2018中考数学考点练习:二次函数的定义
-->2018中考考点总结:二次函数的定义
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/RiTCNxU0m3bbNhS0rPDmJqbNLbyJaVyv9fcNLnW3NxSeWHTj5T8ge0+EVolzatz3ERJt/SbInByLv5Bc/7PtdflCxso6Wi4v77Vnjj5JU13UHNz5e6Z34z3H74f+ce+MwK763by0zq/ntpsmm5h8eN+UTakMhsCldTkklOuXUDNb+n3eWe6zFuFx1uuuUkp3W7t/5T5b2bt39VA7T//xjqruRm2N5zn47b8r1uehfH1E5f50uzqno+h2oDZ//F0DS/uoFsq3Y4Wm5yU49TNeP+5+5F/7wsjsLvO+7vgjQ3YvDGoOefxlmp7itujxfEjJafd1r3mlEstuWlyGTPgnd3PpxqzvU2tHuU92nrNqcm5/Z+NSnh6IrTf77zf8wb98KfbwU7D2p717vQ37Rv/ZFJObpRFByXlenEouBjaNSlNsqdpphfKahS42s9OcN1Smha01tom4PrtT9yM95+4H/kNvjAC73ut4ZU2cnNQM2vk2/7h9KWx6ZhMNrazLN3mune3EzX9fTVvA9q5l6bpb+NU3jb79uau7KpVXE0oLXafc+2b083KnUyE7jUzhzH7qa56V+jt5rLWWnOTcm5SKenWpNT+Y3eYO+kz/S7TCEwbuXT+Mhz7Dqs6Wz9Te34UuFJyrt1Oh2uxpFSGkj++Ge8/eD/yKwSLwPOTLNsPA4fP93f3iQhMqdShHU259KWYFKekVLpNlZxzzqVtKdbtQduYpnLxcLqPLhqb7pZ+cviy3v+0uMOjvosPZh7tczcCZ+3tq3ufZVbTnrM8XBLzS2uYMy2pG+D8zZHCfBQ4ZtULcweLrsByurHbejPrHzzdNWgvgO7W62+7xYTsmZvxfuV+5M+LFIFXLuDdxwnD79fpmHcicPbAbJqiQy90+gCsu5NLWYfW8jjmXepHQ43F4Z8avhxZR+CivDU3TUpvm3ttN7m5ua2HgR/Ye7fZVQI23fOiW9M2u6sE/COjwOms/ngPvRSB4+OI5nZLKc/vhUMXK6iWUseTU1JK68B9eDPen7kf+dPiROC1HtyjCNx632QUOL46Cbr2KUjpxyXLJ4tNN5To2p1cDp4+te+5tFB7M7EOhy8PGu7NDS6eDr64lvBkScY3LTPw/X32ZTM4TcB+6u33xdsZq2eBw6X7UgS2Ubd7JkoaEveVWttYqVY2pmFP3oz3S/cjf1qUCLx69e6/f/YkoKSmGRrevQhMqX/LZOVGt+LsPnSHuwXYt5Rr+5acdsrQtRbLbzdcTawzw5cjpyLwzWlw3Byvl8Zv7X262PNoT9trMG7L5ZIbCXjU5P9eh8thJj+dqb1OWa79vW9MTXYzGvP6vlR/Ja3OShqeCk49vhnvT9yP/GkhInDsYZ7u0e5HYJlN5vRP5dpnavujwDY5Z7ufl6Wk261pJhGyP5io7ZOpq/fjciL01eHLo4nQmlPObx4RnV8Oc7D3l55Ofu9k2GIidPJ6WvZrzkfgxuOIaQSW1E9WP1Wv0yVU46dn06Fl/v5zN+P9xP24Fe/8Qd8YgcNThlSmP429y7Z3d3j5Hj6pWI362jto+plVBK7Xmqybltk3cdP+93Gfu/uWAfXS8GXzu5ZjBvUHO1m98xYbETi23MNuHu39lb8+880RuN29WL5+ofY2InC6tdm85PZlcjAYv7XP3/s7erz0FnP5i17ZqZvx/vB+PNGG8Cd8YwT+hI0U2lwrPS6o7pcYbObx8odVaz7f5nMt+KfXs/2RdDgxE3Dc8P6Fg3yLrWy69mRwuyfZ3wqrBcVbHc2r+1qvARi29fhmvD9zP/KnicA/pBtrvjCJ9/YFkj+2dYD3E4F/yOuTLx9c0+ZvWz9je7z5338Hg9AjT3/QyIagRGAwn5kN/cwXEAA+SwQCEJQIBCAoEQhAUCIQgKBEIABBiUAAghKBAAQlAgEISgQCEJQIBCAoEQhAUCIQgKBEIABBiUAAghKBAAQlAgEISgQCEJQIBCAoEQhAUCIQgKBEIH9Fybl+eh+1lI/vA/g1RCB/Q0mp/MBuam4u76fm5na7NZ8PaODNRCB/Qc35ZDDV3NxuL6XlU6PNUn4ioIH3EoG8w2wC8f2zieeHgG1+vTZkvPzpkowCt9T6apV8+LoCEcglq4nCNi9qbppca25uqdxLenMelHRte+fHjO27m/mw8cFkaM1NSul2a/+nrH556zT5f4/e+aOGYu1WZEm3hScKPD9RNTdXLoR5tf/EdQVfGoGLRq2//90/V0wa83nDuJzzK6nJJadcuxnEq4F1piRXmuOa06V2d93cHx9BzanJuf2f46g9/84P68PjIJQWQ9+zJ3F9MdxS6cZru6Ppc5fWx68r+MoIXDZqfYu46uwfa3vFbd+zbTaGfwRUS05HjXjNKZdactPkMrb2b+q2t83q6fdeHcKsL4zjHZaca81pGJwcFOb0Oz9r3P3+GVmNAufv20mtW0qLnKu1tgm4/sT2ng8vrY9eV/CVEXjfS7tLvchaa81NyrlJpaRbk1L7j3GzW43CP53serN27NUdctePaEcR88Zo3sbV3DRNM1bH9HFQV2PdWTjdjrWTYbOfh321Wxv+8eyBLk7cdI+T5Z6v7eZymbaP8any9GuEDm6BJ0eBm5vKuXaT0cMAvqRUhmvh8aV16bqC58WJwGvPh+6TBqakW9Ok7h9xOp81p1Rq10TVnHLpg2GeSSWl0rVjJeecc2lXLWw3otNT0y+9fNCZWEbgvR2m5bZIt5RSk+uVkeJBkbb3WIfdPLeHpxwc4zPlKemwi1ZzapqdE3BNe6N157a/iObzpacurWvXFTwnSAR2ncor985wM5Z0a9rbeJ6A3z8KTNOcm9Te+Ju+ovv+Rdf8lWn/f2HSjp/sk6wjcNIpaZomlQdTl48j9kEEXp1EP+VBqQ6PcbPIx8eYJiPKqfUymNeu6VpKHc99SSmtvy7y8NJ64rqCpwSJwP7F8/fzNAGHxyih7r1Ja3S7NU07HOkm4BbrTfpVFt1kWs257K6F6Ct28u27q6PAVafktYQ6GYE/PgY8OMbray2bccC91zPpQuelhFlcGu0Ib9XVOXtpXbmu4CmBIvBSiG0m4MVx5G918hFSzSmlvqWdrCnqlum1bxqH120PI9f2XXm5SmK69yaXSw3t4rytOiUvjtEeLocpqcn5ZyfBD4/xcnlmy2E2q2qInkV35LW51nar6+H+40vr+nUFT4kUgdGGcbvOjSGGpqkue+erUWBJt1vTTEZOR1V9fWHt8gtjQ3M+Lqx5fhJ6mAic7aKZBkIq9x/uAu0d4//5v0+W58H3AktqUupHZldnPqcJNx2jzaZDF6Psc5fWmetqL9ThlG+MwHmjNnZrZ9NIoW+bU4/hhtZolVnrL94tv8GcDr7H/MSfEvvhFRDRHjfN5iU37oy9L0T0oZqH0zNbzdJMk23xRd2Tl9bj6yr8vcyLvjECOXbuq+PjKvTuEdHW/Fj/crPZhM4auJKa578f97MPgCI9btqYEVgskLna++g+vjVaG6Y+H11aF64reIkI5Ge89nc0L3+l5QU/8R9lAn4FEfgZx3NHo//+O/W2N37wr3affyqYfjJsgX9MBPJHXPrTn796J8BvIQIBCEoEAhCUCAQgKBEIQFAiEICgRCAAQYlAAIISgQAEJQIBCEoEAhCUCAQgKBEIQFAiEICgRCAAQYlAAIISgQAEJQIBCEoEAhCUCAQgKBEIQFAiEICgRCA/pubmdrs1uf7rggDc73cReKDWn22qayl1+4c/rqRJ6pVSzrztXnMu47+b2y3tfe7v+OgVNa/YN+3qLZv59IX90zcqX0UE7qm5edTstqOatcetdc3N5E0lpXK/19w0uXa7LelTo6WS37fdaU6deVdJB6PA+cYmP7UlbivpFynp8XkvaXK8sx8ONtO6ePrnl+uJi3fvoOb9kOZKOeZX9f2tF/byXpv2qtI39I/4R74zAjdbgIt3yrwx2NlN6t4y/mvZVO/EZCqzXntJTS455doF1ImdP2VWB23RrrYe8zbsRKXWnEtJyx1N6qXd3Pi2aZUNHzqXtqsdvNg2HjXYixO9d8qGXHic4ZOr6PLYZtazmW3oxGfnl+ItlW6wtlvkc1f1/Y0X9rxu2h+6ql1t8y2nniC+MAK723NxB1ydTOtvubYLO+uqDzfcbkOwu9GS025LXnPKpZbcNLlMhkBvHA6uW8arQ6uNp3mPmtuTFb9823JMeKlN77w4cHzw6HI1fDs8T8PxHIysjo5yGEBvfL6k2y3l7mJM5V5zSqlZF2t31iJNK6rW2ibg+u07IX90Vd/fdGF3ddPG3RCBk9eW1SUBOeULI/C+NQosOeezo8CubWuaZrjvp9NyaTIyOTUKbKd/2imhvvd6G5uDeVPaThn1+25btDc961g3Fc/0yds+wfyFg3qtOeX6uLlbvW1W4wddi4PYeMNQenWws80fjAJX8dHknMbLafuMPgj6mpsmpY23jCUpKZXZVp6rg5KHa342iB3K/fiqvr/5wh7ibrbHvQj81CwK3ydGBJY03rBnt9C1I/09tx2Bj0eBNadU+tu15pRL36pOmteS2r57rveSc865tIsG1nfyZI7nqHneqZTF8bebP0yYzc2sBiHjC0eDlY/Yj4350T1XqoM6rjk1ze5p3yrK1tY3R2V729wrzSwCU85ljJbnOjm5DDOr/fW7WG1z5qq+X7mwHxfqQgRuXNhbdW2gSIwI7PLrSgQODetws21F4Mb7pztc/2a2IGLSeZ6mbNcAlbIVWt1Wum3MV9c9uslXLUU/qXTtIdu6HV4Uc3ew8hG7Ebg4uudKtRU6e+tXDlrW+TWzfjD66FjG0mx+cBqBt/bpWP++JyKwllLHU1pSSutFvA+v6vszF/ZhqS5E4HMXNjEFiMB+ocCVCOwblf5eXUXgYQe+yXlolCZBd7s1TcqlH4gsY7N9udtzzbnsPdDoD+Ta+vKNCcyU88YM5YMo3YzAxdPBa8PTZzzs1K+ObrtUlw920AfZVnO+ngadDhhTuW/PAR5HYHdEG5fENJQX0Xc5AhdlaEd4qyw5e1XfL13Yj8s1z76dCNy8sI0C2fb9EbjotJ9rEfr2bYzC/VFgv+hto6W4t1NGqZ99m62xKd0PZXhG1C4JybV9S047DUW/EC6v25oLrXnNTdPkfDmuTkXgz7UuO7GxPrqnSrUfgZN5gub4+uoz8vG3UY4mdceJ3HXTPX8WuPOrM0pabL0PnuWV/fiqvp+9sGtuztyV3Wxql6O1jq8tI/DZC5uYvj8CB1e/PjR9lLAbgbMVAVszXEP7UJdd5HmDV9Lt1jST23a/uDU303Hm+eNZrNdoG+a2u3x+RPloInR/sPIR27GxOrr/+X9PlWo3Akvqp1UfTOpNfv1w+u+5da/viMDpVzenTxAm06Fl/v5zV/X9xIV9/vlsv2ZqudTtPRf277M7Y84bfWMEDuO+5Z3Sv3BunX5/25eUymwoOR1fjlscGov5UGCyrub42wR18QXitP814udujbr4On4zluv0F7GHIU8zS+9xWc/RYOUjtmNjcXS32//3RKk2D3a60/4Nu5tcJejxmXt2HePGROhqi8dLb5qcUzePOVmjNbuMm/mUwsmr+n7iwj750K7Ox5djaebV9tyF/Rud/DoRr/nGCHzRVsO2fHSz/hbbfCDUTLKxew608QSxmbajzWajuvUXRZ59zv+hleJPrG34yzYGLau59v+dntOlrT+RM84ZPlOkySgwLxLvqa9EpM1gn5T78VW9LML+hX1q6LuRtLnMJ2rgKSLwD+kmgp4Osmcn2n5+owA/QQT+Ia/PjLz/j2ZYes5ftT05/N9/BzPGR57+4Nofnr79c0RgMG+dDf2Jrz8AfIwIBCAoEQhAUCIQgKBEIABBiUAAghKBAAQlAgEISgQCEJQIBCAoEQhAUCIQgKBEIABBiUAAghKBAAQlAgEISgQCEJQIBCAoEQhAUCIQgKBEIABBicAPKTnXf12G59VS/nDpAc4RgR9RUir/ugwvqbn540cA8JAI/ICa88n4qLm53X5p1jwcxz5f+PMVdOiCslEAAA5iSURBVMFPjLt/8/kCrhOB73d+CNi22r91yPigXE8XvqTmI2H1+ZHr289XrR9M7VKmxXzfrl7f0mye/T2T7t3BvlC289X1uAc329Z8w/wyIvDtrrbwV4dENTe32+12u70tSPotLjZ4JlKuj+feGvg1N7NB2U/0JvYPuaTbwro0JU3qefbDwWaeOt/zulnW1BXzK7rm5nRRVpdQe4JqbppcuyKVdFtu/sjw3nYj44ZvqQz/tz6Ch9V5vrpKapo0fHhrjyVNT/3iAA+L9Ts7w1/tOyNwdQEP19pPtJCXxiI1p4uB2b1/u/l8Qr/F9V3/MMyvFv69I7WusVyc6M+MMCc73T/kRQDvlWWog8eBPdvbYmBSUteO72TSbGL44plaDlzadr4dr22Xeie5Ullvqsklp1y78h2csfHK3Cl8SW2Ebu95+catTU/ecrK6ak4p5Tw53JQ2DrE9tC6W947w5AXDJ31hBK5bxust9Qt2+qF7730+mF/p1++UZnEHHh/Ko8Jv1fq85/66VR1c2sHl6+LBIa8a48OiDKPJg2HVgxLW3DQpbbylpNst9c10Km273ayLtTfkSmmRGbXWNgHXn9goei05Hc0O1JxyqSU3TS7jmHocLe2Ngzf21fcLujTZ6VU8iMCz1TXcI932Nm/BSSe1mYX8umzXLhg+4gsj8L68NLsL7Yl5pPFT+5MZ648t39huqZv5GfrtL1/u0z29YRcb83ube7if3fRW870I1ZeLvTVyHV94VOadgHm6VIed+lV2NDmPF+bOo6dHIb2X+GNJSkpltpWnhxol59pdJbNxbFv09qWu9rsdttk+D7l5e19z0zR9vaTSV8OQMLNR4PQw+qnGkpudedPZUW