diff --git a/project/animates/hand3.animate b/project/animates/hand3.animate
new file mode 100644
index 0000000..45571f9
--- /dev/null
+++ b/project/animates/hand3.animate
@@ -0,0 +1 @@
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","data:image/png;base64,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","data:image/png;base64,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","","","","","","","data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMAAAADACAYAAABS3GwHAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAHFYSURBVHhe7d1dyK5Xmif07qKKSqpD3IToJgyBMhANjBkIRAMhORiIBoohc5CGHNRJCYWQgiYKBdoz2gN9UB6UaIlQqOVgnTSKdTSFyLTdMz3jIB60rYgODjO2KNoo4sdB+zFdyX7j9bue67/2ep73eXf23tnZyd55F1zc970+rvX1/1/rWuu+3+f9petwb+Hjjz/+5ZKvjnzF8yT90l+q55InRr4y0dfhOjw+YQjwtYuLi6+7XhPgOnzpwgD/G0OCUwI8Rf6tE3J82vAgdV2H6/CpwhDgqZJvlHx1oncC3Ch54kGBlh71jBzpfFB1XIfrcNehQMcFenrk6xPdYNwI4PpA3KDS+5XN5TrSqQ6rzYOq6zpch08MBcKvDvifqXsrQVth1wb+xcU/VNcbgNkFPmWY+p4cEiygq08dD4IA6cN1uA6fGIAQAer6bMmNknaDgGgR4ECCJ7rApwh0DvCz51hAB3p1jNw3AdRRctbFug6PYZgJb5moewpVzvHnUwXIm3V9FjAn/rMiwJNT39p0u47l52rdNwHoKbHCnHWxrsNjGIAlMlH3FAY0LPJzxP0k0f0E8P+Fi4s/VfdPTfR9h9INnL9S1xt1RYQmwLQf8JsAib/XoFyJPc0lF0tQz/3qvg5fwGAy4zeTu5lceU7zDWBuljxf8vRELwL8xYuLf7jub0z0fYeqd+03StYKsFn/T3XiNPoRy4nWGg/X0tsb7Lsdp+vwBQsmrYQFO7JqA5679p3lITsIgLGEC/TNkmcnugnA+jcBiggTfd+hdLPOwG/DvTbV0wfgX5tt7Yt0pk8I8k0/7GeOjnSlZZzmeu0aPWqhJhFoL23uTKaJLTl6YeW65xM8y3MmH502wS9c/D8Xf8qzNPkQ4F+8uPhHEUBe8fcbCpyss3rIvtnulaauSNDklD5yV3VOXqdYNvKLAHVt6991DAHEdaHr8GgEE2ZCx8JxHY6s20wuF2Kd16eMa2es4B4AAgR5J5+TIJb5xbr/pjrk7zwFTASYfcCnspyl91dK7DWsADtA13Hr1p7up+cuXGHyXlrB3JfYx/TqUoJogN75Kn/G565WyevwBQwmEihMrqvJnaRLPrS4SgceIGgQkZO8pyQAvhdKNxL0RlhaCMANkl/8/QR1lG7+//NTV7d/2nBjCNDvIUriyx9Za+3Z2zzR3dfKD/jcuGywu99bf68J8KiHmtB+a1vXO3224AogDaKSWNJYw+RtQACI+MrndOaFiz+++NN17Q3v5L+BAO0GDbnuJ0wdQBoC3CZkgX9WGBtg1v/sRnbAfAnE8lYZm3inWIsAG/h7f3Gu7HV4hIJJNdnbJK/J7MkdN8K9NHlKuB2xpu0+lOxkaVBUHkTh/rxccnPU0nvj1y8u/gyRf6LvOZRuhMxGe+mhE/g3Amin9wT9aYZy8m3gPwKx9MrXxBr9a2wm71pd6CCVtlaP6/AIBRNnck24iS5ZLglQ7JPtufL1qchIW0U6Ku0AjINk8wxIQPRK3QNpg0SejQD3fRRaer8+G2wke3KiW39OmbRDvsqjb0euTOXT5rVqTfEc4dpX7AT4euW7PR4bAcRP0evwKIYBBIB4a8ttWS6CSW5LOmCquLhM8rOq5yzj7RWjAFp5EOClkra8dHJ//qWLi39c3tRF3CdU2pFffhqAstIRaxFAfm3Ie4Z6RkJ96s8ypr1fpVs75HGdvvVeQb4Se5cmQIn+HlaL0p3x2Mt1g67DoxtqEtvnrev6dEFoC5dJrwmvdKB0lY+bAFzxjY+sY4m88r0y0nor/onx/9+YvL2/KNndkHW8OlGXQuXR5j5lKul8dGnrRoC8JzjazK72HmQBWXoJ4L/oWnHa/2Ty0z1j0eVKrq3/4xAAZSbb0s/i7avAkUtRcfYMOXtvUO0AGVBnFZBuD/Ba3befLu8A9A35Kx746W3XJPXKN3rPgqzyAPhL4wZ1HnXSPfp7hSrpzWwJIjxJn7StncuVmTzA/+KsXv2CrdLWC7yNAPp3bf0fl1CTCTBZ9tcqsE++e2mVt8ky16f/9YoDCvkaILMKVJoV4qW6vlnSG+GdAK6VHj/9dP9xx5dMU3dvsJNHnTli/e1D3TcGyCHA1wfsu7u272+ed2pVVyTQvwM5Km/0pm93att1eARDTWafqgAB4GRygSMAAJiKP7gVA6x6fhbYgOLESiIAUL344cXFn618L0SfPL/+4cU/aSNc8Tld2jey8dHXMWnaI3SZ2/uL259aVDvpVH/Fq7/7E2uedso3bWwC0C29rsj6cl3tARALWZ7SXv3fyH1t/R/HUJMKDDaVVoJ9FbhsWQ95yHO/8/HH/4A8ALKAUnmsDPQhQOV7eXS1n17XN2yEKz0bVa5Vg2qsNALkRVb2CZ0+9zlifUZc9G4E6DbWNRvaZ1rngD9tLAHmdWI17y3o7pVNPn3a+6V96rwOj1moif/aWEsuAIu4ABkg/EcXF/8gcJQscNX1WcBInqwCAFTpzw0BXps6+qSm8r9B6hn47Dt6k536Km0nQPYJOwFYayvA0d4CAbSx4u1RXiD6tJM07atnBECu7FX6xKquXKZ26/SHTtdr6/8lCAOGo294TDgwAALwVDwCAIl8twFWAAGUkKDKcEP43m8OCawIraukCVBiX9HvFiptf0l16p93Wel172WckyWgjc6ntC8EqHgW/VL7tGsjAIJlNXm1hM4mP/LKZ5VKv7UpbbgOj2moCebjZzPY7oVQk9/HlxvA+Nd9YgJA4kIAedpiHsgErK+VfKvy9bm/+JI37APqCoSARS4RoOLWHqHuswLQ+/rfu2h3pV0j+YH137m4+Mcqjf/O+rPmvaGVvq9Q2qqeyoOkfVJVkpd235BOH+m+TP6p/9J7i+vwAENNlmX5cxvgqvvG+MJcnJzfLx8bgCqtXYx1alJWNgBbBCjQ2DMAVsk78owulv1AgMpTaVaJ9UVnE6Di5as4Y+HMfyeAEyAnSy96TtuA9Xf+/sU/op7K81La9jf/7yJA6dOmRYADwZDLSgH8r5fYAHPnejWpa+9TduuvzBD0+h3AZxEMbGSiHnqoiY5b0KcsJl58tWl9xgBUFY8gL2fjuBOADHD4zCzxu66j54m2rh9e/HllKg0B+tRF+kaAXhUqjXu0Nsn1/PycLH0z+dUbAlT8oV0HQL+grdpyQgDkQqyXs0eRF2G1qdLbRdMPz+qodAQ4+nTiOjzgYJANcMTzJD2wQOcn6S1AAGV84l4FtAd4NqDlJKY3jwFag7sE2IC40lnZd0tejZ4QQP6K72NVfnfSB4RNgBLX9cFb5X/xv7+4+PN1fc4zUAIqwE67eoNcggBHxHT13Bv0qrPyZH/SZC8dT2nbTy8u/in6pg9ro60uV8/X4QGHmoAGZgY6g13XB74a0HknvQWIPsMv4R7c/pqzLDOAjK+dvUKDDfgAOmCUb3NxrABvlXSd8vwLH118G8Am/fk5p++XYE2AKlv58zmDVYA79JU/vLj4JxDAvqPbVATpuqrOSmf9tcem9uXf+/8+/mbaJM9GSvsKoH+rrm/WFWmelBf4SdpvDmYe+t1E5X3gRuk6bKEGuUEwA96DLm6SP3UwgdukLr2nE1vPfG0E6NMWccqcsbbA9qpN6U4AAshOYCr9WyVI0NYUEBEAyCquVwn5pk07AfLpRdwhxHy97t+Sn67OW3X9x7+4eLXi055uNwKoSz1E+ypvvyQby/92Cf+/N8r0/OWLi191jfXfwN/36rwODyjUhPWLnnlcoQYbCQy6SekTEXGTfE9BHXO7Al0lR8t55eNu9EZUmGeAejMbWOEKwAHRKwCHAHPC0yAC1AHbt0t6NQHEEKDibID7JOkMAYC1/zCl5KtWCdb/P/3w4m330aW+3/2Tiz9TeZFVW147JaS66G3357ByOZmyAijzK9oK/FwzedVf5fZ5uOs/4Cm9fZBBJuo6nIYZoAZdyaWTn5PBbxLcjwWaeo70uy99vcrQOXnawrpONvmejY8sTdyUawsPZBWPAE5lXrUqjOXsU54BHwvPIn+39PUnEYCIAPIBfsUfjlKnTW2pC4BV5uk51bEKfE0eBPgbH1782bhMIRxCakOJtjQBYv3Vs7UF4QD/ne5b6RfP7fnLH13803RNH7SFZPzvygCV7qN5nejrcC4YpJqIvOgBxKMBM+gl+y+q3fOreDpH99Jf1z7Sa923SZAz9/XSqa5fHZBzFZ4XJwDIZnWRA+j6bD4EYEldtXt0fFde5Sv+Rq8AlScnSn1ceZkAvT+odAT4qhXm79ZKYh+Q1UIdwCuu8mZT22QM+ElAPdbfppxbZh/wlD0N8PcKcCjT4+yqHVltPimUrry460+vS65XgKuCwcmA1ZWv61juyAILNQmLBON+3A8JbCYb3BPVoXTFwrWLNfVzO1a+un+G1QWwAEF+BKjrG5XOhVjAAybxwC0PMLOy/9thBXhryj+BAATwq9zhvP7Qjv4EQV8r3vGol1PPqhuREIC1H4B2OxCg8r6mDVmx0o60k77Sw5Vi/d+b6/PGFfBj/bU34M94V95eJbX9qlDpMSDefSwjInxS2S91qMGxChi4/Llh/6HJJHeoSTgmQV3r+RN9UgM/sian7tdk7npd5StBRKcuTTJxOXlhgafMcj3G8vbGFPisCqxo+9JIUPkqnSW3BwC8/qMUaUDXBCirPLrb3VBmCJD3DTcRQF3/zccf/zOsOx3y0PNXf9F+v9OcozYghjaO+4PYTrbeK7EC9N8pyHdi/XtVzDirt/IdGZx6PgJ0PWd8zR/rf24lb5mo67CHGrAmQV3bR52BPLIiM4Drgy6T80krwT7wU0e+u1nlYu2iT70lOXoMCZ6N793f1dBZ+YFPXOXl43OT3gbSECCg4rtX2jtWgbq27w6c/8ZHF/8s4FdcH6N2O4YAE9/f9JQ0AdS1E8BKoR51juV/29UKUXr6RAcB5FNeWvXlO5Xvnbp+E/mA/z+4uPg1eoxtj0f1zf2cYB0Buvu+PVda/zVZXft9RUkbL/Fk8n9mR9qPTTBYNZBAjwS+tQHCo9VgBvP00+MrVwL5DTw50Q/ca6LoNOl17c1exZlIfndPaMnXgIz7MUDNBrH979LnRIhLwa9+nfvRBBi3QjuB748uLgrb/WmyfryBAPRV3IEA2lASApRO4qTpZjbA2pB+t/UukKuzBAG7fvHqlaYeOukaNwwBrFhPWTmAXzt368/AqKPyHRmLul9HyO5H9qPaGIw2OE6cRqexugb/J4UatAZpCfDzjckCa4JBPSFBn68rTzpTBYM+lifn2ZZqpOq/5kpe8SXxeYHeBJtU+ZqErCXwOYKUlz5AAXRxY4EB8G0WuAEIWJWunRX/8hDAB3S/DHAIkONL/r36CQIMMVh/e4yb6mf9tWHI2v7/EMAm/B0C1JXW1l/drev2Uez7Jd5HLOuvDbH+VW79WaX0ymcseoxcZwzX8XHpYvkzTr1il7TBsOJoI0n+63CXYQYzf9LXpyDiJrmDgTVRJtjVc+Vjecip68QCtSWqNBPUq0xdxbVl6sktYAUIlb6OIOveZD7BBQFAoPVccgpCvvW78oUAOe8H6CHA6+qzSgDf+O+LAOmT/FU36++U6aYVAQH++t+/eLfqbVcJcD1XOuvfJzv0id9Xn4p/ftyv98cNOhx7Xlz8Ruer+ljrkG/cr/WBnjDgzxjGUFmpjWN/q1TCcHxj3MQ+XLgG/32GGUxAPfjBBzKwODu4FwlYWYNe6QB+dAS3TV5b7kprC1/62spNXLtCTaYigrpK8meSz7JogIEAXBF5lFM3AlgFKi8QvtfprHCBi7hnUSvtu9K0KQT4nQ8v/lzFv4IA6taPEGD71OI5q8rfubj457ICyate+iqd9b9db8WnXnkrDTk/KPl29eUldbfrUwRAFnmIeqXNWPeJl3HZxq8NRqUBv/6YGytp4p7u9xmHFWqd1s3YXrtA9xpmYA3wN+csnfsA5Gswa2B72WZlgWc2nIjSoJ5stze7MzHylDxnsoF70m//DXBdp67ejLqv9KcAkCW2CijDarLyY4ltLvnY77LEgAjkmyV+jyXWHs/S5Kn4RYDeP1RfxjXq73qQhz4EGBenv/8B8iGAuts9i/XXJoBWdqw/ArxtfNT579669a/Kpz790uesVNUHbo2VMy7kPm4N/kr3NwdtcOq5N8F061fyVlwDP2PruSfjOtx9MGg1wPzwb9qIDhFuzgZruS8hgUk3CZX/6DxfqPyHnzwc6y0PvUhQab0SEOUXmQ7WsFcgS3tckd8pgI2lYxXb2lc+nxd8hwAj4AM5MGpfpb/NDZq238gGtOJf1beAkL7tzW4TgD4EGMC2C6MNld7Wv+Tb49Y06eLX0zuulw1wW/+//tHFP8/6y0/XgLbrnM33wRgc3LwGv3vxpSfgR5KA/1ltbD2HMemDiQF+7xkqz9H+7EsZDEANSFsWMtGXwrnBigtiQglLFcstPcAFIDITaflfv7gw9a8z7pkYrtB6ETWTtv4QXnqJs/g+jqy0G6wuMM5xY69AgMw9qrxWgPflCQEakNUm7f6ogKcu9SiDBJX/dWmx/srN