小学教育网 发表于 2018-11-21 22:27:50

数学智力题:填数字

数学智力题:填数字
          根据规律,填数字完成谜题。
       
       
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fCU18enjJ0Ak9FJikpruBqZAQyRC60hNSABlfGVfo7Bmy+lX0Y4BlKMK4V4BDiGkmDhEZAMNi+ffunn34aBEHWq5JIJKqrqz3P831/8+bNI0aMsOyTjRwZY8rKyt5++22b6NQ7sH/denz2798fBEEmk8m6Bc+fPz9q1KgTJ05EUSS1kNACipOKtJBGB15UdLRw8tDxiQeN5JJpCBEjajeUMGDo9sNVAQmCMkAMSIIiKEWhy75auXn3grVOY9z4DH4kGMu4qWMFxyZNnnzr1q3bt28PHjzYBqxt+pVl2wcPHgwcODAWi3XzKLug29jHdd0zZ87k5eWl0+nsghFRIpE4fvz4yJEjf/3rX3+x+wuH+QE4g1IwLGLQUK44smH3zqWbkAE1S2oxaAGaCNUeujsUZoAACA2oIUSdQishAkWmrrx6+cTZdfeeSC78VFpFnPnuv/7f/6aoqCibf5XJZDjnK1as2LVrl10qzvmJEyfGjh2bTqd70/LKKjKZTObHP/5xeXk5usTOGWP3798vKCi4cePGT3/607t372a9KnYDa48/OHd7wu8/aL5VhVaFJoU2iZQy5TFkQJwUM5CIuEozwY35sy2vTvaRQEQUSUUCiEk0CMQJKYOAuMfnz59/4cIFG2fxfd+GeG3Caltb27Rp0xYtWmSPsaxfXykVi8WsP6KH5/gprDAnk8m33nqrpKSEiJLJpC2hyGQyy5cvHzBgwKJFi8aNG/f1vq8DIxgUMyrkkRSSJDXcrRzz2sCgIkEpokaBZkIT0Gjg9IhqHxBIAuUu2ggZMoJEIOeOnHT1y2PK5eRFYNIwJhRribWuWbvmo48+mj59ujVmrTbdNfv8Zz/7WV1dXTePsgu6jX08zzt69OjIkSPtOWb/S0Q2KlxfX79jx46Fixfer3jomYiRMjAy4pCgQB/N3/3J64M3jlmw6A952wfOWf/S+OIx+YWztqC7szoI8IVub3XPLNp9bsLGDUPmLh03Z+Encz/+YPS4Pw5qfVgTOJ7wfMMF853/4b//r48ePWo3gOd5juM0NzevWLHCBoZt6LewsHD06NE9ej78KbK6TyaT+du//duGhobsP1mWnDBhQn19/dWrV59//vmzZ8/agMBTfmRUf7tqxM//uH7MnC0j5674Y96qD6ds/mRRyYo9aBIUGu0pCGhJXJvv6J0gkP4Tv48CpCEeKt4aXNtasOeTtV9+snrFyHnj3xuzfsX6F1988eLFiza/vCs/2ljYvHnz2trarD/Ivm+9++l0eunSpaWlpT0xsd8K6z2Ix+Mvv/zyvXv3AFhHvlKqsrLy/fffX7lyZV1d3b59+378D/++zUsG4II0F0xGAgKZqtZX/5+f7pq2YsvohTuHLtj69qfbfj/l8JBl9ZceoLvNRyI4nkg+in3x3pyTUzYuHjlz3qQ5syfOfO3v/8uDYxcozSCM4Yq7roRkmm/btu3DDz/80Y9+tH//fmup2IMtmwD893//9zU1Nd08yi7oTr/P8ePHR40aZcVFStnU1GQfyaKiouKjoR/tO3LQ1SEnSTDEFSJtUuLIul2b5qxmzWFYnmZ3/Kgk8M6nNrwzufvZh2AMqZS4MOeLpg2XvRMPogftYUt4/0rZmN8PqC97HHoBaUNKk5H/y9/8y/Pnz9vBu67b3Ny8fv36U6dOCSGs5cUYO3369JgxY3o0H/RPYTqLXV3Xfe6555qamgB4ntfa2soYO3r06Kuvvrphw4YVK1Y899xz+fn5jY2NQRDYvCQhhHF50+2qVaNmtJfWsIpMVJ6OGgJWldkyYArKkxQQuRoRSEAbmO/s9/lT9tGAISJBlKFHB2+U77rMS+JRjZsob7l/4+60adMuXLhg87aTyWRtba0tZZBSbt269f79+1bBtKlJAKy909LS8vHHH9+/f7+H57jLo3UWeViXsx2S5eTW1tbx48cfOHDAhlb+9u/+7ydNNRnla9JaCBUKcKQeN7373O9SdxpYY8iqQ3Y3YJfTRZ9su3PgfLezDwgkyVQF+96eHRVUJS5XeHWpMB7OHvrxjT0Fst2BAgmlw1BBXr15fc2aNZcvX545c+ZPfvITIvI8z0p7tr70F7/4RX19fXeP8im6jX2iKCosLMzLy8tkMtkS6oaGBpsKHI/Ha2trjxw7UvbwviMDYSQZDUnkcdaY3r54/eezV1BKIw20A/Vg5cHG96Z1O/vYuK9JiOtzdsdO1aAVcIAQserW9dMW3r10MwojHoQkpIj8/+a//a9OnTqllLLnc1FR0bVr12zaaywWs3bliRMnxowZY02G7h7rP/4QnbnOnue9/vrrlZWVtujRHlwNDQ137969d+9efn7+z3/+823btrW3t3dNn1GhOL7rwISBo4JWF60MzQJpQitf8ruheJCGb61TSFcqpr6jZ9Syj4Q2pKENNMHAADCAb9AY3fq84Na2s6iSiBt4IEX5+fm7d++2Hlz7UL7vh2H49ddf37p1KwiCRCJhQ0uWarNuxJdeeqlHD+RnH43I6lwjR44sKiqyPhGbm9fS0jJo0KA1a9Zwzpubm//ux393r+phmrnaaMOFDgSF1Hi3athrA9LlDXCABNAINODC0gNlhy52P/sYQACP/WPvL0IDOqK6DOtnLC5Yv4u1pi37kNYScuuu7fMXzE+lUkqpF198sbS01NK9VT+tE/rll19ubm7u7lE+RXd22KisrFy8ePHZs2c9z8sqzFeuXNmxY0dRUdHhw4dPnDjeHGsTUFKJyHXBtY7Uoxv3Nq/aeO3sVekIBEA70A5WGe7KW4xuL68lQAI+CqdsbDr8CI0dK+S3uHtWbdm+flPacT3HYY7T2lz/b370fxw9etTzvHQ6feTIkXnz