<snapdata remixID="14210486"><project name="brick" app="Snap! 10.4.6, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="brick"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Yellow Brick" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>255,225,77,1</color></block><block s="down"></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block><block s="forward"><l>20</l></block><block s="turn"><l>90</l></block><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block><block s="forward"><l>20</l></block><block s="turn"><l>180</l></block><block s="forward"><l>20</l></block><block s="up"></block></script></block-definition><block-definition s="Row A" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>255,225,77,1</color></block><block s="down"></block><block s="doRepeat"><l>8</l><script><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block><block s="forward"><l>20</l></block><block s="turn"><l>90</l></block><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block><block s="forward"><l>20</l></block><block s="turn"><l>180</l></block><block s="forward"><l>20</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="Row B" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setColor"><color>255,225,77,1</color></block><block s="down"></block><block s="gotoXY"><l>10</l><l>10</l></block><block s="doRepeat"><l>7</l><script><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block><block s="forward"><l>20</l></block><block s="turn"><l>90</l></block><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block><block s="forward"><l>20</l></block><block s="turn"><l>180</l></block><block s="forward"><l>20</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="Brick Road" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setColor"><color>255,225,77,1</color></block><block s="down"></block><block s="gotoXY"><l>-240</l><l>-180</l></block><block s="doRepeat"><l>36</l><script><block s="down"></block><block s="doRepeat"><l>24</l><script><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block><block s="forward"><l>20</l></block><block