3qC/69EXYA8BtB/Qf+9P2rLb1H5H3U2A0pn6NuuPAN9CaHpYf3l6pTuA+w37FsZlHfMG/EPyqsNqnL+E679fqGu7idpnDAL+rXzvGWacv7wrgI7PoKxjyYi4ydZhBuqSHy/Uc1sgYGERTZhJNcjRHWtGspybqOhyrbT1g1fRWdf+pl9a9FhNTC7rL73khQZR6T1ZBW5sgGSVPwC8HZBAjTAIoP3aEgLMCU0fn2q3cgA58U0Aun/vFxe/pl3yhXBT33e5YKy+uqw4wK2esf4faL9yv/vhrd9EgFh/ce6bcIfVzup0+6cQkeAwJ8/OnoQ7aMy88X3eWKhr8ua8v/dbroyU/CVHJ3lfqlCd3z9BBtZYh7YQJYsElddgx7o4DToignRADQlcAYQu+uUdUPZnACa49PSJj7J0qI+OBlzlnXr672iHBN02E7tIcLB8/UcmlXYD4PZVgMUFZsC/devWb1be9+UBVO4GcKoPIK0O2oE00vSj8vf5PTCGABXX8cqpCwG0F1jVlRVHnTbTO9kAUjrClY539QuJgF9Z6YyAumJMKt/TALvAX1djWvGOpfObQfYADX77lDPg71XDSlL5uaGMzyVj9qUKOr+BP8An8S+bCPJM/pwqGGiSQSQNYpYY+IHJBM7RJF19TGcS6n4nQU4seiLUBdjS6Kp4G7qXAGEmtCcSAeSpNCSwKe1z+YDSKiA/gAGglaHSv08AMCAvq/w9YFEGYLXhhABvnhJgNrivI9l/WaRKXcqFbJX+vqs44Cf06MdYf/Iy0vy1D2/9awhgXPRNPUhqHCtPv20WjxgzBgDc4C9hAMxD75uMtzEI+Ikx8JzxrPyXvgv60oYaoJwGhAQB/8HPPAC2iSB/Ddo6WpvB7O9MZkDb0pswEw0oBFAycdJHf5NAWpU9IoHNqCVcmkmrNEd760xeeWAAKPmklfDLe88APICpDhYPoACz0j+oVeCHgCkOKP/CRxd/EZmQAjCrDV8FcgTQdu4OkMoPzEghHjjFNwHKyodoVoOqp093TojWG25x2lDpXKTntOvfu/XxT5XVN31WZo5h+3Qt4Cf6PmPC8nsfEfC/APzGZPI9YR4YE2OkfZWH29mfs1R6+/7E/WDgjnvAew3RP493DHeb74GFaZxB6E6P3CbBgL8Bd0KEkrhDQNtvHEsWGereitCWHFhMOuBkApV3NVlcEECq/Dm+64EweSwZQMzkWeb7c2JtIoAbq1ppvvvpPyLPKsC1kE8ZQBNX6T8FdCRBAOBERO0ct+QZdbLI8tTz2wgRAqQ/CACkCCBNneqYleYDdci/16Ed4qeeV+kFfnXph5WowV9kifXXd/FxaQb8VjySlfhFbd7BX/KU+rRrXEXupjlq8AN8ZPKvU6EGyKcM9JTEO7hS5+RrHE7UZx+2SnU40r9RPwOyvvUP2CIbEZTXOdbn2dmoGeQjK2MCgR8wAMqE0JF6QgIgAuQqv0jAeiPHRoJ+A2tiTTRQlI4cTa5fUjDhWQXoVZaFdcxY1vcHJT/WHnHAyToD439369a/UuVfVB4oAR3g6ThHgNShD9pA/7g/30c2+elHAm1Vtur+UfXDidSLNr6x/vojP9KO6/W8diiH6NJj+UuQ3RthY/+SMdrBL59xtiIYqzksMK5X7ffWPq0B8ilC6WjQV/t4CfEKjsCtHnHySU++Sf5sw0nFXBcW++i7/xqQrAZr+Y0VIj3QByL0JwyjA/C5MoTLki83vwrIAJYTGhPWZJpJOCWBslWuJ8Nkyk+GZOtsPuAoHSHB60BGh2fgBCjt9QxwLHCB8OdtoYcAACodAbRTnQgw7sy7vZEF5soP/ER76FYHsGk7AlT+91n4EIweBAPmqZv78zqdv/eLW78lPX2gz/hov/z0Ghv9NF4zNlbLg5H544s/rb3K6iMQa7u+zHjYH/TLQvOQ8R6Jq/upwa8s/VUX/MASYuZ3k9YK4OpZvk0ag+5b2WcdqgFt+VVa125s3bc/T+Ze/NfWV4MnJDBhrk2EKiOf/FPegHNnckxpsr7OpTEpgEEAZsr3hJhoQAEMAFeupAeOBZcf6OgufX0+rw29ohQApItDgMrzFssHTFkFAIqL4rlA+LPK81OAQwBCB4ACtzEQN4B+75QArDzgSSfaIA3BKv8HCKDuXTer/j/dulVZL94HZBvftv6lVz+U1x56q20L/MYa+GdMfNlqJfzGKfjr+oQ+xlhUHqtl762y2pbc3tsd7h8E+NsAqqeE4Yor3MaU7pI2upOPywZjfRI1+bRhEeUzD1NZVoAGf101Pv480K7PnvOG1ESEAJGdCDOY3xjgO5/vM/qx3D0ogAlEXAQuhEnOakIfEgCFya38XCoD+MsN6AJirwQHN+BNS7wyiAXkRDwSAIz4XgXKkmsnEAIpK2wV0AbWv33wWoEAe/YJ/TZ4AP2udu4EQGDtoxsBtCPkAv6sLvTG/Rnr/+PS/RZy/O5Ht/7DWH+66dHuqu9F+mo81i/AjeV/u8fyMI4vn4C//3xS/2bcjA/w98eCJQ1689cr74x3yX373dUWGGLlGzd19TLOPeO5gF9xAG5FaIxNHsZ2eRwlnz3wdXavqO53ViJBOsF96W9xXCc+Pn2/iDHoJs4ERTz34FYeeadczugPRDjo/zqLDlTAxupVmf7TwLr2z/81CQpA4wv3LzZU+V82ycoNCV7h8wO5+oEfiJUBJEBtH3hbBeRlkbk6BcY/cA0B1KkcoOq7drHS9LQ1r/Zkk0uQsclV+egF4AH5b54SCxnH+n/g/j+7devfjPXXF2Xp1CdgNx4EcfQhxKgxYDVf1kebavNgZe1+VntOwO8/z6y/1pO3yVLPs2LfF+iqHMwwjId938HYLYzU/cJVXQFdWmPKfYk+BPhnCVjxD5YQFNZgnO78mxAaUcJyHzazt8HPlfHZAuAa0H5pFbfIoJog4DNZxL24us8HWoilfJ9a1H0vy/TYF5hIoAEAE5iyZ0iQX1v7SoOtSABIFd9/8wtEWQGAKgRwlQboVgEECiGqDT+1CgA1oDoO1QYWHAjVgQBWhZ0AwN0EqDjpruq1WiiLAPIhGjEmdFT8T6q9byMM6580efVfP9VLF3Abgw38xo7FfCXgN1bZH52A/zmkMI4AL1/3u1ZQ+c1fg+IeQ9UP1EAOyP1HQe4nroHv6rnu4ahdYdeS/sOheQl3pcsl3hyTiXowIYoH+NkEWQLX0VfJ6oAGa3jF6QAr3jLP3em4RVkN6r5JQExsW5uqp/LSqYzJsTFrIpQYpCcBGaiAEpiaUGWlQoIGSIGx8vdvbqrXZMurLAIAxU4A+RGAAEisuXRlgZVF/uijW/8j8CHAXyqSSAdieehURtvUpR07ARCKntSn/cB/sqp8D2Er/kf0Vh/esvFl/dNWOrTTuKgXuI2hcgN+Jz7mpImvHFDz97VR3Jx+WWn7ZxSNnzzGkJ52Hwt8lbaAVXkX2NyXuPb9ZOlQzwfgH4xisADU3Jm25HPN34ksvGij1R74kTJYG9VHbZA2+FwvXh94mMquPAmoqwG41KG6z68aAzHJ3wE8XWXaxzTgwNvWa8Rz3CL6Wk9tYEfyAqxfmoUEgFX52yWiEwkACghNpH4YTFZP3Oj6lueAirWWxvICF2BFN0C4AmoR4P9EBNY47op4wFPmlADIEgK4B151IphyBfQfqmfXpw3V78p28U6XGeuvXPRV2pvqk1/fkVa7AbvnYcCvbwF/+l/pb5mbuvY/BNkNUve18hqvBkCFyrc+fyH13PvBkfVdkPuqF/EYwp7/uvbXphUXF8aqxDNgGBsb5tI8qRfwtamk9xuVr8HvOnhrI3wq0roRn0U4qfxAgrIYLYfG5mTAimB/gOmHQSgrVQK4EZ0G4sOKMJZ7EaAmtO9NSKWZiMnfPxVS1zczeeJNOiDFsprsnQSAZoD1weACxUaCdxoUJQhA6ANAllJZvjfgKTMW+2dWAYBklVlsLpkyIUATp8qGANIRQDs9a6frEOBH7oGfzhrLNxCs4n+AVMCvHmNCH93irWT0iNc+7RZf/QT+17RXOlcm+xptqnS/a/qSsWAwAnw6gH/enSyrX2kM4PIASrf5bal8+Vts886N4eKYX3POCPaKXXLwEhjAg1F8RfuJtgH+GL0G/mCpDzJOcBcDvNojffJcWokeeFDJ1qBzpwQ7EXTa7j3+fKx4pIlQ6d2ZcX/6N3giJheY1VV5kcqSbQId7fnj9fYpTTwwAR8Qm3QTiwRA1a5HDXTp+Upbwoon9ABOE6DAoiyQADPAAgUCAF6sL3BWuY/dA6Z9AIsM5HGBtEV55RATaD3/D7du/dUQQBxdWU2GTH1aVOD/rariO/IgACJrG93Sq8/twxujHfwVzw19TR51AHRb9OqTuMnzorkyrlZb5UmTpFyemepT4Pf+q8qy7gT4e+UvsUpnjl9tgB9W+nw7tKf33Af4rP4G/OVRjFxlbEOABn9dH7zvX9JsIhN9FMRP5auBAEx2MmjcDMKzrLDOzxIdEPvzPgPTPyirXFYDkwsQrqWnj+5mEvq/Ndb1W/FjDXhclgCWS3BKAmDQpl5uCxRIUOXfAaAQQFl5gdpq4Z5O6cq01f7o1i8Al9Umic8K4L7LF9h3AvxJdVpc8tPhGj36Ko5bpE2x/tpFD536DPz6ZZzkIwO61xv8lV9ftUf7A/4ALmOsT8AvvprWLoTxKTkYuJIZ8xxbsvLBBqPEb7ffMI8xSPLYx3Fz2n3VZsZBe7QL+Tbgq+sY9IUD6ZEN/EfA144G5IMMpbSZXQ1nwYG3/Tzxk6VDPa/NiEaVrDP/yN7J0mUpvDlE6HP3sUjOqpdFtzTvq4GJDhGyP2DFK7+B98sN/orKS5z+AxuWGGDjaysTEgAfYmhPL70FjgbPxWEDHAIQYAsJgFpZwHNfAP2DWx/e+m/pDEABVztCAKAPATyr6/+qRgK/uAH6z9xnJZHG+pee3oC371+66aFPG+PXGw/5rVaVn4v4pjrk18d24U7An3FVnshnvLf5PAAf4Eq4Q6U3x9p5QxvgN7BdKw7QrT5rxZeWOQZ8dZ1iApCXIR3Qx5CSLe++31x7gpLGauIeSIjS6gTAOrt11InRljSD0IRIg9Io13RGw3W2LU2J+2Fx/1GFgUWEDFBAWOL4EhFeWDrKUoUEOxGGBNwoJPBnhG9bfukF3P/i1q1/H4gAoup945QE2mFiPE/97wFUSCA+vjsgZRUIeKuNHwe8XBRx+qJOedt9qfQQQroNdAjAHSqw/zw6tE++ivux9v+tj279TauCttAnjn7tk5cecTMG/V4g4EcSz9qOCMBvHoydPNIZgGx0Z97agJEBPlIBv/nP5hbwWftefRmcSjMP+f8K0npFVQeDoT1c0gFzAzk4gQlAN8+RJukBK4skVUdAD+ykvwUaWXuRBxZUSKkK6mrXrvNZBtebuXZbdOQgi9E2t9J2IgCtawZiNrc3DWJIMNYMmPtHoaqOFwxIJm9I8D3iWfws31aQ/EwgP/NF+oAOeIDIaqA8EgAd8LN+ABISqB+w5JcPiJGAq0SPfNLdc4MAFngdh7pXnu5TArjXlv/91q0/olucVURc3B91jPV/37FnfP+U174z4Pcl61vaRW9b/UqTX7o+Al+Nd/+dszxAyXhUua/kWNqcGOeJz3m9eWYE+73MWHurbf/hUq/kB9Abb/PVq6h+AL/x3oAft2WB3txFYGTyXbL22lm6A3SGWHusQjDZRrnks/kmaBoQd8hqoOKb42+yEP31IYuxsbY7AeAEyKQbDCSotP3M/+Bjlj6DGhBGSn8D2mArv60GTQL39ElTvvL2H5SXmJCXEQswrQbAyIIrs5NA2+Rj5VOve6CSJ2DyDNiA1AAuF4ggwL9cIh+yNEkKwJ7lUyZt+F9v3fqvgfDv3Lr1V1h/aVlBxvr/RF2svzYSebQJsLRdefVU//qFnnrEAR2Lv4MfuBgK6foU0jfANuvrOq4pCx+rD2yercr9My0INuP86hDiXW3rVbKIZ3xPgB/juI5azX2MoboHN0cb4A1zy/DuIm7SlkcykP1sQlWACE2GEt9t9Hl/XV8wcBHWGCG68zo2pAByAy9tJwIxEPJLL33fNEmIYBJJdbJXhSy5ysxqEBIsIljWK689hU+HEaFPHQJAgIwV3UmgXeoE3kwo0MgDUMrHDVLGPRem6vlY3L9969Zviw8B1KXMTgCgzykQIriXjgDaVOD/WbX115usY/2VNQax/kR7gPEU/PR61nZuh/GQXzzymJsYJMCLzAqat+1ObAJ8RqQ32OozTvVsPK0Ca34An/4T4K+DkX2uA/zkAfrBVw5L1A3ceal6cK8OBrf3GCVxxeMOPfiN8J2CClVcjWg3hwU1iMAZMQF2+wbEIIQQWQ0ADljlY9WJATIh0pCJtTH4QDUW7/2qF7DXH5sAMgLYQLoihkGuPH5dWV7kMZFv0gFcQAU0ynI9gJBboA/AM6R7H3AIYAMwcHmmQ3nXqqMJAMTJlzzcG7qtBuKB3r04ewGE2FcP7o/r3/jFrb+NePIph5CAjBDSjYk+udcO4HMvb8Afq9/gr74Zd3OljwHhGIs+ry8Brvj4/XtI6o3Vr+e4mO8bxwZ+GQHtMg90Zp7NYdexzatn8bH2Jax8QN9eRV2BXf0t/Xwwsjl9yodw7RoNHB9uUHEJ1nUHPPMjY1kCXgA1cJGelBmEDBQiVPnOL70Hkl8/g4Y8SGQSTGyIQKrcdzI5lt2QIESgYyyWScuvqL1lUoGTAJkJDAnUry0mN/UANQkYAS0gFs+nB2xAJvIcwHHrt9SBHLnK66qs41D3Vg7tAP6SH4YUdCtHFyAH/AGle+AGwoAfEYybPikvzfgBvnkx/kTcuDE2z/2JSjXHCtDuDInVF1fy3YxH6gzwzZE5RSh1G/d9DsWb7wF+fouoP4orsddQb16cuQI/1zqEjKW/8qy/0o4+z5jozyZMY7IDt/mIYGYvSSFDVgUgNZi9TM/mKIMTiy8v8Jkc6acDCczKAoTJJlVnrwomi5U7RwQ6ZiL9kGz/mGzJe6wzsAGjybSJdU+PNgPVTgJpAKvegNM1bpBnwJVHGddzBJBHmRBgs/4/p/uvfPTxf46QWTWATV/UT6/2B/yEDvmMTay+diGDcWVkjKkxBP4Bfv/LpWoCEDbwS943tgyN8USCius/0VQfObX4pOdx5mqfL/MaN6f3eAfX5dyXAa/YSFc8MrSlL2ksDeSOQsWv08ZdKs7xbb9PmKyfTagGYFn+JoAvlh25DvbGpJ57qSLIYBIst0AMjAY4fiPQZkBZE/lMEombk8F1365KlduJQEwUvYBgkoAGqIcITZCZVL/w0Jtr5YAR2FhYlhhA6UBaOuUx+SEAMItzTRwwIxNr7vlOBMjVpxTqAnZkJDa+dNDbBK0+apdndeqftgA48KdtxjBWnxi3AN+YESts9bmBX9ebc3rzrrYSwA/oS7rfhD6kyjwVwBbgjWtE3G7t4+rW0OR7n35nMBtnbcnPssTSt2szMDsKAfwAfG2qN0lcnzRNsc8maGTJEQFKcjyqM0d/E1BiU9WEyH4ByAHMhBp4lmU/QaiO9IddIUHcHGKwDT5A57jPRAVEmUxpwIMEOxHUWW3pnzkpeU9Z4O0XTkUAgARMJIurETAA4u7axBXa3SBxOwEI/X/7o1u/L494hPEsv/Ksv3ysvzj51buDHzjdE2n6GvAnn3E0tlZT42icjF/1s8dSfN0D4wI+ktHt3pen6tLGHfgN7pId8JkHcxVrb263Ohxh2zdk/9Bv/Ot+bbbrGvdmuS3uT8C+XsplH7nkmADrCH5UfTZBA0uOzmVLgPxwPHUAf+/eS3wF2CKuxEanCREytI9aYAZak5GlfSdESBA3irXb5RwR3NMnPasBqYn7Hr0m3YRXmw6buiEBAoQEAIUwdAUYAC6ve9c8V58+Vl45+rQhOl3/l1u3/haisPLyKievfPz/WH9EEAd82pF+uAK5eqUbI32TR7xxAT6GQ/+yilX/Xs+qWvfv6XPAH9DTR84Bf8B+dNrWK0Ct2IAf17V051jUgYNTovzbVu8pAvrTzWy/TB3AL7ADupXkVBYBzoC+7j97/38PKsvmlwB0xTURqnO9uS0B/OPPog/+3v6XXk/vZDBxJhygyZqQmmxECREIK836EXmAItYxEgBJRwA+t6sySDckaCBwhwLinQQB4AJJ5ZEXWAGZ+MQhZdMGwAdswvpnFbACHHT3xvfn8rH+IZN+qJ8OIA34pYvTplh9eRkIYwe0xsQYVp/eBMwAn470oer8Qe5JgE8nHedAH2vPzeGqjt5+61tiVSXqbdKVxMWxyW7XuKTxMuBdx6TZRO8i7k6gr2u7S1XH53capBHTmGxA+ovB+H9zhNVHW3Xdd/s2P77jIWsTVPfPXEUGk22STDgwx0UJEcTNBPbZfiYYUF09t9Ws9J0IygEZUJT8xIstQAW2kEA57QhgpAE1AsgL+IAdN8izNHXLF+C7d/yZfHuekEo71SvNPVGfZ0DV3lh9K19Oz9pAzJgAJ0Nhlcs4WGVInumjgy7jFtBbLcddPLL25qPmB7BZ+LxsJO77mLnkcKR68AIa9DGOp2DPJjqyg/4U8CV9wjPQ++KEMyTQ4MVugsFOI/aTnhmoDGi/zZzl0yAeLZnKhQyACAQkhGANWXKuCgEKIAkR5GVVgStkEC8dCUIEcUMC1z/gssSiN6grPZYdeKQBNp0A6p5lF8+aB9ziCffH+X5l+TiAV4c0+UOogF89wCqf9uuHNkvXFuMB+EAfVy2uovFQtqrqP98s+ZHnfezoAvwAfgP+svbINfPSv1hd15ykAX6+xOXXt6Wv67MxgOYdoIGbLpK9xHou0C8rP4D/XNyZ+w0aGdFockKG5dORWABE4JduS3QTofTwGS/5kCX9oiZkMOnAaDKBL5OKIHFZXGPxpckDSEC3EwGgQgT3gDJE+IP47CEBPdLpIdIA2BWIs7l1r74AnPy9W7f+D/WGJMpbCZBCfmnq0B9tUz751Ktt6WNOwkL+rIRx1ejSfnqyetJLh/E4A/q29giFQHNQkBMhhwUL9CW7e/O81TpzC9A15wvoiEQC+lj6EyvfLk3p++IDfg93arA0omNDiCMyhAiEP5kXXiFDlQV8JOgz+xKDzwqJZ3H69fhOhrgJriZcHAFyIi5ACBEIkIjfieBZPOtZdX2MCMCZY05pOwEAGVjlI/IFiJX+h+R/LmVEuryT1mTRDu1K27LCuA+5XXMwAPgBP7By4bSpgV8unGuAr936BuhWuojnuE10zBEooBdGW/rlYckB9Ic9XH/3lflrQA/QESiygx7g5T0Bfbs2j5S134MGl/RLr026I7lO1hXE6ezRCrERwkCRLJn7yU8NfG+0Skf/txZSz73Rm/3DC8hjIk08AIUMAdApEaQDGPAS9+KBlwDOkMBfZjUJgHInQUBMkIGVj4XXjp0Ays8K8YfyqhP4d8DL7146UU9WHmDl2mU/AvwBPl3ZWzRRqt/KBewhtntuDyIpX+PnR3/b9ZvDgIB+fZIO8FeAvVeNU8DLF+Nmbk9BX/Jw3th+lqEarwPrbXDd52ft1t8NiJNe1/XHNCVnO72vEgYtAxgyEMs+v3cIYVWIxTJp/WKrxB7i1d0PDtBdQ4YIoAAesAEniTUOEZRDAmlOeoBWGfEbAf4Q+KXJF/AmLemV1GmAKo77Iw996qUv4Nc+IEZa4Hdt92sOBfTJyzT1Ab+y8gfsu3B7ECfHniegN4brQ0OuacC+Af1UFugD+DMW/tG28p8UqkM6lU9W+31AXfulWInjzcNLsYP0c+XpF2N1L9/6fGJUnlslFiFCBoPepx5z5Lct3/FX15ve0vcWwoQMQANcOyFiMYEQGEMEIA0JYp0BTRrgEnp2EtAN6Kw9Mogj4rg/CCRvCJAy4hCATs9pE9CSAN9VPu0oVb0qyZ927qDn9iDKnHD5Rbsfk4DeuDAUxvLEqq+ToH1/cAr4E+velr2atPaEM6WPb9g7W9JkKNm/Ebr9hnh7OVbX9bUfqbjeTJX0eXE9X3pD6DqkOCKECelJqclp33iWdpNeOvJz4tnEWSH6WBXAECDgc/Wc1QAwQwT3wEykxeoC61/7k1t/hARAKV9kT9/BD7CVvlYMeea5hX7AP6xOF7/GvQFiwI8LJQyRul0BflwleXfAuzcGjASDYTU5Bfu+LwjgjWsbnCs2rQDfQPiEUE3dcRKsPH4rwmnYOrwTo/+gpqRJUdcQIu8HyOHdABn/vu77SLSk/zTP4F9FCGRoQtREIwTAjxV0svOD0oUQ7TaJ31eGgDACZKdEAFpgrKiPgfi/unUA+27Vk38ngLjcK5O8RPmAn6uTlQkBgD1tUFbeWHySfKSS+6y/5Mf6pu95P7IDPWAP4I1XjWWDvS37AehHPvtM65WhmhcjuLwCUs/c45aJ293ix3+luFMwAAZjBgq4bxPjcOrQhMg7gu1dQX9FWPn6B3Trmj/NvOQymVwWLZvIE7egf5awdH2/7n8ARLtLkyvgBoTuAVt8PbY1/t3/99YfAzASBOSu4mL9lR2dS+RxDfgDZiuK/ELqzCpErFZZeUq9c/6fILK+5ZhzB3sAH+veRqLGpy37Aez9b6hKFohL2mjVtfd3de+7r/778Lr2B5Al+f7r4O5a6Q+rfbu9k54PJJU7IsDA4OGFqjRWebkWu9wN0+8UTnWRPS4y2Tv/3F4KlZaJYDmeGaDnbXIflZK673cGJW8PQZDDOXW/fMspButW7Vl/SZa3xnEbNiv6I9fNtQkZ+ihzJwJr7B7AhxR93s/Cj5vy+yHAPNOz9LkP+IH61M35T35x0BvQh6Da5SqO67Mf4ZKAfrfuy28v4Ho7W2OUP2/Nh4xAa6W14vabe9KGaCRxHT/uK1FugI8I+eyh/2qr5NJBSGSm+uGFgJL7sG0071r2crm/Sk7LluRk4JzsuruN5JyevFr3tnFI8cKsFvkYyxFe+/ub5KWa1ePl09MOIAkh4nMDW5X5acAWFwfAdyLs94AvnXgG4qTnnkinC/gRLcBPPsDn3tiTqFe6q7zIEvdnB7z2s+41Rv3vZHt8DmDsT5JLYjzyGYqxWG/hd5m0dkWVU77uG+R1v6x6SYO84hbAB2pfzHACzoDPEngQG50SliJimbwfYXFOhRUmVz2fljunZ6+D7G0lsfrbZxdHL9bqvl/p71cnIk6TcirCXSJOYHL8GOsLiCRgBlohAA7AA2YiJC4kQYCkpVz2DCSAR4Id8AF7t9FJ2IeHnx2Zl4hxF/X19HudNgST7m3u/h0WgvSfH1ZcXJc+qfPBY2Q3UMHShqlluM6ln4o8Vc/DXQW2ymNRdyt8RwIEgAEtYUHja59KTmh2ad/zCmG9Po2c07mL+oE70t8WjdgsEicl2Ty6d7WRznFkNqiIAJyxzrvrIgAzcIcEOxl20uR52xS3S7Rbd6uSvYt2IGmkwAnQDXJtjXiWPu9LmhgMgRXPm/NI/pSR5G38HndOrjI65yRYKizEwO5Yu/L9wP7s/g4Sd+qsm01Gze0gUqW7hBQnxDglB7m9UpATopBTspBPIstV5DgBeB/Z7ZJTjFOJ/3s/ojzARQCecIuQAfjdAyP/O8+Ay1UK2AXXXZKW+4CftbeX4MunzrhhldwnVzbqiOmI11EmyZGva5XrPxbapcZojV9WtBiC3Rjk+VTMTeYsc7iTZCcNseJm9d3Ft0K7FCnzPiiuVPYgfX8qlWazvaTirEy9qSZ1n71G5MFsskvB3bFqQg3YItW+bPLZT0VDXfnyET5rrsRgGcB8OLcLC+ZTCWIS++OwERa9QVATznJGKm4BO2LzCHjZSOaexO2INXaNO5LjUPmsBKy2tLg2pyuCEOAnT44+ldMWoM5K1IQrvVkR1COPfkhHBnmsSuJcPSeOeI8QfYhyTvaVY1tZ1opS93Gd3qumcxmz8uzfabVrtck6lKgyOajIAUXvOzbhitmT7GKfsv/dyL7h7m/ARo5Omura5Khrjlzv7YeyqtDR0jO3K4iLTFTiLEEYd/QSrJ7D2NunDAcfsztQcb0x26Xi8z6Af0rOfSW6D35/HzST1X/ZRVjPXfjvuwAXyYnKqcTPJ8AaiX8O4PIpD6TSWPNYdHIVAZIn1xx9SqfLCuBkavT2ZxIADZz6Jq88gB+Qi4/b47oBOOP1nueqAogTt49jQL3HuXegsI97A7n0NKjzXNejzXQ9m7ddzCVw510PaZDf6XSp5AB4uDlg52gFKVmrQl3XMSupZ5g8xnFFAGtknfWSWOeK6z9qIXXfAD61yhHWOZvNfNocsaHMx2wRk7NboFioWDTySeDNGfhVApTx0SOs6DlJOp1xaUjqCAhL2qoDrHvW24Y17wPkmfzrqFQ4dw34IyljH0Av0iEXnRG60/+019icWn0yq92ROxSXJm5NXBrCnWmfveZ6pF1eLvHApkM1ffe1c0QdaQM4khdhC4hzD5wLoFvcnZ6XbHryvNe7t2VhfJp+O1RkK4n7EVDv7kYAHVfDCUPcjYA6rsbujy6ZT3UD7n1y4t8S9/ciXIBdTPQu8XPPiTYCQtoc8mXFCPFChBBkA+FaBbIy7ACWF3Fi+UnS85w9gGs2zsruq0HiorOu6820e6uBewQPGbISkVLz89wnPvlCnJDcKhMxviEPccqUkyb7Bm5m9g8hUPZ42RRvG97sGdd+Mhvek/3mcplrSK50rR9oOAf+U2u++9khwE6CXUKIc2kpt0tOH/aNUzbOd5I1wCcnC/qQ9s+RZ78kK8m7AD6r74D6TW/Jj2NJyQ524HLGHvEMNEAEfEDpHlGkixtLvd7oBuQBtOsel3si/WAwDn9eGT0R+sWlDfKEoPteJfuD3dDs/n31fX0kaDNdzfAGvGUfi3MSsuykOTVMO3GODE8ZnGy0Sc1Xrz6Z+6w8kX1eRy6RaCfPTqIaziPX/MpQmXrJiLsTVyeEuBupCvcGttBV17ONTUOnCZeCNLJvmKuNdvjcL28W7Rf4hnnRxRdt/7+kff+SnmQTHNeJZOIC6tONrY2vibNiWQVMOrDFDfFMjytA0iF/SDNEaOAG2IAuzjVS0WtFkBcRBNe4MMClPYjHFaJjpFch9cWK7xbdNf0LIXKESnK6NS/62iWygjNcxrOakP3V0b6qrsY10j+QdSfJyp7+7BKvIF5CPIe0ZyfKOWO5rzRnyHK04uyYq35cJoVIkgy57nIuborfdZhy7afVAPLb8sm0460Gdkk+hLNB2je7PRn1bCKOrNi5QWeJAqBIJj8AIH0kCAB15QIBN8ATQArg6aSv8rar5TkgRCh5PefFVSz7uDD9+QOp+/WyK88k6SGNerUp4FEnIO9kiOuVtgK8tigTku4Si72PS8bjZEzW90HZKwSA83LtsGGdOcpGt5q9NsIl5owcbZr3/d85yXuYSE7ydq9iJ8ROCt6DlX8R4jYpFhmqjQ/WtaKwJJuNfVPiaNNO3GlPrHaf8tR9Bi9/YB2Ax+LkFKKvNsq7ZF8BFAQoyT6ZkX0yM5EGk57S7QO4H5f8PP4xCwogo7c/pwaogAjIAAfBEgeUjkGBcgc/QNMnLpI8ldzWPs8hQ0ggII+69TV7FKRguZE5x69Vrv+eYO8DsMcdUV5Zq+G4PP2H/jEascpXjeM5YuzkCAADQlLN71ObGuP+hmg+TTHvuxyd/JyeAOUg5VRSxy5xe7nwJ97JAv/IJ3+aUZXHyrP6l8Bd985Uc6x5BPC6vjid1TkgX0eXZLcWuSf7XoFk+QNCYuBnAi699Nril9XiW9q3sFjq4vuafICtyf+tWPmABeBZHFZI3qwmQAQU6pEnoGdhEQUIc1IDwAE/MCov7RT8RB55T+PJudWg21cg1S7tYxWNi3aFDNmjqDuSlQFp9SP9ZABmP8CdqT1sS6+m4hEO+eO/I902zqeyXrAZ+xAjm+O4KqfgrK7l5Rf8RPpYkyR98vAS1guvuh697OIm5xrJeyegjxtUZa90gQL23T05B/R8Idjf7dd1Z3fOcyPN9J292VDHYhggA2XAMnhAvA3q2cHOICsfC9BtOZDNh27fCeCBIAIMDeqaVATbyjZJAvy4CUDjGeClEeWBbre+XJ+A3zOrC5AB+A5y7ZB3I0Bvbt1zqdwjQL4gFfxhO1Bqd4hQ0d+xmumHsWGttYurhNTpe8iuHm3KJlkZJFKe0Sl9XBgr776P+kA9xgZpkEcZcjJPZ+V0tdiJcenEqCT7z9n35e