5q1du/bgwYPLli178OBBEASO42zbtm3p0qW+73f3QP8p2CC0jfqvX79+y5YtVi9ob2+3ecC2CuzChQujRo26efNmLBazPnLXdbXWjPOly1dv2LqTa6I0R1wixuCahS8PRTPBBULAh/G04ea7s4+BUZZ9jIEhIigABgiBJN3Zeu7OtmI0AWmAwTBz/Pjx+fPn2yiv5dOGhoYtW7ZMmTJl27Zt27dvz8/Pv3//ftYVatn24MGDH3zwQW9WWtiQnJRyzZo1q1atsnqufTOTyRw/fjw/P7+0tPTOnTvTpk/1FeNaRL6nIw5BLOmf+PrIl5u+iBIBGOAAzUALLqw9evfElW73+0ADIZDC1hfHoxaIAyEQ4daJi5tnLolXNRmpvfa4UYppfu/h/S++/KK4uPjatWv79u27cuWKzTbM6sgXL14cNWrUX0bMywrHjh07bAmCrWLXWtfU1Ozfv3/t2rUFBQWxeIxryTT3PIeUNqFUoSw+cXZ83icV1fXKgCSQAtKIqsLVQ2b0CPuoLuzTBGQABuPp4oOnPhk7obq+XghupLx3t3Tvvt1nz56Nx+PxeLywsHDbtm27d+8+cODA2rVrbZrfpUuX8vLyrl+/3sv5PtnmAUKIU6dODR48uLm5OVt6is6ql/b29p07dzY1NWXDqHaNqhsb3hg+9GRZaZsSghMcg5AQYv6rQ9FK8J6yD/0z2AcaZIjIECQ62SdBpVvPlW4vRgvgABIwKCkpefPNN69du2Z7g1j7q6ioaNOmTfv27du/f//hw4dra2utrmE7sQghhg0bduzYsd4szbGOfCFEWVnZgAEDKisrAVjvuDHG8zy7e69fv84FE6SZjKCVCSIdiNba5nffePfQkQKmlDZABMSBNpxesf/m0Qs9zj5JIAI4Yo8aRv/x/WtnLoSezzOO4FHSTwWClZeXFxQUlJWVxWIxa/ZaSyUMQ8dxhg0btm3btr+ADhumsxHU+fPnx44da2PA1FkdwzlPJBKu63q+G4ooECFnoQhCmQkan9QsnLNodf6mNj/wAUEgD3ARPgkWfTCp22NeHewT4NTUjY1HHqEZcEEChlF5yb1Jn0w+ePKEG3hQSsqoPd5i/Tu2sYuV+GyhcyqVWrJkyaRJk6y3pTfZxzoFbXiisbFx0qRJq1evbm5utkqErdzJ+g6t7pBtP9DS0jJv+bL+kydUiKheC09qOAqhgafnWvbxgQjwoX1txJ/HPtboAow9RzhAnexze9u52zuL0QYEMAZEqK6u3r59+/Tp09vb222zJ6tQWKPSnsPWnLQOac/zTp06NXDgwMbGxt60c+0YrAxMmzZtzpw56XTaev0sp1v2ZIxxwQSptJcSUSTcwG1L7Nq4Y/jQUXcqKj1jAoJRQAaIo2DlvuvHznc/+1iCS2Pzr8ejHkiDOIyE15Le8/n2iWPGNzc36yjioR+okCkhpLR5/Pbc6kjI4Nz3/bNnzw4bNuzWrVt/AdmGlmKUUvX19WvXrp01a1ZpaWm2pYg1wYQQfuCHigsoz80w13NbEwsmzxg/ZuKT+sYMUUIb35AJARdRdbBi8PSeYB/SoAgF0zc2HHtkNwMpSEGhE+w/fPjDvNHHCwtYFHIREpTV8K0tky0UJqLW1tYDBw4MHjz49u3b1gLqTfaxom9NdMdxLl26NHbs2MLCQlvlqJRyHMcWfFnesRVhUsq2tra9e/e+8+GgfdcvtQBtZAJl4GtEhKSY+8qQp+wTQIVaSkPfLSeuK/sQjALZ3DpNQAQk6fb2c7d3FSMOzcEJGrAdlIYMGbJt2zbP87K+Qjvb1nK3sTDrEiosLBw4cOC1a9d6ucY9S/RhGN65c2fAgAGHDh1qb2+3/2qNFJs3wBV3eOBz302lhOtfPlk0ZvDI4wWFMcYdonahuQZ8IIWi9YdvF1zuEfZhgIP8345HI+DASEgNI5FuTYwYNnLpiuWx1pbAdzmJQHS484UQNsfKJsozxiorKxcuXPjll1/ak6C7R/kU3el1tjpqQ0PD559/Pm3atBs3btiS5Wy3tyAKIi05VBj5j+/eXTZt9ugBg29cuhEZcojamPSkpgjIgFWHW0bO73bLiwjaQDMcm7GxvuARYkAITWAaxqA5mVi+fdPgMcMPHNiXTLUTOrq62A1sD2cpZTwe/+yzz4YPH75r1y7HcSzt9nIds3XWxuNxK/r79u3Ly8s7ffp0EAR2J9vdazp7AxpjHj9+vHDhwgkTJpy7erVFsBatMoAU6KAb18x/ZShaCD5sVq6IdKSM+s4xryz7GBgBioAAkAQwIE0lO86V7C5GClzBASJtAAghioqKRo8evX79+sePH1tbpuuYrde5vb19x44dEydO3L9/vy3g7M3Z7kiS6uSgQ4cOff7559a9kG0maTMDQhm5MgoVa26oP3esYMqwMbs378w4XtoYh6jJY9KyTwKXN564f+p697MPARzwsO5349EM8iA1QgKLlJGm/NHj9wZ9MGP61Fu3bwY6ClREXVpTWUGyaf0zZsxYu3ZtfX19NrrXQ+g23Sdb8qu1tvnNH3300fr165uammz3vzAMNZmYl37SXFNw6sTAN99a9Mn0ukfVPBAek442CaaYMBQAcfAH4ZfDP+uJfB9JkAJHZm2sO/kICYBBEEIDaSijRHU6caDg2ODBgzZvya9vqLEPlSWXtra2S5cuvfvuu9OmTXvw4IHrukop256xl+u8rLZlfRA2QWbnzp2jRo2aNWtWeXm5bakRBIFV2RKJxIULFyZMmDBu3LgrV654jPvGxDiPDIynkTbwAQ8LX+7CPgxMaF+b715pkWUfDcNBPuAC3O6HDN3cde7mV8WUga+QAKLOsvsoioqLi4cPHz516tSysrJMJtNV1bftBBYtWjR27NjDhw+n0+lEImFLT3tsar8d9hy1Xzx69GjYsGHTp09/+PChlNImwTPGEplkW5C+ce/WyqVLJg0fdeKrA04sQxoZqTyidl+QBBygCdfXnHh44npPRNyNBHysenk8WmECRAYuIWDSKBMo9bCqcvSoEZOmfHzkzPGa5nohpeM4LS0tds4rKio2b97cv3//VatW1dfXZxXP7h7lU3QP+1gNzWputv7Fdd1Lly4NHjz49ddf/+STT9avX3/+/Pmt27e/N+zD519/acSo4bcvXfYa2ykdaGHcgDtKOVILaeABDXEeLgwAACAASURBVMRKnF0fzSb+bFOCbnhpEMPB2RtqzzxCEmBQhMhAGNPipFp8xxf82rUrn+ev+9G//b/ef//9NWvWnDlzZu/evVOmTHnrrbdeffXVAwcO2EI2WwfgeZ4NVXbLTH5HZN1qVme2tRRlZWUrVqx4/fXXX3311ZUrV546dergwYPLly9/55133nzzzR07dtTW1nLONVEgFCPiilSKIyHhAxnMe2Uo2gg+IAABX+m0Mfw7sw+BNLTqoB5ysuzDgAzd+OLsjT3FxoWnkbLp5p21r4yx2traHTt2PPfcc7/61a8WLlxYWFhYUFCwZMmSt99++1e/+pWtrsr64Kwy0uNT3AXZUnvr8bGxlGXLlr322msvv/zy0qVLi4uLT548uTZ//e/6//HXf3h5U/76J7fuRHEHEpIbR6mAyJEaAogTnsgrC/eXH71Murtlm0Ac8LH893lohwkgNEKCNGQMSSIBtLW17N6z+/1hHz7/2xenTZ+2Z8+eY8eObdmypX///s8///z48eMvXrxorTCrWbuu23MT2+M36tTU1Jw+fXrLli3Lly9fuHhRQXFRZUuD53kkCRxgpEMeMJ4xyjFaGlAExMAeeJs/nKKFCZXgRivAjyIn8BWRz6K062Q814/CgEVCKw0SSnIluRRcq4gzx/e4lFypSAphtCJSgAK0ITADB8c+21J/+TFcgEGkglR7kgjafqbLcl6+fHnPnj2LFi2aPXv2li1bSktLe9oS/v+JKIrq6uouXLiwY8eOhQsXLly48MiRI9euXWtsbMw6p4xtfAEIwFg3vAAYJr05FCmiwChPaoMMUB35jpJCyuzVHdbDag2NbKkndXZrtW6HVsnbjI4DbtbvkzIXtxVc3H4CnrHFq9966ruue//+/S+//HLevHnz58/fuXPn1atXk8lkr83enwVjTDqdvnXr1v79+/Pz81etWrVs1cpHjbVNyRgPGYSdZSOYYETtioXW6+wCzXRx5f67xy8IrTlpCbJSHUmhAQ0Y2yuD85TrGEARKaM1wKRwfC8U3BDZT0oyoeCh5IKMsj7+AEhg3YBPkAYC6EA6sRQPmW23ZGXb/v5HT57s2Llj7dq1y5cv37RpU1FRkTW1enMOe5Z9rJUei8VsP3YvCFozyZZ0gkeMBNnuL5rJUIi0kRmjBBnihKRmj9IbPpqkuPbCIBJcGO2FgRsGikgRRVI4gS+0joRIe27G8+LpVMp1Qs65ktIYRSaSgiuliDSRJuJaSWO0IfgaTeHuSYurCq4iwRGio9GPAf7kMMn2rMu2CrTo0Un75yFrIWZzVV3XTSaT7e3tvu93ZQplSBEEQRAkwRhAAgx5b3yImDCeVqlIG/iEBCgW+FwI03ntgTWiPc+zpSc2FbDjpgdDnsdSQZQxJkaUBCJjnDYHcYlWeenzQ5e2HoOroRAw+a0zmJ1b6ybPelV6cRb/DFjdM51Ot7W1tbe3p9NpNwya0vGk7yomwAmcwI2SKiRqV2FApO20tsoLq/eUnbjAuAgYsyLthYFlHyZlIp1qS8QjwSMh6poaU64TSyWTTiYSQmgtjWFSKpA0RhFJY7iS0tiQFSEpUe3MeeUDNLrIKESA7GSdb9GViHNub3noE9nuWfahLu3piEgbE2gRKGG0htV9BJE0wpi0kU6WfVKaPU5v+GiSYUYwLhjXUikhteoIf0gpW9vazl+8sPOLXctXrRw2auTLr/0+b+KEpcuX7f76q7K7ZS1trdZPzCJG2sAQGdJS60jAVUjSwQX5tZfuwdGIQMyQNDDPrg068/qos/mb3Xvfh0aZf4qslZ7FM40ZuzCIgcHTlwQYEGDWO6OQANIGKQkBbcAJTKkgDInIdd0bN25Yg2jIkCHvv/9+Xl7ezJkzd+zYce/evbbWNhYw5vG0EzSlMo5UjCjZnkEIpIE2U7KtsOTLIjgAg5sOvtWcy/YetkPVnTf/9Ppc/nnITq/UOiDJtSKhwTQYQRIIEdCuwjDLPm3y/Oo9ZccvaK54xI3UpEkrbYwBwRBFnFVUVe7Zt3fDpo3LV6/69e9eev/DQZ9MnbJpy+bCojMPHz10fQ+ERCIR+IHRHatJ2lCkkCHEafl7Y5GU8AwiIm5IE+hZ2e66NwHYE6uXHWo9yD7ZgysbNZBKCmMkQFbh5wRB0NBAxkjHKEmGBCGto4r0+o8mISJiiiJJXEMRpFFMOKnM5UuX5s6d+9HQITNnzzp09Mj1WyWPKytPny3asGnjpCmTx40ft3XL1oflD9xk2jAJRRDahMJEEszA1WgXBxd8XnulHGmJCOQyiqRdHrsfn1khW+VsXVq93ET1uyNLN9kumbITNhsle+eUUZ1GpgJsWk4IuFjw5mg0MSQIKQOfKFCaazIEQlVV1apVq8aMGfPpp58ePXq0uLj4+vXrDx48OH/+/OzZswcNGrRq5cqLRRe8uGO4VgqBLww3iIC4RDuhVt5ae/TW9tNIEyL8YynU2faG2Wtzvre6D3V22LC716bJhCwSgCJAGUQSoYIgEDgQU2Fk2SckxGTx2j13jl0AMyaSJpIQBoqMUDxkrc0tR48cGT1mzNhxebu+/OLIieNl5ffvPXxQeLZo3oL5Q4YNXbBgwZVLl9tbWmXEoQxJowMu3FAHnCKDhEQLXz4wDykJVyFQ5HNSJiveWdnuWgqe/baX2/X3IPvY5cl+S0SGSNl2eZZ9mIEgMlCAo6WXZR9HR1XpdUMmwSfyhHEY+QKcECmvLVF8snDGlGkL5s67ffs2F0IanfG9UHBhNAGMsSuXLi9ZuGjepzOvFhV77UnDDEKl0qFKRwg00got0f4F62su3kFzGpGBz