE4LcaO6k1LldaS2fgQ33UEC4Z9QxJrK5z1D7wJelicxvHqo0XhqEnbVdtAxAQf1pdnDyo7WY3cy/gEtqEFW2BCXAZfnZhMpRKFAoUChQKPD3TQH4eixmmZUIZ+k736XRzhatxvoe4ALAtHbRYjbADgPBsislKywZFNqhfIg2msk4mtjWFgvsa0QJJKIC0uJuas3noeU0mRuj478xPYiQZjUXF8SMd9+ZiFm0miBo+VMoUChQKPCHp4AqRH3wORQP3CLhc3GWvjP2DUkGVAQXI8c6d8ELJ1mytJgz+Xk91BSwJE974ZXw29TaS62JhHqDb6a9jvYCyKwDJGJQs5Va2N8WhqPNeqg0Q34fcBrS7Loy09SYT4EdTWgktlzHrE64rkC5FgoUChQKFAr8/1JApp41D4GkoVLhd/wprpLcCF6v3wWfCzzf6StNgKWJ2yShySRWfFF7QS3hHcGFI/g+lwAZfm5WvD/UmgxBGRzIUHOZ+TXJeB5rlPHdSAF8MwsmXy6mp0zC5JwdB9g4OXPRGAIyBAIIMpGh2o8LZpajUKBQoFCgUOCPQoFYOV/TV4AK4IKWoqaST7QSffBrt2IyZXyOoK9b3LuDkoG5zGfBhmpuZRiyAmjELfULKhr7wfhEYIuaDB9yqFkzNUlgJpoRWdaYE5IGuJjRYnaP8OUj3DEHzJPZT2nsLE7Dms9I0mg0NB6pyDXjVzGXSY5yFAoUChQK/HEooAlMf7vg4hJhaCpGhAEeiasBXk1WdWmss7ILfD/uGUm2VpnFWEHZSfgZMwgWq3024EnwfUDAuLKs3oQKU4NLBQv4Y8KWlogsm7kkMwthUpDmbBOH/1psATDHJLZoobXwyqKlw58ggDkFNtQ5cv7jkLOUpFCgUKBQoFAgU8BI4WD+ggRQEKshB8gwp0WQUYMJgMHnEiYxzGFhyUK7iedZTMxYgEgOABAEBBQv3uTqIv588M7Kg94EjZYv+qOrZ6rh8G8WahX3eK3RuKCd4NQJ/Aq9yRfLUShQKFAoUCjw90MBgQcLVhS4wgb5f9x1hUp4PD86b7LJivv6W0QPLw2d+nzOmMK9yXSWf8cZI3jEDEweXNrVfNYXAk14leVkFmYGdFV3+a0CmcjHeTX8Ej/6jJ/1w/hJ6LEUflLbUcXia+Tns24LsMwtF9qcI7lsbrMCfs8RbKSnllSlFbcjLyrplwoQ/RzpVs+K3O/mX71CWvXCn5avVsLiebOVgJGRn/kfn60/z0b9ravP+AN76tTPWxbuuQW1+TPLKJ6r6590hkVi0oV3fZZbkUxkWPmx6vRIvT4i2/oL1/yeeZE/OcVxWf78Fu+aX2zNYJnP888/+rb3fTK32bmw4d36N5/LR7S12YbvTRrS6nPanEdNxfQUUwxrlHJBt8g/XsoP1cl6XclDMs2Xws7l+Qf9LuZPHeskb2T+V6J/EPsD9H+7/W2Zy46L/S+3P1S/2P+X/Y9ULun/b/e/y/t/7k+5FFXp3+7/9Xi5rP/zWww1EokryTg+f9P4J63cVVfGf7gKuMv/K/Mfy2k5ginmNHPZ5BskVZXZSsZz/lXI9yE+K/Bn/mMiPpN//zD/lY9Wz5KJQ4fuwvuOXX8zjUzpBj8E/1/NvxrV5s9LuSwx/ubp/wDnc426xO9O4QAAAABJRU5ErkJggg==" id="73"/></item></list></costumes><sounds><list struct="atomic" id="74"></list></sounds><blocks></blocks><variables></variables><scripts><script x="27" y="10"><block s="receiveGo"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="show"></block></script><script x="30" y="114"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doBroadcast"><l>initials playing</l></block><block s="show"></block><block s="doSayFor"><l>Hi! Welcome to initials :)</l><l>4</l></block><block s="doAsk"><l>What sentence would you like to convert into initials?</l></block><block s="doSayFor"><custom-block s="initials %s"><block s="getLastAnswer"></block><comment w="225.33333333333334" collapsed="true">ex. (initials potatoes are delicious) = pod</comment></custom-block><l>4</l></block><block s="doSayFor"><l>Press the green flag to try another recursion!</l><l>2</l></block></script><script x="209" y="19"><block s="receiveMessage"><l>copies playing</l></block><block s="hide"></block></script><script x="207.00000000000006" y="87"><block s="receiveMessage"><l>pig latin playing</l></block><block s="hide"></block></script></scripts></sprite><sprite name="Sprite(3)" idx="3" x="0.5386221294362346" y="99.33611691022963" heading="90" scale="0.6" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="145,26,68,1" pen="tip" id="110"><costumes><list id="111"><item><costume name="Screen Shot 2020-05-11 at 2" center-x="197" center-y="74" 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" id="112"/></item></list></costumes><sounds><list struct="atomic" id="113"></list></sounds><blocks></blocks><variables></variables><scripts><script x="18" y="127"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>100</l></block><block s="setHeading"><l>90</l></block><block s="show"></block></script><script x="11" y="255"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doBroadcast"><l>copies playing</l></block><block s="show"></block><block s="doSayFor"><l>Hi! Welcome Copies :)</l><l>3</l></block><block s="doAsk"><l>What word would you like to copy?</l></block><block s="doSetVar"><l>word</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How many time would you like it copied?</l></block><block s="doSetVar"><l>copies</l><block s="getLastAnswer"></block></block><block s="doSayFor"><custom-block s="copies %n %txt"><block var="copies"/><block var="word"/><comment w="241.49253731343276" collapsed="true">ex. (copies 4 spam) = spam spam spam spam</comment></custom-block><l>4</l></block><block s="doSayFor"><l>Press the green flag to try another recursion!