s="turn"><l>90</l></block><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block><block s="forward"><l>20</l></block><block s="turn"><l>180</l></block><block s="forward"><l>20</l></block></script></block><block s="up"></block><block s="gotoXY"><l>-235</l><block 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7OA6X0dHbjG3ZPyl8uPnCTK1W9KlWbqe2Y/srVeuBXJoBe0Evt3GjaoRf0EtfLVUkHmqT7nq5yW9MtyyuMpEdzA9ZdJbvWqRRlqQpPufpK7VjbVa/or5Zd0w5+6AW9LCfA/GB+xOZHLkWZXmiih56OpgZ8x/JLgW/ufuy+uHDB4I8LOA4KhZn4hvBxXB/DBz/4uQgMPl/xNiRXPFuNBx9gFhyhABPfED4MM4YPfuvODwOORZgEDT8PAfTiodVuCz/4eQgMXi8YsCecJITBC5odf0jQxDeEjx1rDN/4+GHAMcWQsODnIYBePLRY8KKXNdcLBrzmAWZHGAowCTCEb3w7GuZbSDCjm28YcEgvJJgYPvjBz0VgdAkaQ3fp42TjwesFAw7FFwOJ4YMf/FwEBp9QMUxXPFfOMPuObzbgvZ1nUtqbwTDbUtKVToU4SlWvStVmasNEf+VqPfArE0Av6KV2bjTt0At6ieolF+LQK6UFD63u07Ys7W8/VtLL+TV2W6bLHUtRXm9UraTnC2NoV5upHWC5Sgv9wW+JASf0V6p+hl7QS15wMD+K1QEj88Ny2ebXUnpS2818s6tNax0DBItLj/5Yoe9jCvpz63rxAo4tQ/j4mCCGD37rzi/olxgwBheaIhhcCB8JOoYPfvBzEeg9X2HALv6txr0HBEMPBYR4hPBhSDF88IOfi0DzLoV8ut/xfQrsgDFMl+D4iGH7szzhtnY/DIGbXsyCI0YRfvDzEOhdLxiwB3+7be8BwdBDASEeIXzs4GL44Ac/FwF2wC5cGDAGFxMM/ODnIYBePLRWMD+zA17zALOjDgWYBBjCx44whg9+684PA45FmAQNPw8B9OKhtYI7Gha8oQCPbn5EDTjt7TxQSk9n1DfsnpS/XHzgjkSp6lWp2kxtx/RXrtYDvzIB9IJeaudG0w69oJe4Xq5KOtAk3fd0lduabllesSQ9mhuw7irZtU6lKEtVeMrVV2rH2q56RX+17Jp28EMv6GU5AeYH8yM2P3IpyvRCEz30dDQ14DvWPMXV9TtMJ3/h6I4fOK5ya27xAvQSwsfnizF88IOfi0Dv+Yq3Ibn4txr3HhAMPRQQ4hHChyHF8MEPfi4CefPLDtjF7FhjEn53ds2V8IOfhwB68dBqt4XfwPhhwAMLCDvgUEBIMCF8LIhi+OAHPxcBdsAuXKwoMbiYYOAHPw8B9OKhtYL5mR3wmgeYHXUowCTAED52hDF88Ft3fhhwLMIkaPh5CKAXD60V3NGw4A0FeHTzAwMO6YUVagwf/ODnIjC6BI2hu/RxsvHg9ZINeG/nWfM86mzwZltKutKpEEep6lWp2kwtVvorV+uBX5kAekEvtXOjaYde0EtUL7kQh14pLXhodZ+2ZWl/+7GSXs6vsdsyXe5YivJ6o2olPV8YQ7vaTO0Ay1Va6A9+Sww4ob9S9TP0gl7ygoP5UawOGJkflss2v5bSk9pu5ptdbVpr2x4sLr1yxwAc87h1s3jB4I95iC/xdRBAzw5Yhaaj4xf0SwyYBB2acaObcOgFvTgIMD8csFbR0DHgNQ8wCT8UYBJgCB8PysXwwW/d+WHAsQiToOHnIYBePLTabeEHPw+BwesFA/aEk4QweEGz4w8JmviG8LFjjeEbHz8MOKYYEhb8PATQi4cWC170suZ6wYDXPMDsCEMBJgGG8I1vR8N8CwlmdPMNAw7phQQTwwc/+LkIjC5BY+gufZxsPHi9RA047e08UEpPZze+Yfek/OXiAze5UtWrUrWZ2o7pr1ytB35lAugFvdTOjaYdekEvcb1clXSgSbrv6Sq3Nd2yvMJIejQ3YN1VsmudSlGWqvCUq6/UjrVd9Yr+atk17eCHXtDLcgLMD+ZHbH7kUpTphSZ66OloasB3LL8U+Obux+6LCxcM/riA46BQmIlvCB/H9TF88IOfi8Dg8xVvQ3LFs9V48AFmwREKMPEN4cMwY/jgt+78MOBYhEnQ8PMQQC8eWu228IOfh8Dg9YIBe8JJQhi8oNnxhwRNfEP42LHG8I2PHwYcUwwJC34eAujFQ4sFL3pZc71gwGseYHaEoQCTAEP4xrejYb6FBDO6+YYBh/RCgonhgx/8XARGl6AxdJc+TjYevF4w4FB8MZAYPvjBz0Vg8AkVw3TFc+UMs+/4ZgPe23kmpb0ZDLMtJV3pVIijVPWqVG2mNkz0V67WA78yAfSCXmrnRtMOvaCXqF5yIQ69Ulrw0Oo+bcvS/vZjJb2cX2O3ZbrcsRTl9UbVSnq+MIZ2tZnaAZartNAf/JYYcEJ/pepn6AW95AUH86NYHTAyPyyXbX4tpSe13cw3u9q01jFAsLj06I8V+j6moD+3rhcv4NgyhI+PCWL44Lfu/IJ+iQFjcKEpgsGF8JGgY/jgBz8Xgd7zFQbs4t9q3HtAMPRQQIhHCB+GFMMHP/i5CDTvUsin+x3fp8AOGMN0CY6PGLY/yxNua/fDELjpxSw4YhThBz8Pgd71ggF78Lfb9h4QDD0UEOIRwscOLoYPfvBzEWAH7MKFAWNwMcHAD34eAujFQ2sF8zM74DUPMDvqUIBJgCF87Ahj+OC37vww4FiESdDw8xBALx5aK7ijYcEbCvDo5kfUgNPezgOl9HRGfcPuSfnLxQfuSJSqXpWqzdR2fB79JbssS19LNlGyiSxt5uE0xUNMEyk1f5+qhnge48tjsV/Ofv/Q+DG+H0z18nmVRhYboZdy9alakPCDX61WmnYXo5erkg40Sfc9Q8ttTbcsr1iSHs0NWHeV7FqnUpSlKjzl6iu1Y21XvYr2Z3pHSf9PljYk25D0rpJMlt7k/09q/q6Bc2TGk2zPi/9vjXmn5u/eO0zG9lKWmnYTJf2+TElKz6uNfE6j//s97PsXc0MvVsN5e/FgfKXqXcSjTID5Ec1/zLd+51suRZleaKKHtZN2YXN1x5qnuLp+h+nkL1yX44f07J/9rt78o/f17pv39Wbyvt7R+0ob7yul7yil92V6X7L3lfTPJb0js/8pS83/vy/pO/nfuU227q9k+ir/W/pKG/alUlr4u3T4M7Pm5/9Gsm+VJv9S72x8pW/e+Urv/N+v7OZf/8Yd3OZXc5zWBdvsGviF8KG/GD74rTs/3oYUi/BZCdph5EeG/afZ0KX/4zdy+0ppcmjkZl/KJl9pYv9Ryd7o23d+GDHyI0pn3a+XJv15iR1vDz/4eQigFw+tdtve+WHAAwvIkh2r38jt/emO/B8rpUuSfV2/I18w8om+0qX0pd7oq7wjn6T/KtMb++DTOzFyh1f3Lmh2/KGwEI8QPvQcwzc+fhhwTDGrlrA6G/lE38kGnvSBpEsyvT52tL6hL6XGuBeP1k8x8unRuuz3/qqJAFWluulw1fTX7S7nV3G/MYLwGxg/DHhgAVmRHZzSr/+0+Bl5Y9JvJodmffgZ+fzz8uYz8rmRH/590mVJ38r0s2zojZGn5rNwn5EffUZOgkHPHgLoxUPrAo5kVyT/9bZhwIARoIdA7wnrZzuPlPSONuxfHHvYzWvk+Ty7ecgtvSezxtD/V8TI+cybOteeeYFe0EsnvWDAXbBxJNbbCrCnFe/saP3Sm09k6R1tpH+dn1rvauRHT62bbkp6I+mv5k+yLzy1fvIz8jOeWu99AdMTPwwEA+mSCdFzF2oL/oEBBwGSAEMAhzaBW5+R28Z/kdIlbdh/OHa0fnh8fnjMXjpaP9qRHxn50dF6Sv+keYhN0n/Lx+xHXz9zGjmGiWF2mXhDm28n72F048sGvLfzrHkedQbDbEtJVzoV4ihVbSpVI6lVD/2Vq7nAr0xgKHqxZLOiLqbmlZ8bSrahjbSZS7ocGq8ppQ2Z/kEu+yL9NheBOSoQUyoIk4vB5CIvR1Xcfi9Xc5N+Pp+/6bv5vxerqaGXYetlWXyGomfGd0igXJXwikyvlBY8tHa+ybYs7W8/VtLL+TV2W6bLHUtRlqqMtKvX1A6wXPWF/