<snapdata remixID="15092589"><project name="heheha" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAGPZJREFUeF7tXQd4FcXaflMJIYQOAkqvIkGkWRAsdKQXKVL1//FXEZTyU0RRFFBRL3aKdEJPKIHQ8XJR6ShFehcUECK9JrnPO2E2uzkle86eJJtkvufhOZycndmZb96ZnfnKu36JiYmJUOJWA6dPn8abb74prrlx4wZWrVqlNOYjDfgpAJrTZMuWLREQEAA/Pz9ERUWZK6SuSlUDCoCpqij5gjZt2iAsLAwzZ870oJS61J0GFAA9wEflypXx7LPP4ttvv/WglLpUAdBHGOB2eejQoRg7dqyPalTVqBVQYSBDNaAAmKHqVzdXAFQYyFANKABmqPrVzdMdgC+88AJiYmKU5pUGhAacAnD37t1Yv349eOqj4dWXn5s2bcLFixfRunVrh3qLFCmC559/HoULF1bDk0004ABAuplo70orady4MSpVqoR9+/Zh7dq1Tm+zbds2tGvXLq2aoOr1UANcgNo+HIiLIaWxZvM+5MiRw8MaXF9uAODOnTuRP39+cfWlS5cEQIKCgkAPwJUrV/DRRx/h448/xpkzZ/D0009jy5Yt6NWrl3ik7tmzB2XKlBFlH3vsMRw8eNBw11y5cmHDhg2YPXs2/P39xW+sZ/78+U5bV6pUKZ91UlVkXQMc3xHtI7SK/HPmRcHqzTFx6ixLlRsAOG7cOG3l4SO4RIkSeOCBB7B582YBHCKfoFm2bBnKli2LDh06iJWM39u3b48ePXogMjISW7duxdGjR7WGtWrVSlzvTDi7vvjiC4efSpcubaljqrDvNdDvtf/ByXWTnVZ81T8Pvl+6DeXLl/foxgYAfvLJJ4ZHX2BgIOS/3Llz486dO8IhnzNnTvzxxx+Ij48XNyO4zp8/j1u3bqF48eJg9AiBlZCQYGgM93jDhw/Xfpc/Emyvv/664VpXgPWod+pin2mA49mmUtKTSy9xYRWwfuvv4qnG84KnYgAgH6/ptffKkycPeCCZNGmSWFmbN2+OZ555Rmt/uXLlPO2Luj4NNdC2Sg4k3LuDg5f8MC3mZ9Sp87hP7mYA4JgxYzQAhgYHIfGLp5EjALjlnxOHwh71yQ1ZiTxZh9/6C6XuHId/3qJI/L/lKFSoMA4dOiTuU6FCBZ/dT1VkTQMyZNSbFS61OxsAOHr0aAHAU6dOib2dL80vvjbnpHV9DLti5ItaiVODkLXfDQD88MMPUatWLZdmGAlIV7e0++/cu968edOlxpy1f9GiRXjrrbesaVmVdqkBhxWwS5cu2sU0vfTu3RvSPPPOO+8IkwwH6ty5c+Lg8cgjjwjTzY8//oiHH34YhQoVwo4dO8TBhKtolSpVbKP+Tp06Ye7cuR63R5mEPFaZ6QIuzTArVqzAggULcPXqVezatQshISECUPRi1KhRAxMnThSHiClTpoi/0U5EAG7cuFH8Nn78eDRo0EDYCu0gtGf27dtXAPDs2bMeNYnXP/XUUx6VUReb04BbM0zRokWF6SUuLk6YVPh45mpIUwuP3TTJcDW8du2aMMHky5dPPOJosjl27BgeeughsZ+0g7BtL7/8sjgAffrppx416c8//0TdunU9KqMuNqeBDDPDmGue91fRgE7zDhOIuI87cuQISpYsKSokEOkONCt//fWXbQGYln57dwc9X/ntXZphcgYH4u5PUxDkaHs0O24Zfl1geEGMW39arMYpZVL/trh51ugulNeEbJuOuFfXaUW436Xr0W6S1n57M/216re3lRkmb968iIiIAI3UvhRuCWheKliwoAFUrrLbikx8Fmd6r9Gu5WHLbgDU++3pKg