</l><l>2</l></block></script><script x="372" y="161"><block s="receiveMessage"><l>initials playing</l></block><block s="hide"></block></script><script x="375" y="239"><block s="receiveMessage"><l>pig latin playing</l></block><block s="hide"></block></script></scripts></sprite><watcher var="copies" style="normal" x="0.7520649097584737" y="3.910737831569598" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="initials %&apos;sentence&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportEquals"><block s="reportStringSize"><block var="sentence"/></block><l>0</l></block><script><block s="doReport"><l></l></block></script></block><block s="doReport"><custom-block s="join words %mult%txt"><list><block s="reportLetter"><l>1</l><block var="sentence"/></block><custom-block s="initials %s"><custom-block s="list $arrowRight sentence %l"><block s="reportCDR"><custom-block s="sentence $arrowRight list %txt"><block var="sentence"/></custom-block></block></custom-block><comment w="225.33333333333334" collapsed="true">ex. (initials potatoes are delicious) = pod</comment></custom-block></list></custom-block></block></script></block-definition><block-definition s="copies %&apos;num&apos; %&apos;word&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%txt"></input></inputs><script><block s="doIfElse"><block s="reportLessThan"><block var="num"/><l>1</l></block><script><block s="doReport"><l></l></block></script><script><block s="doReport"><block s="reportJoinWords"><list><block var="word"/><l> </l><custom-block s="copies %n %txt"><block s="reportDifference"><block var="num"/><l>1</l></block><block var="word"/></custom-block></list></block></block></script></block></script></block-definition><block-definition s="spell number" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="fib %&apos;num&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><l/><script><block s="doReport"><l></l></block></script><script><block s="doReport"><l></l></block></script></block></script></block-definition><block-definition s="pig latin %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><custom-block s="empty? %l"><block var="list"/></custom-block><script><block s="doReport"><block var="list"/></block></script><script><block s="doReport"><block s="reportJoinWords"><list><custom-block s="pig word %s"><block s="reportListItem"><l>1</l><block var="list"/></block></custom-block><custom-block s="pig latin %s"><block s="reportCDR"><block var="list"/></block></custom-block></list></block></block></script></block></script></block-definition><block-definition s="label %&apos;text&apos; of size %&apos;size&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.</comment><header></header><code></code><translations>de:drucke _ in Größe _&#xD;</translations><inputs><input type="%txt">Hello!</input><input type="%n">12</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>text</l><l>size</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;    rotation = radians(this.direction() - 90),&#xD;    trans = new Point(&#xD;      this.center().x - stage.left(),&#xD;      this.center().y - stage.top()&#xD;    ),&#xD;    isWarped = this.Warped,&#xD;    len,&#xD;    pos;&#xD;&#xD;if (isWarped) {endWarp(); }&#xD;context.save();&#xD;context.font = size + &apos;px monospace&apos;;&#xD;context.textAlign = &apos;left&apos;;&#xD;context.textBaseline = &apos;alphabetic&apos;;&#xD;context.fillStyle = this.color.toString();&#xD;len = context.measureText(text).width;&#xD;trans = trans.multiplyBy(1 / stage.scale);&#xD;context.translate(trans.x, trans.y);&#xD;context.rotate(rotation);&#xD;context.fillText(text, 0, 0);&#xD;context.translate(-trans.x, -trans.y);&#xD;context.restore();&#xD;pos = new Point(&#xD;  len * Math.sin(radians(this.direction())),&#xD;  len * Math.cos(radians(this.direction())));&#xD;pos = pos.add(new Point(this.xPosition(), this.yPosition()));&#xD;this.gotoXY(pos.x, pos.y, false);&#xD;this.changed();&#xD;if (isWarped) {this.startWarp(); }&#xD;stage.changed();</l></block><list><block var="text"/><block var="size"/></list></block></script></block-definition><block-definition s="empty? %&apos;data&apos;" type="predicate" category="lists"><header></header><code></code><translations>de:ist _ leer?