8FIjHAOeY8sub13OB2jXTCncJk3P9gIa5Lg57U8wH4eflw+yXE7RcSh+ebOUIl2aDk5EaHrwL8Pph5zsDtA5Ylr+qyV/BH2iaNq/T+DngTHv+8l/cCjjrp0LbKj5z9e5inPj5rlz2B9MrXfzBDT6ztZvXb74+1FhdfO6DeQR4ShizipFmJkj8kcE83IkR/8eLHLLM2suYhglWUe2fMrAohAxJri/5V2Xbb6torYNoiD33KxqgwTuPvW7n7fwPUNcRw7Zds8c354gH4PrefJPKa332OSbBz6sfHku+b2shA+t5CFWzLXx1qdpVkY9pLTe5HdlZ2fkydxh19OLcDnpyC/lSk7YNAR4hU9Zye+rSVCngD+t33BWD6ehCrbax8lfEVqIlsSw7gQJTlnVVj4VjaAT7pPQdAxc3gWgA6oO7g39sQEAfgZCPD8vX3PMqELFk97APiRoU0+qtt2qvd2sdCV1ITgYHQd8YkLlLIgMQhdgiR8UOGGAFle75qPszlyTxYZW1q8yWt/RQjZC/3JuJY5bUjqzzRpl0y56eS/CSEOF0pzOnIIkZdj45AIwP182HL2EvKSPz+PB8pmspsKBbwd9AH+OlQ5VlLXzp42inLXtXRx5x1tZdgoddny3FPAnggi6WNS9N1HQZHu5AX6FmwXiF20MvfZcrqsZyAow6riLwl/fOCu48NJIDPenJ//NXXDn5t0aax5m3x59rgdg0JiHK5l6YfAbs6uCp05CTJfcr5I3irgTbrA8DuRCjxzU3/M0FjHzJkYxsy5P1A9Xf9BRwJkffVwfiOQem3wlWGtxBS9D/mq2sTY67vjMFaX6DG5dSucxL8BB+nov7ICRl6zkeOCDGwvbdQnVlfiVJ2J9CTveG77A3vciV5x1B15I/jc/S5vl03KcAa/ztg3wFfut6gV9u0ucrxD79JR12Xpc95szKAkKXesl15HNM1OerKor2EECY9lpNlBEiWn2U+BT/AxIXSzoAdWRBjXw30Kda9iu57gHaDpMmnLL2IJ09IgCDSrQbiCrS/DbhWrhDB6jeg7v+AU/KC8TYPVtvKc/SH7yy+seHSVBnAZdGPCJHxT156zO9mcGI4GbH8e9Q+Ji1Zx6Izv+Je3QlhhdHGBepTGezcQS4RgFR77s01UqAU5K1ajo4W6EkYGALk/qSx6z9Cls5+iVViP9GnRSWsho1y/3PsnEoE9AEUsLfFtukqC6Q++qt8d4zeGWwTx3K/Tw/LBggBvAlT3pJs4CtfA1/enpQioskwubvLYPILCP1rzQE/AAIfkGb/oJ1AgiyASuJWuA/o5ZeXDuShJwRBsH3zjHR0I4H05E1+eRBBvmrjT6o/H4xb1H3mn1cca3xEBHNlLIYwiwyuiE8Hvz7GSPmS72t7jBG5am5K+rix6vOT+VzqAykOhs6c96ngRoZ8GMcIytM/r6it2RTD0+i9tA/Yn3eZNtw9AaIsFZWEUTvTdkn6E46bqrJ+q1wdsEewZ1gvuCo+oG8/PqAHeEtxQLQPKgu9D6rOlLAyiGSw8p8fG/j09WTUxJ6CHrhnU8cdautYYuBvNvCrHBAAvivyFaj8msLPWGYgDPgD3IBf+2P9gZeVBuY8A+xY7iZFAAy89gKby/T7dCJNLD1w039KgpxAiQtZSpV3Gj80DgPuPi2zolU/kSFEeKmtbY3rjO/6u+idDIwBN3DGrf/Le117Qxx3lBwZqipD3+m8wZdrif0mfPTfdNf19Nic9Amidta1CVHCNWb41heedJVcAri4yETdXVDghEEhwiXWkcrfy57GTKMugb6u/fe2rBHQ9/lyWTmTSjJoBhpYeyU5kGr5b6UHsQJ6SykAf8B606lsg31Ab4/RE1CrUeXTFgDoz3/r+o4VoPTdYGWULfCvX4U2kWP1f+bKD9/Bz/cGbmkhL4n1j4XOngAwARygrRji6AFeBCAbKeaXpQ9vfZMPyIxTSBDXKuSSJ3mn7f1jV7tbVGPZLt+A2KqAEMD1TB9k1FhxaU5XBuI+Omxup9zSZVwRgjGIrLllWK4ghOC+BJB9s79/6rJeom1y+By6iFPXfPrchKhrjkbvHfh7iIJqaC8fVymsuIB/B34vcwAf0JsE/nf8cG6JQQG8Ewt/eqarY/SxCFmG+7QB6C3RVaZPlfpaoB/y9B6jyhusnGv3z/yJq/unx/q9Ybln7QgSmLjK4+fD+ydFdvADHesL/PIF/PoE/NylABmIU14cYjgtUlb/A1rWPwRI2b4v3W1VC+CATR+AbSRY+4sTEjQRtKdU/wgRjJmxAuqWAjgDEGs+V4B+el4aMXinKwNXsgnhKk6albOan5+rWd9lIYQ+hBQ7GU4MXROi5MhVqfsjo1rPR++gNvGcF2bnVocjvQ8kUDjKHYcCff8PKGA20AG9iSZ9/+HFn9Nxrsje8b1xdc91QiQdswQu/7XkCPSRDfQ5lTBYL8UylSAOXQav3xJqQy/TA3yTipwFlh9UWeD/AfBZDYANuADfr78Boom1ilkp9M8EAzorH0CywtIBP6tIgGw85rnByp3aCSBeGXUgVVwncYCFtKckoE+97kdv7zkAEAmsBlXNW8YMeLNKmrcaFz54H19WnjYQdc1K/5Tx7c3ulA0ZRg5vfkfXvFDMC8lsgL8VV5e0ISwxdiHDvpmOh1E6dmw05krXOqYvsVrAX0s9Nwnqvo/rS/ZVYTfm90aKKdCVAxDryXXYQR/gB+ix7qeA17FR24HeEsw18AYM6PnofaZMb7/csSyPGKyAnr7KZ1AAnM+YYziTaRIMTu9NtNcEAvzu45oUICEAA3RxhwIyb2EbpJXXZLJoKQt8CCM94I8ecdkHlK4/DDE8IwNwI4D7nAAhQQgg704e8erX9pDTqhISkG5nSUiAoNU38qMai/djRGLFjWU1wXFxxt/Rs9XTvOy/uNe/3A3sKb+RYZ2sSZ93BjfHx2fQrDAM0Trw0L92h8crgB1zfQ4z1Y5LgK24xmVJvlzIirFLVoKQINc7H41OpQ36HFkG9HxA4NbYSMDOAuQUyKCVjrCuO6BiDasrtjbo6xrQ9u/0cJ3yqQTAG9DNQqx/o09PiYHuiRur//IMupOn/mdrlvJT4Jswk8AyFjB+0v5ygTrAB14AAq5K738qwWop42o5d7+7PgBMuD50AaNy8sSFKl0/jFUHaADlAqlLWXmtGtGjDq7ZEKjzlI4fAIu+XEWCtEUZ6Qhq9VCW1Pi8a87aepcYZ+M7YxdXxrk+a843z/zl91h7ZThDhnXqJt68wU2VQyZuTFwYhOj3PAgRUuweQ3CVvZw6p+71skubEjyXNLhHduDvzy1T7HaIYpWw9DvwARsgdxHXTN0aV4rPMbX3CXUN6NsSlLA2Ddwd9Ab1BPSte3QhkCWannxJ6iTHZskAq+fw/uJQ1gug/kYmwLdSDRj6D0BYcSADfPkACHAANFaXlTJJrsBvklhWYAZaYIu7w/rTl2d5AtJq3wdcGITwDNjcK+SgIwQA5hAA4aKDpI6dBPKfkoAe+sTpj2ftrza8r9/aUvJmg5/lLiJkzCseUDNPrwwxnuwJnWCMB5D905PmrA1W6dnJEIIBco40S1d/blNihc6m96X9sCRE8BwyMMDb6nDkLpFp2qWQ9F0m6XagbBQejj1rIIB/lwHVpcpHxQoVh2UsB9BbXrG9v+0PaPMSxMAQg3+O7dFXZfh53BqAJ7H2QN/kHblhMgw+0Af43DIDW/n5xdyBXwcI4AJ++QAGGAP8HfzACPwmJS4OF2UHrpUEoaQpm40wi98APZDtV4HWszLAiQR0RA+dWUmyCoSY0gAYifVpJ0HazeJrgzL00Is8CKcP1fd3S0e7RnX/bcALEQLWurehbNey5DDeB2Jc+mWFmavePAOouVz6ajUgiODZ3MiDCDbd9EVqHg/7ysO89mFKXOwIMjCWRy/Pqq356rN0XEmEK4OCJToQyfl+C+U74E8rAcCSfjVe1wPob78JDGBfAfqsHLvsoB+Vzdoq025O3WdTRfroruLWMqZdJQ38WY7XiYWBN3BVZrkAfM+86QWgWGygDPBJLFDAD3DKApgy8gCXZ0CrOj6QLwSID78TQDogAquypwSgK/d9glKWMEQNYaQhm3bpr34gAXKcI4F7upCkiVDt0q9qr9WAS2Q1+BYrG+D2alBjOiBlqfvoc+YVEXq1nSlYYXCy/tMPPeaFTnMRUY+0nv/BWF1j8GAs75PU/TzsEKSIx0AYUZhCBKQqHesziHPtOxtkVmgXcXdSkkaWsBS3X2ocLIXlk/Q/TltMBfRdDqtJb3RGbVv70Rngt54Sy+TyR4Vp440e5BrUWP0A34RWORPt3/70z6DzM4E34EcEwAHQytM/gtvWt4CHOKx/3lO4D/gBKkADSKsCcqhfHB3Z8AJd6f4Jncp6DgHcnxIgOtWRFSjE0lZlpFV/fh2Q9Vt/gH1WiHa/6FGfcu4RkN6QqNJ+tXQ4Aeo/Ha1rvxzkigIoGYA6sYOFHFjkJdWVRJi5ORjTK8jg2vcVt63+p3iAs3ajSw5HooW1uq6/WQ8JgjNE4MbvOI6uVnouTEUrw7nMFdcb47quparuD294yzK4eq40YO1/j1mVH1yq2+K5WTpquy56dXB0GlygRyjL8NGyW+V16qlZqvtDL6AnLKIJrDLA7zSp/ylGuxInx59cjLgO8gAx4MbyA16O65AB6ABKuQCMDBjfp186HcmbDSxQ0pE4dcrHqnO7XFOOTgD1DLTaE1cImLVZfu2ter9P704CZRFOG+lD8pAAScX1SjAuEbei9AA/fd6qf4uVBUwkGNCaOyQIEbLKm6MriSBugBiPot3ruL0hWsW3+7WtCm0cT3V6LgkO1yc2cdNPSTD5GOo+Ei2dd78yCJVZAYX7TV3JYmAJ8DfgSwDVxiZ/hXPqSjXoK/8RyUrE3dhWEIJAznSPgC9/660B7MkZd2fk2+KmfC/vY9XeZ3nlCfDds85ASAAp4Acmk48ABbj+ww9LbXx7gJGP0AFM/HEAjV5pSCI/oAEsAtAJjDsB5HHPcnumjw5g9axdSNjtKYIFyMq4Vv/8rcJ3rXbGQB9DAgQICbQbgZTRF0TIaqI+JKjxdSKHAP1HMHV9k3UNEbI3MA8lQNgGq6754SruL5wsC55QcesbsyFE8NH7BrpTD3G/rQpHe8I9qKtkGeYS7WupuH4fgAhDhv5h30pbxvcoVEKvAiO70gX8ijv63feKV5F8XJejTqbR4qeKDvJOmQZ+XY9IJH2yrtC6ajBYiNK5W/1+RW8JrLLcJS/A+o/lS95hveUL+IEoAAJMYAj4AZ+feQp+YAES4AUmeT33ClLlEQBIk07fGQL8UFuAEEBDAM9AKo+yIUBIQJf6ERORY82BN+1PX6186etOghBL31Ne+5BWvDbGJTIGpcsYIoJTIy7Sy8Y3Lkz8dvNirkp6w1xXc9Crf8lZIggV33iAjeBjsNLuUlYHdbmerApNBmWiJ0F9I33UWZJ3BFYn7VkyRY5DJSw2ldjQ9tu2uuqQY0b3yMAFatBP0Q71fPQJxUSvIH+V05jDNx8HIlk+bXTEXxqwGZh+Nd/W4bbV7yM2E1PlXnC6VFdW6/uuACMd6GP1AcBEAx9gAC6AWSlYUOCv8v13AMAAUNyggN+RZMAEQK7Sxz1BmD4FopPFBULWfgjwg+rHG/Ikjq6sKJ7VE90hgGc6uUHAaU+gP9KV4Qrph34bA6AJCQCd7qq7/ys8Xeozdt2O0qH9+oVQJy6RU7t8aMiVfNP4BJxkrPMT5snclQBXDGWf/9f17LwmVNolnOxkyN6BqLuJMKuCuifvlURTd0mTgVR72qhPluMwGZotde2z2rrPUqIgJVd25lyo/FlN1iYm4nn0XhoEncog6Hw2uQQJxFVZ5GH1vUjrpbvkWyZQng38/cciwB/gVb73AJXE8lfcEfjFAwmwIA8AKQsw4lnmKvMO66+OrAjyIQxAEWSrfN+v/jQBgDbtUKbLbQSgV5y8nuNiISnA0h0Ap1zp7zP+kpdPSUAHAiK6+50E6slex/g0EUqfcZgxMbZ02yNYDV5ldEIE1+rXekFZc5m387vhzDzfE3YGA1yl9fcnuwwR1qow+dsAj4oVxKm/pFeHiT4O03BAdQ3gFbinhgtVJsBvxpVYOVrUIa3kdAm7tBRuVr+Bb3JtdCpvvwwrYZ36n1qw+lV2/fUTEPQqUYAN6LIhDvhN8kx0v90uUDT4xQEzkNAHlAEsMkmrOt+K9QfKBnLFuwIZ8KuX/w/E+gKQcYHULy/wIckpAegIAeIGIaX8+qfOgHbI2H8Nxm9Xl/4jgT6ckkAfjGfarR9cP23Q5naJivTGYsYZAQj3yAuyF80DIC7LfLDKywOoPHDE6Jlz13gO92xE6S1Z+4YGf8TzQY6OQCOjZoUr65dQ0oBXkEzSPYUpG1cqK0oTq+7PVq7ROqAjBhPQY/VNlAkVXzr65Uzp8V17lui3WcfJn3cAfXpjcgFkrPAHrB3gua/yLwBL3b9iolNPPT8XENIDcEBD3AcwXA5+uXqBVRkEcE/iWyOA/Pp0SgCAQ6BTAiAtHeqiEwnUrb3qBU79lEf/1KOOarvxeBc4QwL5QoI5GOg/DaUvYyY9JMhqiQj015y8wSAY8yrL4PT/W66r1fd5IDQ3TYIDIPe/AYClnOn3RtSz+J74ewz0wsoA/TYhbsuRaxSZ4g8nTKdj/bOKnCWT+N3qW1brfr1BdM/CONqqvKy+l2pZlt9jEU20vCaSuD8D/v5H0CbefenqH1Kq+5f7pKOAoK6KvyGfskAGnMrEagLN6NCOd9WDJAALpNKUA2afPFg1igA/oZP+EMBqFALQsbtDCEBCJHUDp7jsVbIhJnRsrlBvYJGk371UnTsJhvxtAEKC9EG6Plpp7DnoQ4S0McaihCuknnw89xLChQhDgqMXm0Lli1GEi/vyLE5D1XNKhojnllMyVL33ZdjvOqhA5+Z6JfCnQW31gTxW/xT4NWCsvuNNS2//PGLJW05o5DN5Jpl4zuQBP2BVmbZsA1zEef4c+J0d90azwAzE2gF4y1Upva7AXGVfc1VWXsBRTxOnSGMDGwJUW38a9wwBpCFl9AIXkGuzurVTvWmHPNkHAP60vd21BnblAVT9nXbkJyRfAcZY+awYMw79Uy87CfQXodSrvcQ93dosn5WydKvfXPRHjMhW1/5mqEmHAAcStFtSsoBeZRsTJQ8UiHSpB9gjU/eRJG2KfT6hGhLWHn1vHiDOc59AlTge9VKMtWkfFEhDlg38/TMoQApMG/jfDfhrkIDi+SbVHx++RVLfiP3JC7G8dNOlHH2ARwY82tNHrPLJD5xA6h4wuQ/2AFyOWgF+bH8hPwKQnQDyq9d9VhjkAuaQa+rtzzICQnn0HWiV02dAHYLGZ39xJwGhU32V5tDgfffKa6N89OmHcbPiSENOuhHCOMeAVDu4QrdJcDBUN+cl6HJLZr4fiityN2SYrA8/aFzAn01u3R++EylQm6wawHxTFJfHksuqtdU/AX/7sUABoCaJxZqlvn+qHTDrHhj6yLX0vGQC23VSf9WpPuAy8XGh4tKYdOBwHXC94qrd8gKosoAEPAAN/FydIcAPtPscAegESOURTVl1elZHCBVSEMQEsGrH+umWA+kO+wFEMlbTZ1b6eYZGW68gwfoRAYA3JsY1JOByWQ3oNb6u6jV/QwRzlE/SD98LHY5Cn/YCylyTh0mCBPWREyL0O4zPJXQDCnCx+gSgTdC8rSO7y9PLLKvfG1WgPUzk4Ui0noHL5AHQWH2T2v+/YMBv40Yn3S+aNHUG/BX3dMBGtzZ5VtZk05PVAClNtDj5AEndpePdgBkhEABYgJ8AyzkChDTqCwHEIQDw9SoA3HUVr271Wb2qLd+UZ8bie/TTwQDIExIoY9W7AwlsnFs/I9IHCsan8sojDgnEe7YaEHWYE7qrLp+vmC+CEP0dWMmzQ4LlglTcZ+uDnwnqrPoXESb64YVpQFt9gws8ANibpoqvAesjs7EcWVqBv1/HI8wOfld6gB84gA34B/D9M94b+B2bOortP6imq9twAP/X2+8foGlXVg2AN8ldR4F7LNyLwKotVh7pnvfVA2kQAEgK/D8EdP2mv6S/5zklAEKFAHSGAMA35ZoY2qA+YAcsbR8S9OYfUeOz01nt7dWz5DWrhr4bvyFBH+Gqq9L7CNW9OgG756r6uJOA8VC38eg9S40bYvRYHuaOG+TYtElQwpDlpVh/8UkGFg81VBuy/3h4BFRZdXhZ/QZxyawA/O68ruaaWE77r8SIpdTpwuRdf3nk3uQYeBMAOKTKmuj+FYoBv5/w6D+UKbGXeG4RsNpTaV81qQAHCPRydQAM2DK5gNSW8jDBvbKEjIARAgCKuLaQRQBEKAL8CJF2AhBkRQDlEEC9nrWFzhBAXfQ26Ko96qo2vAbojEfd35RvXMI+BJAPCYDUWFQeJHjHeFb6U/q/k4Du0YsITT5tQHzt1ldt0H7jlSPWJkb1UT3aI++sBuYREXyQmH2B8b/yjf9jGcbnun3CU9JgLvDNR0k5Fsv35vkg6zVW3wTv4Cd0mID45IAPOFXGJPcfUdQVEQJ++vn+N7UjxNM+gDbRJhaA6GZhAQCIAEs73I/e5wAlrphyJr7ie3MaoLK+fdRZwC8C9M8X6ov8wE+uIoC66AwB1IsU9IYYVV/vQZSpPnIp+tfsBtTtx8cVUqbyA6Lx8TtK39R/fQ0JjOsJCd5Tj3boq/mSXz59oB/QQ2rzQNQVl6h0+DZo/5y9STBz0n+yWvLQXaHPPOjUAH+d8Bi8AL/i+yVJyfr74Pmstv3Heu4zZWWVA8wGfl0NuDRWMeAHsnFNnh+Q9vk0vSUG2YDfXGSqNkw7b7R13cAfa9mTX+AAfsDwPHpeUSakBBAgBRzADUCcAHFzAN8KIL0JUATJeXz2KnRzneiTX79Sp3JNgKqHXvFWomln/6MPYNY2cXQAtKs0dViNkKPy92HCjNVN5TYStEu5kYAB6ZUtRkD+nssaK20Znc/MnL5hvLTdNS7RECE/k3ggQRmdGct8HnH+s4RHMdRAHJ3rGzBi8ivOSUAvfdVpBPB22LLIQgC/63qrGPA3Acraij8F/7g5JvY5S3Nd84aSO2V16e9R6NMeOtRd8U8GWNFvua/4/tWCTKK2u5eXHuBh4bQNWJSvMu0yyUfXAQgHAlSav7j6ERDtBOA2nCOAe4SmmzUNAUJU7aSfvir7sqv2TF9f1GZABmjx8qoHOdO/EmW5mX1EeUoCwB6SMCTvaEOPefn+5nDm0jdNTQJzIr7HqsajV7DSlTJzWtXubYkVYV8JkCCfxTy6blE1PlZ//bEDCfClyTN5TZbvQhxxWpr9+sB6k6jcDn739Eo34cAPJMBSZZHmmQF//8hT6WrLX88Gty1UwD/taL+froAfWMaqvp3J03ZX9dBZab23oEsZIJVe8U0AgAAM7eP+AHWl9R+gK6f+EEDaEKDfTotX1n0IoH0hAGADl3oTz6qqHwiNceniRr7sGZjp0y/6GAs6K/1FY9QAr/JzOnOD3pDAmChXeVl4blP/WkcAXfnbwCkTwpgbukIO5A1RrR6zL8gn0+tvSIzrxOfN8KPlEmlw3B2DYgB6EGqyPZfs34Tkb3xPfcN+MbWD3yASzyyIQWzrMuCvMiy9QexjzZK8kucOWF0M6tNp0wZ+behVBCBMIss1BGrr35NX9Yl3P8QArtcTr23KSwMmk+0ZULkcCMASVpn+U0P6QwD+PgLMvmURAPC0Szxd7gFIHcqLIwAX8ld/XpLPONW9w4T+21m6gFlb5UcAq04D+9jdBMY2XCEBUOvfkMAc9d5BP+lCgsx5DJX8IYF+ijdfxk8frD7mWHrpyklf/11J1c+42BN8Lsej9x2q03F3+hueJQN86ZN1Wf3utAkoqThLYr8lVG4Hf18r7gj8Bag+iTmAnevEapjA3jTTpa6674+uMhnTpnyzfgOgTGTAT3/l79/CMWHxX4GtLe0B/L25RqYQgI6K7x+MjfUXlw0wUlR6/62BOpQ9RwDtDwEARbz+0hUCKB8CAKb0Kqv+3veIM46li7zkOdZcvfqFBNoEwFWO4cm+gAtjLpdVb6l7c1LpiHY4lSvSqA/YkYDIo++E7llV+rhbH7Q1JAhJhgjG1eFEXk46pv5i7weqgX2GOgPWS+EmR66O4L46B6iHt7oH68Ni35yBOjoeref1GQTwG7SAn9XrpfswYHT2/wGo+/Znp77+6vAc+MWzjjv4gaPigeE1IGFNWSppniueBUTc9Zs0ISmiSDe5CBCrhwD8f+QBfoA28QAB6AXM74UA9jDV5iYAcKvDChciag/A6auxkEfb9IF+8emTvtbzV8aqclX6Gyn5AZPxiCukPdM3JPDOpcfPuIcEyOM+hKk8+Umb/o0eOio/HHzFuGT+hhCw8UTi9YMoR5+5nVPAuG5eUn6xSVANW2/SpoP56o70G77J2kFHdGg6B/S9+Sm5/SOsG/gByIDRB4QBP6s1Sz4Xx3LZlr+uvXGu+4C//xBjdB++F6860pZKex5Q1BPwV3yfV5ucJlpNjrKeAbvSTE5v1LUpE2oiAU+8fEBl4ulg/YsQvxECALkJPyUAoEvrFWQIQD+g6jMrDvwhgLbJo/3SZnXq30bSHn3S34rjTvQvcQTI+iSPOrmRyk+/kJiYm18xVj12BeSUVd8QhqEw5kjT/Q8Jqj7YOPwsTY1PSDBY6dMjYx9C7yQoXYsIdfWyLO7QF2NTPJ07/ZaiJXHyTPbOP53SmfzhisEGJvFHL8YCSM8s9yn410QfLHHA35ZL3FTbIJ/29X5EHeoqMUHP0mniA36TV/G9FwFiAFG/dBZ4AP5k3DU6TWwAWGntFmlnpfXyb6VCAG5Opb9TG+A+qaJ3I0C/LwgBKt+bVhCAMwbIjgTq0CZ1TFtuZvWiC5gqjuvHKPQJkDbqr7yIQQe9Pb41LtqaFWb6byytBAwJY9A/QjDG4+jjxG284jr17zyJH2tuXvs0yBgNCcyFVaJPj9InEhJUuT4BUndde+9W1/v6w5kHGqryOwJfmjyTvYMGV8P54PmdIMC3AuhU7/Jbxwb+DFSlfQ34DQ5AzhLf/8yhyvMZHZeZsNfGlVrgF0b3KfiR8WmuxQ7+Gfhe2gGJqFt5IBvrj3Da/nKnTZvpMXkV3wSIVRbHsnN/ALrS37MC6If2nCNAtcHXqW8Cpnh1yB8CIG0IUHmfFVe6+gdtpU07Weebxk28ualnlrVPWdqKzyogPXsp/dSvysf6H/5Z9cFgtQsir7qURbqQYPIjgJWjv/ehJ+XS12XYDnNycJmrf9K0XZ+MWZVD2i7rWjrhhyDA53MypMEB/g7+OwAf2DS+v+Ksa09K3ff3H9KVK1kvx3pwDpam/7tMwL+5H5Zbg90DUjqAn7+PEOfAr43tjnkWX/m+bpABx8DPpPaLo0pbP703E/WEq7qnLvX6uY91/i2dnpm4/i1LBBBvUp0AIYC4Kts/vkuf8vKEAFa2sf7t2mlDE6DaRidyaDPiAoqrNgMgMGoLUU47SvSp+6muukf89q3la3emAKmP2hk3i95Fgtv7M65I+/b6Wtf1waLnAXvPRUmfRNUV2Xr1Me7q2cernvtvhgc/PZbqJrNnWTgZAXyeRa8OdD60UA3c/fwF/IB/sq2ggdP4+HE2vDq0vvnYO25A9kEBfhNr8jbwszBWjx38lmqAvPQpa9rrWukN/rp+1WQZZPWpW52lw2rUAGYFAxppngFQHZVPXxpc0tP2toI1aYApf6W9gcjuEYD/P8Bk3Qs3necJ9VgZegWo6+xrvHHtX9jOCkAvcjAG6hrrn9/c6aNHwNJeebS3dPQ7D+DWzhkHK0EbIaRhyWcMnjLGTYJaedQpX0n+G4ux6TGmZ+aqP1xUNx0bCV7ZiGP1QL59ztttbB1Vz8St1YAhIfpZ5RZmSkKEFvoeSlDZNPII/Bo9WVaYxi3wl7AAOsFdWWzOQARAmQQ6e8NaAwEcQAA4VRbQDUif6NQ1pxBAcAn89KiDqE+cKzfH4GbwtYEvXrp6sgELgDIx8g1wTaz2q/f5buO0P5MvPuUBQxyrz/rz/weULPwH8tEfArDGGwGcNPWpCgJoAzAggLYMMACyCVB5nwT+seZP6d/UpU9PBlDSjEPFIfuz2hdXptKekMcKgATqNlZjidWj/1bww36g8muXskT9GwkyNyEOkq6TnCoL7GvuZx56hR5c9BG4fhLtVW/KP/SwNexKd0eoOPFcHo3VYQTIxiX+XNySBR734qS3/gH/smSHDadBtPT1pxJ1zeCe/S0XbSSVvsCvHSao6xzwq7fic6rTm8aelGlj2lDleyMmT913OTrSfnElffwYQKgLqNv/LzdnQOkb+/etQHQALfATlncI4HPv/rXjbFaBUVq7TlVvpQPGOkQQlxVAXu2ueBbY2Pc/BJ92MkDmqE9X1J9VwNirUz02xE2IIUHlV1fe0vbJXulrF05/6QmYu8zMUV37Ox/1lfTHblN2ub7bfDQJJs3498nfkMr4N47koeOhhTQq4J/oFaSXtNUfyWYl/lo3eOvY7Z+vqI7RK0/ADxwmonS0e1Niso7AP4N69Nv0e0idCcqbGIM59Qb82tpgUmdcH20BgAGtOq08nc+9sumDFaTimgDaDhCx2jbARYLfAOQq66Skf6olFvmUAHO6hQD9U/Hi5VGntNk839CPyqM9BwKUrlhhbdeOaXuvvNqSNOMhXptnLNqfp4NYZZDAdYHPeB/GvC1yxbVxqfx9nLmvAuJWmYPBsHpk72f13o3h6QvTdVDReKhn4zurdAhwCYMPJWjU3HaYhrbVL2nXZOSIqa7pjMHZxHNb6rlvS2XiSelhdXJS9A0DWtcsxVeC/zRUma8YQARQx0j/9HalmZTn1NvgP0yC9txAiGmHwSdtcavM7Yk7lKeHK/I84AGsNPpCgMr3xrwwsgK810QsHTsBuEsbAfpMPS6KOivuTcBUVl/UOe3vn6kHPiB0L8+sXFk5+7spdc6YWAWM7eGPkaqelJXPSqMtxmDAZ/Uz7tyvdrvqGmt9+CK0+rKToPIoJ785y+oRS94EIpX3tlF0HVxop6s2zVy1QRX/uYdpvIFtl6fkyOpPtlPw96bSVZw0HZy0Bj8AlZ5sntpvdJ1nvmX7taP+roK6TKJ6R7Ixpt9k9v8EnonTlvaHB/wslzbkp/3y10vpC4tFV6cDAJEOuMCf7/qrrI18/z5PyZPKAg3wkdlr+LTAdzb9ljkEqLxW2FcQYPziJi+Z+18GoNRNt/IVb8x6ZR7S7f9OSrlvINPUYRXodGURABHUF2NRAsSLePRUmUUCsvn1/U/RK585YzzMoXK9CpQsg6pO+ekZaRLIE/E82T/fMA3agb9b/dVIDZ6OBfwLfNLp6cGuCTDI9bxv7HpSR3cPYOJb+V0GOtSxtSPgt2L1KYm645KU9GQOeFiu7ltJTx6do6uJLL90baPH5McClvRPHvL/xycHbARAhH7rvRMASawSpQsJmgB0jCCa9vRHedpQ9yx4ANWrUoOv4qRrz5BYvj4AkEbXjM1yW6fN/XJLWcDVZiRwVU6+qa/3D3VdPn2PyRCQbGMQEnDVjKE51B5zcAToyhtjuLAibpK/OEGnqxML+ERcyXJ5NHyAskA3z0dLW8Df1vVgYdunpYP+uhqw5esqey+BntQdqTgTr+39v4HVb/KkaavnIcByHyovEq4TkJJexaYOK9QzdAWAhEuDAE5yZk/DtXEK5PMNv0l/9OXkrBJvjqvUv6fDMo915jrcBEignn70QUPFhwB9zk6kA17Fx/9mTXu8ZzXseag4/et+a4t2GAtp+mNVsgoYjwGyuekDgbl6bl09flXWGOyrAN3ylZhD4+iqzZfAXXHxGLrc3H+xSFCNDAEC/NVAHdDgafgCvzhpk60JsFuGEgOzLEPd08/S9HIrforec6iyvYS6n3bkKLVPGWai2tqU9DFipVuy9U970gbpnWek+1T5rCRPZ/Irvv3ZAn//NiiAjyX2uXb/MNW0pTeudW0rPwTwrqO/Zyp5boGy8taz8bE6vGJM67pWYG0bnX26VtfuT6Xl17bbqMzxbVbBuBfdD2WRbers8sYCCewnGIa93iqD+K7L+PVczzjsq8BWrlfduXablDsN8ke046p8n0uoxjSISlbHBQ0l0+gj8E+WDim/DQagx9/v48q69lIrj7xT9FOH0rWW/XYJblupbjdCmHT1lyB6SNrWf/qzW3959KP/8CPgAwCuDwLU8xuVDtB8f39I85Ky9OwEGDeJIIBvmm5uBGgjUHFI8ur45BnHvo/OaUO/+dXHIYBxXMaJeFYmV3HagwSjo43UkPd111lVVr1T99IlVLnbR8QzvjNuwU2/H6qydB2V3YP8kYn64oRqtM6sAdTI6eQC/j7ICZ5LxAO8QQCetmDSZlCBzoQ1KaboAwlTT58qVDvbkmdyTC4rV+nZgwTc2tKTsPWxnydf+7nbhLc7EQIAVOUDbATwlvd5ZdU9K0a/UR0CIAqQI8D65Qt6tSHp6qRDXMlahdU9bWB5A7hsXNvAiCfynwbltH2Ih3RNIuDfV4GKX/WSKb5ClTVGl0526CtBnl6B53p2jifvWXJ8IYLG6RTZgHGV1c9SC1QBeXzK7uikWdLFXzkwnzZoWwigreJcTXTVCShtPactTVB5xMmXMpNHX5zoLMtLABoBiOPQysO1QQDynPLyIYC8ZPIBfgjQv1hR+UIA9Tkhk3703VNC5TUfDbytnfqD1KsfrueCNP3QHnXTIc7KWOVfRoReOQ9zeUc9lWcnwRprodIz1+ZZHZ/JXH+mwSAEENPZs+AXqoM7+HX8aOmU5nlLO2uhHkTQvrTXvTYgRLsLB2vfFk5b6moVWm1JfveuJfLq8+57s3j963D9gqs2kKULaIE/v0wBIP1NDLCxuPKNu9E/Iyjf6OwvPeuqTfYm/TcQ3aAzofLlHUVWCePKzWxid6Y7BOWsPPsqYHzGlULM3h9N9iuD9pZkPNYqMMkLEyWPHgF0ZAf/dn8O/AH37jMeWZDJE/nMwC+k7WmrdpRoH2ufFaktlPgudCYk3+haVhdY+wSoCGADPJtqfn3/OkVJ7zmUQYC4HEMUFr6/pix5doC8CCCu0l8DxmnGpbDaM/VUGZJN9CcCrfL0OwVtyiow8YyBvuTt/CfOk/pLQoLlbk5yB226G11fiFANPevviyPSJ2sAIu4S+CfLClveT7RQnzaoY2+reqd97XaJn6u23rE90nfAuQeaOQLtvwmuPI4iEaC/8VGP+uUPAVjcIQpwsbI+IegP1uKOqKvikdTn396XnG1bdI/0WFcZ/WuCd6ZPCPqBdLMH0bcerxIrQv+UZF3P/0+tk6DsjJH2NF4maYWr+vKFChqp8dOZI/CfdsBzSYNoBv9K8H/eQTvTvnkOGZsMnemKIH3GIkt8//0A8BPgrjwhQL/hLVkEALKdAJUXCRYBuGWxxOpSVnrdWyGutObTluV3yztlkfyu5kB57VK3e3H0lFiF8mnDlSvkHipfxulKN/kLHzR678RVHdHZklN//xPB9HmFalfAfs+TMmPCsvXbV/csNvDz/wGo9O4rAPD2uMkbAgCZE5ZK71/ImDLPhABjibWTEel/QF7pV1rztKVkfVwmP6n7u+onHWsVOLhiXa50mNO8X7grt0rQhjvh5gsfNNqApgOnnZiBBqRHBvwJ99u+GYd2N3pcxmdv61/+PwCV7pfm7a5PIFj2HjtlAjAEmJMWx7D51LvdKumE/oozllkl+g/Wz4XR38aq8nff6hoC3fWGM20k7sXRp+5pa58uiesCdxGmbY8mAcLgcx2uuLakNSBtaUg9n837uIQxBm1pjc8ApX89wbWtelnrfONTAti9BylZBHCdUyhvxJEEyPsfSYQAlR+Y7VesFAjwzDTjbDidK9eSXukS90mh21mk7n7VlT7x9GhfSX/m7LkL3GW42/q/UEGjZ+IusdcAlMTf79OTiXv0mH4PYQjQ4Hc//vL6zzYhQI1JvvHJO4CDhS5QKQNgwF7pTleAn4+9XrANAdoCTx5/bNLf+Ig7F9Im14m6r5B2NgmqDVVng7fqN9faYi9wdFz8pQkGQ8dL1maX1PMX3u15EAHAiL4Cyk4AoK2xYNFZa3uAdX4vf4Nzs67KVx5WtX8esK6/4vz9DAHkySfjV1pedewy0fcclFX3tHF9Ti2+2sDY9Rv9uj7Wq/2loLMlu+WPy/OlAL8+FiDWiggkIQBxX2NyMytAiROg5bZM2bxAa2CVzv7Dn8rHzXkyJBm98cFZ2xfmKPKeXI/7Dd2OauOQYK0C6tfOEqTsY+Qu8GUIBqE63S6Paz03+Cf5SxGMASlQNJjHUq9/81TjEgI4//eCq0EspMzuWvRYHgjQn193ntsEyO+cGnNvY+/qjeyDCNNHrp6N+VoFhEpj8JCS3NWx6GMRDMpMRlyeL4XlPxdiqREgnzZ4rrHJHqB/7r2u66/ZGtwANVZV3Iwn337/eK3fGLt6Fi9PiX3CXb2MehBh2ttHviW97xGvTdPu7P3uepP9yIfqqEnqTk/UlzKcEsC1jzVZ8yFACb99WewBVAiQH+tlTIB/J0CfFnXeA7gQwCfavVFuZQ8haMu4QuvYV9ykdbtK2gtI/GMfto5/KS1/QgGiT0oAPy+2+ljz4Kez/D5fcAS6XERgHjC1RRVX6QDUfwuRvPKcEMBRKJ/bPsHm86GNvfq1VZtc97rda9vDbM91+IKEBsVGAICdc/1+sVXX/hPHuj9LgPjU0gfU62y98xxWiSaAuMrjyDRn8A919Z1V4MrPYK7DlywAQUmDFAGI+wKGLzBDAEehR+f2q9wZAhD3k2/9kUvyVTp/m5t0zy+hPm2o+tYnDcTzJF2HL2MAggbyToADMBcBSN1zaxZYKk8IcPrRGuu+CDD6Wf+dAPYK6njoBBCqzj75cp2o6/BlDacEyIkNEJf0pw0EWKdIBwAqiT+dE5X+Q5yS458cqbLkhCjtKtX1oRyFXofrcDbsBAB+/v981tB+egnw+7rz6M8YgX7K7keK+duEPloWt/QfrxQhCpJdE+A6fD6hgLiOBgG/rX8Rof+E8PZGFfi9tDr6RbuUnfIhQM75FwGklfRKsREgZ+/qkPfaFbkODz8A3k6AHFdWvM2hN6M2qv3ZAqBOsRUG3Ee+dN33UWfiXCvPEQGEikeUvIW/JsB1ePhhwHnYzJblHwL4rMG7kSZAAZT1txIs8CYoP7crnIsbkvXR40TJhyT94mmirsN1eLgBWHcCtAwBWOe67n8+eN9AVceQYB2jqpvOT6P3ixyqX9enTI9CMEmLAIfTmn5DyjUp6X8MWM/cogXeew1TR7tLE9VBPJnHRzpMXxaZ6/6aAI9CGGDuBMiG1mfivtlxEuTI8r4JkPAoA2IAfccxeJT796UNiwAH8O9n+k2AuvbfzXbmxzgAbwB8Dsh7+nV4jMIJAdYHYgX6fluLBO4782Mcqq+faOHPBeOVMbsOj2DYCHD0iTDQl/R3PV8GAuzhkwBtzJLH1XMnXIdHL+SIckgQ96c3dCW+B1qfNTwOYfq2wNuRWxC3A/xcOE27U97r8AUOJm4jwP4bPEDSL8OKAI5DHxsLB9wh+rmQMbgOX4JgskOA3f1xLbEJvn5Tex0e3xBrOCRYVnEIkG96FjGuw3V4rELAf4YAfGB7gLv+VAFJdh0J4kseGxfqOjxG4ZQAwCoeYEuA/54IQOZxhavir8N1eCghAAwIXQP2yKnlrridAIsY1+E6fK7hHBDFnXM9EpKesnfKL21E/pZJug7X4fMJAWXuO3IL4u5EAOFcOaHiF8jlKfnS/0TMdXiMQsB9VZB+Dfjr8MiHq0Bc8Y/lt/bX4Tp0iIW/tuLX4Tpch+twHa7DdbgO1+FLG37pl/5/WtjOeSARqjUAAAAASUVORK5CYII=","data:image/png;base64,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","","",""],"frame_max":40,"frames":[[[10,0,0,200,160,0,0]],[[10,0,0,150,180,0,0]],[[10,0,0,100,200,0,0]],[[10,0,0,50,221,0,0]],[[11,0,8,100,255,0,0]],[[11,0,8,116,223,0,0]],[[11,0,8,133,191,0,0]],[[11,0,8,150,160,0,0]],[],[],[[0,8,8,100,255,0,0],[3,8,8,60,150,0,0]],[[1,8,8,100,255,0,0],[3,8,8,80,255,0,0]],[[3,8,8,100,255,0,0],[2,8,8,100,255,0,0]],[[3,8,0,110,150,0,0],[0,-24,8,80,150,0,0],[3,-24,8,70,150,0,0]],[[3,8,8,120,100,0,0],[1,-24,8,90,200,0,0],[3,-24,8,90,200,0,0]],[[3,-24,8,100,255,0,0],[2,-24,8,100,255,0,0]],[[0,-24,8,100,255,0,0],[3,-24,8,110,150,0,0],[0,16,24,70,150,0,0],[3,16,24,80,150,0,0]],[[3,-24,8,120,100,0,0],[3,16,24,90,200,0,0],[1,16,24,90,200,0,0]],[[3,16,24,100,255,0,0],[2,16,24,100,255,0,0]],[[3,16,24,110,255,0,0],[1,16,24,100,200,0,0]],[[3,16,16,120,200,0,0],[0,16,24,100,150,0,0],[0,8,24,80,150,0,0],[3,8,24,70,150,0,0]],[[3,16,24,130,150,0,0],[1,8,24,90,255,0,0],[3,8,24,90,200,0,0]],[[2,8,24,100,200,0,0],[3,8,24,100,255,0,0]],[[1,8,24,100,150,0,0],[3,8,24,110,110,0,0]],[[3,8,24,120,150,0,0]],[[0,8,8,100,255,0,0],[3,8,8,60,150,0,0]],[[1,8,8,100,255,0,0],[3,8,8,80,255,0,0]],[[3,8,8,100,255,0,0],[2,8,8,100,255,0,0]],[[3,8,0,110,150,0,0],[0,-24,8,80,150,0,0],[3,-24,8,70,150,0,0]],[[3,8,8,120,100,0,0],[1,-24,8,90,200,0,0],[3,-24,8,90,200,0,0]],[[3,-24,8,100,255,0,0],[2,-24,8,100,255,0,0]],[[0,-24,8,100,255,0,0],[3,-24,8,110,150,0,0],[0,16,24,70,150,0,0],[3,16,24,80,150,0,0]],[[3,-24,8,120,100,0,0],[3,16,24,90,200,0,0],[1,16,24,90,200,0,0]],[[3,16,24,100,255,0,0],[2,16,24,100,255,0,0]],[[3,16,24,110,255,0,0],[1,16,24,100,200,0,0]],[[3,16,16,120,200,0,0],[0,16,24,100,150,0,0],[0,8,24,80,150,0,0],[3,8,24,70,150,0,0]],[[3,16,24,130,150,0,0],[1,8,24,90,255,0,0],[3,8,24,90,200,0,0]],[[2,8,24,100,200,0,0],[3,8,24,100,255,0,0]],[[1,8,24,100,150,0,0],[3,8,24,110,110,0,0]],[[3,8,24,120,150,0,0]]],"pitch":{"1":100,"7":100,"22":100}}
\ No newline at end of file
diff --git a/project/floors/MT0.js b/project/floors/MT0.js
index a1c2293..2467c24 100644
--- a/project/floors/MT0.js
+++ b/project/floors/MT0.js
@@ -35,9 +35,22 @@ main.floors.MT0=
 ],
     "firstArrive": [
         {
-            "type": "setValue",
-            "name": "flag:uid",
-            "value": "core.getCookie('id')"
+            "type": "if",
+            "condition": "core.isReplaying()",
+            "true": [
+                {
+                    "type": "setValue",
+                    "name": "flag:uid",
+                    "value": "flag:__seed__"
+                }
+            ],
+            "false": [
+                {
+                    "type": "setValue",
+                    "name": "flag:uid",
+                    "value": "core.getCookie('id')"
+                }
+            ]
         },
         {
             "type": "setValue",
diff --git a/project/floors/MT33.js b/project/floors/MT33.js
index 2115e81..36bfe5d 100644
--- a/project/floors/MT33.js
+++ b/project/floors/MT33.js
@@ -36,7 +36,7 @@ main.floors.MT33=
                     "operator": "*=",
                     "value": "10"
                 },
-                "生命翻十倍，功防血翻5倍。"
+                "生命翻十倍，功防翻5倍。"
             ],
             "false": [
                 {
diff --git a/project/floors/MT44.js b/project/floors/MT44.js
index 48ed7d6..f4eaa9d 100644
--- a/project/floors/MT44.js
