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vESJfvv9/Ru/RMJLSP3BG72rCX75qwnr4H8OS0tmsevgVuZLSFbl6+DcpX74NXHrv0TCS0j9weu9pNZLSGmF67/9/ktK60HL6X5v+3+c9ue7knpLSaTW57r6n/t+DRLnuGmGS0mk1pu5AWP7fg0Sm7p9k/t/nPabu/3/+34nHDfr/f5LSutAN+gpy/t8pxg36vqf+34NEBO/ZrJLS3zwE75Wy/t9pTQTvn2T+3+c9NO4Kcv7f1Tk07gpy/t8pxtn5P3CS0i3P2fmfZP7fF8LZ+ZWy/t9pTSLvFbmS0ulGIu97u/7fQFgi7/9/ktJEL+vs/3/+33U46+yfZP7fF8LE+RphktKVysT5QFj+33u7xPl7u/7fQFgY7x/DktIlUxjvF8L+359kGO9AWP7fe7u2+SVTktIfw7b5aU3+35WytvkXwv7fn2Tz7pXKktIaYfPuKcb+3wpy8+5pTf7flbKb+elGktIVuZv5g0T+376nm/kpxv7fCnLF7i3PktI/cMXuicf+3/9/xe6DRP7fvqdg+d88ktLZrGD55z3+31+bYPktz5LSv49T94nH/t//f1P3Kcb+3/SNU/fnPf7fX5v0+Gk1ktLknvT41Tn+3/SN9PiVypLS5J7I9ynG/t/0jcj3F8L+31+byPfVOf7f9I2b7nU4/t//f5vuH8OS0tmsC/gXwv7fX5sL+Hu7/t++pwv40TCS0j9wtu51OP7f/3+27kQvktL/f7bu1Tn+3wpytu4VuZLSFbkp+Hu7/t++pyn4lbL+35WyKfhpNZLSGmHe7tU5/t8Kct7u5z3+359k3u7ZrJLSH8M1+JWy/t+VsjX4vqf+33u7NfjfPJLSJVP/7uc9/t+fZP/ug0T+30BY/+7knpLSlcpD+L6n/t97u0P4X5v+3xfCQ/j/f/7fdTij7fSN/t/VOaPt6UaS0ulGCO+DRP7fQFgI72lN/t9pTQjvX5v+3xfCavj0jf7fKcZq+PSN/t/VOUHuv4+S0tEwQe5fm/7f5z1B7iVTktLfPO3uaU3+32lN7e5AWP7fg0Tt7vZpjO0ytfv3n2T+3xfC+vcCYIzt36/799+vjO0CYNDoe7v+30BY0OhpTf7flbJS9wJgjO3fr1L3QFj+33u7UvdIV4zttqhS9ynG/t8KcgfpMrWM7fZpB+kXwv7fn2QH6YNE/t++p6L2SFeM7baoovZpTf7flbKi9h9QjO38n6L2eLiM7cN0Pekpxv7fCnI96R9QjO38n9j1g0T+376n2PUpxv7f9I258ni4jO07i7nyzEqM7QiW6PTnPf7fX5vo9BfC/t9fm6nzKcb+3/SNqfMytYztCJap83u7/t++p3L0MrWM7QiWcvTfr4zt/J9y9NU5/t8Kci3pakaM7f9/Lel1OP7f/38t6YZHjO3DdC3plbL+35WyIPXfr4zt/J8g9Xu7/t++pyD1tqiM7baoIPXnPf7fn2Tw6IZHjO3DdPDozEqM7fZp8Oi+p/7fe7vB9baojO22qMH1/J+M7d+vwfWDRP7fQFi26MxKjO32abbo5z3+359ktugfUIztAmC26F+b/t8Xwmn2CJaM7TK1afZpTf7faU1w6B9QjO0CYHDoSFeM7UhXcOj0jf7fKcYq9wiWjO0ytSr3O4uM7Xi4Kvc7i4zthkcT5/SN/t/VORPnCJaM7cxKE+dAWP7fg0QU6EhXjO1IVxToAmCM7R9QFOi+p/7fg0Sv5wiWjO3MSq/nX5v+3+c9r+f8n4ztH1Cv559k/t/nPZrnAmCM7R9QmudAWP7fg0Sa5/ZpjO3MSprn/3/+34nHe/n8n4ztH1At6L6n/t+DRC3otqiM7UhXLegKcv7f1TkE58N0jO2GRwTnn2T+3xfCrfjDdIzteLit+Apy/t8pxq34e7v+30BYi+i2qIztSFeL6JWy/t9pTYvo36+M7QJgi+gcWTD0+5lg/spUMPTlkWD+eLiM7TuLWdzErjD0/39Z3N6tMPQfiVncylQw9OWRZP7MSoztCJZk/iBSMPQfiWT+3q0w9B+JGds0qzD05ZEZ2yBSMPQfiYb8hkeM7TuLhvw6UTD0/3+G/N+vjO38nyPw4qYw9PuZI/A6UTD0/3/o+2pGjO3/f+j7IFIw9N926PvipjD0+5ls8cxKjO32aXLhylQw9BlucuH8n4zt369C2hGhMPQRoULa+5kw9OKmQtofUIztAmDU4MpUMPQZbtTgzEqM7fZp1OAcWTD0A2bU4AiWjO0ytVTb+5kw9OKmVNvlkTD0NKtU2/9/MPQ6UV/wH4kw9CBSX/BIV4ztSFc14O1eMPTtXjXgO4uM7Xi4RN3lkTD0NKtE3QiWjO0ytUTdH4kw9N6tRN07i4zthkck3uWRMPTKVCTeAmCM7R9Qjd/tXjD07V6N30hXjO1IV43fA2Yw9BxZjd8fiTD03q0s4P9/MPTErizg/J+M7R9Q797lkTD0ylTv3giWjO3MSu/e+5kw9BxZ7972aYztzErX3v9/MPTErhfk/3+M7ZS5F+TfdjD03q0X5PuZMPQcWanf/J+M7R9Qqd/DdIzthkdm9xluMPTKVGb333Yw9CBSZvffdjD03q346MN0jO14uPjoGW4w9DSr9+gRoTD07V5T4LaojO1IV1Pg/3+M7WpG6vPfdjD0IFLq8/9/MPQ6Uerz9mmM7TK1tvUDZjD04qa29eKmMPQDZsnhNKsw9BluyeFIV4zttqho9ANmMPTipmj0AmCM7d+vaPTtXjD0EaFo9DSrMPQZbr3fMrWM7fZpvd/erTD033a93+1eMPQRoRbzSFeM7baoFvOUuYzt/3/r3d6tMPTfduvdeLiM7cN0693ErjD0/3/r3SBSMPTfdhr+b1nJ9/9/Gv46UTD0/38a/i1ayfd5eBr+EaEw9BGh6t0PoMn3bJXq3eKmMPT7merdRJvJ90Sb6t3KVDD0GW75/S1ayfd5ePn9XlzJ9z1x+f37mTD04qZt3kSbyfdEm23ebJXJ9w+gbd4cWTD0A2Yl/V5cyfc9cSX9ylQw9BluJf3vX8n3kmol/eWRMPQ0q4nfbJXJ9w+gid/7mTD04qaJ38GOyfego4nf/3/J929Zge//fzD0OlGB74WHyfctWoHv7V4w9O1euPvvX8n3kmq4+7pkyfe6ZLj7H4kw9N6tS+HBjsn3oKNL4eWRMPQ0q0vhhYfJ99GlS+HlkTD0ylTE7IWHyfctWsTsH4kw9CBSxOzBjsn3XlzD7ANmMPQcWdD5umTJ97pk0PntXjD07V7Q+ZJqyffvX9D5/38w9MSuueOFh8n30aW54x+JMPTerbnj/3/J94+mueP7mTD0HFkm6sGOyfdeXCbq5ZEw9MpUJupslcn3718m6hluMPTKVIr3kmrJ9+9fivc9ccn3XlyK9992MPTerc3m/3/J94+mzeb/fzD0xK7N5nl4yffRpc3mbJXJ9+9fu+f7mTD0HFm750Sbyfe6ZLvn33Yw9CBS/vQ9ccn3Xlz+9Hl4yfctWv70eXjJ99GlberfdjD03q1t6j1xyfego23qRJvJ97pkiuURoTD07V6K5Q+gyfeSaorl/38w9DpRSPJ5eMn3LVpI8t92MPQgUkjy/3/J929ZSPIDZjD04qZn7j1xyfego2fuGW4w9DSrZ+6Sasn3D6Bn7jSrMPQZbpjjD6DJ95JqmOPipjD0A2aY