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430 lines
49 KiB
430 lines
49 KiB
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d0WJjY2lxYsX67tZjWgyEnC47UCCHAHl1+cbIRljCnIVuSTIEZBdrl2H+7b45P/uu8ZPfk9PIi8vot9+M2DSPy1YsIC2bt2q93b1eg2gvLwcHh4ekMvl+mpSa+peExDeFkJFKtzzuIfu/O5GSsdwKUeZg/73+sOGZ4MKz4o292vxyQ8An38OvP8+0KMHcO+eEdL+SSwWo6ioCDY2NnprU6+nAFOnTsXXX3+tzya1ps7pwIaKDQi3DsfP3X+GK980521n9K+vsC8+cvwIY63GtnlXqNXODwDvvdc45RwHs/t+9dVXmDp1ql7b1NsI4NNPP8U333yDzMxMfTSnN22NBNS98st0XhWqCvyz7J8t7gq12flNQL9+/fDGG2/obWJRvRWA/v3746effkK/fv300Zxe/bUIsM7PPOrRW8Om3PkB4ObNm5g8eTIyMjL00p5eTgG+/PJLPP/88ybZ+YHG0wEHngNsb9vC9o4tTtWeYp2faRLrHIukmiSIb4vxfdX3GGs1lutIbXrssccwceJEbNrU/rUtdek8Aqivr4e1tTWUSqVeAhlKQUMBeub1hAoqnOpxCk+JnuI6ktHNLJqJl2xfwlTr1s8jryiuIFWZilfFrxo5GfdO1p7EuIJxEPAEyO+dDze+G9eR2sXj8aCPwbvOBWDhwoUYOnQoFixYoHMYQyIQ7jfcRw3VoK9FX/C5nxDZqMILw/FT7U9QkAIviV8CD7xm2+tRj/iqeADADPEM7Hfdz0VMzqigwrGaY+gh6IEAy4AWfz6mZvPmzUhPT0dsbKxO7ei0OOi1a9dw4MABPPPMMzqFMAYeeHAXuHMdgzMv2LyA/9X8D24CNwSJguDEd2q2vbChEMdqjqGSKjFBNIGjlNzhg49Qa/OZRt7V1RV79+7Fm2++iYEDB2rdjk4jgIsXL2L27Nkmd+Wfad20omkItQ7FAtvWR2vfVX2HwzWHsc91n5GTMdrw8vLCoUOH8Pjjj2vdhk7j4LVr12L16tW6NMEYkQUs4MJ3aXN7VzstMnerV6/G2rVrdWpD67/xa9eu4erVq4iIiNApAMMw2nnppZdw8eJFnW4Jal0Ali9fzj79GYZjq1evxvLly7U+XqsCsHbtWmRlZen9a4mM4RAI6cp0XFdeb3Ofuw13UUSazWfPcGvGjBm4evUq1q/X7nstGl8ETE9Px/jx43HixAn4+Pho9aaM8fnc80FufS544GGM1RjY8ppPMyVXyfFr3a9QkAIDhQOR3jOdo6SMpq5fv45x48bh9OnT8Pb21uhYjQvA/PnzERwcjHnz5mn0Rgx3aqkWO6p2YFHJIrjx3LDZpfUHYBbKFqJcVY4dbjvwgvULEPFERk7KaOvrr7/GpUuX8NVXX2l0nEYFwBiTfDKGc015DVY8K/S36N/qdgUpYMmzNHIqRl+0mURUowKwYsUKiEQinS46MAxjGP/617/A4/GwatUqtY/RqADY2NhAJpPB2tpaq4AMwxhORUUFevXqhfLycrWPUfsuwJYtW2Btbc06P8OYKLFYDEtLS8TFxal9jNoFoKSkBNOmTdMqGMMwhsfn8xEeHq7RuoJqF4AjR47g9ddf1yoYwzDG8frrryMhIUHt/dUqAKmpqaitrcWIESO0DsYwjOGNGjUKZWVluH697S98PUqtAhAXF4fIyEidgjEMYxyRkZFqXwfo8C5AXV0dHBwcIJfLIRKxL4YwjKmrqqpCt27dUFJS0mGf7XAEMGLECDz77LOs8zOMmRCLxRgzZgxGjRrV4b7tjgBKS0vRv39/lJSU6DUgwzCGZ29vj7t378LOzq7NfdodAcTHx7Pn/RnGTEVERCA+Pr7dfdotAPv378esWbP0GophGOOYNWsW9u9vf3LXNk8BioqKMHjwYBQWFhokHMMwhufs7Ixbt27Bycmp1e1tjgC2b9+O8PBwgwVjGMbwwsPDsX379ja3t1kAYmNjMXz4cIOEYhjGOAIDA7Fx48Y2t7d6