&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></block></block></script></block-definition><block-definition s="keep items such that %&apos;pred&apos; from %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:behalte Elemente, die _ aus _&#xD;</translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIfElse"><block s="evaluate"><block var="pred"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script><script><block s="doReport"><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></script></block></script></block-definition><block-definition s="combine with %&apos;function&apos; items of %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:kombiniere mit _ die Elemente von _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="data"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="data"/></block></block></script></block><block s="doReport"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="combine with %repRing items of %l"><block var="function"/><block s="reportCDR"><block var="data"/></block></custom-block></list></block></block></script></block-definition><block-definition s="if %&apos;test&apos; then %&apos;true&apos; else %&apos;false&apos;" type="reporter" category="control"><header></header><code></code><translations>de:wenn _ dann _ sonst _&#xD;</translations><inputs><input type="%b"></input><input type="%anyUE"></input><input type="%anyUE"></input></inputs><script><block s="doIfElse"><block var="test"/><script><block s="doReport"><block s="evaluate"><block var="true"/><list></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="false"/><list></list></block></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:für _ = _ bis _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportGreaterThan"><block var="start"/><block var="end"/></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportLessThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportGreaterThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:füge Wörter zusammen _&#xD;</translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="words"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="words"/></block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="words"/></block><block s="reportCDR"><block s="reportCDR"><block var="words"/></block></block></block></custom-block></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><l>1</l><block var="words"/></block><l> </l><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></list></block></block></script></block-definition><block-definition s="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Satz _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="join words %mult%txt"><block var="data"/></custom-block></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Satz $arrowRight Liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="text"/><l><option>whitespace</option></l></block></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:fange _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block><custom-block s="ignore %s"><l>3</l></custom-block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _&#xD;</translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" category="control"><header></header><code></code><translations>de:fange _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block var="value"/><list></list></block></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos; %&apos;value&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _ _&#xD;</translations><inputs><input type="%s">catchtag</input><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list><block var="value"/></list></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations>de:für jedes _ von _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="if %&apos;test&apos; do %&apos;action&apos; and pause all $pause-1-255-220-0" type="command" category="control"><header></header><code></code><translations>de:falls _ dann _ und pause $pause-1-255-220-0&#xD;</translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>breakpoint</l></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doSetVar"><l>breakpoint</l><block