+++ b/project/floors/MT44.js
@@ -56,7 +56,7 @@ main.floors.MT44=
                     "四年级的时候，我开始学习编程，并且参加了信息竞赛。",
                     "我第一次参加比赛，我就拿下了市一等奖。",
                     "按理说我应该高兴，因为自己拿了奖，但事实上，我并没有和其他获得一等奖的同学一样高兴，因为我这个电脑编程老师不想教我了。",
-                    "我一向与同学的关系不好，还经常动他们关系，他们粉非常反感我。我们老师管不了我，他说什么我也不听，总是按照自己的那一套来，不管学习也好纪律也好，我都与他唱反调。",
+                    "我一向与同学的关系不好，而我还有意无意做一些事情，让他们更加反感我。我们老师管不了我，他说什么我也不听，总是按照自己的那一套来，不管学习也好纪律也好，我都与他唱反调。",
                     "后来，我父母找老师说情，依旧没有缓解矛盾，就这样我与我人生中第一个编程老师不愉快的分别了。",
                     "但我并没有放弃我的梦想！因为我喜欢电脑喜欢编程。我父母经过考虑，最终决定花费重金为我请来了一个家教对我进行一对一辅导。",
                     "就这样，我五年级开始了一对一辅导，来参加后面的信息竞赛。而这个老师，也对我后面的人生产生了深远影响。",
diff --git a/project/floors/MT6.js b/project/floors/MT6.js
index c1bb624..a1da63d 100644
--- a/project/floors/MT6.js
+++ b/project/floors/MT6.js
@@ -27,7 +27,7 @@ main.floors.MT6=
         "6,2": [
             {
                 "type": "if",
-                "condition": "(status:hard===3)",
+                "condition": "(flag:hard===3)",
                 "true": [
                     {
                         "type": "changeFloor",
diff --git a/project/floors/ND1.js b/project/floors/ND1.js
index 23488dc..5a510fb 100644
--- a/project/floors/ND1.js
+++ b/project/floors/ND1.js
@@ -46,7 +46,7 @@ main.floors.ND1=
                             1
                         ],
                         "action": [
-                            "休闲模式带有剧情且难度不算太大，\n讲述了主角从出生到大学毕业的时光，\n跟随主角去探寻人生中的酸甜苦辣。\n拥有百分之五减伤并且让oi篇debuff减弱。适合广大休闲玩家游玩。\n最终计分方式为钥匙计分。",
+                            "休闲模式带有剧情且难度不算太大，\n讲述了主角从出生到大学毕业的时光，\n跟随主角去探寻人生中的酸甜苦辣。\n拥有百分之五减伤，先算减伤后算魔防，魔防效果不受减伤影响。并且让oi篇debuff减弱。适合广大休闲玩家游玩。\n最终计分方式为钥匙计分。",
                             {
                                 "type": "confirm",
                                 "text": "确认要选择休闲模式吗?",
@@ -78,7 +78,7 @@ main.floors.ND1=
                             1
                         ],
                         "action": [
-                            "普通模式难度适中，剧情不变。\n讲述了主角从出生到大学毕业的时光，跟随主角去探寻人生中的酸甜苦辣。\n最终计分方式为钥匙计分。",
+                            "普通模式难度略高，如果怕卡关建议直接玩休闲模式。\n此模式剧情保留不变，讲述了主角从出生到大学毕业的时光，跟随主角去探寻人生中的酸甜苦辣。\n后面会拿到破墙镐并算入计分，可以破怪物，门，大部分墙。\n最终计分方式为钥匙计分。",
                             {
                                 "type": "confirm",
                                 "text": "确认要选择普通模式吗?",
@@ -110,7 +110,7 @@ main.floors.ND1=
                             1
                         ],
                         "action": [
-                            "挑战模式去掉全部剧情，提升转换效率。\n难度更高，没有破墙镐存在。\n适合喜欢冲榜的玩家优化路线，刷max。\n本塔要知道前因后果需要打前面两个难度，之后再来体验挑战模式效果更佳。\n计分方式为钥匙计分。",
+                            "挑战模式去掉全部剧情，提升转换效率。\n难度更高，没有破墙镐存在，适合红海转换塔玩家和想跳过剧情的玩家。\n适合喜欢冲榜的玩家优化路线，刷max。\n本塔要知道前因后果需要打前面两个难度，之后再来体验挑战模式效果更佳。\n计分方式为钥匙计分。",
                             {
                                 "type": "confirm",
                                 "text": "确认要选择挑战模式吗?",
diff --git a/project/functions.js b/project/functions.js
index 3b0e173..207f063 100644
--- a/project/functions.js
+++ b/project/functions.js
@@ -1591,23 +1591,24 @@ var functions_d6ad677b_427a_4623_b50f_a445a3b0ef8a =
 			return false;
 		},
         "parallelDo": function (timestamp) {
-			// 并行事件处理，可以在这里写任何需要并行处理的脚本或事件
-			// 该函数将被系统反复执行，每次执行间隔视浏览器或设备性能而定，一般约为16.6ms一次
-			// 参数timestamp为“从游戏资源加载完毕到当前函数执行时”的时间差，以毫秒为单位
+	// 并行事件处理，可以在这里写任何需要并行处理的脚本或事件
+	// 该函数将被系统反复执行，每次执行间隔视浏览器或设备性能而定，一般约为16.6ms一次
+	// 参数timestamp为“从游戏资源加载完毕到当前函数执行时”的时间差，以毫秒为单位
 
-			// 检查当前是否处于游戏开始状态
-			if (!core.isPlaying()) return;
+	// 检查当前是否处于游戏开始状态
+	if (!core.isPlaying()) return;
 
-			// 执行当前楼层的并行事件处理
-			if (core.status.floorId) {
-				try {
-					eval(core.floors[core.status.floorId].parallelDo);
-				} catch (e) {
-					console.error(e);
-				}
-			}
-			if (core.getFlag("dynHPneed")) core.updateStatusBar()
+	// 执行当前楼层的并行事件处理
+	if (core.status.floorId) {
+		try {
+			eval(core.floors[core.status.floorId].parallelDo);
+		} catch (e) {
+			console.error(e);
 		}
+	}
+	if (core.getFlag("dynHPneed")) core.updateStatusBar()
+	if (!core.isReplaying() && parseInt(flags.uid)) flags.__seed__ = flags.__rand__ = parseInt(flags.uid)
+}
     },
     "ui": {
         "getToolboxItems": function (cls) {
diff --git a/project/items.js b/project/items.js
index 764078e..b056fcb 100644
--- a/project/items.js
+++ b/project/items.js
@@ -428,7 +428,8 @@ var items_296f5d02_12fd_4166_a7c1_b5e830c9ee3a =
 	"I336": {
 		"cls": "constants",
 		"name": "减分优势",
-		"canUseItemEffect": "true"
+		"canUseItemEffect": "true",
+		"text": "因为签约北大，我只需要过一本线即可考入。此优势会让怪物在战斗前承受自己一次真实伤害。"
 	},
 	"I337": {
 		"cls": "items",
diff --git a/project/plugins.js b/project/plugins.js
index a668e23..654b907 100644
--- a/project/plugins.js
+++ b/project/plugins.js
@@ -1656,269 +1656,41 @@ var plugins_bb40132b_638b_4a9f_b028_d3fe47acc8d1 =
 		window.Sprite = Sprite;
 	},
     "hotReload": function () {
-		/* ---------- 功能说明 ---------- *
+	core.events._gameOver_doUpload = function (username, ending, norank) {
+		var hp = core.status.hero.hp;
+		if (username == null) hp = 1;
+		core.ui.closePanel();
+		// upload
+		var formData = new FormData();
+		formData.append('type', 'score');
+		formData.append('name', core.firstData.name);
+		formData.append('version', core.firstData.version);
+		formData.append('platform', core.platform.string);
+		formData.append('hard', core.encodeBase64(core.status.hard));
+		formData.append('username', core.encodeBase64(username || ""));
+		formData.append('ending', core.encodeBase64(ending));
+		formData.append('lv', core.status.hero.lv);
+		formData.append('hp', Math.min(hp, Math.pow(2, 63)));
+		formData.append('atk', core.status.hero.atk);
+		formData.append('def', core.status.hero.def);
+		formData.append('mdef', core.status.hero.mdef);
+		formData.append('money', core.status.hero.money);
+		formData.append('experience', core.status.hero.exp);
+		formData.append('steps', core.status.hero.steps);
+		formData.append('norank', norank ? 1 : 0);
+		formData.append('seed', parseInt(core.getFlag('uid')) || 1);
+		formData.append('totalTime', Math.floor(core.status.hero.statistics.totalTime / 1000));
+		formData.append('route', core.encodeRoute(core.status.route));
+		formData.append('base64', 1);
 
-		1. 当 libs/ main.js index.html 中的任意一个文件被更改后，会自动刷新塔的页面
-		2. 修改楼层文件后自动在塔的页面上显示出来，不需要刷新
-		3. 修改脚本编辑或插件编写后也能自动更新更改的插件或脚本，但不保证不会出问题（一般都不会有问题的
-		4. 修改图块属性、怪物属性等后会自动更新
-		5. 当全塔属性被修改时，会自动刷新塔的页面
-		6. 样板的 styles.css 被修改后也可以直接显示，不需要刷新
-		7. 其余内容修改后不会自动更新也不会刷新
+		if (main.isCompetition)
+			core.http("POST", "/games/competition/upload.php", formData);
+		else
+			core.http("POST", "/games/upload.php", formData);
 
-		/* ---------- 使用方式 ---------- *
-
-		1. 前往 https://nodejs.org/en/ 下载node.js的LTS版本（点左边那个绿色按钮）并安装
-		2. 将该插件复制到插件编写中
-		3. 在造塔群的群文件-魔塔样板·改中找到server.js，下载并放到塔的根目录（与启动服务同一级）
-		4. 在该目录下按下shift+鼠标右键（win11只按右键即可），选择在终端打开或在powershell打开
-		5. 运行node server.js即可
-
-		*/
-
-		if (main.mode !== 'play' || main.replayChecking) return;
-
-		/**
-		 * 发送请求
-		 * @param {string} url
-		 * @param {string} type
-		 * @param {string} data
-		 * @returns {Promise<string>}
-		 */