CqBSqSAUCtHQ0GDQcAzDGBYRQSAQQKVStbq91RFAUlISQkPNZ5EEhmFax+PxMGHCBBw7dqzV7a0WgMTERISFhRk0GMMwxhEWFobExMRWt7ERAMN0cqGhoUhKSmp1W4sCkJ6eDqVSiQEDBhg8GMMwhufj44OKiopWl/BrUQDWr18PNzfTXhqZYRjNuLm5tbp2QIsCoFAosHjxYqOEYhjGOBYvXgyFQtHi9RYFQCKRICQkxCihGIYxjpCQEEgkkhavNysAhYWFkMvlGq8uwjCMafP19UVBQUGLJ3ubFQD26c8wnVdro4BmBeDUqVMIDg42aiiGYYwjODgYp06davZaswKwY8cOODg4GDUUwzDGYWdnh2+//bbZa82eBejo0UGGYcxXa4/4N40A8vLyIBaLWednmE7Kzc0NAoEA9+/fb3qtqQCkpaXBz8+Pk2AMwxiHn58f0tLSmn5uKgCpqanw9/fnJBTDMMbh7++P1NTUpp/ZCIBhupA2RwDJycmora3lJBTDMMZRXV3d7MnApgLg6uqKYcOGcRKKYRjjeOKJJ+Dq6tr0c1MBuH//Pry8vDgJxTCMcXh5eaGgoKDpZz4AyOVyEBEcHR05C8YwjOG5urqipqYGVVVVAB4UAKlUyj79GaaL8PLyglQqBcAKAMN0OS0KQHJyMsRiMaehGIYxDrFYjOTkZAAPCkB6ejqbA4BhuogBAwYgPT0dwIMCYGVlhZEjR3IaimEY4wgODoaVlRWABwWguLi42b1BhmE6L1dXVxQXFwN4UABkMhlcXFw4DcUwjHG4uLhAJpMB0KUAfPABoFIBZWXAg3uKDMOYvmYFQKFQQKFQwNbWVv0WZs0CPvsMmDwZ6NMHsLMDzp0zUFyGYfTJ0dER5eXlUKlU4GdlZWm+CrBc3vjfqipAqQSIGkcDnVgtsQelmM5FKpWC7+joiO7du2t2ZFIS8OKLwE8/ATdvAlIpMGqUYVIayeSiydhWua3F6wSC7z1f7KjawUEqRhsna062+ncJACfqTmBLxRYjJ/qTtF5qsLZLVCUd7/SAq6sr7OzswMvOzqbx48cjOzu7w4PeKX0HiTWJON39NNwE+l0+bFflLrwmew17XfdilniWXtvuyMzimUioSoACCjxv8zwsYNG0LV2Zjuz6bNRSLdJ6pmGwcLBRsxnC7du3ER4eDh6PBz6fj4aGBiQlJaFnz55cR9PZFcUVBOYHggceAi0D0ceiT9O2OqrD0ZqjIBD+Jv4bdrruNGq2nVU7Ma94Hj5w+AAfOX6k17ZvKW/B+543JlhNQHL35A739/T0hEQigYVCoYClpWWHB6yRr8GG8g0AD+iW100fmVsQ88T4W/HfMMZqDLoLNByV6GCOeA4OVh2EK98VodahcOH/eUH0mvIaPpN/BleBK6x4VkbLZCjx8fFYsGABpk2bhrFjxwIAfv75Z/j6+uKbb77B9OnTOU6oG3u+PXpa9ERRfRGCrIIwRjSmaVtBQwEkdRLUoAZTbKYYNVd2fTZeL3kdTnwnfCz/GB/LP9b7ezjznXG87jg+kX+CDxw+aHdfS0vLxqXC/vjjD/L39yd1TC6cTB55HnRDcUOt/TWRXJNMwlwhHa46rPe21fFS0Uu0sXxjq9tCC0LpQNUBIyfSv9zcXHJwcGhzu52dHd29e9eIiQxjX+U+iiiKoAZqaLHtPxX/oVeLXzV+KCKKK48jfg6fbitvG6R9p9tO9HTB02rtO2jQILp27Rrx6+rqIBKJ1KowS+yW4DGLxzBQOFAfBauZQMtA2PPsjV6ZH+KBByd+6zMi2/I0uENiwsLDwzFt2rQ2t0+ZMgWTJk0yYiLD4rdc+pJT8+3mw55vD1u+Yf49BVgGYJX9KrX2FYlEqKurAz8vLw+lpaUGCcSYFrFYjICAgDa3Dx06FDY2NkZM1DXxwOM6AuRyOfLy8sB/eBGI6fzc3NyQm5vb5napVIpu3QxzfYcxLQ0NDRAIBOB7eXnBzs6O6zyMEcjlcpw5c6bN7RKJBOXl5UZM1DWpwP13ZsRiMfr27QuLh+cC6kiuTcZlxWX8WvsrgkRBeg20Vr4WFaoKpCpT4S80/voE9ahHYUNhq9vkKrmR0xjG999/j/79+7e5PTMzE3fu3DFiIsNSQdXiOgCXne9Y7TGUq8pxuOow5tjO0Wvb9xvu43zdeWyr3IanrZ7ucP+H1/54UqmUxo4d2zRDSFvO1Z1D8P1ggAcIIdT7BRYlKcHn8SEkIar7VOu17Y5cVlzGE/lPwInvhFjn2Ga/t7sNd/FB6QewE9jhbq+7sOR1fMvUlB08eBCvvfYapkyZgqeffhp8Ph8//fQTEhISsHv3bkydOpXriDqpozr0u9sPhapCvGf3Hvwt//wwUZISUaVRqKVanOp2CkFW+v0Q64g4VwzwgVpVLYQ8oV7bbkADBDwBFCoFfnP/DU9YPtHu/k3fA2i6H9iBEaIRWOqwFMnVybja86q+cjc5UXsCEwsnYpfbLr233ZFUZeNKKZVUicM1h5ttK1IVQQEF5Cq52Xd+AJg+fTqCg4MxadIkXL9+vemLQNnZ2Z3i/F/EE6GgoQANaMDNhpu4VXOr2fZqVTWUUCJflW/0bF+7fI25srnY5LwJb9i9ode2q6gKtrdtEWodikDLwA73b7r7V1xcTC4uLga5L2lOIooiaGvF1la3+d71pT1Ve4yciNHWpbpL9JX8q1a3Jdck0+7K3UZO9KcMRUbbG2UyIqmUSKUi2ruXKCGBqKGBaPZsory8xl8ZD45fsoRo/36iqiqitWuJGhqotKFU7RwODg5UVlZGvKysLPL29oaqkz/Mo6s6qoOIp973JRhGY3fvAt7eQG0t0K0bIJMBPF7jk7YCAVBTA1Q/ODXu3r3xQbyKisbt5eWAuztw757ab8fn83Hnzh3wPTw8IBTq93ykM2KdnzEoIkAsbuz0Dg6NnV6lavz/qirAxgYQCgE+H3B0BOrqGv9fLG7c19UVUONU/iEejwd3d/fGawCWlpaorKzUbE4AhmH0p3dv4M4d4MFcfZBIAA8PwNMT+PJLYP78xuJgY9PY8XftAoYMAQICgJMngfHj1X6rsrIy2Nvbg8/ng0dE1LdvX5w6dQp9+vTp+GiGYczarVu3MHHiRGRlZTXe73p0kkCGYTq3RycB5gPN5whjGKZze3QO0KbFQVNTUzkNxTCMcaSmpqKsrAzAgwLQs2dPdgrAMF1EUVERevXqBeBBARg9erRa3wZkGMb8KZVKjB49GsCDAvDoaqEMw3Ruj64GzgeAvn37Iicnh8tMDMMYSU5ODvr27QsAjd8DkMvl6NOnT9OFAYZhOi9bW1sUFBRALBY3jgAcHBxARMjPN/4TUgzDGM/t27chEokgFosB4M8H311cXLB7927OgjEMY3i7du2Cs7Nz089NBWDhwoXsViDDdHIlJSVYtGhR089NBcDf3599GYhhOrnU1FT4+/85S1JTAfDz80NaWhonoRiGMY60tDT4+fk1/dxUAHr16oWamhqUlKi/wCDDMOajsLAQRNRsMeBmM3uyUQDDdF5//fQH/lIAsrKykJCQYNRQ+qbuFOcM09UcOXIEmZmZzV6zePSHiIiIZsMDczNx4kR4eXk1zXb73nvv4bnnnuM6FsOYhB49euDFF19s9lqzEcDo0aORkpJi1FD6cO3aNVhYWKCsrAxCoRBDhgyBq6srli5dijfffJPreAxjElJSUpoeAnqIR0T08IeioiIMHjwYhYWtr5BjilQqFbp164ZLly61OqVZUFAQoqKi8PLLL3OQjmFMh7OzM27dugUnpz9XwW42AnBzc4OTkxNu3rxp9HDaWrBgAbp169bmfIbvvfceoqKijJyKYUzL9evX4e7u3qzzA2i5vldISAgkEonRgumquroaI0aMaHP78OHDwePxUFNTY8RUDGNaJBIJQkJCWrzeogBYWFhg8+bNRgmlDyKRCDxe2+utNzQ0wMLCos3tDNMVbN68udX1P1oUgKVLl6KoqMgoofTBwsKiwyWv6+rqYG1tbcRUDDHvHIkAABjISURBVGNaiouLsXTp0havtygAPj4+EIlELe4Xmqqvv/4atbW1bd69+Pzzz7F3714jp2IY05Geng57e/tWl4ZvdWwcGhqKpKQkeHt7GzycPqSkpMDPzw89e/ZEYGAglEolCgsLkZWVhfnz52Py5MlcR2QYziQlJSE0NLTVbS1GAAAQFhaGxMREg4bSJw8PD5SVlcHf3x89evRAVVUVxGIxDh48iJUrV3Idj2E4lZiYiLCwsFa3NfsewENEBIFAYJYrBisUClhaWnIdg2FMgkqlglAoRENDQ6vbWx0BPFw51JzuBjzEOj/D/Gnjxo1NawC0ptUCAABLlizBpUuXDBKKYRjjuHz5Mt5+++02t7d6CgA03jbw9fU1q1uCDMM05+TkBKlUCkdHx1a3tzkCcHV1hb+/P06cOGGwcAzDGM6xY8cwYsSINjs/0E4BABofD46Pj9d7MIZhDC8+Ph4RERHt7tPmKQDQuGowWzCEYczTowuAtKXdEYCDgwMsLS3xxRdf6D0cwzCG89lnn8HW1rbdzg90UAAAICYmBhcuXNBbMIZhDO/ixYtqfXC3ewrwkI2NDWQyGXughmHMQGVlJdzd3VFRUdHhvh2OAABg/vz52LZtm87BGIYxvLi4OERGRqq1r1ojgLS0NLz00kts5SCGMQODBg3CwYMH4evr2+G+ao0A/Pz8YGlpafZThjNMZ3fo0CHY29ur1fkBNUcAAPDf//4XERERKCkp6fDKIsMwxieXy9G9e3ccOHBA7Ufg1S4AALBq1SoIBAL2iC3DmKCVK1dCKBRixYoVah+jUQEoLy+Hh4cH5HK5VgEZhjEcsViMoqIi2NjYqH2MWtcAHrK3t8esWbPYHQEzdUVxBbfqb7W5vY7YsmrmauvWrXjllVc06vyAhiMAAMjIyMDzzz+PGzduaPRGDLdO1pzE+MLx6CnoiXVO61rdZ2nZUhTUF+CC+wUMtRxq5ISMLry9vZGYmIgBAwZodJzG82VbW1tDIBDg6NGjmDRpkqaHMxy51XALPPBQpCrCoZpDre5T1FCEBjTgt7rfWAEwI4cPH4aVlRWsrKw0PlbjAuDp6YmePXtCIpGwAmBG5tvOR1xlHIIsg7DReWOr+/yj9B/IrM/EArsFRk7H6EIikaB3797o3bu3xsdqdA3goZiYGLOaNJRp5CnwxFNWT7W5fZjlMFjy2JRq5iYxMRExMTFaHatVAXj88cfRr18//PDDD1q9KcMw+rF//34MGjQIQ4YM0ep4rdfMWr16NaZPn44XXnhB2yYYhtHR8uXLcfToUa2P12oEAAC+vr4ICAjA1q1btX5zxrjqqA4FDQVtbleS0ohpGF3FxsYiKChIpwV8dFo1c82aNQgODgYRYdGiRbo0xRjY8drjOFpzFJJaCWx5ti22q6DCO6XvoEpVhUTbRIRZtb6QBGMaNm3ahE8++QQXL17UqR2dCkCfPn2Ql5cHoVBoFgXgdv1tVKgqMNhyMNdRjC5TmQkCoRrVOFl3stV9aqgG9ahHmaprTgF3uOowegh6IMgqiOso7SIiLFmyRD8L95AebNiwgd566y19NGUwydXJxMvlES+HR5+UfcJ1HE68VPwSxVfFt7n9fO15+m/Vf42YyHT8q/RfxMvlkSBHQCdqTnAdp11vvPEGbd68WS9t6TQCeOitt96Ct7c33nzzTY2/iWQsR2qPwI5nBwIhpS4FNVQDa17XmuFot8vudrePEI0wUhLTUk3VOK84DzFPDGu+NXjgcR2pTTdu3MCJEyf0tmqX1hcB/yo2NhZRUVH6ak6vNlRsgAVZQO4hR7lnOSZaT8R7pe9xHYsxEdGl0ZhiPQUVHhWYZTML15TXuI7UpqioKMTGxuqtPb0VAEtLS2RlZel0S8IQNlRsgFQpxXrn9U2vRdlFYaBwIN4seZPDZAzXqqkai0oWIUAYgIV2CwEAsc6xSFemY3OF6a2LefjwYeTk5EAoFOqtTb0VgLFjx2Lw4MHIysrSV5M6a63zP/SwCEwpnILjdcehgvmthMxo76OyjzCjaEazzv+QqRaBrKwsBAQE4Kmn2v42p6Y0fhqwPZrMRmpo7XX+RwlzhWhAA/7X7X8ItQ41UjqGS4erDuOF4hdgw7NBhWfb/1ajSqLgK/TFYrvFRkzXNmtra5SWlmr10E9b9DYCABpXIomJieH8lqC6nX9RySI48h0h4AnQQ9DDSOkYrrkL3MHj8WDBa/8auCmNBCIjI7Fp0ya9dn5AzyOAh0JCQhATE4NRo0bpu+kOadL5A4QBGGs1Fs4CZ7jyXU366i+jXydrT+K/1f+FCipsct7U7r5cjwR+/fVXrFixAqdOndJ72wYpAKdPn8aUKVNQWlqq76bbpWnn/+u5319VV1fj5MmTGD9+vN4rL2MaYitikaHMMOkiYG9vj2PHjmHkyJF6b9sgBQAAlixZgtraWnz11VeGaL4FfXd+APDx8UFhYSGOHz+OoUPZBBmdlSkXgXnz5sHR0RHr1rU+i5PO9PJ1ojaEhITQmTNnDPkWRES0vnw9LZEt6XC/hbKFtKV8i1ptBgUF0blz56ioqIiGDh1Kn376qa4xGVMjkxGVlRER0abyTRQli+rwkMWyxRRbHmvoZERE9Msvv9CYMWMM+h4GLQDl5eVkZ2enn8YKCogKC1u8bIjO/+yzz1JycnKz195//30aO3YsKZVK9fIyps/enojHIzrR+NVfUysC1tbWVF1dbdD3MGgBICLat28fRURE6NZIVhaRQEDUrx9RXV3Ty4bo/DNnzqT9+/e3uu3EiRNkYWFBy5cvVy83Y9psbYkAoi++MLkiMH36dPr+++8N1v5DBi8ARETDhg2jFStWaN9AUlJjpba2bnrJEJ1//vz5FBcX1+F+Xl5eNHHiRCooKFCrXcZEyWREa9YQ8fmN/75WriQi7ovAP//5TxoxYoTe222NUQoAEZGzszPl5uZqd7BSSfTYY0SvvUZEhun8/v7+9Pnnn6sdKSkpibp166bRMYwJOn688YPFyorIy4tozhwi4q4IZGZmkpubm97a64jRCsDt27fJw8NDpzZ+rf3VIJ1/x44dtGLFChIIBJSUlKRRpnfffZcGDx5Mw4cPp19//VWjYxkT0dBA9MILRO7ujYVg+3Yi0q4IZCozdYri7u5O9+7d06kNTRitABARHThwgGbMmKHVsXHlcSTIEdDjdx/vcF9NOv9fTZw4kd59912Njrl69Sr5+PjQk08+SZMmTaKrV69q9d4Mh/73PyILi8YLgw4ORC+/TESaFYG/F/2dRLki2lO1R6sIU6dOpUOHDml1rLaMWgCIiKKjo2nt2rUaH+ed5012uXYdfvrr0vkf+vzzz2nYsGFUWlqq0XEKhYJ+/PFHGjx4ML3yyit09+5dnXIwRnbnDpGnJ9HQoY0XnSUSIqVS7SLgcNuBLHIsyOeej8ZvvWbNGvrHP/6hTWqdGL0AEBE5OjrSzp07NTomvz6fhLlC6pPXp8199NH5H7p06RI5ODhoPazfsWMH2djY0MyZM+nOnTt6ycQYwU8/EQmFRE880Xhh8ME1HnWKgM9dHxLliqhUpdkHx7Zt28jZ2VnryLrgpAAQEdna2lJ5ebnGx12ou0BP3Huixev67PwP/f777zR48GCd7sX+4x//oN69e1NERARdvHhRj+kYg1EoiMaPJ7K0JOrTh6iykojaLwKP33ucrtRd0fitSkpKyMHBQZe0OuGsABQVFZGrq6tWx/61CBii8z904MABsra2pq1bt+rUzr59+ygwMJDGjBlDx44d01M6xmCysxsLQHh440jghx+IqPUioG3nJ2ocDWt6qqlPnBUAIqJz585RUFCQVsdeqLtAg+8Opp53etLrxa/rOVlLCxYsoFGjRlFWVpZO7SQmJpKNjQ2tXLmSsrOz9ZSOMZjBgxsLwNChTS9tKt9EE+9PJO88bxp4d6DWnT8wMJDzUSGnBYCIaM+ePTR58mS6efOmxsda5VqRMEdIVrlWdF1x3QDpmpNIJNS/f3+aO3euTu3k5ubSRx99RF5eXjRmzBj69ttv9ROQ0b8rV4gGDSIaPbqxEBw8SJnKTBLkCoifwyerHCuNm8zIyKDnnnuO4uPbnqHZWDgvAESNw+PnnntO47sDWcoscr7tTPsrWv/qrqHMmzePhEIh/fvf/9a5rV9++YXmzp1LAOjxxx+nbdu20f379/WQktErF5fGrw2/8w4REX1X+R155HlofMFvzZo1NGnSJDpw4IAhUmrMYI8Da2PRokUICAjAwoUdP6rLtXv37mH16tVISkpCTEwMpk+frnOba9asQVZWFn788Ud4enpi8uTJ8PT0hL+/P3scmWu5ucCpU8Arr2jdRGxsLDIyMrBpU/uPHRuTSRUAAHjllVcwYcIEvPzyy1xHUYtUKsW7776Lu3fv4r333sO0adP00u6FCxeQkJCA3bt3o76+HsXFxRg1ahRCQkKa/mtr23KJL8Y0xcXF4ezZs