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 <question type="category"><category><text>4t ESO/4.06 TRIGONOMETRIA/4.06.3 Raons trigonomètriques/4.06.3.1 Definició de les raons</text></category></question>
 
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    <name>
      <text>4.06.3.1.10 TEORIA: RAONS TRIGONOMÈTRIQUES</text>
    </name>
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<p><span style="font-size: x-large;" data-mce-mark="1">Raons trigonomètriques</span></p>
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I8SeJ2I4Uy/w8x2d43h7hzNsD/Z8vEjg3C8Y5JSx2XZxRweYYKk8PPMMJTx+Jo08DjP7MqY7DV5YLF4KrW/dKivnH4A/tYfAv9pT4JJ+0F8MfGtnP8NLeDWH8R6p4g2eH7nwRdeHLNdQ8Sab41t7+VY/D95oNhJFqGoSXFw+ntpU9rrNlfXej3tnf3H5q69/wcAfsA6L46l8H29z8ZPEOjw37WUnxJ0H4e2MngXakjxvfRRap4p0rx1c2KlN6y2vgieWaN0kt4Jlbjor5vleGp0K1fH4WlSxKUsPOVaHLWi7e/Tab5oLmXNNe7G65mrnyHCn0dPHfjnO+K+HOEvCXjzPc94FxFTB8YZXguHcweL4cx1Odan/AGdm1OpSp/VcyqTw2IWHy6b+vYr2FZ4bD1VSm4/txRX4uf8ABTT/AIKl+FP2dv2WvAvjD9nvxDP4m8d/tPeHdevf2e/iboOi6B4m+H+kWvg/X/h9F421bxPFrms6ffWWrQeHPGF9b+GtPPhnxD9k8Zae1h4u0iwhsLu2m9R/YZ/4KHfCT4mfsAad+0X8TPFPirw1pXwA8P8Ahj4WfHXx78TbawF74i+KHg/4c/Dq78X+JNEGg6v4jv8AxHaeL9f8XWcXh3zrew8U+INZvWs/+Eat7ue2iuMlneXPH1MuWIh7alhI4yc+aPsVSlFVF+85rNqi415PSCpThJSfM0vfrfRb8aMP4Q5P4zVeEMzXDuf+IeJ8NcpyqGBx8+JsTn+FxtTJajeTLC/WIU63FFHFcJYLDL2mZ4jiHLszwMsBRWFpVMT+qVFfkb+zx/wWw/Ym/aO+Lej/AAZ8O33xK8DeKPFGrR6D4L1H4l+FNH0Pw14x1y6mMGm6RpGqaJ4q8Sy2OoaxLsh0iDxNZeHzqF3Pa6ZATqt3bWEvr37UP/BUD9mb9j346eGPgN8cF+IGh6v4o+GFz8VoPG+meHdJ1fwFpuhxyePbSx0jUp4PEieMG8S61qvw/v8ARtJsNK8G6pZz6nrXh6OfUba3udRudLuOdZVPDvFwx+Glho1o0JVlUXs4VptKMJv7DldNOVlyvmvy6nmY76Mv0gcs4xo+HuO8IeOsNxtiuHsZxXguGamR4n+1sx4ey+E543Mssw0VJ5nSw3s50qtLAPEYiOKhLB+x+tL2J+ilFfmV+x9/wVn/AGT/ANtb4jaj8J/hhL8Q/C/jy203UNY0fRPiV4a0nQj4t0vSQsmqXXhm80HxN4psp5bG2cXs2m6ncaVrD2CXN7Bp81vY38lr7t4N/bW+Fnjj9sn4sfsP6ToHxAt/ix8HPh/pvxH8T+IdR0rw7F8PL7Q9UsfhpqFva6Fq1t4qu/El1qqQ/FTw8s0GoeEtLs1ls9ZVL6RLexfUdKOaZfiKVGtRxdGrSxGI+q0ZwlzKeI5ZT9iraqpyQlPlkl7q5tmm/E4i8CfGHhLO+JuG+J/DvifIs84O4R/194ly3NMBLCYjKuDfr2Ayz/WSqqsowrZT/aOZ4LAfWsLOvFYutLD/AMWjXjS+v6K+QPBv7a3ws8cftk/Fj9h/SdA+IFv8WPg58P8ATfiP4n8Q6jpXh2L4eX2h6pY/DTULe10LVrbxVd+JLrVUh+Knh5ZoNQ8JaXZrLZ6yqX0iW9i+o/M/in/gr3+zzpWuePrPwD8JP2rfj54Q+Fur6jofxE+LvwK+CFx42+EfhHUdGUyayur+M7rxDocSWmlwrJdT6lBZz6bc2Ef9o6bd32nzW11Oqma5dSi51MXRilWr4fVu/tsM+XEQUUnJui1+9aTjDeTSZtlHgD4y59jaWX5R4ecRY3E1uGOGOMo+zw9KGGjw1xrQp4nhHNauOrVqeCoU+JaNWEskoV8RTxeYy5qeFw9SpTqQj+q9FfHv/Def7LX/AAy3/wANjf8ACzLP/hRf2Pf/AG59g1D+2/7b+3/2P/whv/CMeR/bX/CY/wBs/wDEs/sX7Lu3f8TPz/7B/wCJtXy3oP8AwWN/ZxuPEHw+034h/CP9q/4DeFvirqNnpvw7+K3xw+CL+DfhZ4tl1I2/9m3Oj+J7TxNrk11pl6l3aXA1VdM/s6ysrmLUNUubCwEtzGVc2y2i6SqY3Dx9tThVpv2icZUqrUadVzjeMaVSTtCpNxhJ3UZOzNMk+j3438R0s+q5N4W8aY3/AFazfNuH86orJcVQxmF4gyHDPGZ3kFPAYmNHG47Pcnwi+s5pk+Aw+KzLAUJU6uKw1KFWm5/rNRRRXoH44FFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUV8867+13+yf4X+IS/CTxN+09+zz4d+Kz3iaenwy1341fDbSPiE1/IzJHYr4M1DxLb+I2vHdHVLYaaZmZWUISpA+hq9fNOH8/wAjpZdXzrI83yihm+FWOymtmmWY3L6WaYGXLy4zLqmLo0YY3CvmjbEYZ1aL5o2nqjOnWpVXNUqtOo6cuWoqc4zcJfyzUW+WXlKzP50v+DnH/kwb4Pf9nv8A7Pf/AKbviHX9Ftfzpf8ABzj/AMmDfB7/ALPf/Z7/APTd8Q6/otr+hPEL/lFj6NX/AGX/ANI38/B48bBf8j/PP+wTJfyzEKKKK/mQ90KKKKACiiigAooooAKKKKACqOqaXput6bqGja1p1jq+j6tZXWm6rpWqWlvf6bqenX0D217YahY3cctreWV5bSyW91a3MUkFxBI8Usbxuym9RQXTqVKU4VaU506lOcalOpTlKE6c4NShOE4tSjOMkpRlFpxaTTTR+N/xy/4I6fCnUfFc3xl/Y38f+Lf2L/jratd3lhqfwzvtQg+HWpXNz9pmurC88JWV9p934Z0/Vna10y4tfCGp2PhOz0lJ0n8Ba4ZXgk8ds/8Agof+2j+wxqdp4N/4KUfAW78cfD37ZFpelftZfAewtr3w/qjTSXkdpP4j0eGDRvDTX2ozxkw6dJD8LPE1tpFhNd2/gLX5pUmm/fKqOp6Zput6bf6PrOn2OraRqtldabqmlanaQX+m6lp97C9teWF/Y3UctreWV3bySQXVrcRSQTwyPFKjozKd1WbSjViqsVom9JxX92a1+UuZeR/UGS/SczPPMswXCn0gOFMu8fOEcFh44LLsdxLjK+V+KfC2Ei7wjwj4q4KlW4joUaMuScMl4lXE3Dc1ShReUU4NyXkPwL/aP+Bn7S/hQeNfgV8TfC/xH0FBCL86HeOmsaHNcmf7PaeJ/DWoRWXiTwtf3C200tvYeItJ0u8uLdPtMMEluySt7ZX42fHf/gjt8MNT8WS/Gj9jP4g+KP2MPjrZrc3FhffDS7vrP4b6rcTC4muLC98K6ZeafeeF7LV3Nppt3D4T1C38KW2lRzi58Aa7JNLHL49p/wDwUO/bV/Yc1K38I/8ABSv4CX3jb4etfrp2l/tX/AjT7G98P33nS3cNnL4i0ayg0bwybnUriPdbWE0Xwu8UW2kWctzD4E164kSSR+xjPWjPm/6dztGp8teWf/brv/dPSn9HnhDxRhPMfoyeIEOMsfKEq1TwZ8QZZbwh4y4Ky5pYfIeavDhDxMjShCrVdThTMcHntWCpxXCNOpLlOT+C/hLw14n/AODiT9sS/wDEOh6brN34L/Z38H+LfCs2o2sV02heJV+Hv7KXhtNb07zVYW+pRaJ4k1zT4bpAJYodRuPLZXYMNT9mXTNO0T/g4L/bx07R7Cz0uwm/Zl0HVpbPT7aK0tpNU1jS/wBkbWNV1B4YESNrzUtW1TUtSvrgr5l1fX11dTM808jt+kH7NGl/sMfG74seOP24/wBmzUfDPjb4u/Erwnpfgj4jePNF8ZeMp9Zi8Px2vhS00vw94p+GWt66mneA9Ra0+G3hj7Ol34J8Pa3eQaIbxJbiHUdQuL/23w9+y58CfCn7Q3jv9qzQPA32D4+fEzwrZ+CfG3jz/hJvGN1/bfhiwtfBtnaaZ/wi974hufBmm+VbfD/wjH9t0jw7YahJ/ZO+S7eS/wBTa9+RjkeJpyotvDxnT4mxec1HeopPDV1i1Cn/AAU3iEq9JSg7U0oO1V8sb/pXFv0icpyvG8Z8L8RcO+JOSZg/oScA/Rd/1ez/ACjC5djMk8ROEKnh3XzLG5hlONzunWy7hidXhnPK2DxKoPPJVMyw1Svw/hpYzFyw/wCQH/BIP/k97/gtB/2dVaf+rc/apr43/wCCC37Rv7G3we+B/wAffDXxr8ffCr4Z/FDWfHMur6nqfxM1TQ/Da+MfhMfCGgWOkeGtK1LxDLb2viEaX4ht/Gdxd+E7B7nUJv7dgnGnXaTqYv6R/hB+y58CfgL44+NHxH+E/gb/AIRTxn+0L4rTxt8YNZ/4Sbxjrv8Awl/iePV/FWupqf8AZ3iTxDrGlaBjVfG3ie6+xeF7HRNPP9p+QbQ21lp8Np+Dn/BJ3/gmb8L/AIo/sfeK/Dn7cf7Kevaf4y0j9pHxprHhWD4leH/iF8JfH0fhe++Gnwet4ZrLUbG58F+Lr3wndaxpurRw2z3dxoEuqWep+XCbyK7I8uWXZlgsTw/Qw8cHVxOHXElXmrqvLCWxeKpVoRlVhSVSlUdKtZSVN3nGcEpQbkfr2F8Z/BPxO4K+mBxPxfjPEjh/gfi2p9CXIKeD4ZqcK4XxEnivDzgTiDhjNcZg8hzHPJ5NnmU0s94b9vPDyzjDull+OyvM8RUwWYU4YA+QvgRo3izx1+wp/wAFttc/Zw0rVbH4I+Kvi1pesfBPTdM027sYE+H+h/ETXPFPxJ0vTdOETPCsPwGuPC1jqOnIHlgsfKtJwgANfo7+yn+1r/wTF8N/8EwPB3gbxv4z+DGn6Xp3wTttE+M3wV1W40C2+I/jD4kQ+HltfHVxa+BLkHxN4n1jxT4qF9qXh/xLYaffQRJe6deRalYxWJ+xfuF8M/hV8OPg14G0b4afCzwX4f8AAvgPw/by22k+F/D2nxWWmW6XEjzXcskYDSXl7f3Est1qWoX0lzf6ldzTXd/c3FzNJK3xlrv/AASg/wCCd/iPx2/xG1X9lnwC3iWS9OozQaffeLtF8Iz3bSPM73Pw70XxJp/w+uY5ZHZ57efwvJbTk/vonAAHTRyHMsDHDVMHUy6vXWX1sDiYYyFaOHgq+MrY2U8KqcZy5IzxE6XsZxiqlGnSUpRasviOJPpa+C3iriuNsq8SMk8Z+E+F63i9w14rcEZp4Z5pwziuMMbV4X8OuF/DTDZfxxUzrGZVg1mWMy7g/AcRU+JMrxWNxWS8R5vntbDYPHU67qV/wF+Gnhvx/of/AAbkftHT+MYNQg0nxJ8X/DfiX4awXyyJjwBJ8cvgDp8k9lFKiNFYXfjXSPG+oQFQ0dz9pkvYneO5Un3L9vjW1+Jn/BCH9lDUvhV4m0rxXofw20z9lDRPi/J4X1S11i30JvDvwY/4RXWfDPiF9Oe6jsNV8P8AxD1zwda6xpd49vdaZqiw294kVynkN/Sj4x+Enwz8f/DPVfg14u8EeHtX+FmteHYvCd/4EbT4rLw7/wAI7bRQw2WlWVjp32NdKt9MS2tW0htLNlNpE1paXGmS2k9pbyR+afCP9kX9nD4GfCDXvgH8NPhVoWk/B7xTea1f+JfAWtXmueONG1+58RWVlput/wBsHx3qviW91GDULHTrK1ms7u7ls1ht41igj+bI+GsQqTwsMVSeHqcPU8nqVZ+0VeNejWrVoVYU0nB0JyrOMoOqpQhFQjzXujD/AE3uD6+eYfj7M+B88o8X5T9MfNvpIZXw9l/9kVeFsVwpxHw5wzw3mvD+YZviMRRzLD8VYHC8NU8Xgczw+R4jA43NMZUx+JWD9ksPU/mm+Lfhj4VfG7wP+zbZ/Er/AILVfC7xdp2n+KPCGo/AnwL8O/2EPh9cfErwT4pS2htvD3h6fwp+z74ll+I/ghRJc22nv4b8R22m+H7zWrbTQ9reapp2lSwfY/7WHhHwz44/4OAP2E/D/i7Q9N8RaIf2ar3XG0rVrWK9sJNV8JxftaeK/Dt5LbTq8UsmleItF0rVrXzEZUu7KByp24r9N/hF/wAEzv2FvgT8Rbb4sfC39nbwn4d8fWFy97pOu3er+MfFCaDfPvxfeG9H8XeJde0Lw3fwiR1tb3QdM066s1bZaywqAB7X4h/Zc+BPiv8AaG8CftWa/wCBvt/x8+GfhW88E+CfHn/CTeMbX+xPDF/a+MrO70z/AIRey8Q23gzUvNtviB4uj+26v4dv9Qj/ALW3x3aSWGmNZFHh/GeyXt1gY1ZZllOJrcmKzTFqrhsuqc04zq5hUrylOUJTjRowpUqcY2hUqzVpQef/AEwvDunnmIXC9fxRxPDuD8EfpDcDcNPHcA+BPh3XyLjbxoySOBwGLy/IfB7JeEcFhsqwOY4TAY3P+IswzzP85xuK9vmeT5BlWIlisJmX43/HXSNK0j/g4g/YuutL02y0+58SfszeK9X8QT2dtDby6zqsXgb9rPRY9R1KSJFa8vU0jQtG01bmcvMLHS7G23+VbRKvDeF/jF8LvgF/wcAfte+I/jX478L/AAs8MeOf2dPB/hjw34p8eazY+FvDF5rL+BP2Y9YhtpvEOtTWej2KXFr4I8Sw29xe3lvbT6hpzaZFK+oTQW0n7k+If2XPgT4r/aG8CftWa/4G+3/Hz4Z+FbzwT4J8ef8ACTeMbX+xPDF/a+MrO70z/hF7LxDbeDNS822+IHi6P7bq/h2/1CP+1t8d2klhpjWXB/tEfsGfsjftXeINC8WfH74KaB4+8T+HLNNN0vxCdW8V+F9a/syK4luoNK1LUvBmv+HbvXNJtrm4up7TS9bl1GwtJbu8e2t4jd3Pm71slx6Vaphp4NV1xH/beHhVdZUZUng4YWVKtKnS56dRt1J3hGpG/LeTcpcvy3D30nfCmtU4YyPjbKvEifCtX6Fy+i/xlmHD2F4crcSZfntLxKx/H2Ez/hjCZrnsMuzfJMPSo5JlapZrjskxfs545QwlOGDwrxf44/sN/F/4ffHf/gu1+2x8T/hZ4htPFngTXP2aU0vRPEmn7207WH8GXP7KvgjV73TJmVRd6ZJrnhzUhp2oRbrbUbJYL60kktriKRvm34P/ALNPxu+H9/8AHXxt/wAEi/29/DOv/C/wR448RS/Ez4BfGPR/EXw5uvCOo21qgv8ASfEfhb4x+EZfCmty2+lWkehT/EbWNH8CRXdto1xpza8moeHbpbb+i/4RfsP/ALK3wF+K+t/Gz4OfB7RPh78