uC3JKEWq3ytrl6WGXk2af1DSb+rpG+PVTorVaNDL+PQy1lxJp82hPrNB5bLNr+W0pOz8Ld+btpsVt7H/kTfbzj6YwWOpd06XLxgdMdQTr2kn/3wD5TSX+T1uNlH9sEnX8CPr7J1nXTMt67kDq+L+iUG7EyAZ4ULQZ9F6PSfw285n7S/vSPZX0j2n+3GJx+XWsIP/XkIoBcPrXZbDDjGb3zVV1hwhBTzthJW2t/+d5J9JKWP7Mbup8tu4m2NrxYq46slVW4Hv4Hxi76OkCPo7c8aBkP7as1RXJhwA5twF7yAOevImY98mL+RGUJ+idDjCDpGj3rE8HMSuMiEVXPkjAFjwE4JH2t+kXruMs7Bj48dcJewzq8ZfIAveMflpQk/L7Hj7Zfxqz1yxoAx4IgCmb8ReuyAY/TYAcPPSeC8E5b3yBkDxoCdEmYH3OdHjuyAI/LjlXgxevDrk1+XI2cMGAOOaPC8F5SRsTXXDn58UQNOezsPlNLTGagNuyflLxcfuOGVql6Vq4fUdU1/y6qvwK9EYJX1Iv1a0nvTojivqgK8yveb9HnVPS424n7JBx7RXIxerko60CTd9wwttzXdsrzCSHo0N2DdVbJrnUpRlqqMlKuv1I61XbWE/mrZNe3gN3i96HuSfkfSN1J6qWRNZavaP8R38PEtVmcjvmUCq6dn6YosvdBED2uDOmtnumPNF4nt5m7xS/3eDgd/XMADTd6QHmtPfEP4Wsdp0SNn4tFvPGK9rcBxKfkvFOLe5xtvQwrFY/ifTzDhQgHufcItxKPrU86LN3Se4wuBm17M+GIU4bfm/DDgNQ8wBhwK8LkkQNO7kv1qWS1nz4DPZXx9PiGK/jzhbLUlviF8w98gYcBrHmASYCjA55AA/7dkfySzHy+r5ewZ8DmMj6pwngCcaEs8AvBW4YnnvvMpBoxgPARIMB5ax9vmI+dkfy6lv7Ot3T/p3tP8SuIRowg/+HkI9K4XDNiDv92294D0vcKiv1CA+4jvscIaSptK+oa6493C0kc8+Ayduvfd1HcOD9lhwF1DcXgdCQF+pxFI+zvbkn5y9PpA9IJePATQi4fWCm6QMOA1DzA74FCAIwmw9JRzpL/SjdBfKLwsoGP44Bfllw14b+dZs5eb9WW2paQrnQpxlKpelaqR1A6c/iT41aqlXCXoovlZuiTZ5vSM5HhhDfSMnuvVPAw9nzZe9NzQuSLTK6UFD62OsW1Z2t9+PC1/N73Mbst0uWMpyuuNapT0fGEM7eomtQMsV7mhP/iVCbx9vTSTsTHfr4vz5+2P73TlML6GD/mF/FKfXyyXbX4tpSe12OabXW3ayYuayljN31Edy40zX8CxYDduR1etKr+uhTVW9X67Rpn77UpueqbCx0ohgL3rL+iXGDCCHpagVywevD7QJ5/eE+CK6cVHq90afjGCvfPDgAcWEBJCKCC9T5BzjMfJp5y73Pgq3W+X+2udsJ1jPBifnwD68zNbvCJ6YswOmIQQUuBYJ7BMfy3ZR1L6yG7sftoV4lj58V3obopBL924ndtHXOyABxYQDD0UkMEnmP3tv8nlJKW/ldlH9sEnX0RuePD3i54j4eWZkBC9FXimBgOORZgECL9aAvnIOekvZfrCbnx6s/a609qhvxhF+MHPQ6B3vWDAHvw81NC7AEeyQ5o95ZzSS0m/4gi127xDf924ndsR6kjm77nxw4ARtIcACdBDSzr5lLMmkwdNDxiwj+O5JUAMpFsgpleRD0L4FH4IK+3tPFBKT2fD2LB7Uv5y8YF7aKWqQ6VqKbUd01+5Gg78ygR614uuS837e/XlbD6g51r1latewQ9+ywj0Pn/Td/OvSvbL2a/sX39XJR1oku7XB3ba0nTL8goo6dHcgHVXya51KkVZqiJTrq5TO9Z2VRr6q2XXtINfV700FW4OF6JvJP18PoFTqdpbbUyIR9d4HBKGH/xq59rF6CWXokwvNNFDz8ByW9Mda7bQVL1yoztcWHH81Q3c9Koh8uP1gRyvdxX1EPW8eC+Mr2tkD6/rnR9vQxpYQDD0UECiE4TXB25/lhfmW7sfhgIx4AUWhkTZcW8bAAAYpElEQVR8u2o7ml9O/t68+WUH3DUc57AiwoC7ByO4QuX1geg5JL6g/kq/u/eET34Jhbj3eGDAoXj0fyTBBAkFpMsEOa2Wc5f+TrsB+guFl/kWwwe/ofHDgGMRIaGuNr+zajkT39WO71mjJ75nETr95/AL8sOAgwDZsYYAvs0JXPP6wLc5vhqwjK+G0vI28IOfh0DvesGAPfjbbXsPCIYeCkhNPDyvD6zpzzNg+vPQYr6hlzXXCwa85gHG0I8F+Kwj55NqIAEyPzwE0IuHFgusw6eg93aeNc8/znCYbSnpSqdCHKUqI6XqJrVxor9yNSH4lQmcphfZbyW9p6SmlvOrKoToD/1VCWXaCL2MTy+5EIdeKS14aLVmbMvS/vbjaVI6UtFtmS53LEVZqhLUrl5TO8By1Rf6g98SAy5UqTJ9X0mXZPqNlF4q2be1+IT+GlTMt1rBoJfx6aWpmJf0WkpPamUy3+xq01rHbsG3O3CMRzEDtxAXLujzGI/XB0YicXhtn/GgP+LhJTB4/QX9EgPmc1LvnDjWfqgThNcHUs2qi7CHqueje2F8XaI6v6Z3fhjwwAKCoYcCEp0gvD6QE5iIAKP64wRwZPrDgCPTjSO2GL1h8Ss95UxCjUUYfvDzEBidXjBgjzzabUcnmDXdoS8rrEF8mR8eAujFQ4t82nyVqKHQ9Y2CfAa8poa0bBqtW4I5q7DGut3vWemR+z2L0Ok/hx/8PAQwYA+tQlsmXAzg2+RXU1jjbY6vhizjq6G0vA384Och0Lte2AF78HNk0rsA39IJQk0t5yba63K/tSrnfmtJldvBD34eAuEdcNrbeaCUns5+6Ybdk/KXiw88A8ltS1WvStVhajumPwl+x9Vi6ZJkm4d/eaKwBnpBL7W5hXx1SIr8Uq+Ycn65KulAk3S/vqNpS9Mtyyu+pEdzA9ZdJbtWXa7v+G9tV80pV4epHSv9wW9RK03Zt8Z8v16yQEQv6KU2tzTt0At6iekll6JMLzTRQ09H08XPHcsFoW/u5ie5on84vokRhN9yfjVHzvBDfx4C6MVDq90WfkF+vA0pCPAtff5ZO+p1mCBnPeW8yGId7rc2tk077tdDCwNBLwPTCwY8sIBg6McCUvOUMwYs2RZlJ7vMZAypC7X5NfAL8sOAgwAxzBDA0yZwzZHzyV9OQgiFgx11DB/84OcicPg+YD4DdkFjx3W+Oy7PkTMGPLK6uyx4O+cqPrIIocsX977Ax4BjQek9ICNPMN4jZwwYA47MYOZvhN45GNLY8h8GjAA9BM4zYXU5csaAMWCPftELehmUXjDgSDhYAcboTfmZ3pXsV7kkgNlH9sEnX3Tt9zwXCF3HxEcW5/uRRSQu6CVCj/wXoycdfga8t/OsQTnrzGxLSVc6FeIoVVUpVQ+pHTn9lauLrQ+/P5T0Tq4kc1R5Db3URrdcxQh+8FtGgHzafz7NhTj0SmnBQ6sVaFuW9rcfK+nl/Bq7LdPljqUorzdZQUnPF8bQrjZTO8BylRb6Wwd+pqtS+o6SfSvpF+jlGIO6CDM/Gk7kgzq1NOZDfu5bL00eS3otpSe1YZhvdrXJ6wjH9sH/W77fs55y5ljQPY2PXQA/+HkIoBcPrXbb8MsYTnYZ7bDV31tO+GfhRYBnETr95x5+NU85e/qrGTn91VBa3gZ+8PMQGJ1eeB2hRx6FFQwLhBDA2glX+5RzbX+1g6a/WlLldvCDn4fA6PSCAXvkgQFf9AQ568iZExO+GhKZwRetZ+9YGZ+X2PH2g+eHAa95gFd4h15z5IwBY8CRGTz4BL3C87dLXEYXDwy4i0zm14xOMBeUEGqPnDFgDDgyg5m/EXp8lzdG7/C7vE0fXV/py1PQF2RIXQO9agnGe+SMAWPAXedGc92qzY/IvXK/UXrnoBcMOBYUJnB//LocOWPAGHBEgczfCL1zMKSxbWiiBpz2dh4opaezMG7YPSl/ufjAHdpSFZ5S9ZXajumvXO1oiPykX0t6b1rU5VXVEInv6sQ36fOqmC42Ir7E1yOa1dTL1VzJb5Lue241tzXdsryCTHo0N2DdVbJrnUpRlqqMlKuv1I61XeWG/mrZNe0ugJ++J+l3JH0jpZfTyla1Y7yA8RWr/zC+MgHiQX6pnRsXlF8GPn9zKcr0QhM99ICbGvAd3gfspja/YOzHX9Ej57HzC0gvXwq/GEH4wc9DoHe98DYkD/52294DskKfn3R9ynmR4pj5xZR3eDX8YhThBz8Pgd71ggF78GPAWYC8PrCzaHqfwCu0YOsMbeFC+MUowm9g/DDggQVk6Ak1vznL/lhmP7Ybn+Tvv0X+kBAi9NgBx+jBD34+Ar3nKwzYF4CTrXsPyIANOB85J/tzKf2dbe3+SYwcR6jw8xMY03zjIwa/PlYuP2PAsSCPISEcK6yhtKmkb2xr98MYOQwYfn4CY5hvi1S4X79GVoofBrzmAQ7uqE8+5UxCQC8eAujFQ6vdFn5rzg8DXvMABwy49JQzCQG9eAigFw8tDHh0eskGvLfzrHkcYRZ+sy0lXelUiKNU9apU3aRWl/QnXTQ/S5ck25weEh8vrEE8Lj4ep80V4kE8anNp0w699K+XXIhDr5QWPLQ6JrZlKT/Zqpfza+y2TJc7lqK83kRZSc8XxtCurlM7wHJVGvo7P36NmBrz/boYf+LRkEd/56e/03tGf+ivVnt5wVGsotXv/LVctvm1lJ54hpbbmjZ5G1LgmLYEfFWPUboW1ljV+3VPlukF3G9XctMzFeZbCCD6C+Hrv3hN9GUMJ28n+n7DVn9MuJBiznvC8fpAX3jOOx6+0bRbM74YQfjBz0Mg6pfsgEe8QIjWcm6ESsLyTFcME72gFw+BweuFHbAnnCTAI0HL9NeSfSSlj+zG7qddKQ5+gox4gdU1povXEd8YRfitOT8MeM0D3LeB7G//jWR/JOlvZfaRffDJFxGCJJgIPU4QYvTgBz8fgd7zFQbsC8CYP6POR85JfynTF3bj05sxcodX9y7ovhcc9BcKM/EN4WN+xPANnx8GHIvwWBLM7CnnlJqvnP2KcpLddDMWvRzR4X676QR+IylXiwEzQU4jcPIpZ00mD5r2GHA33WBI3bhhSCMxpLGdOEUNOO3tPFBKT2fTasPuSfnLxQfuqVaq2lSqvlLbMf2Vq9dU89N1Se9K+nIWT+JRS69cNQd+8FtGgHwVzFfpu4efa9kvZ4iHP9+uSjrQJN2vnxjTlqZbllf0SY/mBqy7SnatUynKUpWgcjWS2rG2q5bQXx27pkLL4ULqjaSfzwVdrA5T1yfxXVZdB35lAsxf8lXt3GjarZ5ecinK9EITPfTcaG5rumPNF4nt5m745ep54TK244cB3i+vD+R43Z0Iphcwf7uSO7wOfvDzEMjeiwF7kB1vO7QJx+sDtz/LC0veV9xJ1EPT88mbYHydwjq7CH4D44cBDywggR01rw9kBxJTM/zg5yOAoft4tRaUGHAQYMAwS7+5i6BPq+Xcpb/TiNDf6uuF+M4JoGf07CHQu14wYA/+dtveA+I09LNqOb/t8Z1Fl/GdRej0n8MPfh4C6MVD6wLyPQY8sIA4DLjm9YFMuNWNb83IiW8NpeVt4Ac/D4He9YIBe/BfwIqowoA9rw/sXTAV4/MQZXweWsPQn2fExNdDi/iOTi8Y8GpNkLOOnE/ezegEzQIhJGj0EsLH15Bi+MbHLxvw3s6z5vnHGTuzLSVd6VSIo1S1pFQdpjZQ9DevxiT7raT3lNTUcn5VhRB+5WpWVfDyF+V/kJsmfT6fH4VqPfRXJgA/9Fc7N5p2q6iXXIhDr5QWPLT6nm3L0v7242lSn15mt2W63LEU5fWGopKeL4yhXd2kdoDlKjLj6s/0fSVdkuk3UnqpZN/W4hP8GlTj0gv3Wz09mB8ZFfOjVjGlfNpUHEx6LaUntd3MF/PatNaxZbC4NMeg/RWD4PWBbkm3LuBYNcYQfvDzEBidXoJ+iQEP9HPD/JSz2Z9pkv6e1wd6UsDxtqNLCAPV81FUiEd3LedPQ4hvCGDv/DDgUDwGJ2heH9jfCQIJKzY34Ac/L4HeDW7oCw4M2CuR4e6Qpk85/1Syn9qNT/ILMkYn6KFPOMYXmnDoOYSPfBDD1z8/DDgWkaEkhGlhjT+T0o/sxu6nHNnxAvMuyh6KnpeNnfF1ier8GvgNjB8GPLCAOHdIZxXWYMKtdnzPGj3xPYvQ6T+HH/w8BHrXCwbswd9u23tAHAZcOnI+OcK3Ob4asoyvhtLyNvCDn4cAevHQuoB8jwEPLCCVBrzsyBkD5iGsiKJJ0BF6PHMRozdCflEDTns7D5TS0xn4Dbsn5S8XH7iDUap6VapuUtvxOvZn6ZJkm4cIThTWWMf7PS3W3G+5+s+Y5wd6mRNgfqzC/Lgq6UCTdL922s7amW5ZXjEnPZobsO4q2bXqcofHf2u7qkq5GlPtWNetv6ZsWWO+Xy9Z4Kzb/Z4VZ+6X+XGWRhZ/jl7Qy7D0kktRphea6KFnYLmt6Y6lpiD0zd38lZfoH46/lhOsOXKGX0yB8IOfhwB68dBqt4VfkB9vQwoCrPi896ynnBdHgKDPPx6e30A8PLRI0OgFvXgI5M0vO2APsuNtz5pwNU85Y8CSbfGd3y4qPEt/3j7pz0vMlw+8vRMPL7EViwcGfH4BrjlyPvnbmXDnF48uPROPLtTm18APfh4Co9MLBuyRR90Rm+fIGQPmK0cRBY4uYVV85OPhCT8Prbr8F+lxdPHAgCNyaX/nzXvkjAFjwBEFji5hYcARufRfB5l4xOKBAYf4HRN0lyNnDBgDjigQA47QG2HRCAwzJJje5xsGHIrHoQGb3lWyl2rerGz2kX3wyRdde+09wEy4rqHI1xGPED74xfDBb935ZQPe23nWpJrZvZptKelKp0IcpapXpWoutWCH398fSnonV0I5qhy23vf7g0Nn0udzvaTvHv6d/bI2rPNrRX/opV42w88H6Hlses6FOPRKacFDqxVtW5b2tx8r6eX8Grst0+WOpSivN+U9lPR8YQzt6jW1AyxXfRlGf6arUvqOkn0r6Rdrf7/NDQ45HozvSILDmB/Eg3jU5vmjdquYXxofSHotpSfe222qIjYHp8f+NN8LznOH6lhFntOnnH+Sf1g4cubY0i3D4/rj2DwEEP2F8HHsG8M3Pn5Bv8SAHQm/5ilnEmBsBsMPfh4C6MVDq90WfkF+GHAQYKUB1z7ljKAvJh61v4V41JIqt4Mf/DwERqcXDNgjD/8KMO3d/Z7stz9dduTcOsKvNPTaUY9O0PCrlUb5IxL4wc9BgPzigFVoGv3IliPoUxJWzZEzBsx3eSNTmAQYocdXxWL04Bfmxw44hnBZAqw9csaAMeCIAjHgCD0MJEYPfmF+GHAM4ckE6D1yxoAx4IgCMeAIPQwkRg9+YX4YcAzhYgLscuSMAWPAEQViwBF6GEiMHvzC/KIGnPZ2Hiilp7OBbNg9KX+5+MA9uFIVlFL1mtqOL7I/6deS3psWJXlVNcSLHN9i9amqweXCGe0qVasSD+737CgT36buT7v61NnkDlvAD361Wlmul6u5EuIk3fd0dag/3bK8Ak96NDdg3VWya51KUUrtKjzl6ia1Y72A/vQ9Sb8j6RspvZxWthrQ+FKpuhjjKxO4AL0Qj1rxaSXzAfElvksJlKrMXZGlF5rooYPbdAGoO9Y8Rj3WqlfRI2eOD92SO3YB/ODnIYBePLTabeE3MH5jfhtS16ecF0OIoAcmaL4DGwoIeg7hG18ZRuZbSDB58zvCHfC7MmtePpFk9iNeH1ivIRJ0PatSS/jBz0MAvXhoreCOf3QGnN/8ZH8ssx/bjU/ySycif5ggEXo8gRmjBz/4+QiQr3y8Trbund+YDDjtb3+sZP9WSn9nW7t/EgvF4dW9B4QjnVBYiEcIH3qO4YMf/FwERnEEvVBYI0np95X0jW3tfugitaQxCT9GEX7w8xBALx5aK3gkO7YNyLrvgE8+5cwEZgJ7CKAXDy0SPnpBLx4Ca70DTvs//FhK/0pKP7Ibu59yZOyRRrktCSbGEH7w8xBALx5aK7gAzDvgvZ1nzaeZs+GbbSnpSqdCHKWqNKVqM7VcO/WXLslsc/op7fHCGp36O2Ww9FeuJnSu8SUe87laqAJ14fONeBAPfT5nUKi+t875QLoi0yulBQ+tvV/ZlqX8ZLCar+VM/9htmS53LEVZqtpUqh5SN8RyFa3T+mtgNOb7dXH8/v5OHyf9NXwuMr7EY5EA+kN/dZn0sBV66V8vlss2v5bSE08oDuOhzbV5H3DpyLkGCMc8NZSWt4Ef/DwE0IuHVrst/AbGL/oyhpO303wwnM355m74e7JNP+ctmGNPOXcorHHe44vJ5fz5MT4fAfTi49XKL2N70pX7DQlm8PMt6JcrvQOO1nK+