/jmm2+4jtKMyRUAAJg2bRpefvlls1p5+Ny5c5g7dy7q6+vx+eef6zV7ZWUlBAIBUlJSIJFIkJKSghMnTqBHjx4ICgqCj48PfH19m/5rbd21Fjwxde+//z4yMjJw6NAhrqO0YJIFoLi4GBMmTMCaNWswceJEruNoZN++fThw4ACuXLmCd99912ATpBIRzp49i3v37uHGjRtIT0/HjRs3kJaWhtmzZ2PHjh0GeV9GM++//z6+/fZbFBS0vSozl/SyNJi+ubq6ol+/fpBKpVAqlXpdCMHQXnzxRbz44ouQSqWIiYmBWCxGZGQkoqKi9LpsGo/Ha3XS1bfeeguenp5tHpddn41+Fv30loNpW1xcHDIyMky28wN6nhZcnw4ePIiUlBRs376d6yha8fLywr///W8UFRWBx+PBz88PzzzzDHbvbn99Pl3V1tbCwcGh1W07K3diUP4gxFXEtdh2rPYYbO7YYE/VHoPm6ypiY2Nx9uxZkxz2P8okTwEetWjRIgwYMAD+/v6YMGEC13F0cvz4cfznP//Bd999h1dffRVz586Fq6srfH199fYebV1EldZL4X3PG858Z8hUMtjz7JttL1eVQ8QTQUlK3Op1C54WbY8imPZ99tlnyMvLM6mr/W3i6PajRqKjo2nixImdZiqu+vp62r59O40ePZpsbGzI3d2dFixYQAkJCTq3PWvWrOZfMKmpaZpGbWXpSkIO6LbyNpU0lFBpQymVNpSSrEFG31R8Q/wcPm0s36hzhq4sIyODJk2axHUMtZn8COChVatWQS6Xo7CwEHv37uU6jt5kZ2ejpqYGZ86cwY8//ogff/wR4eHhCA0NxezZs+Hs7KxRe88//zzmzZuHKVOmAKWlQK9eQH09cOcO0L07eLk8UJ+Wf+V1VAeHOw6o9azV12+tS5o0aRJee+01zJgxg+so6uG6AmkiOzub9u7da7T50riSkJBA4eHhZGtrS3PmzKGNGzfShQsX1Dq22YzGFRWNz7XzeI2zKhMRclr/K69V1ZIoV6SX/F1VYGCgSXy9VxMmeRegLV5eXvDy8kL//v3h5uYGqVTaKb8MEx4ejvDwcEilUpw9exbnzp3Dzp078fvvvyM4OBgikQj9+vXD8OHD8dhjj2HgwIHo3r07AKCurg4ikaixIVtbIDoaKCsDunXj8HfUuZWWlqJfv374+eefERgYyHUcjZjNKcBfpaWlYfLkycjJyeE6itHU19fj7Nmz+OGHH1BdXQ2VSoWbN28iIyMDtbW1GDhwILKzs7Fz506EhYUBK1cC/+//NR4cFQVs2MBOAfRs+/btiI6ORk5ODhwdHbmOozmuhyC6GD16NMXExHAdwySUlZXR+fPnaf78+ZSWltb4YmYmUY8eRN26Ef3xBxGxUwB9WrNmDWcz+eiLyX4PQB2//vorCgoKzOeCiwE5ODhgxIgRiIuLw5AhQxpfdHcHXFwAS0vAy4vbgJ3MtGnTUFpaCplMxnUUnZh1AQCAmJgYzJ49Gx4eHl3qdEAtYjFw/TqQlwcIBFyn6RSysrLQs2dPvPrqq1izZg3XcXRm9gUAAKZPn46zZ88iMDAQK1eu5DqOaVm6FJg7F7Cx4TqJ2fvggw8watQoXLp0CVOnTuU6jl6Y1V2A9vTu3RsymQzDhw9HRkYG4uPjuY7Evbg4YMOGxv8fPBhYtozbPGZsxowZuHPnDgoLC7mOoledYgTwqAsXLmD69Omws7PDmTNnuI7DLXt7gMdr/NXG8wFM+06dOgUbGxvMnj0b58+f5zqO3pntbcCOVFZWIiwsDD4+PoiLa/nwS5fx6qtAeTnw4KEUdhtQffPmzcOtW7eQmJjYaedY6HQjgIdsbW1x+vRp2NjYwMnJqWuOBpYtA/bsARISgPnzuU5jNn799VfY29vD0dERv/zyS6ft/EAnHgE8SiKR4P3338fgwYOxdetWruMYj1wOjBsHVFUBZ88CTk5sBNCByMhI3Lx5E5999hlGjhzJdRyD67QjgEeFhITg9OnTGDp0KMRiscGfyTcZRI23APPzgYYGrtOYrMOHD2PdunWwtrZGUFAQTp061SU6P9BFRgCPqq6uxtSpU5GVlYWkpCQ89thjXEcyHKUSEIkaC4FMBjg7sxHAI