46Cjyfc9cZjj7V4w9BGhcfKSasn3D6Bx8gNmMPTipnHyumTJ90SbcfLerTD033bk4aCjyfc9ceThNKsw9Blu5OHRpcn3eXjk4bpkyfdEmzn27V4w9BGhOfbvX8n3bJU59sSuMPT/f2/g0aXJ93l4b+DerTD033Zv4I+myff/f2/gylQw9OWRb/nvX8n3bJVv+RxZMPT7mW/5XlzJ98GOb/nerTD0H4lB34+myff/f0HfxK4w9P9/Qd/Rpcn3hYdB315cyffBjt77ylQw9OWR3vstWsn3hYfe+zSrMPTlkWbe0aXJ94WHZt7erTD0H4lm3qCjyffBjmbeOlEw9P9/bP0tWsn3hYds/SBSMPQfiWz9b1nJ9/9/bP3ipjD0+5nu3aCjyffBju7dD6DJ92yV7t26ZMn3umRs+JVn1fqvb2z471/J95JqbPg8a9X6PGts+IWHyffRpfnjPIvV+iCb+eO6hdX6zJz548GOyfdeXLTsuoXV+jJjtOyFh8n3LVq07DyL1freZLTskmrJ9+9f/vY8a9X6PGv+9q9v1fqVZ/72uoXV+syc9uWFh8n30aX25WyVyffvX5PqPIvV+t5kk+rBjsn3XlyT6j1xyfdeXD71kmrJ9+9fPvXCdNX63mQ+9Xl4yffRpWHo/3/V+lydYej/f8n3j6Zh6ER61frMnGHoT5DV+pVnlehslcn371+V6MKU1fo8a5XoeXjJ9y1aQfPCdNX63mRB8z1xyfdeXEHzRHrV+jJjQfNEetX6zJwk63l4yffRpSTrwnTV+iCbJOsPoMn3kmrD5sKU1fo8a8PmRJvJ97pkw+ZpmNX6r2/D5v9/yfdvWR7xRHrV+jJjHvF5eMn3LVoe8f9/1fqiYh7xkmrJ9w+gGe7CdNX6IJsZ7j1xyfegoxnuoKPJ9z1xI+VpmNX6r28j5Q+gyfeSaiPlIJvV+sJ0I+W6ZMn3RJsR8a9v1fppmBHxkmrJ9w+gEfE8a9X6wpQR8dGlyfd5eLnjIJvV+sJ0ueOgo8n3PXG54zxr1frClNbzumTJ90Sb1vOPpsn3/3+M4syc1fpEeozi0aXJ93l4jOJcndX6/3+M4l5cyffBjjv2lWfV+k+QO/bvX8n3bJU79t5k1fo8izv20aXJ94WHo+FcndX6/3+j4cyc1fq6haPhLVrJ94WHGfjeZNX6PIsZ+F5cyffBjhn4MmPV+rqFGfigo8n3wY4H4cyc1fq6hQfh0aXJ94WHB+Egm9X6PIsH4W9Zyff/f1v5MmPV+rqFW/ktWsn3hYdb+aJi1fr/f1v5D6DJ92yVw+Agm9X6PIvD4GmY1fpPkMPgLVrJ93l4+/miYtX6/3/7+W9Zyff/f/v5MmPV+kR6+/lEm8n3RJvj4A+gyfdslePgwpTV+sKU4+BeXMn3PXH++d5k1frCdP75bJXJ9w+gceHClNX6wpRx4USbyfdEm3HhT5DV+mmYceHvX8n3kmpz+d5k1frCdHP5XlzJ9z1xc/mVZ9X6r29z+cGOyfego3biT5DV+mmYduJslcn3D6B24jyL1fogm3biuoXV+jJj6O5EetX6MmOu8/Z24vwwaq7zwnTV+t5krvNke+L82Giu88J01fogm/zqZHvi/CaX/OpEetX6zJz86vZ24vzOlfzqaZjV+q9vc+awkOL8Tm9z5sKU1fo8a3PmoJPi/OJyc+b/f9X6omJn8WR74vzYaGfxRHrV+jJjZ/H/f+L8ZGhn8a9v1fppmC/u9nbi/M6VL+7CdNX6IJsv7uJy4vygky/uIJvV+sJ0veSgk+L84nK95GmY1fqvb73kzpXi/PZ2veQ8a9X6wpRm8eJy4vygk2bxr2/V+mmYZvFOb+L8sJBm8cyc1fpEekDjzpXi/PZ2QOMgm9X6wnRA4yaX4vxke0DjlWfV+k+QaPROb+L8sJBo9Dxr1frClGj0Xmzi/ByNaPRcndX6/38C4iaX4vxkewLizJzV+kR6AuKal+L8/38C4t5k1fo8i/32Xmzi/ByN/faVZ9X6T5D99jBq4vwIif32zJzV+rqFCeGal+L8/38J4Vyd1fr/fwnhJpfi/JqECeEyY9X6uoX++DBq4vwIif743mTV+jyL/vjYaOL8moT++CCb1fo8i17gJpfi/JqEXuDMnNX6uoVe4M6V4vwIiV7gomLV+v9/VPrYaOL8moRU+jJj1fq6hVT6ZGji/P9/VPppmNX6T5AO4M6V4vwIiQ7gIJvV+jyLDuCgk+L8HI0O4DJj1fpEevj6ZGji/P9/+PqiYtX6/3/4+tho4vxke/j6wpTV+sKUJ+Cgk+L8HI0n4GmY1fpPkCfgsJDi/LCQJ+DeZNX6wnT1+tho4vxke/X6MmPV+kR69fowauL89nb1+k+Q1fppmLTgsJDi/LCQtODClNX6wpS04ByN4vygk7TglWfV+q9vWvowauL89nZa+t5k1frCdFr6Xmzi/OJyWvo8i9X6IJvC4RyN4vygk8LhT5DV+mmYwuEIieL8zpXC4bqF1foyYw3v/3/i/GRoDe//f9X6omIN75qE4vzYaA3vPGvV+jxrO/lebOL84nI7+ZVn1fqvbzv5Tm/i/E5vO/m6hdX6zJxV4wiJ4vzOlVXjPIvV+iCbVuOahOL8JpdV4zyL1freZLjsmoTi/NhouOy6hdX6MmO47AiJ4vwwarjsr2/V+pVnr/dOb+L8Tm+v9zxr1fo8a6/34nLi/F5sr/f/f9X6XJ1w5ZqE4vwml3DluoXV+sycb+X/f+L8mpdw5U+Q1fqVZ3jqCIni/DBqeOo8i9X63mR46hyN4vxebHjqwnTV+t5kzvXicuL8XmzO9a9v1fqVZ8719nbi/DBqzvVEetX6zJwF6P9/4vyalwXo/3/V+lydBehke+L8JpcF6MKU1fo8a17oHI3i/F5sXuhPkNX6lWde6LCQ4vxOb17o73MV/ZZtYfBOb+L8Tm9g8PZ24vwwamLwTm/i/E5vPfFUcVT96nE+8e9zFf2WbT7xXmzi/OJy5vFBb4j973bm8TBq4vz2dufxVHFU/epx5vEwauL89nY28s5tnf1hfDby2Gji/GR7N/JBb4j973Y18tho4vxkexTyD22I/faBFPJkaOL8/38R8s5tnf1hfBbyDm1U/WWHgvHYaOL8moR28Q9tiP32gYvx2Gji/JqEn/DPbRX9ZIyg8DBq4vwIiYXwDm1U/WWHsPAwauL8CImX705v4vywkJjvz20V/WSMru/2duL8MGra7wR5Sv2jbNrv73MV/ZZt2O9ke+L82Gjc7+9zFf2WbUTx1nbc/Y5xRPFUcVT96nFA8QR5Sv2jbEjxVHFU/epxkfL0dGT+S3eR8kFviP3vdo/y1nbc/Y5xkvJBb4j973ZP83dznv6BfU/zzm2d/WF8UfP0dGT+S3dN885tnf1hfBrzdnJk/s+DGvMPbYj99oEU83dznv6BfR/zD22I/faB9PEBctz91Yn08Q5tVP1lh97xdnJk/s+DB/IObVT9ZYdY8CRySv02j1jwz20V/WSMOvABctz91Ylv8M9tFf1kjNDu4nLi/KCT0e5Ob+L8sJC57iRySv02j+DuZHvi/Nho8e5bfnL9fWzy7gR5Sv2jbO/u/3/i/GRo9O4EeUr9o2xB8K58Tv7TcUHw1nbc/Y5xO/BbfnL9fWxH8NZ23P2OcZLxEXst/wl4kvH0dGT+S3eM8a58Tv7TcZfx9HRk/kt3YvKceZH/un5i8ndznv6BfWPyEXst/wl4YvJ3c57+gX0I8mV4Lf93hQfydnJk/s+DAfKceZH/un4O8oJ3Tv7Si5XwAXLc/dWJfvBleC3/d4Wq8AFy3P3VievuBHdy/WSR6+4kckr9No/U7oJ3Tv7Si/7uJHJK/TaPpO32duL8zpWl7eJy4vygk5rtBHdy/WSRre3/f+L8ZGi+7b6Dgf0nbb/tW35y/X1sve1bfnL9fWxZ7q58Tv7TcVXuvoOB/SdtXe6ufE7+03Hh7l2Bgv8heeHuEXst/wl43O6kgnv+tXLm7hF7Lf8JeBfv/3////9/F+9dgYL/IXkY75x5kf+6fnjuoX6C/92GeO5leC3/d4V17v9/////f3vuZXgt/3eFXO1afXv+SY1b7YJ3Tv7Si1LtoX6C/92GZO1AfIH915KO7AR3cv1kkYbsWn17/kmNlOwEd3L9ZJE27GR74vwmlzbs9nbi/M6VM+xAfIH915I47JqE4vzYaG3s+ohy/Zpubey+g4H9J21v7AiJ4vwwamvsvoOB/SdtFOx8iE7+LHQU7KSCe/61chns+ohy/ZpuDeykgnv+tXJs65mHLf+Hem3rXYGC/yF5dOt8iE7+LHRk62KGkf9EgXrq/3////9/fuqZhy3/h3p36v9/////f6Hp7YQt//WHoemhfoL/3Yah6WKGkf9EgaDpUINO/iuOgulafXv+SY2H6e2ELf/1h3zpWn17/kmN/umjgXL9gZP+6UB8gf3XkgPqUINO/iuO+elAfIH915LB6v9/4vyal8Hqo4Fy/YGTv+oIieL8MGoz69qNSv3IcDLr+ohy/ZpuO+scjeL8Xmwo6/qIcv2abiPq/Y3c/Sl2I+p8iE7+LHQ16tqNSv3IcA/qfIhO/ix0zOiZhy3/h3rg6P2N3P0pdrbomYct/4d6dOeHjJ7+fYJ052KGkf9EgXvniI1k/i98bedihpH/RIGu5gqLZP6ziK7m7YQt//WHrObthC3/9Yf45iiJ3P1wjvjmUINO/iuO/eYKi2T+s4jz5lCDTv4rjhzo+oZK/VuTHOijgXL9gZMj6CiJ3P1wjhboo4Fy/YGTh+mahOL8JpeH6f9/4vyal4rp+oZK/VuThOkcjeL8Xmw36i+SFf2aczbq2o1K/chwReqwkOL8Tm8g6tqNSv3IcPno8JJU/Zl4+Oj9jdz9KXYO6S+SFf2ac9vo/Y3c/Sl2pefvkoj9CH6l54iNZP4vfLfn8JJU/Zl4jueIjWT+L3yJ5jCSnf2dg4nmh4ye/n2Cjubvkoj9CH6C5oeMnv59ggDmvZCI/Q+JAOYKi2T+s4j+5TCSnf2dgwPmCotk/rOIS+aqjlT9FI5L5iiJ3P1wjkvmvZCI/Q+JS+Yoidz9cI5S5w+MFf1oklLn+oZK/VuTVeeqjlT9FI5P5/qGSv1bk7HoCIni/M6VsOiahOL8Jpez6A+MFf1okq/osJDi/E5vjenOleL89naM6S+SFf2ac6PpL5IV/ZpzrOgml+L8ZHus6PCSVP2ZeL3ozpXi/PZ2kejwklT9mXji5++SiP0IfuznJpfi/GR71efvkoj9CH5K5yaX4vyahErnMJKd/Z2DTeeal+L8/39I5zCSnf2dgwDnzpXi/AiJAOe9kIj9D4n+5iaX4vyahAHnvZCI/Q+JFuegk+L8HI0W56qOVP0UjhXnzpXi/AiJF+eqjlT9FI6M57CQ4vywkIznD4wV/WiSjecPjBX9aJJJ6AiJ4vzOlUrosJDi/LCQSOjq/EW4C/FmN1z7V8Vc+1fFQ/4Msf//GKk6IwiCCR0/hLD0M2xDFpOGiQ72iIkO9oiNoVR/JbEFlhQAEikiAYovZQJ8NcUDDzttmfN+FoflnWeQAX/4hYh/+IWIf2AJEXGr67eLYAkRcfcGZWmaBK1iVgKLXD8AulYNvQWODs9xfsnHB30LwQF8n/8F+unhjwaf/wX6Sv+N72//d+ZEXv9/L1fkgMpQBoLmSk2D3uhwK6FBRQUfYt6m97r7G8bang2U/udIDfZCOQz3+USZ9hBewfZ/cBitUodDu5iNQobwiHiWYJMsn7aeeIaKkLX1qI4V8KOJ4e2Yip3QL4kexZuIWe82BkEXIQNg+IgmIO4OLp/OdByD06UPhczkBprE+A4t/+A8Lf/gPA32Qjmj7VdArPykVAX3zlDh+S1h6vBtWMH2f3Cw9DNs/vVoZcH2f3APoMeG/Y+9h2C4wYhDu5iNKalGkV+dq5EgpK6dFoflnXiGipBChvCIuu/FibPtr4qw9TWN4+Bxhofd74lu35yOd9SNg2LLzpDZ0NaItsaNhdTIh4Hwwv6A9/YeBvf2HgaF+EkYNPdzMqTrtg6i8pUkExgEA0EXIQM37A4W7d2bE5vgVh6y7eYiB9rRE7Pbghybz3weO84cF5nFNh5v0McTTcXqFK29CxnSr6EBrD3DBJX2dzmV9nc5xP3BTn/3NUUL8WY3C/FmN6PtV0Be9wpRWvu2WhX4eV9S+E9oX/bZXU30RmNN9EZjsPQzbP71aGUs991mLPfdZsH2f3DepuaG4rL3h/+1Lo1lqa+QI7SakNyzHJElsQWW6Kbklq+boZggpK6dLJ+2nnOV+JkWh+WdFoflnQiP1ZQVjxaUc4/mjniGipB4hoqQgJgJhxXwo4n15wqI4e2Yisf1A46w9TWNq+u3iyzfOoiz7a6Kv921iXva7IRv0oWGoc5mgjfCjYLixA6JU7/eiBq/XIkNvQWOa8jZjGvI2Yxiy86Qbt+cjqvrt4vX4g6MWe82Bv730w/V8RIXnvjJH+D3syyY7t8orO5SLsvt7hxm6EMmmeXjFO3dmxOb4FYe++MZDunhjwYTGAQDExgEA4nZbhnlYKCp0F9xrE/WQxhl30IUxtqeDTbGwBvSwbUg+Lr7G6u8eRK8tsIKbLycCNKvoQGGxA0D0chGCEjIJQ5/0hsGes19AsXIwBUJy/0PA/7hwwP+4cMe/+W2dv0wPHb9MDxA+uc6w//xT0D65zow/SxIVv7FVY36y0aO/AlOq/y/W9X6FWKn+/NTP/qpTOX4C2mJ+hJasfmeUuz2AnHs9gJxR/mbYPP40ljy99ZnKPabZSj2m2UH905XvfYTV+PzzFSw9DNsp/OETiT30kqL9w5LC/FmN8fyz0Jo76NLaO+jS+rwbVjq8G1Y9KeIg06uQYT4oByDMgUtNEQGtzmQt0WKG7KliV6sKomdsNeM3q6RkP2qp4w4pumInK4dkf+ksowZrGGWmqMHkWWjqZGDngqNhZ/2iDWdV5IpmRGDUZB3gxyYY4kkhlyEJIZchMyPQYpUhp6LVIaei2OXwI2VlqqSCI/VlHOV+JmjjrWbLJ+2npvweYmb8HmJs+h5h8zhgIW678WJ9u4Xirf1T42F256De+dpiPbuF4p/5i6JN+Uyiqvrt4sD5VuKhtRejG3RG5Bt0RuQ0taEiQ7XOom1wlONr8oCievKnIiIzOmFGMjrgjfCjYLpzZuDesJvfinJPH/Sz2iAxtOQhJnV5YHW2buFldhQh1DgCoeL+xEGi/sRBkD8NxBI9CYGdvwBGUj0JgZA/L4ge/WXD1dYS4Qu9twX1/AsD+DpUAZ09jcfDVIYhTpMDoZi9tslDfbzK4r1pjFn8iUemfKHKmDyHzDs7C4WU+4eIwHuoSje6HArZuhDJh/twRzl6qUOGOlUBunhjwaz24IcSdb8G5/OdBy3ygkfT9ZDGF/IZRz1whYd779dF3e+