-		async function post(url, type, data) {
-			const xhr = new XMLHttpRequest();
-			xhr.open(type, url);
-			xhr.send(data);
-			const res = await new Promise(res => {
-				xhr.onload = e => {
-					if (xhr.status !== 200) {
-						console.error(`hot reload: http ${xhr.status}`);
-						res('@error');
-					} else res('success');
-				};
-				xhr.onerror = e => {
-					res('@error');
-					console.error(`hot reload: error on connection`);
-				};
-			});
-			if (res === 'success') return xhr.response;
-			else return '@error';
-		}
-
-		/**
-		 * 热重载css
-		 * @param {string} data
-		 */
-		function reloadCss(data) {
-			const all = Array.from(document.getElementsByTagName('link'));
-			all.forEach(v => {
-				if (v.rel !== 'stylesheet') return;
-				if (v.href === `http://127.0.0.1:3000/${data}`) {
-					v.remove();
-					const link = document.createElement('link');
-					link.rel = 'stylesheet';
-					link.type = 'text/css';
-					link.href = data;
-					document.head.appendChild(link);
-					console.log(`css hot reload: ${data}`);
-				}
-			});
-		}
-
-		/**
-		 * 热重载楼层
-		 * @param {string} data
-		 */
-		async function reloadFloor(data) {
-			// 首先重新加载main.floors对应的楼层
-			await import(`/project/floors/${data}.js?v=${Date.now()}`);
-			// 然后写入core.floors并解析
-			core.floors[data] = main.floors[data];
-			const floor = core.loadFloor(data);
-			if (core.isPlaying()) {
-				core.status.maps[data] = floor;
-				delete core.status.mapBlockObjs[data];
-				core.extractBlocks(data);
-				if (data === core.status.floorId) {
-					core.drawMap(data);
-					core.setWeather(
-						core.animateFrame.weather.type,
-						core.animateFrame.weather.level
-					);
-				}
-				core.updateStatusBar(true, true);
-			}
-			console.log(`floor hot reload: ${data}`);
-		}
-
-		/**
-		 * 热重载脚本编辑及插件编写
-		 * @param {string} data
-		 */
-		async function reloadScript(data) {
-			if (data === 'plugins') {
-				// 插件编写比较好办
-				const before = plugins_bb40132b_638b_4a9f_b028_d3fe47acc8d1;
-				// 这里不能用动态导入，因为动态导入会变成模块，变量就不是全局的了
-				const script = document.createElement('script');
-				script.src = `/project/plugins.js?v=${Date.now()}`;
-				document.body.appendChild(script);
-				await new Promise(res => {
-					script.onload = () => res('success');
-				});
-				const after = plugins_bb40132b_638b_4a9f_b028_d3fe47acc8d1;
-				// 找到差异的函数
-				for (const id in before) {
-					const fn = before[id];
-					if (typeof fn !== 'function') continue;
-					if (fn.toString() !== after[id]?.toString()) {
-						try {
-							core.plugin[id] = after[id];
-							core.plugin[id].call(core.plugin);
-							core.updateStatusBar(true, true);
-							console.log(`plugin hot reload: ${id}`);
-						} catch (e) {
-							console.error(e);
-						}
-					}
-				}
-			} else if (data === 'functions') {
-				// 脚本编辑略微麻烦点
-				const before = functions_d6ad677b_427a_4623_b50f_a445a3b0ef8a;
-				// 这里不能用动态导入，因为动态导入会变成模块，变量就不是全局的了
-				const script = document.createElement('script');
-				script.src = `/project/functions.js?v=${Date.now()}`;
-				document.body.appendChild(script);
-				await new Promise(res => {
-					script.onload = () => res('success');
-				});
-				const after = functions_d6ad677b_427a_4623_b50f_a445a3b0ef8a;
-				// 找到差异的函数
-				for (const mod in before) {
-					const fns = before[mod];
-					for (const id in fns) {
-						const fn = fns[id];
-						if (typeof fn !== 'function' || id === 'hasSpecial')
-							continue;
-						const now = after[mod][id];
-						if (fn.toString() !== now.toString()) {
-							try {
-								if (mod === 'events') {
-									core.events.eventdata[id] = now;
-								} else if (mod === 'enemys') {
-									core.enemys.enemydata[id] = now;
-								} else if (mod === 'actions') {
-									core.actions.actionsdata[id] = now;
-								} else if (mod === 'control') {
-									core.control.controldata[id] = now;
-								} else if (mod === 'ui') {
-									core.ui.uidata[id] = now;
-								}
-								core.updateStatusBar(true, true);
-								console.log(
-									`function hot reload: ${mod}.${id}`
-								);
-							} catch (e) {
-								console.error(e);
-							}
-						}
-					}
-				}
-			}
-		}
-
-		/**
-		 * 属性热重载，包括全塔属性等
-		 * @param {string} data
-		 */
-		async function reloadData(data) {
-			const script = document.createElement('script');
-			script.src = `/project/${data}.js?v=${Date.now()}`;
-			document.body.appendChild(script);
-			await new Promise(res => {
-				script.onload = () => res('success');
-			});
-
-			let after;
-			if (data === 'data')
-				after = data_a1e2fb4a_e986_4524_b0da_9b7ba7c0874d;
-			if (data === 'enemys')
-				after = enemys_fcae963b_31c9_42b4_b48c_bb48d09f3f80;
-			if (data === 'icons')
-				after = icons_4665ee12_3a1f_44a4_bea3_0fccba634dc1;
-			if (data === 'items')
-				after = items_296f5d02_12fd_4166_a7c1_b5e830c9ee3a;
-			if (data === 'maps')
-				after = maps_90f36752_8815_4be8_b32b_d7fad1d0542e;
-			if (data === 'events')
-				after = events_c12a15a8_c380_4b28_8144_256cba95f760;
-
-			if (data === 'enemys') {
-				core.enemys.enemys = after;
-				for (var enemyId in after) {
-					core.enemys.enemys[enemyId].id = enemyId;
-				}
-				core.material.enemys = core.getEnemys();
-			} else if (data === 'icons') {
-				core.icons.icons = after;
-				core.material.icons = core.getIcons();
-			} else if (data === 'items') {
-				core.items.items = after;
-				for (var itemId in after) {
-					core.items.items[itemId].id = itemId;
-				}
-				core.material.items = core.getItems();
-			} else if (data === 'maps') {
-				core.maps.blocksInfo = after;
-				core.status.mapBlockObjs = {};
-				core.status.number2block = {};
-				Object.values(core.status.maps).forEach(v => delete v.blocks);
-				core.extractBlocks();
-				core.setWeather(
-					core.animateFrame.weather.type,
-					core.animateFrame.weather.level
-				);
-				core.drawMap();
-			} else if (data === 'events') {
-				core.events.commonEvent = after.commonEvent;
-			} else if (data === 'data') {
-				location.reload();
-			}
-			core.updateStatusBar(true, true);
-			console.log(`data hot reload: ${data}`);
-		}
-
-		// 初始化
-		(async function () {
-			const data = await post('/reload', 'POST', 'test');
-			if (data === '@error') {
-				console.log(`未检测到node服务，热重载插件将无法使用`);
-			} else {
-				console.log(`热重载插件加载成功`);
-				// reload
-				setInterval(async () => {
-					const res = await post('/reload', 'POST');
-					if (res === '@error') return;
-					if (res === 'true') location.reload();
-					else return;
-				}, 1000);
-
-				// hot reload
-				setInterval(async () => {
-					const res = await post('/hotReload', 'POST');
-					const data = res.split('@@');
-					data.forEach(v => {
-						if (v === '') return;
-						const [type, file] = v.split(':');
-						if (type === 'css') reloadCss(file);
-						if (type === 'data') reloadData(file);
-						if (type === 'floor') reloadFloor(file);
-						if (type === 'script') reloadScript(file);
-					});
-				}, 1000);
-			}
-		})();
-	},
+		core.events._gameOver_confirmDownload(ending);
+	}
+},
     "dynamicHP": function () {