27cuIGoqCjk5OQgICAAe/bsgZWVFdexjKrT3AZUl42NDY4dO4a1a9di8uTJmDhxIjZu3Mh1LMMQChufB5DLAQ0fK+7MiAhRUVE4ceIEYmNjIRQK8dRTT3EdixNd4hSgNcuWLUNGRga8vb3B4/GwefPmzvfdgZgYYPXqxu8CfPgh12lMwqZNmyAQCDB48GCkp6dj/PjxXbbzA124ADz05ptvgoiQnp6ORYsWwcvLC3v2dJJ58UaOBKysGr8F2MoEol1NbGwsPvnkE6hUKrzxxhtcxzEJXb4APPToJI6JiYnw8fHB999/z3Us3YwaBYweDQwaBJjZ9Or6tH//fjz22GM4f/48Ll68yHUck9LlLgKqKyMjA8uXL8fVq1dx8OBBDBo0iOtI2uHxGv/74K+5q1wEPHz4MCQSCRITEzFo0CCsXr0a3t7eXMcyOV3uIqC6Bg4ciAMHDmD9+vUYN24cPv74Y7z++utcx9Lc3/4GFBcDAG4pb7W52/2G+2hAAypUFbDj2xkrnd5t3boV69atg5WVFXr37o3vvvvuz8ejmRbYCEANmZmZWLt2Lfbu3Yvo6GhER0dDLBaDzzefM6gSVQlc7rjAme8MAiHAMqDZ9t/qfkMDGqAgBUo8SuDIN5/ZbeRyOdatW4d169bhlVdeQXR0dFMBYNpnPv+COeTt7Y2vvvoK+fn54PF46NWrF7p164a5c+ciJSWF63hqceY741mrZ1FO5fAX+mOVw6pmv6bZTIOCFAi1CTWrzn/o0CF0794dQqEQRUVF2LJlCwYMGMA6v5rYCEBLcXFxkMlkSEhIQFlZGSIjIxEZGQmxWMx1tHZ9JP8IqxxWtbrtouIiAi0DwQPPyKk0U1lZibi4OMTFxcHe3h4ffvghJk+ezHUss8QKgB5cv34dcXFx+PrrrzFmzBj873//4zpSp/TZZ5/h4sWLSEpKaiq4+lxVqStiBUCP6urqMGrUKGRmZiIiIgKzZs0y++XMuHbs2DHEx8cjPj4etra2+OKLLzBnzhyuY3UarAAYQEVFBeLj47F//35cvHgR4eHhCAwMxFtvvQUez7SH11xTqVTYuHEjLl++jISEBIwYMQIRERGIiIgw+dMrc8QKgIGVlpZi+/bt2LhxI/Ly8jBhwgSEhYUhNDQUPj4+XMczCenp6UhKSkJiYiKOHz+OXr164e2338bf//5385xr34ywAmBkx44dQ2JiIpKSklBRUQE3NzcsXrwYISEhXeZ89vr165BIJNi8eTOKi4thb2+P0NBQhIWFsVMmI2MFgEOZmZlYv349FAoFJBIJCgoKEBISguDgYNjZ2SEiIgJubm5cx9RaYWEh0tLScOTIEfTo0QMpKSmQSCRwd3dHSEgIhEIhli5div79+3MdtctiBcCElJSUQCKR4NSpU/j2228hEAggEAjg5+cHf39/+Pn5obq6Gk888QS8vLzg6urKdeQmt2/fxq5du1BSUoLU1FSkpaWBiODn54fMzEy8+OKLGD16NEJCQuDk5MR1XOYBVgBM3P3795GWltbUqZKSkuDq6oqCggLU1NQ0LZgqFosxYMAABAcHw9XVFS4uLnBxcdH5HLqsrAwymQzFxcWQyWRITU1FUVERlEolpFIpcnJyIJVKIRKJ4OzsjEWLFjUVq4cLljKmixUAM1ZVVQWpVAqpVIrk5GSkp6fDysqqqbPKZDKUl5cDAFxdXSESiWBpaQmRSASRSAS5XA4ejwd7e3vU1dU1/VIoFCgqKmra5uLi0lRUysrK0KtXL4wePRpeXl7o27dvUwFizA8rAJ2cSqWCVCqFnZ1dU+d+2NFzc3PB4/Hg6enZVBQeFonKykr07dvXrJ53YDT3/wEay/WeeYyuPwAAAABJRU5ErkJggg=="/>
|
|
<VariableText>
|
|
<Start Value="0"/>
|
|
<End Value="999"/>
|
|
<Current Value="0"/>
|
|
<Increment Value="1"/>
|
|
<AutoAdvance Value="0"/>
|
|
</VariableText>
|
|
<UIPrefs>
|
|
<Optimize_ByLayer Value="1"/>
|
|
<Optimize_ByGroup Value="-1"/>