1h7vv10XhbehDu+/XReou7gPvEtbAjjAkQasPcMExMUoB2XE+RBS0ZkNg9OlD6HdHxFY1pMT5NZTFXDOVBLizvgVOc5dEQfKNQ970GsWeclvF/XFrxGRyNwWtsSaFVXC3g/z+/m+8/v5vvP7+b7z+/m+FAASKRQAEikUABIp6vxFuOr8Rbjq/EW4jaFTf42hU3+NoVR/Q/4MsUP+DLFD/gyxbZnzfm2Z835tmfN+XwkRcV8JEXH//xip//8Yqf//GKlnkAF/Z5ABf2eQAX/3BmVp9wZlafcGZWk6IwiCOiMIgjojCIL4hYh/+IWIf5oErWKaBK1imQStYgkdP4QJHT+ECR0/hJ//Bfqf/wX6VgKLXFYCi1xWAotcQxaThkMWk4ZDFpOGSv+N70r/je9K/43vPwC6Vj8AulY/ALpWiQ72iIkO9ohv/3fmb/935m//d+YOz3F+Ds9xfg7PcX5EXv9/RF7/f0Re/3/Jxwd9yccHfcnHB30vV+SAL1fkgC9X5IALwQF8C8EBfAvBAXzKUAaCylAGgspQBoLFAw87xQMPO8UDDzvmSk2D5kpNg+ZKTYNlAnw1ZQJ8NWUCfDVc+1fFXPtXxSIBii8iAYovIgGKL5vweYmb8HmJVv7FVVb+xVVW/sVVUZB3g1GQd4NRkHeDs+h5h7PoeYez6HmHq/y/W6v8v1ur/L9bJIZchCSGXITM4YCFzOGAhczhgIXV+hVi1foVYtX6FmKL+xEGi/sRBoXbnoOF256Dhdueg+X4C2nl+Atp5fgLaUD8NxBA/DcQQPw3EJnV5YGZ1eWBmdXlgez2AnHs9gJxdvwBGXb8ARl2/AEZ0s9ogNLPaIDSz2iAQPy+IED8viBA/L4gKck8fynJPH8pyTx/V1hLhFdYS4RXWEuEesJvfnrCb356wm9+DVIYhQ1SGIUNUhiFRAa3OUQGtzlEBrc5OkwOhjpMDoY6TA6GMgUtNDIFLTQyBS00A/7hwwP+4cNOrkGETq5BhE6uQYRg/oq9YP6KvWD+ir1g/oq99KeIg/SniIP0p4iDHv/lth7/5bYe/+W2+KAcg/igHIP4oByDw//xT8P/8U/D//FPKZkRgymZEYMpmRGDe9rshHva7IR72uyEUvhPaFL4T2hS+E9o/vfTD/730w/+99MPd9SNg3fUjYN31I2DhfhJGIX4SRiF+EkYoc5mgqHOZoKhzmaCnvjJH574yR+e+Mkf1MiHgdTIh4HUyIeBYPiIJmD4iCZg+Igm8ML+gPDC/oDwwv6A4PezLOD3syzg97MsYLjBiGC4wYhguMGIM/dzMjP3czIz93My4rL3h+Ky94fisveHLf/gPC3/4DwYrVKHGK1ShxitUocP//lCD//5Qg//+UIP//lC3qbmht6m5obepuaGlP7nSJT+50iU/udID6DHhg+gx4YPoMeGxP3BTsT9wU7E/cFOgJgJh4CYCYeAmAmHFfCjiRXwo4ms/KRUrPykVKz8pFT9j72H/Y+9h/2PvYf15wqI9ecKiPXnCoha+7ZaWvu2Wlr7tlpChvCIQobwiOPgcYbj4HGG4+BxhuH5LWHh+S1h4fkuYff2Hgb39h4GGMjrghjI64IYyOuCYvbbJWL22yVi9tslN8KNgjfCjYIN9vMrDfbzKw328yuQt0WKkLdFipC3RYqK9aYxivWmMYr1pjEbsqWJG7KliRuypYl2/TA8dv0wPF6sKolerCqJXqwqiYD9QUKA/UFCgP1BQoD9QUI4pumIOKbpiDim6Ygw/SxIMP0sSDD9LEiFn/aIhZ/2iIWf9oiO/AlOjvwJTo78CU4cmGOJHJhjiRyYY4m678WJuu/Fiaf781On+/NTp/vzU8yPQYrMj0GKzI9BinvnaYh752mIe+dpiIn6ElqK+hJaivoSWlSGnotUhp6LUOAKh1DgCodQ4AqHR/mbYEf5m2BH+ZtgSPQmBkj0JgbX2buF1tm7hdfZu4Xy99Zn8vfWZ/L31md79ZcPe/WXD3v1lw/G05CExtOQhMbTkIS19aiOtfWojrX1qI4u9twXLvbcFy723BfpzZuD6c2bg+nNm4N09jcfdPY3H3T2Nx+dsNeMnbDXjJ2w14xA+uc6QPrnOv2qp4z9qqeM/aqnjJD650CQ+udAkPrnQJD650D/pLKM/6SyjP+ksoyN+stGjfrLRo36y0aDngqNg54KjYOeCo0/+qlMP/qpTD/6qUxjl8CNY5fAjWOXwI327heK9u4XirH5nlKx+Z5SsfmeUnOP5o5zj+aOc4/mjn/mLol/5i6Jf+YuifP40ljz+NJY8/jSWCzfOogs3zqILN86iBX4eV8V+HlfFfh5X1nvNgZZ7zYGldhQh5XYUIeV2FCHLPfdZiz33WbX8CwP1/AsD9fwLA9v0oWGb9KFhm/ShYbH9QOOx/UDjsf1A47V8RIX1fESF9XxEheIzOmFiMzphYjM6YVn8iUeZ/IlHmfyJR62xo2FtsaNhbbGjYWi8pUkovKVJKLylSRDu5iNQ7uYjZnyhyqZ8ocqmfKHKv+1Lo3/tS6N/7UujWDyHzBg8h8wYPIfMF+dq5FfnauRX52rkYv3DkuL9w5Li/cOS5WWqpKVlqqSlZaqkuHtmIrh7ZiKXvcKUV73ClFe9wpRFY8WlBWPFpQVjxaUN+UyijflMoo35TKKB/dOVwf3TlcH905XQRchA0EXIQO/3bWJv921ib/dtYmZ9hBemfYQXpn2EF7g6VAG4OlQBuDpUAYO1zqJDtc6iQ7XOoko9ptlKPabZaTrtg6k67YOpOu2DtnQ1ojZ0NaI2dDWiLf1T4239U+Nt/VPjezsLhbs7C4W7OwuFuvKnIjrypyI68qciMvt7hzL7e4cy+3uHB7Fm4gexZuIHsWbiFPuHiNT7h4jU+4eI1O/3ohTv96IU7/eiJju3yiY7t8omO7fKCO0mpAjtJqQI7SakKzuUi6s7lIurO5SLt6ukZDerpGQ3q6RkJX2dzmV9nc5ZamvkGWpr5Blqa+QMPdfPzD3Xz8w918/MPdfP5qjB5GaoweRmqMHkX/3NUV/9zVFf/c1RRMYBAOH3e+Jh93viYfd74lf9tldX/bZXV/22V0Y6VQGGOlUBhjpVAbS1oSJ09aEidLWhIn+9Whl/vVoZeXqpQ7l6qUO5eqlDp3QL4md0C+JndAvibD1NY2w9TWNN+wOFjfsDhY37A4Wr8oCia/KAomvygKJH+3BHB/twRwf7cEc4sQOieLEDonixA6Jsu3mIrLt5iKy7eYiGr9ciRq/XIkav1yJAe6hKAHuoSgB7qEo3LMckdyzHJHcsxyRIO4OLiDuDi4g7g4unK4dkZyuHZGcrh2RDfZCOQ32QjkoqUaRKKlGkSipRpGy9ic/svYnP7L2Jz+y9ic/ZaOpkWWjqZFlo6mRDPf5RAz3+UQM9/lENZ1XkjWdV5I1nVeSJPfSSiT30kok99JKeJZgk3iWYJN4lmCTs+2uirPtrooF985QBffOUAX3zlAIj9WUCI/VlAPlW4oD5VuKA+Vbir32E1e99hNXvfYTV5nl4xSZ5eMUmeXjFGvI2YxryNmM1OYYG9TmGBvU5hgb1OYYG7XCU421wlONtcJTjb3n2iC959ogvefaIL3n2iANvQWODb0FjmboQyZm6EMmJbEFliWxBZbe6HAr3uhwKxmsYZYZrGGWGaxhluim5JbopuSW6KbklgnyHT0J8h09CfIdPQnyHT14oZ+XeKGfl3ihn5d4oZ+Xx/LPQsfyz0LH8s9Cr5uhmK+boZivm6GYTvOTSE7zk0hO85NITvOTSHOV+JlzlfiZp/OETqfzhE6n84ROo461m6OOtZujjrWb1+IOjNfiDozX4g2M4/PMVOPzzFTj88xURNs7jETbO4xE2zuMRNs7jBP0nlsT9J5bE/SeWxP0nlvp4Y8GhtRejIXUXoyG1F6MTfRGY030RmP74xkO++MZDvvjGQ5OzoyMTs6MjE7OjIxOzoyMs9uCHLPbghyhQUUFoUFFBaFBRQUfYt6mH2Leph9i3qasPcMErD3DBOVgoKnlYKCp5WCgqSCkrp0gpK6d0F9xrNBfcazQX3GsLJ+2nqPtV0Cj7VdAes19AnrNfQJ6zX0Cle7hRZXu4UWV7uFFle7hRX/SGwZ/0hsGf9IbBvi6+xv4uvsbaO+jS2jvo0sA1+IJANfiCQDX4gkA1+IJbt+cjm7fnI4p8MBRKfDBUSnwwVEp8MBRxtqeDcbang0E2GePBNhnjwTYZ48E2GeP6vBtWKHdHxGh3SARod0fEW3RG5Bt0RuQ0sG1INLBtSDSwbUgZd9CFGXfQhRl30IUYsvOkGLLzpB3vtYed77WHne+1h7t3ZsT7d2bE9KvoQHSr6EBad8kGWnfJBlp3yQZad8kGbxLWwK8S1sCvEtbApvgVh6b4FYeQUaOBEFGjgRBRo4EQUaOBPTR1h300dYd9NHWHfTR1h2KyLcEisi3BIrItwSKyLcEm898HpvPfB6bz3wehczkBoXM5AaFzOQGMM3mHjDN5h4wzeYeMM3mHkXQZQlF0GUJRdBlCUXQZQmtvQsZrb0LGa29Cxm3ygkft8oJH7fKCR+k0xUMpNMVDKTTFQyk0xUMN7sNFje7DRY3uw0WN7sNFi/I1R4vyNUeL8jVHi/I1R541ssOeNbLDnjWyw541ssOFrmBEha5gRIWuYESFrmBEpnFNh6ZxTYemcU2HqLYZxGi2GcRothnEaLYZxGFt6EOhbehDoW3oQ71whYd9cIWHfXCFh0H2tETB9rREwfa0RO8tsIKvLbCCry2wgpMwGMbTMBjG0zAYxtMwGMbntr3FZ7a9xWe2vcVntr3Fei2SAfotkgH6LZIB+i2SAds2tMXbNrTF2za0xds2tMXF7iHBBe4hwQXuIcEF7iHBInZbhmJ2W4ZidluGTm6twI5urcCObq3Ajm6twIc2M0aHNjNGhzYzRoc2M0aJb3oASW96AElvegBJb3oAUnW/BtJ1vwbSdb8G6fADwKnwA8Cp8APAqfADwI01P8cNNT/HDTU/xw01P8chsQNA4bEDQOGxA0DgcqzHIHKsxyByrMcgcqzHFLRmQ1S0ZkNUtGZDSO+ExUjvhMVI74TFSO+ExVfyGUcX8hlHF/IZRyD06UPg9OlD6u8eRKrvHkSq7x5EjbGwBs2xsAbNsbAGzXVqhE11aoRNdWqETXVqhGou7gPqLu4D6i7uA8MxLYaDMS2GgzEthoMxLYaWNaTE1jWkxNY1pMTO7sDDTu7Aw07uwMNO7sDDe/BQRnvwUEZ78FBGe/BQRnk1lMV5NZTFeTWUxV5u5QKebuUCnm7lAp5u5QK3NbkFtzW5Bbc1uQW3NbkFmy8nAhsvJwIbLycCE/WQxhP1kMYCb5ABwm+QAcJvkAHCb5AB1DVcxlQ1XMZUNVzGVDVcxk4wJEGOMCRBjjAkQb303ga99N4GvfTeBr303ga2cKOBtnCjgbZwo4G2cKOBlvSUBtb0lAbW9JQG1vSUBvExSgHxMUoB8TFKAeO0PsbjtD7G47Q+xuO0Psb0chGCNHIRgjRyEYIn850HJ/OdBzZy80J2cvNCdnLzQnZy80Jmcy0HJnMtByZzLQcmcy0HLrOnQu6zp0Lus6dC7rOnQvvv10Xw8NHG8PDRxvDw0cbw8NHGzzXoBM816ATPNegEzzXoBMpun0MKbp9DCm6fQwpun0Mg8HAGYPBwBmDwcAZg8HAGcvXeRXL13kVy9d5FcvXeRVkutEJZLrRCWS60QlkutEJu9ceF7vXHhe71x4Xu9ceF2W7rAdlu6wHZbusB2W7rAcb144YG9eOGBvXjhgb144YIr01BiK9NQYivTUGIr01BgPWyxkD1ssZA9bLGQPWyxl9v30Ffb99BX2/fQV9v30FjdTaGo3U2hqN1NoajdTaGlLCgQVSwoEFUsKBBVLCgQXU0r0b1NK9G9TSvRvU0r0bd8UwBnfFMAZ3xTAGd8UwBurQcxzq0HMc6tBzHOrQcxzAyG4HwMhuB8DIbgfAyG4H4c72HOHO9hzhzvYc4c72HAPMGwkDzBsJA8wbCQPMGwnAzEAdwMxAHcDMQB3AzEAdGs8UCxrPFAsazxQLGs8UC12/vxddv78XXb+/F12/vxePykcdj8pHHY/KRx2Pykcd4dE7DeHROw3h0TsN4dE7DWm9SRVpvUkVab1JFWm9SRVRyP0cUcj9HFHI/hxRyP0cOdRvDznUbw851G8POdRvD8u7dxLLu3cSy7t3Esu7dxILxlccC8ZXHAvGVxwLxlccCNaYEQjWmBEI1pgRCNaYEam6dQ+punUPqbp1D6m6dQ+RyNsWksjdFpHI2hZ4yW4XeMluF3jJbRehysUXocrFF6HKxRehysYX9cvRF/XL0Rf1y9AX9svSFz/NlBc/zZQXQM2WFz7Nkhc7zhwXQc4mFzfOFBe/zn0Wv858FsvOkha3zm8Wyc7KFcjOyRW+zrcVhceQFoXHkBaHx5IWhMeOFkDIqRdAyKkXQsisFz7IpRfFyW8YxclvGMbJcBjEyW4Y88ucGPPLnBjyy5sY9MueGDLOLBgyziwYNc4xGDDOKBixz1EXsc9RF7vPYheoz0IX/c9HFvzPRhYK0F4W8s81FkjPRBVHz0MVUc9WFUHPNxVkxuoVZMbpFWXG7BVixucVk8YWF5PGFheXxh0Xj8YPFw/I9BcQyPQXE8j6FwzI7hfyyhcY8soXGPLKFhjzyhgYXM5yF1zOcxdfzngXWc5tF3zQbBaG0H4Wc9BcFqnQXBWp0FwVstBtFaHQTRVuz3gUbs93FHLPgBRrz3EUTsXsFE7F7BRPxe4UtsSaFbnEnhWzxJUVqsX3FarF9xWtxfwVp8XxFcXIvxXFyL8VxMi+FU3NBBVNzQQVTs0HFUvNAhUV0E0UFdBOFBnQVBQS0EcUb9DHE3LQzRNt0MMTJ890EyfPdBMoz3YTJs9yE27EtBNuxLQTbcSyE3DEtxMpw3YTKcN2EyXDcBMsw34TWcO/ElnDvxJUw7YSXcPIEvXFrxHzxawR98WzEcDKHhHAyh4Rv8odEcDKHhE5zl0RN85ZETvOYRE4z9kROM/ZETfP1RE6z9wRcM5VEnDOVRJxzlcS78N3Eu/DeRLqw28S9MOEEnvCYhF8wmMRcsJOEYfCexFVwt8PS8LID2DC+A9ixH0OYsR8Dl/EdQ5lxIQOSMgmDkjIJg5JyCgOusvwDrrL8A64y+wOu8v0Dl7NJhBezSYQXM0gEGDNKxBnzUkRZ81KEWbNRxFozUwR5MNtEeXDbhHdw10R8cOHEefCExDnwhQQ28L6D/bCNBDswpUO7MKVDuTCgA73wq4ObMR8DWzEfA1qxHYNb8SDDQzHSQ0Mx0kNDcdLDQvHRg2yyf8Nssn/DbLJ/w2yyf8Necs1D3nLNQ94yzIPess3DzbMeRA2zHkQNcx3EDfMexBHxLcQSMS5EDzEnxArxMkPK8TKDyPEtw84xOgPmcT4DpXE7g6fxAYPo8VvDqPFcA6ixW0OpMVyDhrHTg4ax04OGsdPDhnHTQ6ryJkOq8iZDqvImg6qyJgOB8o1DwfKNQ8HyjUPCcv9DwnL/Q8Ky/4P")