0ODhZRRNwyccvAPWtoaKjIY+YBkUZ+7oOnTZsm3KYnT570ma3VyiHNIzOML0Hhri4eZJ544gm88cYb4sDDgAerQtchB4P7Pwlw+q2dHUgIwNM9k5PPL1y4gHr16lltgk/L6/3269atw99//41hw4ahWrVqAoi0XjC0jQdCbj2efPJJsX8fPHiwCArhPt5X+3MrfnuXZhgGIzRq1EgMEDvEPRSjXbgvkH5a+nVfeeUVcRChyIgYzjQOLoMQuOpwRtJUQyVxb2ZG6GcmCAsUKOCTANbvv/8er776qrj1gw8+CJpkeJCi/zulSABKuyBXwPr165tpdrpdk9Jvz1WIh0Kazui/50rIJ8q9e/fEdyn8zt+4OuoDRqw03Irf3qUZhrPkq6++EknYX3/9NYYMGYJu3brhp59+Em3ljJoxYwaIfnaa4Vb9+vXDu+++C87IAwcOiJnHx8Phw4fRv39/MfskrQVBevfuXZf95qmb9+BJet68eVb0I8qyP0yn1NNqcG+3fPlysVrohQA82T1W8wRxBdT7qS03xgcVuPPbz5o1S+x7ORbpIVa8RalGwxQrVkws1QQa9w1cyTiL/vnnH3Tv3l2AkDNARr5wheRKx8cdzThc/Qii48ePi/AuuezzN1/OQm8VLaN7aEqSQgCe6LZCAyD7YzcA6v32PDDGf1YPoUHA2pqfCPstJ/v1VZ97qxatXEq/PX8IfaI7zlbrqV1jxW+foWaYQYMGCUAuXbrUwUXGR68zSc3d54nGXdUVNLYajnWN0QBIQzv9wnYS6bdnm25fjUOZBR1xoEOUCBqm0OB+984dJCJ17ql/4v5Bgi79QvZTgo/faYriglF6VnNGk+BMr9WaOipWrOi1atyaYeSsSqtomLNlWiA6Olo0nnu0y5cvezWrWM5XJ2fWFTC6Ko52Waa1hQB87rnnvFZyWhSk316Gzt29fhmlyldGj57JqxLv+fvvv2Pn1s04P/A53D130k0z/BA0frv2FOOWSQ8q7sepA+7rIx7Khxf/norTPVZq9VlJ4XBqhtHPqmn5eqFF56Q9Et1xuUJDnc8qOdHuxyReuhQnyuhnUcrv7NiAAQO0jtDVR5MB3X9MCeBJjY/vvXv3isc8Z6AzcQVAPoa4V6KXhqsd28+DB6O6ua979FHHEDMJwMOdlmi3Ylt4orSTjBo1SphT2C+6QOmjTyn8je7QriUCcGHycLcADPzXNu0wSQDqH6vcpnAF5JYrNjYWhSc+i1PdY7Wx5f29FQczjH5W3YoehkKv/KDVPW30O+hyLhZm4l4LDIvEsYACWo6JzAORlfEwQw+FMyFwGN7Pfc7ixYvFQYiHGp7eaCdMKa4AOHDgQPz8889YsmQJ2rZtKxRGkw5PwDRjjBgxwmldXAEPvbhY+42uSLsB8IMPPhArID06BKIURqNPnjwZ29fEoGP10rh9Yj/iln2H8PodcW1bLMJqNRWfSEhAzsp1cH0nDe5+8Ptss9gGcTtUs2ZNMeHl4kEbowQg83+K/tAAJ7ut0O5pJeDEAED9rLp34woWx6xAx05dRHJSs2bNMPr1nhgctBclv/oJJ/s+hRLj1uDUwIZaQyosuYhDrZL2bvkGT8fx4CLCjCJXPnkhufZonuFjU/qTUyKBpg954pa/8RTL07hZAHozK+UKyP2UFB64uJLYSd5//31wgr300kvioEddEXw0MZ04cQJj+/bG5wP64PykoSjy5te4viUWV/49XwCRn0hMRLk5J3CkM5O//IBxv4ixoHAFlAlm/E6XpgQg83+KTWmIEy8t19TBiChvxQBAOatYWfzNq1ix9kcxu4h6JpSzUxKAl2OnoHCfT5Bw/TL8c+XBjd/+jdBq9ZMBOGg6jgUXxuOPPy4UQpOLPsDV1azirGOHPbEtpcUecH/75NWZ9dsNgEz84qNPuBnv3MDSlWsNK+Fvv2xE9WjHyeoMKIH5iuD2kChh2aCwvzShyQhoxlESgDTDcYV8cFpjHNPtkZ09lcwC0gBAzir5CE64dQ3L12wQ3zkb5KxKAuAmxF+5iNBH6uLO2aMILl4WifHx8PMP0ACYd9A0HAsqLOIDBaDvJzDJhvlyVqUFAPe1XaCt3Ky/YcPkld6sctPyOtr45Fj53b2JJbFrtD0hgVOqZEl0f66Wg96dtenLqNW48PdFba/MyCH9YsG9N7ch3Lrw0FhiRlMc7bxUq4reF2/FAMD33nsvOSnJ4qwqPmUfdh8+obVL3yn+0cys4qPATJpfWgBwb5vkfGUa2ukVspMwOFgCMCD+NqKXrzIklH0zrB/ewi5TTQ4fMAVHAwtpXqqUUeP0pctHMPftpWY1x2HdHrl69eqm7uPsIgMA7Tar6D3hvsbVYUV2yAwA9+/fLw41NJy7E7kH3NN6nrYKEIBkdLCT0A0qARiYcAeLlsWKFZDmEu67xw96DYOD9xmaHFKxJm4d3O7QDQLwSEBB4Tig0Imgt5GGh4drAFy4cCFKz34Bhzommc8oJCLwVgwAtNusIgB5ak1tiTcDwKlTp4p9HM06ZgC4u9VcbRBoFrIbAMnUKgEYjHtYsGS5SG2lrshK8fWQvikASNuFc6N07rd/EADkvo8uVU56vfDpJfeAZLIoN7cVDuj2yDw1eysGAGbWWWUGgGYVJFfAX1tEakXopmvSpInZKtLlOloDpB0wh1885i+OMT6Ch77psAK6apgEIN2uFK74eqH7VT6C6WEpP6819rdbqJlpGCnvrRgAaKdZJU/B+keBVTec2broitv1wmwDAJs2beqtjtOkHG2l0v4X4p+AuVFLDQDMmycc4XGnkHjPdcCHbFh8qWrCz087K4WroF5oLuOjnUEOPXv2RMUFbbGvzXztlFy7dm2v+2gAYGadVb5fASOwo1nyXvH69evCDuqJXLnPShKeRhHl9KPLFTA0EIhcuNgAwMSb13D3ozZIDsRy3frK0/dg18FjIqiVog/f4ncmn8nAEubGVF7UHntbz9NWQJravBUDADPrrDILQMYu0kvgTlauXIm6G/4X25smA5CbcjMA/OYCMPQMcDWJMkeT3AHAmOLA60kWKZ8IjdByD5gryA+z5keJPSC9Owy6nTRyIAYHGQ8hrm4c1n8yDvnn1/bHjP7RC22NjAuViVlVojtiT6vk9FbGbXorBgDabVbxscf0ztTCfcwCkMZwxiG6Enp8uJ8JGB2BrY2napfRLMHBdSV/3gUq7nMEXsrrCcSDVYCirptgehzpQ5cADAv2x8x5i8R3En/SfTlp5CD8v+EU7Ifi78zGmQ+T877lzXL1n4RDfvnBlZ6BBfSTu5NHFr+I3S3naJcwbtNbMQDQbrOKGV9csb788ku3/fMFAAk+npLlCrilkRGA9AQ5E4Kv2G7P1H82wjoIydYgARgeEohpkfNF1DbD8qmzye8PNgKQzFV+/kBCiuWZe75+E3HQL7+WNcgDhzuptqwLftXtka2krBoA6PmsAooNnYGzY7o7tDc9Z5VZALpb+Qg+/Qr4S4PkRzUNrfqEJn094buAq0YWulTRmNsfuOK97VbUTxOVBGCenEGYOnueYQ8Y+elI9E/cmWpbeEHYgKnYfy8MMrmIvmW9dO7cWdDxzZkzR/iaH43pil3Nk4kprSRsGQDo8azihrVgccTHnUNi/D1Do63OqvJnVzuEffnBz/A3fqfogy6d/Y3XpCwr/xZcvAJunzmIHMUr4c79z8ClQ0EA8tTM0C1XSVEzLwLdk509pgZbXjSjFNDNecytqXr49k4JwHy5cmDyjEhxKJGT0dfEUrQN0obKemvEdscO3R7ZSr6MAYB2mlV6a7yvlWmmPpokGK3NzDxXUmoPcDLJcuGxlAwGTlT1uJhWgDQj8hScPywEk6bPFvGOTLxi/7hiSSFYXW1jGEWjpx1hHhD3wc5OtgxEYCRTzZU9sL3JdO0UbCVdwQDArDKrvB9Wz0r67fDs+pRXJ9bwvjwZZSUAC4aHYsLUmeKkyiQwerT0Ucp8spHrh2SgPGjyMMYcHgaIkHqZ2YvM2ZHCULiUbyqQEVG8pvbqXtjaaKoGQCvR4gYAZpVZ5f2welYyIwH42muvaQAslCcX/jN1NDZdyiW2CzTiE1AyoJR7e9r2aJ4hMOnZIChHjhwpUiF4imXmI8efAOWKRrOTLM/MQVoB+Pn4Q6Fofn4WtjScov1uJVjXAMCsMqs8g5H3V2ckAJl8VKdOHdH4wnnDRFLShrrf4NdffxVejY4dO7rtGL0XtDIwXcGdMASf5jD5mXvlcFQNPo9fnp+seUKsxEoaAJhVZpX3kPKsZMNDwNqrnpWRVzfIDayxwELM/al8FUaB3CGoEN1VVD0wrjFqFw30Obvt+biraBe8C0UD2GE/cUij0G9shVfcAMCsMqu8g4TnpQ7cAiqbczY4VL6/ClApxPN76kvw9RYyIahWrZrIny/pHS9pLYePHBGR2DTQc/9ohTvaAMCsMqvSegD09dc7CPwnOafd1K2fDgM2ep9K63APSY1i6uY+vMgK8GQzDADkH7PCrPKhjk1VVXoPcMKkOaZUMHDcgvnFVIMy0UUOAGTbM4r00Jl9LrOw1b96Ephg9OE7wKBPQeD7JI5MJfc14ABAO5AeOhudzMBWfysBGPMXMOsScOx2Ui/K5ABeyg8MfQAISaPQrMyMZgMAPXlZIR3QTA1k1huJi2h34gpG4iJGnDCLivFlDG78/PPPhSGU5ETfffed9rZFWutpCKXNidHYtMIzLJx1yNwGfWwaQ8N9RcGRmQctK7XdJT1bai8rZKombU1MFuf/eSriJ11BNG7yO3MFmNDSokULATJyAxKUTJphxIUkiySTPjPg+IqICRMmCDZS2qlozyK1hhTFVp+VoJfUl1Tp2cy8rJDXcOVi7jAd1vzkakcbEVdFgpBcfKTJkLQP9PXqX9vKxpBQkcnRLMsVkO4gvYtIsdVncQCm58sKvVGlndnqvemPKpNiBXRFephW9GzyZYUciNAnuuFsNfdc0HZlq1dA8l4DvqNnS9EGj0kP+QZ1HTO9sy7Zka3ee9Wrkg57wJSkh1bo2Vh50Pgd5kkPL0wxMNPL4dHzC9qRrV7ByJoGPKZnG9ulES4tMMc9HPiv7eZJDyc8g1M9VmohPs7e0mNHtnpr6lelPaZnI+fc7RO/I27pdwh/piOubY1FWO2m4lOQHj5M0sP1SUfsz7aIcB8SRKZKejj5ecFM707syFavIGRNAx7TswnSw4lDUKTfN7i+ZQWu/DhfAJGflHJzT+JIp/v+pnGbzZMe/tBAMNO7Ezuy1VtTvyqdZvRsgXkL4/bQaPOkh1MbCWZ6d2JHtnoFIWsayDB6NrroSP6tkR5Ob2JgpnfWLTuy1VtTvyptH3q2mc2gZ6Z3NjR2ZKtXELKmAcv0bIH5H8C9S46Z9B6THs5qbmCmd9YtO7LVW1O/Km2Rni1Jgc6YNz0mPZzTUrzpx53Yka1eQciaBuxDzza3FchM7+4t3QqA1gbbjqXtQ882vw3ITK/PM0hJSGlHtno7DmpmapN96NkWtgOZ6d2tgASg3djqM9Ng27GtlunZAnLnQ/zVpPfC6cVj0sOoDiAzvTuxI1u9HQc1M7XJMj1bhaWXcKilYz6qx/Rs0R1BZnp3Yke2+sw02HZsq2V6NpcA9JT0cGln6JnpnSnLjmz1dhzUzNQm+9CzLetiYKZ3BUC7sdVnpsG2Y1szlJ6NTAzM/xCkhyu6YUezmW515A1bvR2VrtqUrAGv6dlI5cU0SmfiFelhbHfBTO/uBddm2erVAGceDXhNz0Y2VVJ2SdJD5vJK0kO+0IRs7eJVovclVdLDVT2xtfE0t2YYAtAdW33mUbtqqdSA1/Rsb7/9tkhAT0l6yFe+MvmctK+khSXrqinSw3MzQWZ6d3bA1F6XoIY182nAFvRsYSuHIyLoHH5p8INbTwjfW2vlnRSZb3iyfottRM8GAUB3QiZOX1CCZf1hzTw9tB09myvVkX3BChdx5hmS7NVSp/RsVEFGkR46U79a9bIuKF0CMOt2WfXMThpQALTTaGTDtigAZsNBt1OXFQDtNBrZsC0KgNlw0O3UZQVAO41GNmyLAmA2HHQ7dVkB0E6jkQ3bogCYDQfdTl1WALTTaGTStvAF1xs3bkTOnDk97oECoMcqUwWcaaBNmzbiz3zVRocOHUwrSQHQtKrUhe40wIBkPfD4irWZM92nWLA+BUCFK59pgAAkEPVy9OhR/Pbbby7D6BQAfaZ+VRE10LZtW4dIqvj4ePESohkzZjgoSQFQ4canGmAYH0FIiYqKSjWAWAHQp+pXlVEDPBHzvdPcA3Iv6E4UABVm0kQDVapUwbp168QLKhUA00TFqtLUNMADSNmyZRUAU1OU+j3jNKAewRmne3VnZQdUGMhoDagVMKNHIJvfXwEwmwMgo7uvAJjRI5DN768AmM0BkNHdVwDM6BHI5vdXAMzmAMjo7isAZvQIZPP7KwBmcwB4231GQEdHR3tbXCunAGhZhdmzgqpVq6JcuXIi2iW1yOcaNWpgx44dThWVpQHI13qtXr06eyIkHXot80D8/f2xcOFCl7F/ERERIiiBSUuRkZGGlqULAEeNGoURI0akg0qSb9GkSROQ1DImJiZd75udbla/fn3kz5/8lqwWLVqgd+/eTlUgwcofSXDPspQ0B2C9evXQp08fdO3aNd3Gpk6dOihWrBjeffddVK9ePd3umx1vpAcW+3/hwgVs2rTJQRVcgPbu3Zu89/PzExHT/wVugbinc3C9dQAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="heheha"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="findMatches %&apos;localQs&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>matchCount</l></list></block><block s="doSetVar"><l>matchCount</l><l>0</l></block><block s="doFor"><l>i</l><l>1</l><l>3</l><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListItem"><block var="i"/><block var="wishList"/></block><block s="reportListItem"><block var="i"/><block var="localQs"/></block></list></block><script><block s="doChangeVar"><l>matchCount</l><l>1</l></block></script><list></list></block></script></block><block s="doReport"><block var="matchCount"/></block></script></block-definition><block-definition s="localQualities" type="reporter" 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