|
|
<Optimize_ByPriority Value="0"/>
|
|
<Optimize_WhichDirection Value="0"/>
|
|
<Optimize_InnerToOuter Value="1"/>
|
|
<Optimize_ByDirection Value="0"/>
|
|
<Optimize_ReduceTravel Value="1"/>
|
|
<Optimize_HideBacklash Value="0"/>
|
|
<Optimize_ReduceDirChanges Value="0"/>
|
|
<Optimize_ChooseCorners Value="0"/>
|
|
<Optimize_AllowReverse Value="1"/>
|
|
<Optimize_RemoveOverlaps Value="0"/>
|
|
<Optimize_OptimalEntryPoint Value="1"/>
|
|
</UIPrefs>
|
|
<CutSetting type="Cut">
|
|
<index Value="0"/>
|
|
<name Value="1/4 Acrylic cut"/>
|
|
<minPower Value="75"/>
|
|
<maxPower Value="75"/>
|
|
<minPower2 Value="20"/>
|
|
<maxPower2 Value="20"/>
|
|
<speed Value="8"/>
|
|
<kerf Value="0"/>
|
|
<zOffset Value="0"/>
|
|
<enableLaser1 Value="1"/>
|
|
<enableLaser2 Value="0"/>
|
|
<startDelay Value="0"/>
|
|
<endDelay Value="0"/>
|
|
<throughPower Value="0"/>
|
|
<throughPower2 Value="0"/>
|
|
<enableCutThroughStart Value="0"/>
|
|
<enableCutThroughEnd Value="0"/>
|
|
<priority Value="1"/>
|
|
<frequency Value="20000"/>
|
|
<overrideFrequency Value="0"/>
|
|
<PPI Value="200"/>
|
|
<enablePPI Value="0"/>
|
|
<doOutput Value="1"/>
|
|
<hide Value="0"/>
|
|
<runBlower Value="1"/>
|
|
<autoBlower Value="0"/>
|
|
<blowerSpeedOverride Value="0"/>
|
|
<blowerSpeedPercent Value="100"/>
|
|
<overcut Value="0"/>
|
|
<rampLength Value="0"/>
|
|
<rampOuter Value="0"/>
|
|
<forceConstantPower Value="0"/>
|
|
<numPasses Value="1"/>
|
|
<zPerPass Value="0"/>
|
|
<perforate Value="0"/>
|
|
<perfLen Value="0.1"/>
|
|
<perfSkip Value="0.1"/>
|
|
<dotMode Value="0"/>
|
|
<dotTime Value="1"/>
|
|
<dotSpacing Value="0.0004"/>
|
|
<tabsEnabled Value="0"/>
|
|
<manualTabs Value="1"/>
|
|
<tabSize Value="0.50038"/>
|
|
<tabCount Value="1"/>
|
|
<tabSpacing Value="50.038"/>
|
|
<skipInnerTabs Value="0"/>
|
|
<tabsUseSpacing Value="1"/>
|
|
<tabCutPower Value="0"/>
|
|
<scanOpt Value="mergeAll"/>
|
|
<bidir Value="1"/>
|
|
<crossHatch Value="0"/>
|
|
<overscan Value="1"/>
|
|
<overscanPercent Value="2.5"/>
|
|
<floodFill Value="0"/>
|
|
<interval Value="0.1"/>
|
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