6GIqMMeNt/UfbJ3/nw/t0EWz7APdV71k6We7JV4ZEnHvkRHbiEymPXbQbiXQAuhRSFlTFIoVzA/KikpmTlz5oQJE6w/MpuWlk6nbZi2urp6Q37+lHGTvvp8R7o5CQnmMONpJDXqIzQTKsWdtcfvbD+DuI2pfXsSUZY3sybk99bOtZUrzxxFBAjr6lIGoUSoIIkIHEjIkBFpYxAREvLc+j2lRy/A1ybDdCZCqMBJOuHD22Ub1qybNGHi11997bqu1IpJyZWyJGGIamtrt23ZOmPKtCVz5wcpF5EipkXKD9rSMumTr9HO0BwtHjgWrT5iHgIFpmzhi+ni00QXgcn2vez9qe5xr3PXZNAwipgSwmgyBEWQBEmkSRF5WvpaSTIkCZ6OatOrh3yCJEOaI8XgSkTE4m7FrbvDBww6sHtPvC2mlQ7CMBRckvFZJLRWNqmX8fbm1l0bt6xftOx6wVnWlqaIEBI8jUSEFg9N3uFlm+pKHiHFwAxCAYNn2YcAQrYNfk/PUnfBOoa7ajrZ97MaqBbmG+zDOthn6/DZqAhQFaI2RApIGXim9NqtGZ/O2LJlSywWsy6wLJ2lUimbhk9EruOeOlIwddQnlwrO+3HPOIJiEdo1GiWehCj37204fW/PeaSAjFGe/CfYJ7sHvs/sQ503KVtlzbbfZZxLIkUGSoMpMG1PNQ4kRcgt+zBCShbl77l94AySDMkIyRC+0p6IVzXuWr9x7tRP794qFVxIKVvaWhOZtCISWisim/rJwujO9ZJFM+acP1LQcr/COBwR4GkkGWIh6jNojVaOmISMhMMRKUhtQ5I6yz5dDLCsVPzQ2Cdrs9jkMWsFBJwFnGmlSBMUoMgoLYz2tQws+yiCr6OG9PTXB26dtnDbzCVbZy7evmDljiVrF46f+vavXjp3+ESisQUGSqogCLgUmkga44aBH/hSSiWkl0jH6pvzF6+cOWLc5rlLN81btuKT2as+nrV9xuIvZyw9uGDttDcGlRffREgQoEhoIbOxgI6eEp3Lk63PtBkf32cmsuaA6gLL+10vtFNKCSafhvesHhQBHkb/7I/nV+7ZM2HZ9rELvpr7+cZPl6+dvaz/62+vW7uuoaHBcRxrX2SVQdnlSvsoitqb2o/vPTr2w9GfjJi4a+XmLz/7PP/jRQc/XX9o/IriGVu++Gj2+U1H4AAhGaH/iTC+9YN6nve9dbFlkT1Z7SkllYqk4FIYoSA0pIEmQyRA6Sz7cIIjCzftWfbRhC3TFm6ZvnDT9M92fLZqw9yl4979cMHH0yrv3Od+BANjjOf7EecakMZEnEWMCcaZH4aJdFtt0+h+AxeNn7p1/vL8WYtXT5q9ccr8r+ev3jFp/rn83cNeeB2OBCNwbZgw2tiAl+4i2/Ys6XpXuBWY3pzAHmSfrrZAh5gC2hhlidZYNiYypIgYGUakiUgTOGlXVt18UHX9QfWNB1UlD6tLHlZfvZP39sCNC5ZKj5lIai5Jm1gsduDQwRGjRy9btTLpZJLJpNGG+YHwQhPJ5kfVkwcN37dq45Mb9x+dL3l0uaz6yr3akscNpZVPrt3zWx0wggQpY7QxncvTecfV08Mh60P5nttfXV3O2XeeOdY6fI0GhqAJmkCmg4DKz5e236mvu/S4+mJ57dXHlSWPls1c+EG/96sqq7KVbjYiyzkvLi7evXu3LTggIqONkqqxtmnezM/GjRh/8/z12msPKq6WNxTeabj8pO16TdO1ilRlDCGg7IUX/yj+UmYbXTTK7KRbUSJbcKIJhohIgEKjhVVeJCEyqdpY1Y0HVTceVJ25VnmjvLrkQdHOfe++8Er55ZsUChsDAaG1va2+sWH8xx+XP3oktZZSKqm0kIYpBKLo64Mj/tD/6qFTFdfvP75SVnn9Qd3NR9XXH7aV1z+8UobAQHSE66kzQt8Z+ASoY567RirsVu3NCexxy+sZZNOisg5eqxOKbGTQdHGFOgoJBk8jxTIVDVMHj7x/8ToiSYqM1K7jlpeXHz1xfNO2rc//+sX1GzeknYyUMp1MkdRginyxa+XnyyfNZCmGtIBPcDUcBR8IAfY01p7VS7seDk9N5B8WiGDvE+IAA3g26O4QbIayS3ApiPtL5yz5cseX2asHbdUYgIaGhhEjRgwbNswm46RSKSIQIQjZ6dPnJoyb/PjeE51kCIE2Dgf2igUb/TUGqgfuSvqe4Buy3Sne9mahDnen7rR2A8AHWl34pBPBua8OzRgxLmhNgOusBt7Q1PiosuKXL/zqWslNbR2pltcUwecNZY8WTZx24eBJ+AYZCc8gLeB1Vurxp7F2Q11O1j+N7PYdept9gGcfnvA0AmOyi2cJyJNIBDoZqtbU9RNn5k+c6rbEwkTG3vUluEimkn4UKqJxEyceLThBgBQilUgapQ1XUKi+8+DV537ptSQR2WomiWRkm550LE+nx+fpAP5khD8wdAmywwd8gAGGQG4nL0eg0JReu5OX9/GDBw8BpFKp7I8zxk6ePPnGG28MGzbMNnVNp9NhFEVcSoNYMjMm7+Ozp89LV3b8Gfvq3AyaIH6Y8wrgW/Y2dYqWysq2zi5AR4lv1NC+8tO5+7fsNF4EobOBj/Z4rLK25ufP/5dvsI+9Li3gqfqW018dWDZ9DjxpEj45Ao5AQLaj2DMna8cAvm2EfYheZ58uT549JHQXq8eeHkQgRRQpMCPSAY+l18xfvHnVOhEJUkbb3B+QNqYtHrtWcnPm3DnxVMoQGSIiCMajICRF0g1f+IefPCkpI04mHSDS8FXHZui8TbCrfDxln2zs/QcHQ5DUwT4uOrqJSYAERIpRROQbGekTBUVTZ8ypqKrJRmQBZDKZgwcPHj169OjRo1u2bKmurkanfac1SWUM0dIlK/Z+dYCH3DDzdGZ1506gHrkn8vuCLrJN35Rt3VW2DSAMIg1BEEjUNA5+q//dG7eM1KbDSUxE5PpefXPTT3/5C8s+ynS4LIhIRdyEvPzG7aHvDAjbU8YJKZTEqYPrO02Jriereka2vwfi3bvs05V66Nt4p8vMaK15EJEyKuI6ZHkjRh3cu0/JjsbjQggD8oPg6o3ry1at/MNbb65Ys5oJzmy0QErf86SQRqh33njzUtE5I026Pf40w6VT8UGnLiD/atgHZG+5fKr+2IRYMogSgWFGulxLOnP24tpNW2sbmqw7IJ1Oa62rq6tPnTpVUVGxffv2vLy8hw8fdvxKIq20YkqG8sDXB7/a8XXoh24m7Nhsna9vOvZ/cOgi2/RN3jHflG0DGKVJamiCRrKl7ZXfvFRXXaOV1koToLQ2RELJ1njsP//sp1n2yaYYccaJqPze/bde+0NbfZPmUoechO6wqLOKT2dcQebY5xn2yR6KXUurdGfhkTCGSymkFEIqpcaNH79v/34muFRKkbGzx6VsT8QfPnmyNv/zF377m4znppxMezxmAE0ktZJKvdOv340bN7U2juM8Nby/uTyi86X/GtjHABqkOwjI6ukKII0wERAn7Sut6MqN2xt3ftkai9mYjm18t2bNmtGjR69cuXLo0KEvvPDCunXrbIWtECLymQoUT4T7t+3Zt2Nv5EWBz02n9Ous10M+5f0fGr55snbR+Z6erKozz0HY7GaCIXJd9/evvfakskJpLbU2ICaFJjJAIp3+jz95Lss+yhgNMqCIc0N0p6zsjTfebGpqElIyzrXSJOkZxUd2yrbMsc83vXGkQObp66mBqmw+kFJBGCptIsYXL1myeevWjOtyKYVWtrbFVruEQpTeu9v//QGJTDoUPOO5mogJ4XqeVOonP/1pY3MzF0JqrZRWTHaoPwLQIHScFrLrJvlhs08nBdg8T9FZbkocstW3ZqliuuTGneUr1tbVNySTSXviZjKZY8eOLVu2bM2aNcOGDfv973+fn59vu7hKKY0w4BCJcOmU+Ue27xepyEgYG/wxMAodlb4df6+vJ6En0Ck2nexDuot466x4W6+/1tqQIdLGeL4/4P33b5Xe5h234lLImTRGAynX+Q/P/SfLPuKb7MOlvH2n9K23326Pxf0gYFxILjrYh3esr+5CPTndp/Pg7XDCG0O2yE4ZaAYTgSKDIOhQIHUgedpHpFTAC4+cmDd9ZqY9YbRJp1JBEPhhcLe8vPDc2ZJ7ZRu3bdm8Y5sXhsoY21hLcBE6XktN/Uu/eN5rT6pQks+1E6pQ2n5XSJPOCKGoI+5jI6QAEcEYkCH6rn1F/8LQeS4TdXgwFUC26WcdQ1qDwQSm/n711KET7t++m8lkbJepbKWbEOL48eMLFiywlhcRgUCSKDJuY3LKoLxzXxzVKY4Up5CEx3k8QEIhLY0grUHfA7nvEVCHUtmpXGrqFG8FE8BEhFCSiAw4jCMo0hCkMj7z2ILps3Zt3qalllzalC2upAbKnzz+2QvPnzl/zmcRV4pxro0hQ0qqMOMd23tgWt7EIJHxYinuhDpUxAgRECfKGOVJbogBijqOAQJgDEyHg7TPV6HX2Ud3ZHwIQEETSRhpNJdapLVMGxMSmGvgAUkgo5CI4GsEpvlexcyR428UFpuAsSDijDuOc6us9Iu9X586f/ZiyfW6thZhtDaGRUwxAUXE9O51m/NnL3IrG+EbSjFypPHJeAZthBYyaSU0ZZRxmIDpOCvIGGhDpDRUX69Oz8A8jYZYD6gmkABagTqDlLHeINkSrJ0w78KRwkQ8bhtuOo5je48T0e3bt48dO2Yj7rb3o4qUcsXl48Vrpi6su/KQ0gYJRR5pX6mYQL1CTElJqTBKesEPc2KpQ+FRnZoHGQkjlYwE6ZgSHiESpFxCBkhqeAYBTLunXHl8y5fzJ07NtMQMV5pLz3WFkgo4c6F4wfKlZ69cbGhr4UpyzkPPN5GA0KnapkUfTz/z1SHjCJ3mxlUIoByDAGggipH2dagpxaVQGqYj7g5tSGsDZfCdbqntUfQN++hvsg9poYxMSJ7UKgIogkmZ1I0WHWeiIQlXIzBBfezzuYvzFy7nKZf7IRmSSgUsSrnuo9oql7NU6CedDNlyMm2gqO5hxdA3+j8svqZa0jbZRyW5X5/iMaFK46YyQhJCwzcUaZNlH/PXwD76KfvAsg8DHgaoBxKkk0ImIrjm6t7C0e9+dPdOWbb8yqb8RFGUTqfj8Xi2m6VSSjKZbI6vmbNs/5odsZJKnVRoYeSTSXM0RXjood5TGqHWgdI/zIntwj7C6j6mQ7wF6WYWeoDQIB/B4wyr9dHqIcnQlDK+vl90+bOPp92+eA3SkFBKSkOkgLTntWVScd/xOLOlXooL6YeQdOVE4axR4xtKHyIRIsnQ7qPV91p8pCDPN6ANxkNkyDdGacqG3rPso9H3q9Dr7NOp83dlHxipSWVIp4kiAoUQj/lXk/M/Gzxx3OvvTX136MR+H04bPOq1nzz/Dz/6d4WHjiVa221UUmrNtIqM9rUQZKQxru9lMpnQ89vrm+ZNmva7//TzIb9/a9bQvLGvvzvmtf4T3vhg1NsfzR07+/P3ZzYffoA2rQihbcH3V8Y+1IV9iEAMH//b3379x0krPpry8cDR498fuXzcrIl/+PBnf/cfFsyfbzuT2aC7DQZHUdTS0mKLLWxBWSaZ2bR649u//sOoNz+c9cG4T/uNHPXrfhP6DcsbOHLVkKlf9Z92cd1eJ+mHmmTfq/w9AwIkSFtvy1P2AUlBOk7aI0gFJPDwQOm6UfPHvNxvSr+Ppr47ZN7IiZM+GP7jf/1vBr/1blX5IyO1EIILkfZcTpoTCSJF5IdBxBgZIk0Ixf/53/1Pv/h3/37kH9/9bNTHC4ZPmDlw5NQBI8cOyvt8+ppdA+biMSOXOCECdKc3Ksc+38I+ZKQi5RF5ICZBDOxeuCVvJdISiQCO4I0J7XJwMm70s//3P+7/eo/vesYYZUwm8FsSMa51qETac23Wf111zYKZs2dMmNRc1RB7XGsCTYG9tYooJErqm2uOxS40mMZIAwERI/rrYh8DMk9zOy37nJ+wBuURMjCuVmlBrkGCN5RXDRsydP78+UEQWN9