5E4HQ24mR1TT/UHspG3pbUvV7zbKy4PSI2CvznIkTg8NLl1JluZzJRstV37t+23SiVdEs5p1xyc0spNbleGSxuW9wwL+1iu5ewPJY6bPrMNjea743z8lrNbEbg6TLvB8xTpao5zdvjwyH0TomOH4Qtt7k3EzBr01POZUzYJ9vZNvu6m6DmlEqdzZf2L9Wccq1t1TX9BPvsmV07ysr1XnLOOZd2NcysWLujwNnUTjPLlC6htzs1tS43uZOQR9U1rtvpxu0bzyJqzqV73jm8e7fGr1wwfEqYCLzfr81RLj5xetnHZgSWdGufoJfUNM3BY/thGw+avvV9dbiLMxvcWPC/OpYzc69b++q3sq6cRzXzoOTrAp0o81EJz5VqYbfF3m/a5v3/+fKJWVGPRoE1p5w3CzZt0xfLRJ6LwFpKHQdBJa2efy2GTrNlK2k8/f34aHJTlTIdV863+eByKznXndqfX8h1VZb5ds5W16Sr2BVuejGl/2mjPaUy7TGPmxhnbS9fMHxKqAg8sf5gvaF27n/2nbOro8CSbk3ba07jtNxLV/nqQN6yi2U7vxknpxvQM6PAV4t9MgIvPml7slR9kG015+tp0Gn/P5X79lTo4Th1nKPd6CCtrszlk6krFsVoB3m5bLylm0Ru2gF0s5y/HOqi6aOiC8Lhgn6YDpOTOf2OSruXjSnT+/QSWJyGflNnqmvVQxyKPJ7v9hwOq17XRW+a+Rb2Lxh+SqgIvH6p1faJ/ZWPrccLwyv9P15MwMktN1ke+vouViVfvFBSk/PZZ6KnngW+XOzjZ4GPyrw7JniqVMPWdtrZWalTuS87VofbvGj+cGvnV6e3tcjYPm1mGditIOmTZlhk3C3/nGxqfMyacvcYMS9X39znh766cdv5xv7s5H4BS0rt9xUW1TYZhj0eBR5W12ZAN7nOvweYlpfkg8vv4QXDB0WKwGf6v9e/erC6XSct6mzB23MhuFpR8Oouxvtv9e55D7j9fbvhM1XyeEXoqzWz8VWXcQcnyrzdID5ZqpL6xZkPelqTXz/sk/27CJwl3PQzs+nQMnl/l3p1OQpbHUNJt1vTTC6Eza/W9etcdrqgwxT1veZcutL2zwNnq2RrblLuLotXI/A+aVuGNajrLu+pCDx9wfw+uxP3f9E3RuCiZVw3lOunXvvbKpfP9Nes6/rEnfnpu/1fVf5sHvDg4lrN0x63Js8ezsbM3mqLx0tvmpyn7xynDJtZuEweAOx9X3UdO3Xxzfi0+n787EC6hSfLQ5lMVbbfVB+jZ752tH21zlZ4X6+u1c+zB4jTj52KwLMXzG90of38A74xAt+gpPEefeLD33F5fOY4Plo7/6TqN542LibMmvy/23+AZ/Lu7S08+wWGsXnOi8R7eoubTXVf9PHbDRvPwZah22w2/m3a/e/8owdhsvNwczZkX/e4VsGfysnqGhv+dW4dfu1kFYFnLpiv6ET/CSJw01ajdN5H/gr0j/vYn53+2Ia/o96BnyMCP+Jv/9cC7/fPxslnZkO/ZgIaHkxTH/nvvyc/eHJT33aXicDP+NG/yfZ+f7z4AKeIQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABCUCAQhKBAIQlAgEICgRCEBQIhCAoEQgAEGJQACCEoEABPX/A8nHwA4FfBEDAAAAAElFTkSuQmCC
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