iAVCSH0XsIBhfD4Cg08IJHxfQE+0Jr4hfOe+4YqN7hw2NGM1YNnGo5NPOXcJDhOuC7X5NfCDn4cAevHQ4gh68HoZoQH/jcz+SFLz71AtZ3bAsWQAP/h5CQw+oXKC4A3psfaji++YDDgfOSf9pUxf2I1Pb4aUMr14dIIhwYRkg15C+MZ3RMl8Cwlm8PNtLAY8e8o5pb+X9CvKSXbT9eAFTcLqFlgWlJSX7aAc8kEHaAuXRB9aHvxDWCefctZk8qC5fwy4m3CYcN24HV0FP/h5CKAXD60V/Mw7ugNOezsPlNLT2a1v2D0pf7n4wI2uVIWnVC2qtmPTdUnvSvpyNp5Qf4UqLfRXG41y1Sv4wW8Zgd7zAfNXzLehzberkg40SffrBzZtabpleYWW9GhuwLqrZNc6laIsVUUqV185e6xNhZHDhcAbST+fXdC1v8MO2lWb6O/sWMxbwA+9oJflBJgfY5sfuRRleqGJHnomRm5rumP5jQwDKrrB6wM5XncLeXoBx31dyR1eBz/4eQigFw+twvH60F5HyOsDtz/LCyPeV9xJ2SSETthmF8EPfh4C6MVDa+AGzOsD2YHE5Aw/+PkIYCA+Xidbwy/Ibwg74NNqORPgYID5Sk8IIPoL4eNIO4YPfuvO720bcNrf3pHsJ5L91G580nr5AwkwpkD4wc9DAL14aBWOFFnwhgCOTn9v04BrXh84uoAwgZnADgLMDwesQlP4wc9DoHe9vA0D9rw+sPcbxuA8emu1JR4hfBwpxvDBD34uAoPPVxdtwPMj5/QTu7H778+iOXiAGPpZITz158Q3hA9DiuGDH/xcBHrPV9mA93aeNc+PzkZitqWkK50KcZSqtBxVw5H9VtJ7SnpZ3fdp/SX7pYte05j+ytWsakHCD361WmG+HZIqVQOrZch8Gz6/XIhDr5QWPLQ2vrItS/vbj6emOL3Mbst0uWMpyuuNyynp+dzQ9X0lXZLpN1J6qWTf1o8vtfsrVbOq7bBcpaVdvYb+ygTg13BBL8wP5sfh4oL83FRsTHotpSe102LBGzfP9WUM+cg52X+X9IVt8fpAd4CoTtQF2bFrej824mOHUEyIRwgfx+YxfP3zi76M4eT9RF+vdNQfrw/c5fVoHSYLCboDtIVL4Ac/DwH04qHVbhv1y953wLw+kHKSEUmTECL0qAYWowc/+PkIDMqAS085k1B9AW2dSHDkGQKI/kL4+j+yQ8+hgKDnEL7+9TyUI+hlhTUQzMAEQwIMBQQ9h/D1nwDRcygg6DmET299B3xWYQ0CHAwwCSYEEP2F8GGYMXzwW3d+b3MHXFNYgwQYUyD84OchgF48tAoP1bDgDQEcnf7elgHX1HJuIjm6gDCBmcAOAswPB6xCU/jBz0Ogd71EDTjt7TxQSk9nN7Fh96T85eKD8o2lSzLbPPzZicIapaovpWoutcTor1y9C35lAugFvdTOjaYdekEvcb1clXSgSbrv6Sq3Nd2yvCJIejQ3YN1VsmtLykU2Zbca8/16iUG3qwSVq6XUjpX+4FerlaYdekEv6GU5AeZH3/Mjl6JMLzTRQ4/wpgZ8x5qnuOzmbutdvCc7qzly7n17z3GuO6aLFxCPED4+Ponhgx/8XARGl69q3oaUfvbDP1BKP2nOm2X2I/vgky+WUR0dQBYIrgnWWtTBD34OAuQXB6xCU/gNjN9ZBlzzlDM7Lsm2KDvZRdokhC7U5tfAD34eAujFQ6vdtnd+pxlwzZEzOxrKTkYk3bug2VFHwsGRcYge3/gI4huf/koG7DlyxoAx4Mikw4Aj9Ej4MXrwg5+PQO/56qQBe4+cMWAM2Cfh4617FzQ74Eg4xrcDQS/oxUGg93y1aMBdjpwxYAzYod9W094FTUKNhAMDDtFjRx3ENz79ZQP+2fZ/UrI/rnnK+SzAJNSzCJ3+c/jBz0MAvXhoXcBDNSwAQwEZnZ6zAe/vfKuknzfrtxC95mLTP23+oZT+R7gv+osjJB4xhvCDn4cAevHQarcdGz/Z1v8HNdStPr4FfQ0AAAAASUVORK5CYII=</pentrails><costumes><list 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