var="test"/></block><block s="doShowVar"><l>breakpoint</l></block><block s="doRun"><block var="action"/><list></list></block><block s="doPauseAll"></block><block s="doHideVar"><l></l></block></script></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Wort $arrowRight Liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations>de:ignoriere _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Wort _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="numbers from %&apos;from&apos; to %&apos;to&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:Zahlen von _ bis _&#xD;</translations><inputs><input type="%n">1</input><input type="%n">10</input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="from"/><block var="to"/></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block var="from"/><custom-block s="numbers from %n to %n"><block s="reportSum"><block var="from"/><l>1</l></block><block var="to"/></custom-block></block></block></script></block-definition><block-definition s="map %&apos;func&apos; over %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:wende _ an auf _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block var="data"/></block></script></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="func"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><custom-block s="map %repRing over %l"><block var="func"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script></block-definition><block-definition s="pig word %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportListContainsItem"><block s="reportNewList"><list><l>a</l><l>e</l><l>i</l><l>o</l><l>u</l></list></block><block s="reportLetter"><l>1</l><block var="word"/></block></block><script><block s="doReport"><block s="reportJoinWords"><list><block var="word"/><l>ay</l></list></block></block></script><script><block s="doReport"><custom-block s="pig word %s"><block s="reportJoinWords"><list><custom-block s="list $arrowRight word %l"><block s="reportCDR"><custom-block s="word $arrowRight list %txt"><block var="word"/></custom-block></block></custom-block><block s="reportListItem"><l>1</l><custom-block s="word $arrowRight list %txt"><block var="word"/></custom-block></block></list></block></custom-block></block></script></block></script></block-definition><block-definition s="pascal %&apos;row&apos; %&apos;column&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><l/><script><block s="doReport"><l></l></block></script><script><block s="doReport"><l></l></block></script></block></script></block-definition><block-definition s="to binary %&apos;number&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIfElse"><l/><script><block s="doReport"><l></l></block></script><script><block s="doIfElse"><l/><script><block s="doReport"><l></l></block></script><script><block s="doReport"><l></l></block></script></block></script></block></script></block-definition><block-definition s="triangle fractal level: %&apos;level&apos; size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="hide"></block><block s="down"></block><block s="doUntil"><block s="reportEquals"><block var="level"/><l>0</l></block><script><custom-block s="triangle size: %n"><block var="size"/></custom-block><block s="doSetVar"><l>size</l><block s="reportProduct"><l>10</l><block s="reportDifference"><block var="size"/><l>1</l></block></block></block><block s="doSetVar"><l>level</l><block s="reportDifference"><block var="level"/><l>1</l></block></block><block s="forward"><block var="size"/></block></script></block><block s="up"></block></script></block-definition><block-definition s="triangle size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><l>3</l><script><block s="forward"><block s="reportProduct"><block var="size"/><l>10</l></block></block><block s="turn"><l>120</l></block></script></block></script></block-definition><block-definition s="fractal other" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables><variable name="copies"><l>7</l></variable><variable name="word"><l>hello</l></variable></variables></project><media name="Recursion Assignment 2" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>