R/EXgWw+Gmq6t4d1fxTbaPL4K0yDwhb2uj2vguTXpvBGmMV8CeF5rvVNL8OWes6heWFxqGoahdX2r6zcah558ZP8AgmR+wn8fvHl58Tvir+zt4X1/x1qVyL7WNf0vXPG/guXXb75N9/4hsvA3ijw3pniG/m8tPtN9rVlf3V1gi5ml3Nnmlw9j54eHtHg54yOY5ljfbUMXjsDOkswqKpfC4qlTqSpNSUfa0auGxMKkVGKqRceeX22E+mH4T5fxljo5LhvETAeGmJ8F/A/wxlw9xb4feFnirlee1vCHKZ5R7LjngPP86yLB59Rq4WviVkPE/DvHHBOaZTiq2LxdfJMbh8e8swn4meHv28fh5p3/AASHb42+Lf2Ff2YdS1H/AIaZl+FWh/DK3+DPhrS/2f8AXPiKvghNag+N1/4BXTp7WK5i8Nxal4U1K50y8gv77xBp0uk2WtaLpt0LLT/nz/gr0f2z/wDhmz4Ma1+1P+0p+zj4k07xd8RvDniTwF+z38BfDlgllYWy+BPGPl/Eiw8aX0S+Jdb0Dw7Z3yeGHSyutS8LXN54ws7i31C7Npp0z/1Zal+zL+z9q/wUX9nLUPhD4Fm+B0emxaVD8M00O2tvDNtbQXf9oQz2ltaiGWz1aPVC2rprtrPFra6y76wNQ/tOR7tvkzT/APgkF/wTg0zwv4j8H2v7LvhY6R4pewbVrm78WfEvUfEsY03ULXU7aLRPGuoeNbrxl4Xt3u7O3N9beGde0i31O2WSw1KK7sZ57aTLG8O5vicJ9UWMw9WMsuw+FlJ1q+CisTRc5TqVaWFw8/rtOpzRjD29WEaVnP2FSUmn7vhj9Mv6OvBniBS8QJ+GvF2SYrL/ABo4x44w2Ahw5wv4oY6vwVxJSyrDZXlOQ8R8d8Z5fLwyznJo4XG4zMZ8L5HmWJ4idXDZZ/rLkuGw9HFUP0mByARyDyCOQQehBorK0LRtP8N6Jo/h3SUuY9K0HStP0XTI7zUNQ1a8TT9LtIbGzS71XV7q+1XU7lbaCNZ9Q1O9vNQvZQ1ze3VxcySSvq19ur2V0k7apO6T62dldedlfsj/ACyqqkqtVUJ1KlBVJqjUq040as6Sk1TnVowq14UqkoWlOnGvWjCTcY1aiSmyiiimZhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABX5k/8ABZT46fEz9m3/AIJlftb/ABg+D15qOlfEXQPAmhaD4e1zSHlh1fw0vxD+IHg/4b6z4r0m6gVprHVPCmgeLdU8R6dqUOyXTbzS4L9JYWthKn6bVwXxS+GPgT41fDfxz8I/if4csfF3w8+JHhfWfBvjLw1qIlFrrHh/X7GbT9RtGlgkhurScwTs9pf2U9vqGnXaQX+n3Nte28E8f6B4TcT8PcFeKnhnxlxdkMeKuFOEvEDgzibifhidOjVhxHw9kPEeW5rnWQyp4mUcPUjnGW4TE5fKGIlGjNYhxqyUHJnJmFCticBjcNh6rw+IxGExNChXV06FarRnTpVk1dp05yjO6Tfu6an8p37In/BAb/gm78bv+CYPwz+NfxHu/EupfGr4zfs86f8AGrxJ+0zN8UvFlsPhr4t8VeE/+Eu1mAeGLTXU+HN3ovw21Wa60PxJH4n8NavrF6+h6w+oata38u+y+6f+DaT9oD4sfH3/AIJnaT/wtrVtY8RXvwc+Mfjf4K+CvEmvz3N7qusfDzw74a8B+KPDsc+pXYM+oW/hu48aan4M0yVpbj7LpXhqx0sS4sPKj+X73/g2U1LTIdZ+E/w2/wCCoH7WfgH9jnxHql3d69+zBHHqOo6TqdhqN291f2N3qOm/Erw38Ob64uGMW7UdX+CuqPLJEJ763vZmLD+ib9l79mX4QfsefAvwD+zv8CvDreG/hx8PNMksdKgurn7frGq399dT6lrniTxHqhjhbVfEfiLV7u81bWL7ybeBru6aCws7DTYLOwtv9JvpffSY8OuPfB3xH4PpfSS4x+lVxB4leOeSeJ/h3R4s4J4t4XofRx4Ry3CcXQzfhvA4zi+0IZjxHQ4hyPIK/DPAka3A2DwXDbzPDYunia1LDVPiuHcjxmEzLBYl5Lhsho4LKquBxjw+Jw9eWc4mcsN7OtOOH1cKLo1ayr4trFSlW5JRaTkvxR/4Ocf+TBvg9/2e/wDs9/8Apu+Idf0W1/Ol/wAHOP8AyYN8Hv8As9/9nv8A9N3xDr+i2v408Qv+UWPo1f8AZf8A0jfz8Hj6PBf8j/PP+wTJfyzEKKKK/mQ90KKKKACiiigAooooAKKKKACiiigAooooAKpalpunazp1/pGsafZarpOqWdzp+p6XqVrBfadqOn3kL295Y39ldRy213Z3dvJJBc21xFJDPC7xSoyMym7RQVCc6U4VKc5U6lOUZ06kJOE4Tg1KM4Si1KMoySlGSaaaTTTR+NXx4/4I5/C7VPFM/wAY/wBjT4geKf2MPjnbG5u7O++Gt9qVp8ONWuZWmuZbG98LabfWF54VstSmFnYTw+EL+18K2emRzef4B1ySRo38fsf+Ch/7a/7Dep2Pg/8A4KT/AABu/Gvw6F2ulWH7V/wJsbS+0PUWlmu4rG78Q6RaRaT4Xa71K4j/AHWmzQ/CvxNb6PaSXtv4F1y5YfaP31qlqWm6drOnX+kaxp9lquk6pZ3On6npepWsF9p2o6feQvb3ljf2V1HLbXdnd28kkFzbXEUkM8LvFKjIzKd1XbSjViqsVouZtTiv7s1rp2d4+R/UeS/SezPPMqwPCXj/AMJ5Z4+cI4GgsFluO4mxeIyvxT4WwiVox4S8VcDTq8RUKNFqnOnk/E0eJ+HZqjSoPKIUlp4/8C/2kPgX+0v4WPjH4FfE7wt8SNDh+zDUTod6y6voUt4sr2tr4m8N6hFZeI/C99cpBNJb2PiHStNu54onmiheIb69tr8b/jl/wR0+FWpeLZfjN+xx8QPFn7F3xztPtd1Y6l8Mbu/g+HepXNwZ5rmyvPCNjf6ddeGrDVc2+l3Nr4R1Ow8KWuliYXPgTXWkkgm8ftP+Chn7af7DGo2Xg/8A4KUfAa58cfDxrxNK0n9rH4DWVnfaFqbySXcdrP4l0SCLRvDgvdSnQtBp81v8K/EsGkWE95a+A/EEziaV+yjPWjLm/wCnc7RqL0+zP/t2z/unfP6PfB/ijGWP+jHx+uMswnB1p+DXiE8s4Q8ZMHyx5qlDIW8RDg/xMjShCtV5uFMywmf1aagv9Uac5WP3worxP4F/tH/Az9pfwoPGvwK+Jvhf4j6CghF+dDvHTWNDmuTP9ntPE/hrUIrLxJ4Wv7hbaaW3sPEWk6XeXFun2mGCS3ZJW9srBpptNNNbpppr1R/L2dZJnPDmaY7I+IcozPIc7yyvLC5lk+c4DFZXmmX4mCTnh8bl+NpUMXha8U05Uq9KnUSabjqgooopHmBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfzpf8HOP/Jg3we/7Pf/AGe//Td8Q6/otr+dL/g5x/5MG+D3/Z7/AOz3/wCm74h1/RbX9N+IX/KLH0av+y/+kb+fg8eFgv8Akf55/wBgmS/lmIUUUV/Mh7oUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVHVNL03W9N1DRta06x1fR9WsrrTdV0rVLS3v8ATdT06+ge2vbDULG7jltbyyvLaWS3urW5ikguIJHiljeN2U3qKC6dSpSnCrSnOnUpzjUp1KcpQnTnBqUJwnFqUZxklKMotOLSaaaPxv8Ajl/wR0+FOo+K5vjL+xv4/wDFv7F/x1tWu7yw1P4Z32oQfDrUrm5+0zXVheeErK+0+78M6fqzta6ZcWvhDU7HwnZ6Sk6T+AtcMrwSeO2f/BQ/9tH9hjU7Twb/AMFKPgLd+OPh79si0vSv2svgPYW174f1RppLyO0n8R6PDBo3hpr7UZ4yYdOkh+Fnia20iwmu7fwFr80qTTfvlVHU9M03W9Nv9H1nT7HVtI1WyutN1TStTtIL/TdS0+9he2vLC/sbqOW1vLK7t5JILq1uIpIJ4ZHilR0ZlO6rNpRqxVWK0Tek4r+7Na/KXMvI/qDJfpOZnnmWYLhT6QHCmXePnCOCw8cFl2O4lxlfK/FPhbCRd4R4R8VcFSrcR0KNGXJOGS8SribhuapQovKKcG5LyH4F/tH/AAM/aX8KDxr8Cvib4X+I+goIRfnQ7x01jQ5rkz/Z7TxP4a1CKy8SeFr+4W2mlt7DxFpOl3lxbp9phgkt2SVvbK/Gz47/APBHb4Yan4sl+NH7GfxB8UfsYfHWzW5uLC++Gl3fWfw31W4mFxNcWF74V0y80+88L2WrubTTbuHwnqFv4UttKjnFz4A12SaWOXx7T/8Agod+2r+w5qVv4R/4KV/AS+8bfD1r9dO0v9q/4EafY3vh++86W7hs5fEWjWUGjeGTc6lcR7rawmi+F3ii20izluYfAmvXEiSSP2MZ60Z83/Tudo1Plryz/wC3Xf8AunpT+jzwh4ownmP0ZPECHGWPlCVap4M+IMst4Q8ZcFZc0sPkPNXhwh4mRpQhVqupwpmODz2rBU4rhGnUlyn76UV4l8Cf2j/gd+0z4RTxv8C/iX4Z+IugKLcah/Yt4yazoE9355trHxT4avo7TxF4V1G4W2uJLfT/ABDpem3dxBEbm3hltmSZvbawaabTTTW6aaa9Ufy9nWSZzw3muOyLiHKMzyHO8rxEsLmWT5zgMVlmaZfiYJOeHxuAxtKhisLXimnKlXpQmk03GzQUUUUjywooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK+SP27v2tPD37C/7JPxr/AGq/E/hrUPGWm/CTw7pt9beE9Mul0+58ReIfE/ifQvA/hHRpNTe2vRpOn6h4r8TaLb6vrAsNQfSNKkvdTj07UHtVs5/revl39tfTrzV/2UPjzp1l+znpX7W8l18PtWS4/Zu1jxMPB0Hxd01Wgk1fwtY+JP8AhHPFkum+IH0pL2/8LG00O41C68TWOk2OnXWk39zbavY/eeFeH4exnif4cYTi3J58Q8KYrjzhDDcT5BTz/LuFKmecPV+IcupZ1k9PinOMfleUcNTzPLZYnBRz/Nczy7LcmlXWY47H4PC4ariKfJj5Vo4HGSw9RUcRHCYiVCs6M8QqVZUZulUdCnCpUrKE+WXsoU5zqW5IwlKSi/wb+Hf/AAVK/wCCuni/4D+CP20PBX7Ov7C37W/wA8QXfg688V/s9/saeLvjh8Q/2yPh5oni+5toxpnirR7STxT4ct/GHh5LhbbxPoul+G9a1LQLrz7rWtG03StK1y80z+mPwf4kh8ZeEvC3i+30jxH4ft/FXhzRPEkGg+MNDvvDHi3RIdc0y11SLSPFPhrVI4tT8PeI9NS6Wz1vQ9RiivtJ1OG6sLuNLi3kUf5vXxY+Gv7A0XhDwr8SP+CZnij9vT9mX/gp/NrXhHS4f2CNA0P4yeK/EHgTxRf+I9LsvFmhaX8Wv+EA8IeJrXTPD9mdQ1LR9cu/GniDWfEZtdCs9W8D+GJ9R1V9E/0Sv2fLb4qWfwE+CFp8dLm1vfjda/CH4a23xjvLFrV7K7+KkHgzRYviFc2j2KrZPaz+LV1eW3azVbVonQ26iIoK/wBGP2i3gl4a+G3D3hvxTwJwblvh3U4h408RMlXCOb8B8ReFfiPhsgyjD8OYvKaebcN43jHjnhHxA4XyqePxGFyHxp4EzahkvF88XXwbq55PLo5hQ+N4NzTHY2tjaGLxFTGKjhsHU+sU8VRx+ClWqOtGo6daOGwuJweIqKClWyzF03Vw/KpWoqfI/wAMP+DnH/kwb4Pf9nv/ALPf/pu+Idf0W1/Ol/wc4/8AJg3we/7Pf/Z7/wDTd8Q6/otr+RvEL/lFj6NX/Zf/AEjfz8Hj6DBf8j/PP+wTJfyzEKKKK/mQ90KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACqWpabp2s6df6RrGn2Wq6Tqlnc6fqel6lawX2najp95C9veWN/ZXUcttd2d3bySQXNtcRSQzwu8UqMjMpu0UFQnOlOFSnOVOpTlGdOpCThOE4NSjOEotSjKMkpRkmmmk000fjV8eP+COfwu1TxTP8Y/2NPiB4p/Yw+Odsbm7s774a32pWnw41a5laa5lsb3wtpt9YXnhWy1KYWdhPD4Qv7XwrZ6ZHN5/gHXJJGjfx+x/4KH/tr/sN6nY+D/8AgpP8Abvxr8OhdrpVh+1f8CbG0vtD1FpZruKxu/EOkWkWk+F2u9SuI/3WmzQ/CvxNb6PaSXtv4F1y5YfaP31qlqWm6drOnX+kaxp9lquk6pZ3On6npepWsF9p2o6feQvb3ljf2V1HLbXdnd28kkFzbXEUkM8LvFKjIzKd1XbSjViqsVouZtTiv7s1rp2d4+R/UeS/SezPPMqwPCXj/wAJ5Z4+cI4GgsFluO4mxeIyvxT4WwiVox4S8VcDTq8RUKNFqnOnk/E0eJ+HZqjSoPKIUlp4/wDAv9pD4F/tL+Fj4x+BXxO8LfEjQ4fsw1E6Hesur6FLeLK9ra+JvDeoRWXiPwvfXKQTSW9j4h0rTbueKJ5ooXiG+vba/G/45f8ABHT4Val4tl+M37HHxA8WfsXfHO0+13VjqXwxu7+D4d6lc3BnmubK88I2N/p114asNVzb6Xc2vhHU7Dwpa6WJhc+BNdaSSCbx+0/4KGftp/sMajZeD/8AgpR8Brnxx8PGvE0rSf2sfgNZWd9oWpvJJdx2s/iXRIItG8OC91KdC0GnzW/wr8SwaRYT3lr4D8QTOJpX7KM9aMub/p3O0ai9Psz/AO3bP+6d8/o98H+KMZY/6MfH64yzCcHWn4NeITyzhDxkwfLHmqUMhbxEOD/EyNKEK1Xm4UzLCZ/VpqC/1RpzlY/fCivE/gX+0f8AAz9pfwoPGvwK+Jvhf4j6CghF+dDvHTWNDmuTP9ntPE/hrUIrLxJ4Wv7hbaaW3sPEWk6XeXFun2mGCS3ZJW9srBpptNNNbpppr1R/L2dZJnPDmaY7I+IcozPIc7yyvLC5lk+c4DFZXmmX4mCTnh8bl+NpUMXha8U05Uq9KnUSabjqgooopHmBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/Ol/wAHOP8AyYN8Hv8As9/9nv8A9N3xDr+i2v50v+DnH/kwb4Pf9nv/ALPf/pu+Idf0W1/TfiF/yix9Gr/sv/pG/n4PHhYL/kf55/2CZL+WYhRRRX8yHuhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVHVNL03W9N1DRta06x1fR9WsrrTdV0rVLS3v9N1PTr6B7a9sNQsbuOW1vLK8tpZLe6tbmKSC4gkeKWN43ZTeooLp1KlKcKtKc6dSnONSnUpylCdOcGpQnCcWpRnGSUoyi04tJppo/G/45f8EdPhTqPiub4y/sb+P/ABb+xf8AHW1a7vLDU/hnfahB8OtSubn7TNdWF54Ssr7T7vwzp+rO1rplxa+ENTsfCdnpKTpP4C1wyvBJ47Z/8FD/ANtH9hjU7Twb/wAFKPgLd+OPh79si0vSv2svgPYW174f1RppLyO0n8R6PDBo3hpr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