}]
blend_shape_mode = 0
shadow_mesh = SubResource("ArrayMesh_at5dv")

[sub_resource type="StandardMaterial3D" id="StandardMaterial3D_jaynp"]
resource_name = "Material.002"
cull_mode = 2
vertex_color_use_as_albedo = true
albedo_texture = ExtResource("1_iyx0m")
metallic = 1.0
metallic_texture = ExtResource("2_74lek")
metallic_texture_channel = 2
roughness_texture = ExtResource("2_74lek")
roughness_texture_channel = 1
normal_enabled = true
normal_texture = ExtResource("3_j5jx5")
ao_enabled = true
ao_texture = ExtResource("2_74lek")

[sub_resource type="ArrayMesh" id="ArrayMesh_njhpe"]
_surfaces = [{
"aabb": AABB(-1.0323184, -1.654343, -1.0323184, 2.0646367, 3.7486482, 2.0646367),
"format": 34896613377,
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/PzcYDL/I/7/yIBgMoFj/vz83GAy/yP+/FxsYDO1r/790KhgMKLn/vxcbGAzta/+/dCoYDCi5/78dGRgM/3//v/IgGAxep/+/HRkYDP9//7/yIBgMXqf/vxcbGAwRlP+/FxsYDBGU/78GZxgMif39wAZnAACJ/f3AdToAAInFBOd1OroKicUE54HaGAx9JQTngdoAAH0lBOcGZxgMdQIs/f9/AAAAACz9/38YDAAALP0GZwAAdQIs/UD2AAADT63hQPYYDANPreHiOBgMbOrYxH0lAACB2tjEfSUYDIHa2MTiOAAAbOrYxED2GAwDT5HcQPYAAANPkdx9JRgMgdqsx30lAACB2qzHif0YDAZnrNf//wAA/3+s1///GAz/f6zXif0AAAZnrNeSFRgMHMcQy74JAAD7sBDLvgkYDPuwEMuSFQAAHMcQy4n9AAD4mA/Tif0YDPiYD9O+CRgM+7DuznUCAAD4mO7OvgkAAPuw7s6J/RgM+JjGzkD2AAD7sMbOQPYYDPuwxs6J/QAA+JjGznUCGAz4mDXTAAAYDP9/NdN1AgAA+Jg102zqAAAcx+XKbOoYDBzH5cpA9gAA+7DlygAAGAz/f9HXdQIAAAZn0dd1AhgMBmfR1wAAAAD/f9HXbOoYDBzHfMe+CQAAA0+23L4JGAwDT7bcHMcAAGzqv8QcxxgMbOq/xL4JGAwDT9XhvgkAAANP1eEcxxgMbOqEwvuwAABA9oTC+7AYDED2hMIcxwAAbOqEwn0lAAB9JQjnfSUYDH0lCOf4mAAAif37wPiYGAyJ/fvA+7AAAED2+8D4mBgMdQKJ9/uwAAC+CYn3+7AYDL4Jiff4mAAAdQKJ930lGAx9JW/s4jgAAJIVb+ziOBgMkhVv7H0lAAB9JW/s+JgYDIn9NMD7sBgMvgny8fuwAAC+CfLxA08AAL4J8vEDTxgMvgny8eI4AACSFfLx/38YDP//NMAGZwAAif00wAZnGAyJ/TTA/38AAP//NMAcxxgMkhVt7IHaAAB9JW3sgdoYDH0lbewcxwAAkhVt7ANPGAy+CYn3BmcAAHUCifcGZxgMdQKJ9y+TAACKH63XBmcAAHUCrdfPbAAAih+t1/uwAAC+Ca3XorYAADourdfiOAAAkhWt11xJAAA6Lq3XicUAAHU6rdd9JQAAfSWt14HaAAB9Ja3XOi4AAFxJrdfb2gAAXFqt174JAAADT63XQPYAAANPrdd04AAAz2yt14ofAADPbK3Xpx0AAP9/rdd04AAAL5Ot13UCAAD4mK3Xif0AAPiYrdfb2gAAoqWt174JAAD7sK3XQPYAAPuwrdcjJQAAoqWt14nFAACJxa3XfSUAAIHardd1OgAAicWt16K2AADE0a3XHMcAAGzqrdeipQAA29qt1/uwAABA9q3XXFoAANvardcGZwAAif2t1/9/AABX4q3X/DS6Ch6yJ84eN+cBsrAnznTgAADPbDXTdOC6Cs9sNdMjJboKoqWt4SMlAACipa3hV+IAAP9/0dd04LoKL5PR13TgAAAvk9HXV+K6Cv9/0dcjJQAAoqWR3CMlugqipZHcdOAAAC+Tttzb2roKoqW23NvaAACipbbcih8AAC+TrNenHboK/3+s16cdAAD/f6zXih+6Ci+TrNfb2gAAoqXV4dvaugqipdXhpx0AAP9/D9OKH7oKz2wP04ofAADPbA/TicW6ConFCOeJxQAAicUI54ofAADPbMbOIyW6Clxaxs4jJQAAXFrGzoofugrPbMbOicUAAInFb+yitroKxNFv7KK2AADE0W/sicW6ConFb+w6LroKXEnlyjouAABcSeXKIyW6Clxa5cqitgAAxNHy8aKlugrb2vLxoqUAANva8vH/fwAApx00wC+TugqKHzTAL5MAAIofNMD/f7oKpx00wDouAABcSXzHoqUAANvaifcvk7oKdOCJ9y+TAAB04In3oqW6CtvaifcvkwAAih/9wC+TugqKH/3AXEm6Cjouv8RcSQAAOi6/xP9/ugpX4iz9/38AAFfiLP0vk7oKdOAs/aK2AAA6LqfCXEkAADouhMJcWroKIyWEwlxaAAAjJYTCXEm6CjouhML/fwAAV+Is/aK2AAA6LtjEicW6CnU62MSJxQAAdTrYxKK2ugo6LtjEz2y6Coof+8DPbAAAih/7wFxaugojJfvAz2wAAHTgifdcWroK29qJ91xaAADb2on3z2y6CnTgifeJxQAAdTqsx4nFugp1OqzHz2wAAIofNMBcWgAA29ry8Vxaugrb2vLxxNEAAFxJEMvb2roKXFoQy9vaAABcWhDLxNG6ClxJEMtcSQAAxNFt7HU6ugqJxW3sdToAAInFbexcSboKxNFt7NvaAABcWu7OdOC6Cs9s7s504AAAz2zuztvaugpcWu7OmZG6CoMnkdwvk7oKih+R3GVuugqDJ5HchaK6CqUskdxcWroKIyWR3HldugqlLJHcXEm6CjoukdzKv7oKNECR3InFugp1OpHcNEC6CjRAkdxZ07oKeV2R3CMlugpcWpHc29q6ClxakdylLLoKeV2R3IofugrPbJHcdOC6Cs9skdyDJ7oKZW6R3Dfaugr/f5Hce9i6CpmRkdyDJ7oKmZGR3CMlugqipZHc29q6CqKlkdwCy7oKHrKQ3Pw0ugoespHcdTq6ConFkNyJxboKicWR3DRAugrKv5HcHrK6CgLLkdyForoKWdOR3Fxaugrb2pHcoqW6CtvakdyZkboKe9iQ3C+Tugp04JDcZW66CnvYkNyysOcBHjf45oqh5wEEL/jmlp7nATY0+Ob6vecBBEL45v9/5wFYKPjmOKvnARRC+