zFEWNjY2O48B6fAAiYhErLjqfNzzvWuHlTHW7SDKkCD7II+UINEaPN515fPCy4uQELOX+cC2vZ9jHijdJQToDCgiSA3G6tL7w3vFbrDZuXInAUDoEoyCe2bhizYRRYx49eKiUcjxXkvF49KiqMu15NY0NIWOGSAhx91bpqy/85taFK4g0HEYhmZhHGY60osBQkzwx4XOq1zrBOSEk0ian+6CTfWQH+0hoQxIkjRFcM88oHxSGRAGx2mjzqKVISIQGDHB5R7cUrk8fPTGgX/8pkyffun07nkwGjEkiYUykpBeFiWTyyuUrSxctnv7J5LKrN4kpEgSXh40xpELytMjIsDk4OWtb07lKpIwiOIYcLv8K2Ud/k30+f2kE7ji2EFT7SjsKrqZAtba0Dh069IMPPigtLW1sbLQhdmuLMcZc162qqlq9avVHHw45dvC4DCQ4jKcpIRGAQlJcI013t5y9u/esliS1+b6Xb/2zYQAJUt9kH5La8EgxBxRq4j4hg0ubT98rKEGGIzJgUO0ZcNKhbK2uW710+TtvvnXixIm29nYn8LlSAoZrHQqeymQqKivWrV33Xr/+y+YvZCkXTIOTSgWq3UGg4cgwwaIab+u7s9BGxjcRIS2VUCbHPl3Yx9hSI60hQVJrzmQUGh0BblqRR6w23DRsMRxDzFCkiBtw09GESZn7ZXenT502fMSIlatXHThy+FrJzVtld85fvnT46JHlK1cMGzp06uQpZbdu65BrNySmdSBs4NEESnvC+ObQ9A11hY/QKoRGQBSZvybdh77JPrqDfda8MAQVEi6gYITRoQGDFjqdTjc3N69cufK9995btGjRqVOnSkpKysrKbty4cebMmS1btgwePHj8+PGnT51JxFKGGwjIREixyDhKRTrRnoZD19Yevbb9uAiN53Pd9+7OnoFlHwlD9v/aQIKkkGGkeAhEioKUQhoXN5y8e+wGIupId/Y5QkFcGybSidQXO3eNHDFi0ZLFew/sP1V05uGTJzdu3zp87OiXX+0eN378e/3fPXH0GI+YYYoiqUMpUp72OJixVdM6pVa+Mh4txqQkMwiI1A9e97EZsfZCi2ztbLZFpr3fLgojzbRN91CEQLFQBLDqD3RkNCMK0oIcYlVh/gfzEIAiZbyIuIYwEDaIqaWQvu/fLLk5d/68wUOHjPt44sw5s8eMyxs6fNjyFcvv3LnDImaUVhE3kaBI8oz/tJ2NgE7Lr8atrD5ZjjSkgU/kSa2FthtSCUlSWfbhQtibrbP3eWWf1xZe2o4Ez/RR6wVYh0u2y0zXemUA9kJBe6mOvYPYjrbzZxU6i3uNJpIEA0RY++uhqCO4IAWtSTFDnETIbUNbrXVJScnSpUunT58+ZcqU+fPnz5gxY/jw4fPnzy8sLIzFYkSQQkmmOtKpGFQi0tykMz5curXp1K0vT6uIWKRMZ6lFtrQ6OzzTeXNW9vKc7Mfs4LM3nfbmbFuRzvbM7rrWWmvf99PptOd5iisSZJg2BE6aG2kgYQRIMsUZgUnDUhIJnF9zvOzwNUQGgYAgKAJTJLThEoYEF3V1dQcOHcwbP27EmNFLli+bNXfOyDGjJ37ycUFBQRAESshke0wGEUkj3IA5ASQQKXADDtEULXh+KNpgAjCCqw3jihRpbULOn7IPaXtdmhWVP+2pau+//cu4x90GPoIgCIIgexFl7f/X3pc/RZVlf/4T88tEz0TPRE30Tz2/fLujK6aro3/onqroql6M6losLRe0tKxyKxcEpEAWoUAQV0Q2xQXFUilELBR3QAVxYUlkh2RJMsn15dvffXc588PNfCRKLT2dSHwj3icyKiqQ5b777v3cc84953PGxm7fvl1ZWfn111+np6dnZ2YXZOXfrL/R+azLLwgiUgOin1EDwGRAZNPUCWEaQAj0AbVs9V7QYrKhScRlQJpOefgTAJmmPxgYG3c6XvSOjI2GwgLm/0SpaSBi4pjCjRgtUQ3q9pQ5b/SBAIiAwkAhzNRN0zBFRVElmSJTkoUnnR0XL186cOBAVlbW3r17s7KyiouLGxoaHA4H7zLIuzhFWpW93v2gqiqN9rHjMu+cZQRBaG1tPXbsWHp6+tdfVjpIBwAAIABJREFUf52WlpaTk1NXV9fb2xsMBvkgDQMxCoRE2QcxIAAaHH3ncxhhIAIhgBgYiBCDxuakWddbPp9vaGhoYmLC5/NFRsItKhbNGY0SPcOAKECYdlY0dZ6/ZcqU67pik/CVzXuEIoSCweDw8PCtW7dKS0vz8/PT0tLS0tIOHDhQU1PjcDisVjbhcDiSkfe6wBhTVZUPlWd185EEAoGOjo7q6uq8vLzdu3enpqZmpWUezT/86Fbr9LRHMQ3JUBRNpEQHZoaVsMFDzgqAB1oOXeuub4sk3MesbUooxZEjhAKTVcU94xl1jr3o73O5p1VNo4wCAMXEULU5a9ta3ghAgYN/j/Tz0inIDHQdI9UwMZE1DZCJdH1yerz5QfPp06f37du3a9euXbt27du379y5c3fu3AkEAtyGCIfDPp/P7/cv3NzGjX2s5uLcCHI6ncePH8/KysrPzz906FBlZeWlS5fOnjpTlLXvYGbh0g+WHTleolEU1gRDl7CpMoYVAyFMmAIQAL1PrVy1F/S5tTEMgIFidTsAoLyNpK7JiqLpGiYRY5JRhiNZoy/XjzEM7BX2USkwTJFhyqqGDDQ1OrYn4+uU9OR9hQWHDh06ceJEdXV1ZWXl/v37c3JyEhISuru7+SbkhwZvkR6vmfxJ8Lbi/L+cgFRV9fv9169fz87O3rx5c2ZmZnl5eXV19dmzZ48ePVpYWJicnJydnd3V1YUxZgwwZqpBEGGUAiDABmUqi7CPBISCCqCYxDSjUvt8VqPhHuuvW+owlLfKsAgoWlxECegMQKSdlU2d528RmVKTAQaCCW92qGmaYRiaplVUVGzdunX37t1FRUWVlZVnzpw5depUaWnp4cOHt23bdvLkSUEQ+P7n8mavbbb583JZNatXdVNTU2pqakZGRlFRUVVV1cWLFy9cuFBddbYgNTc7KSMtPfPBk3ZBE0U5RLAGzBTlsMmAmAASwDS0HrjWc6UtUlgYs7YxxsgwcNSMJYQYCGm6pqhqpLMIAABQQpBhvLq2gQA152EfTAHrpq4jAmDIyo1rDanpyUmpSUUHiqqqqs6dO3fu3LkzZ84cPHgwIyNj//79fX19Vv/hBdUbiw/76LpuCVApijI1NVVYWJiUlFRVVTU6OioIAlerVkQ5OB1wj053tHWsXv/Z+59+1NbZbiCZEJ0yU9YNhAhIAD7Qe9WTq3JAf0UQgEGsZ/dD45kV2Xrlx3k3wVfZhxjE0IywJD9pa0/Ztv3I0YP1jVfcHo8oinzlIYQCgcDExMSRI0eOHTuWlpY2Pj7+mnmHw+ooTynlA3A6nRkZGZs3b66uru7p6XG5XMFgkDsLmqa5XK7u7u68vLwPP/ywtbVVkmRCmUGowdnHYIZkUoUefedzGGVMApOBBBDGRCc0VgksVr3M0gOOkhFGmEQqdS0LiABhoDIAKco+EmWI8TqvcDjMVc3dbndubu6uXbvq6+uHh4cFQeCmpWEYXDT6ypUrGRkZO3fuHB8f5+/idbadopRaB4zX66WUNjU1bdq0qaioqKWlxe/3W43SgEDYI4z2jly4cPGThBXFJ0tDop8xxNkH81Z/IsAUPNh/zXGlbU59Y6RAbI6U3Q8Nic//q2sb2PzsgxCVQ5IkKYGwkJOWvm7lyjPnqtqftk9PT/NWUaZpCoIwMjLS2tqak5Ozfv36mzdvctlDfrm5QIgP+/COvTzcMDIykpWVlZ6ePjo6ys1yQojP59N13dQRljHoIIZkt8+Xf7RoacInnV0dhBqYIEnVkI4hDDADeo96emUO0+eZ4aiMhqUnNwsrI87yBV7+MKAE6CvsI5lECavIMB+2t3++dm1x4f5g0KshVdEijaW4iSHLMjfCW1paEhIScnJyuOOjKMrr9AWsKAl3CoLB4JkzZ/bs2dPc3CwIAouRlOTuIUJoZmbG6/XeuXNnyZIljY03dEQwA5MCIQD6XPaRwQAIAwQJkSmNdoKaA8MweA9VThO8BwUi1KretRS2TACZAcgR9mESZUaEfRRF0XXd5XJt3bp169atIyMjFpVbvUNkWRZFUVXVUCiUlZX15ptvut1ubl+/ttnmk8x7mWKMq6qqlixZUlNTw30xXnrCe8maqgEGGDIaH59q6Xi0JXnbidMVYcHHmCnKYcJ4W1eACXhUcK23rm3+XqbRcF5sqA4golM8a2/+wPIm87GPSRg1icfj3Za4M2HpJ8/b21RdNokZK91vRdxGRkZKSkq++OKL2tpaSZIWdGHHh324K8R7BxYVFW3cuLG/v98KylrhZ1NHOKSDQhlmmLGAHM4u3Ltx83qfb9rEuiSrSDNBAJgBvVs9uyqXGS+HfV56SZaMsRHFbIAwmllNYvxiAkDmYx+VMkaYz+vPLyw8frQ4MOOV1bCghPzBAP9D1n7gLjHGeGJi4sMPP8zNzbU6scVlJn8OGGN+v59PKULoxo0bW7ZsuXHjhtvtDgQCVk4gJ00abePFt0pzc/MvfvHfnz7rxgAGpsiggBjWKFNZ8dsR9tEBQgA+QkRKEQPyit44mwvOdJixWeWSaB6jDiBx9jkRZR+dAQI5JPGLiMLCwpUrV/b393ONYSuBKPaXM8a4QZSVlbV+/frX6XZB9Ejjr35oaOhvf/vbkSNHuLR+7O5ljDHCQGdMNAmhsmnU3WzYvGNjS8ttjDVRDtOX2OdKGw+9zVH/iX44EVhthWKXNyGEvw86d21Hlvd87KNpJsX0zt37Hy9f9uLZc11VvAGPYrycdWVNuCiKp0+fzsjI6Onp+c8RdRYEAWP86NGjLVu2XL9+ndv8g4ODU1NTEDVfJUHUBHXqhdM9MTPt92oMj3mciUnbKipKDKSJkmyoCEIAHs4+OdSInKWxGlWERd45ADDGsImRblBMWMw9LmUMU4IZtd6NGT2WCQEaG/fBoDJQKQRm/Hsz9yYmJY0MDDBkEoJMijCNXCd5vd7e3l6n08m3NPcaGhsbN27c2NXV9ZpDzpx9+LocHBzMzMwsKSkJh8N89QSDQW7vjI+Pt7S09Pf383+y2Kq4uCRld7ovKGoIa4oJCKgBc9iHQRDAS4hIqUEZv1R7aQCxgCjRG1EVQxxVC9ABxFfZxwBD0gzDuHr16o4dO4aGhlRV9Xg8PGdalmW3293T09PZ2elyuTRNsy7FEEKfffbZlStXFnRLvDrbfOp8Pl9KSkpaWpp18imKwmN//EySg+JE53BfW09f3+CMEPSKwW/rLmRnpwshnyiHGQPQAEIA4/Bo37XeK20miZSex6ztiF1vWToUE4oJ74hpDYkwahL8UqyZ/ypiAshz2EdhgAm7cbXx739fcryiHAhhhOimGpbDoiTNzMxMTk663W4e0uJTzRibnJxMSko6fPiwx+NZuLmNG/vwBZSbm1tcXCxJktfrLSwsXLVqVXNzMz8leN35ncY7H/31w1NV1YppCqYuGFrd91eTUpLEcFgOSkhEEACYwHq3eiYhi6E5GkD8fJBVRUezvSUYpcTEbK5SOWXUMBEm5OXDgQHDAApczCgZvf0CBAAEGBMTsZ6OrrSk3Q0NDaFQCCid9kwHwkF+7LS1tZWWltbU1AwNDVlmP+egAwcO5OTkhEKheE3jzwFfl4qiIIRqamq2b98+OjrKT0t+SmOML168uGzZsjfffHPdunX9/f08MMeNCFGS3lvyz6fdDs0wdQkxjTKZQojuf+9zmGJMYiYiCgOREJVSFG23EjsA7m9GehPSiFgwiWkPz6M/QHmpLwOFPj59/XFNE4gEVAYaRbIuCMI333yzb9++qakpy0DjXHb48OF33nnnT3/6U2lpqdfr5budu3hVVVUfffSRJEmvbba55yWK4sOHDzdt2tTT08OP0tHR0bKysszMzI6ODm5XPmx+8NmyNX9/5x/rv9h0t+2RDswx