OZji+cBbjT45uVu5wEHKvjm13fnAcQ3+ObmlucBxET45mm25wHbUvjmsmTnARc++OZMT+cBHjf45s6B5wH6Sfjm6qHnAU5Y+Oafv+cBpGX45vfV5wHlbvjmsFLnAShH+OYEQucBBEL45r5s5wGDUfjmL4znAXBf+ObTq+cB2G345mTG5wFwefjmV8rnATeN+Ob31ecBGZH45gy05wEUhPjmV5bnAb52+OYMducB+Wf45jfL5wH0n/jm+tDnAYqh+ObgyOcBsrD45hO65wGvmfjmfL3nAWCt+Oajn+cBZ4745nmn5wHqpPjmTq3nAda4+OaysOcB4Mj45v9/5wH/f/jm8onnAQWY+OZAk+cBe6745kyb5wHnwfjmiqHnAfrQ+OYniOcBOsj45jB+5wEEtvjmz3PnAY6g+OanaecBQIn45pt05wGQy/jm/3/nAabX+OYYaecBOrv45hRe5wGwp/jmK1TnASaS+OZoYecByMv45uVu5wH31fjmBELnAfq9+ObGVOcB6r345h435wGysPjmlUnnASOt+OZfQOcBWpr45gcq5wEZkfjmmjnnAY6G+OZYKOcB/3/45vJL5wHqe/jmpzXnAcdy+OZbYOcBl3H45utF5wFPZvjmhVjnARRb+ObHNOcBCmD45gQv5wF0XvjmgkLnAZ5S+OY32roK/3/A1vfV5wEZkcDWe9i6CpmRwNalLLoKhaJz0Qcq5wEZkXPRgye6CpmRc9EEL+cBiqFz0XvYugqZkRnT+tDnAYqhGdNZ07oKhaIZ0/fV5wEZkRnTgye6CpmRN9VYKOcB/3831Qcq5wEZkTfV4MjnAbKwDNACy7oKHrIM0PrQ5wGKoQzQxyW6Cv9/VtkHKucB5W5W2YMnugplblbZWCjnAf9/VtkCy7oKHrLIzeDI5wGysMjNgye6CmVus90EL+cBdF6z3aUsugp5XbPdsrDnAeDINcMesroKAss1w6Usugp5XSjiBC/nAXReKOIesroKAsvEwYqh5wH60MTBhaK6ClnTxMGysOcB4MjEwZmRugqDJ0P+/3/nAVgoQ/4EQucBBEJq4DRAugo0QGrghaK6ClnT6sAZkecB99XqwJmRugp72OrAiqHnAfrQ6sCZkboKgydI/Iqh5wEEL0j8haK6CqUsSPwZkecBBypI/DRAugo0QOTmTE/nAR435ObgTboK/DTk5gRC5wEEQuTmmZG6CnvYxMD/f+cBptfEwIWiugqlLA/3srDnAR43D/eKoecBBC8P93Re5wEEL//seV26CqUs/+xMT+cBHjf/7P9/ugo32mjB5W7nAffVaMFlbroKe9howf9/5wGm12jBHrK6Cvw0J/L6vecBBEIn8sq/ugo0QCfysrDnAR43J/J5XboKpSzl8uVu5wEHKuXyZW66CoMn5fJlbroKe9jhwuVu5wH31eHCyr+6CjRAvu36vecBBEK+7WVuugqDJ6f4/3/nAVgop/j/f7oKxyWn+OVu5wEHKqf4WdO6CnldHOTgTboKAst4yQRC5wH6vXjJNEC6Csq/eMlMT+cB4Mh4yVnTugp5XVnf99XnAeVuWd/60OcBdF5Z3zRAugrKv3LLHjfnAbKwcsv8NLoKHrJyywRC5wH6vXLLe9i6CmVu3tqm1+cB/3/e2jfaugr/f97a99XnAeVu3trIEv//wlLazsgSTubCUtrOrMH//0nieeyswU7mSeJ57LUd//9SPvzKyBL//8JS/Mq1HU7mUj78yjyt//827fjxrMH//0ni+PE8rU7mNu348Q+X//8ODDTA/39O5sgJNMD/f///yAk0wA+X///w84z3D5dO5vDzjPcPl07mDgz9wA+X//8ODP3AUj7//7Udv8RSPk7mtR2/xP9///829i39D5f///DzLf3/f07mNvYt/cJS///IEoTCUj7//7UdhMLCUk7myBKEwpbT//9oLNjErMFO5rUd2MSswf//tR3YxO9o//8ODPvAwlL//8gS+8DvaE7mDgz7wMJS//827Yz372hO5vDzjPfvaP//8POM95bTTuZoLKzHltP//2gsrMdSPv//SeL38cJSTuY27ffxwlL//zbt9/E27f//wlIQy0niTuZSPhDLSeL//1I+EMtSPk7mSeJ27FI+//9J4nbs8PP//+9o7s427U7mwlLuzjbt///CUu7O8PNO5u9oNdPw8///72g108gS//88rbvhtR1O5qzBu+G1Hf//rMG74fDz//8Pl9HXNvZO5v9/0dc29v///3/R1/DzTuYPl9HXyBJO5jytn9zIEv//PK2f3Dbt//88rbbcNu1O5jytttzICf///3+81w4MTuYPl7zXDgz//w+XvNfICU7m/3+81w4M///vaCDTDgxO5u9oINOW0///ltMY55bTTuaW0xjn1QBVVogA7mUA+v9/1QBVVsMp+oBBGsWAwyn6gKbPZH9PAP8ops9kf08A/yhPAP8oqaG+f+j/eO+pob5/6P9472VmMYDvVhuAZWYxgBj/h7AY/4ewwOqc6j3dDd3q2bTZBOHY4GzlROXA6pzqwOqc6urWrNYMz5HOidEt0QzPkc4Mz5HOERvw4RQnwvMUJ8Lz4U458BEb8OHhTjnw+jFL2foxS9k9scFOOabFWeOiG10+qcBWr65PUT2xwU49scFOG5/jYBuf42Abn+NgtppeZbaaXmVelbBqpY5jcbmFSXpZcZqOuYVJekV6tYVZcZqO1rNbTIu+nkGLvp5Bp7uBRPK4Nkdbts9J1rNbTHNBYL4jTJuzVkR8uwpHxbifSSq2I0ybsza646I2uuOiNrrjoja646I2uuOiNrrjoja646I2uuOiNrrjoja646I2uuOiNrrjoja646I2uuOiNrrjoja646I2uuOiNrrjoja646I2uuOiNrrjoja646I2uuOiNrrjoja646I2uuOiNrrjoja646I2uuOiNrrjoja646I2uuOiga0+qYGtPqmBrT6pga0+qYGtPqmBrT6pga0+qYGtPqmBrT6pga0+qYGtPqmBrT6pga0+qYGtPqmBrT6pga0+qYGtPqmBrT6pga0+qYGtPqmBrT6pga0+qYGtPqmBrT6pga0+qYGtPqmBrT6pga0+qYGtPqmBrT6pga0+qYGtPqmBrT6pga0+qYGtPqmBrT6pga0+qYGtPqmBrT6pga0+qYGtPqmLvp5BI0ybs4u+nkEjTJuz1rNbTNazW0w9scFOPbHBTq+uT1Ebn+NgG5/jYMDqnOrA6pzqBOHY4InRLdGJ0S3RDM+RzgzPkc62ml5ltppeZVlxmo65hUl6WXGajgosFNgKLBTYCiwU2AosFNgKLBTYCiwU2AosFNgKLBTYCiwU2AosFNg9scFOPbHBTj6pwFYbn+NgG5/jYCNMm7MjTJuzi76eQdazW0yLvp5B1rNbTLaaXmW2ml5lWXGajllxmo7A6pzqwOqc6gzPkc4E4djgDM+Rzq8uXt2vLl7dry5e3a8uXt2vLl/dry5e3a8uXt2vLl7dry5e3a8uX92vLl7dry5e3Wqr60p/mq9ef5qvXmqr60oh5qvwIear8GzHAddsxwHXdpPCXXaTwl2bafyFm2n8hTtNHrs7TR67rbOGUK2zhlDWs1tM6qIuXUGm2FlHqdNWvK5lUU2x2k7Ws1tM1rNbTCGf9mAhn/ZgIZ/2YMbBG5/GwRufxsEbn8bBG5/GwRufxsEbn8bBG5/GwRufxsEbn8bBG5/GwRufxsEbn8bBG58ITHSz9UaquIhJC7YITHSzb7bqSUFEZLtdQUm+oL60QaC+tEG7u5hEBblOR2+26km2ml5lRXq1hbmFSXq5hUl6pY5jcV6VsGq2ml5lWXGajllxmo7A6pzqwOqc6sDqnOps5UTlBOHY4D3dDd0Mz5HO6tm02erWrNaJ0S3RDM+RzgzPkc7CM4TnwjOE58IzhOfCM4TnAPr/fwD6/39MBlKAAPr/fwoRk4CIAO5lQRrFgKbPZH+mz2R/Rcmdf0XJnX/avP9/2rz/f0AA3y8/AN8vTwD/KIeQ9H+HkPR//YX/f/2F/3/9hf9//YX/f2VmMYBlZjGA71YbgNn/jcnZ/43Jrf9Kw63/SsNK/+i2Sv/othj/h7AY/4ewxsEbn8bBG5/GwRufxsEbn8bBG5/GwRufxsEbn8bBG5/GwRufxsEbn8bBG5/GwRufxsEbn8bBG5/GwRufxsEbn8bBG5/GwRufxsEbn8bBG5/GwRufxsEbn8bBG5/GwRufxsEbn8bBG5/GwRufxsEbn8bBG5/GwRufd6OiWgYfqd4GH6ned6OiWk6lJ1SLHA/gTqUnVBamDlEwHKTnMByk58geY+sMOOfYyB5j6ww459jIHmPreT5y2sgeY+t5PnLaeT5y2nk+ctpTLPH3gkV531Ms8fcbSd3j/Tcq/xtJ3eP9Nyn/V78p/Ve/Kf30T+72Rrpb/T1PqvxGulv9PU+q/OrZtNkE4djg6tas1onRLdHA6pzq46IbXT6pwFavrk9RpY5jcbmFSXq5hUl6i76eQYu+nkHyuDZHCkfFuIGtPqmBrT6pga0+qYGtPqmBrT6pga0+qYGtPqmBrT6puYVJermFSXqljmNx8rg2R/K4NkeLvp5Bc0FgvgpHxbjyuDZH8rg2R4u+nkGLvp5BVkR8uwpHxbjA6pzqwOqc6gTh2ODq2bTZ6tas1q+uT1E+qcBWPqnAVuOiG10bn+NgCiwU2AosFNgKLBTYCiwU2AosFNgKLBTYCiwU2AosFNgKLBTYCiwU2AosFNgKLBTYCiwU2AosFNgKLBTYCiwU2AosFNgKLBTYCiwU2AosFNivrk9Rr65PUeOiG10bn+Ng6tas1urWrNaJ0S3RBOHY4MDqnOq5hUl6uYVJermFSXqljmNxry5e3a8uX92vLl/dry5f3a8uXt2vLl7dry5f3a8uXt2vLl7dry5e3a8uXt2vLl7dry5e3a8uXt2vLl/dry5e3a8uX92vLl7dhakeTrSkRFRpnuRaaqvrSnbZSeJ22Uniq9Iv3CHmq/CzywjYIear8GxGP70gQ0W/SzwBxEs8AcSVt/ZJtnzhcbZ84XFBpthZIZ/2YEep01a8rmVR1rNbTIhJC7ZBRGS7oL60QaC+tEG5hUl6uYVJesDqnOoE4djg6tas1onRLdEMz5HOwjOE58IzhOfCM4TnwjOE58IzhOfCM4TnwjOE58IzhOdMADRvTAA0b0sANG9LADRviADuZYgA7mW1AL5dtgC+XbYAvl21AL5d1QBVVtUAVVZFyZ1/RcmdfwvD0X8Lw9F/C8PRfwvD0X/avP9/2rz/fyUAcTYlAHE2JQBxNiUAcTZAAN8vPwDfL6mhvn+pob5/nJndf5yZ3X+cmd1/nJndf4eQ9H+HkPR/+v8B+vr/Afr6/wH6+v8B+uj/eO/o/3jvUF4sgFBeLIBQXiyAUF4sgO9WG4DvVhuAB1D/fwdQ/38HUP9/B1D/f9n/jcnZ/43Jrf9Kw63/SsN9/x69ff8evX3/Hr19/x69Sv/otkr/6LbDKfqAwyn6gGUi5oBlIuaAZSLmgGUi5oBBGsWAQRrFgMbBG5/GwRufxsEbn8bBG5/GwRufxsEbn8bBG5/GwRufxsEbn8bBG5/GwRufxsEbn8bBG5/GwRufxsEbn8bBG5/GwRufxsEbn8bBG5/GwRufxsEbnwoRk4AKEZOAChGTgEwGUoBMBlKATAZSgHejolp3o6Ja6tm02erZtNkUJ8LzFCfC8/RP7vbzT+729E/u9voxS9n6MUvZ6xp25OsaduTrGnbk6xp25Fe/Kf1Xvyn960Fo3OtBaNzrQWjc60Fo3BUiid0VIondFSKJ3RUiid1TLPH3Uyzx9+FOOfDhTjnwFqYOURamDlEWpg5RMByk5zAcpOdGulv9Rrpb/TA7WtkwO1rZMDta2TA7WtkGH6neBh+p3gky1fsJMtX7CTLV+wky1ftnTJTpZ0yU6WdMlOlnTJTpTqUnVE6lJ1QYtE7/GLRO/xi0Tv8YtE7/DDjn2Aw459iLHA/gixwP4IscD+D9Nyr//Tcq/xtJ3eMbSd3ja6RaV2ukWldrpFpXa6RaV3wif+98In/vfCJ/73wif+89T6r8PU+q/P807dj/NO3Y/zTt2P807dgRG/DhERvw4ZnDYf6Zw2H+mcNh/pnDYf6CRXnfgkV534JFed////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////3////9/////f////385psVZOabFWTmmxVnq1qzW6tas1uOiG13johtdJNTb0yTU29Mk1NvTJNTb0xuf42CJ0S3RidEt0baaXmW2ml5lDM+Rzl6VsGpelbBqXpWwaiNMm7MjTJuzpY5jcaWOY3Gnu4FEp7uBRKe7gUSfSSq2n0kqtp9JKrbyuDZH8rg2RwpHxbgKR8W4RXq1hUV6tYVFerWFW7bPSVu2z0lbts9JVkR8u1ZEfLtWRHy7WXGajllxmo7Ws1tM1rNbTHNBYL5zQWC+c0Fgvj2xwU5s5UTlbOVE5WzlROWvrk9Rr65PUQTh2OAE4djgCaz1Uwms9VMJrPVTCaz1Uz3dDd093Q3dPd0N3T6pwFY+qcBWga0+qYGtPqmBrT6pga0+qYGtPqmBrT6pga0+qYGtPqmBrT6pga0+qYGtPqmBrT6pga0+qYGtPqmBrT6p////f////3////9/////f////3////9/////f////3////9/////f////3////9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}]
blend_shape_mode = 0
shadow_mesh = SubResource("ArrayMesh_njhpe")

[node name="Node3D" type="Node3D"]

[node name="9mmbullet" type="Node3D" parent="."]

[node name="Empty" type="Node3D" parent="9mmbullet"]
transform = Transform3D(0, 0.30937302, 0, 0, 0, -0.30937302, -0.30937302, 0, 0, 0, 0, 0)

[node name="Bullet" type="MeshInstance3D" parent="9mmbullet"]
transform = Transform3D(0.14934301, 0, 0, 0, 0.14934301, 0, 0, 0, 0.14934301, 0, -0.17940086, 0)
mesh = SubResource("ArrayMesh_jcd4p")
skeleton = NodePath("")

[node name="Casing" type="MeshInstance3D" parent="9mmbullet/Bullet"]
mesh = SubResource("ArrayMesh_7nhyb")
skeleton = NodePath("")