2L9qzerBwQFFUoiGQWLgZ+BkDwqu9FxpJfTl5W0SrCPDMnn4n4+o8Mcsb0yIZuiv2j5cJgUkyF+yGXwAMlCTmSYlKinau+9k5QlJlhghGBk60oPh0K3bt6urqysqKvbu3Xvu3DmXy2W1GNQ07fHjx4mJiUNDQws3t/G8ce/v78/Ozr579y6PC/b09Lz55ptOp3NiYoI7Al1d3bt27f71//6PS/Xfy4TIlE1L8uDkVHFJefPdVsOvYL8BbhNeyHqnXJ6QytA8zu2/hFcdY6Zh5jdOpx0YbOkBEUAD6ldYWL9/remrz790Do+ayKSEMgaYEF3Xe3t7ExMTb9y4wYM7Vh4T98Bv376dmprK5Y1fJ7iTIsvy0aNHz549yy+tuXdAKfX5fOnp6aWlpaOjozxuFQgE+I9gjGVFPVJafvhYKdYJljENIuZDEGbZH3wJIaBhYvoUMIERFo0w/DRYjETkrEIbAYYZVRBo7M65q3fOXwWFgcQgZACBiYmJFStWOByO2LY/3KxbsWJFe3t7IBAIBoOSJPHTmEeaZ2ZmNmzY8Pjx44Wd3xhYAZH8/PwTJ07w5s78K83NzZmZmVxmRJKk8vIKSplzwr3hq+2bk1NkymRKj5SWFxUdMSRDmxbBT8DDwMnuFV3urL/P5mve/fMxT9yHAhMM8Bpp76+DMIAMTDRZSNM8wQ//8vf7Tbd40BQZiAHIinLgwIHvv//eNM3NmzcXFhZKkmTZXDwVaNmyZbdv316IWeWI54378+fPd+zYMTY2xt9NX1/fH/7wh+bmZv5I4+PjtZe/+662/uOPP33U/kzF1BUUgjoKiHJhwaGDuQeIYMIMhn4JnETrVY6t3AUoXqOLggKTEHNLF/OOjbY5IIRAAQgjMyDXn6n5Jj1TV7RQMGQYBiZEVpVQKLRnz561a9c2NTX19vbytBp+GHIz1eFw5Ofnd3V1xXugPwZOIpx91q1b19raaoWleHRgfHx83bp1y5cvLyws7Ovrs9YT/4awIF25dHXr+q00hCBEIMxAAPDh/OXbIAQgUgiaYAA1GDKsS96fGlIM+9BY9kGUhjVQyb2LDfe+bQDBBImBQpGsPX/+fNWqVTxqxj0Xvs+vXbv2wQcf7Ny588KFCz6fj+eOcdsHAHw+X0FBQU1NzcJO8Vzw2du0aVNTUxNfAPyq4enTp+Xl5U6nk59JrqlpZOBAUDpyrHxXWmZYR0FF6+4dXPrP5f7RGRABggBTBIbQk+PfD9x8HH+JNQLMK8O0nP/ZNghhCGOQCISNie7+L1ckjPUPURMzygzDQKZpGIbD4ZiZmWGMvfvuu3V1dVw7hUatXYxxXl5eRUVFvEc5i/iwD7c8b968+cUXX1g2gtPp/PWvfz0wMMCdlIcPH96/1zzSN7Jq6erm260IEX9Q0HRTU42q0lPH9h4kPgQ+AhMInER7EipevnMh2AcUDH792rEzE62ddCIAIR3ChuAOHMst+PZ0NcNUkxVsmrphGCZyuVxvvfXW6dOnr169mpmZ+fTpU1EUCSHBYJC/p5mZmePHj9+7dy/eA/3Rh6CUOynhcPg3v/kN91z4HbwoiuFwOBgM3r59u7CwcO3atSUlJVx+0OopSBAZftybtnab0OsCH4YAAz+w/mDRp9vBpYPEQGJgADWBRxt+Dv1Y7POSNjZDlIZVkFDH93cef3eDuUUIY9AYkrXbt28vWbKEa7byFc8H2dvbe/369cTExPXr19+6dcvqNc6TNvx+f11dXW5u7sJO8VzwiV22bNnDhw+tAjfDMDo6OsrKypxOZ6TxIQVTw+Mjk8mJqdev39YMHBY1nyf09v/5k2/ADQIDN4FxAv36nZzqZ9/dXQj2gZABPr1kZwabDFGXACEdFPLw+p2kL7cEZvxI1RhlpmkqqqLpuqZpuq739/evWbOG66Vws85aKtevX9+9e3e8RzmLuOX7EELq6+s///xzHn3geRy//e1veUiC55tcvnj5zrVb/3x7ydnS00pA5j4r1sy605dS1nx1NrfkQnZJ074zV5KK7++urFyXtiDsIyM84T+fe+hsdtGJjH0Ve/dXFRw5X3oyO3H3tYvfUQPRqHA9A/bs2bM///nPjx8/djqd69evz8vL42EIn8/H2ScUClVWVjY1NcV7oD/6ENH4iCAIb7zxBqdCvkV58h5jTJIkj8dTW1ubnJzM6UlVVW4iIVEbezKw+f8urU498N03FZezy24eOH8n71TVpmxwSrzHBUWMYDZLJT8FNquYOFeZHzOmmqYv3Ppd4+m8Q1eOnTxbeKx836EzJ06lpKT8/ve/5/eVPLOW31vzwKfD4SgrKysqKuJq9gDA2ScQCNy6dWtBt8S88Pv9H3/8MWcfnvxFCGlvbz969OjY2Fgk/oWBSGZz493Tx08FPUFmgqkS34T3b79/51T+8YrU/fU5lVdSj1/cWHDik+Suq80Lwj5+2RicTlv++eWi4+UZ+ZW5B2pKKiuLjmxf/2Vgxq+KEjDg8Xtek0AIqaiosJ6LRHtD89/36NGjrVu3xnuUs4gP+/ChNzc3f/nll6Io8vPB5XL96le/6urqCofDQ0NDOTk5+wv2F+0t+NN//CFt6+6uh8+ZyXRBUwX1fMnpkj37h1p6Rm52Tt3ocTb1eu4Mztzviz/7MACDUgFNtjtGO3oHOhz9D5913mruvPugMGNvyf5DDGFZlEwUaTTe2tr6l7/8pbu7mxBy6NChlJSU0dFRSqmVVuNyuY4ePdra2hrvgf7oQ0QDtKIo/vGPfxwZGeETDgCcg0RRDIVCjLGenp7U1NTx8XGeBRopClPxyP2u5L8mjDV1jt19MXbvxVTrsOuWY+DCXQgQkAAMMHWiG3hWZv8nh/SD7APMZFQxfcOTox3dzie9Q21dfR3d3U+eVVZWvvvuu9Y9C4+L83AyH2pTU9Pu3bstDTPL9qmpqSkqKlrQGX4JXFNtxYoVfJfyuwhK6dOnT8vKysbHx3nEylTRg+v3HzbeD3lCeljTwxpDbKLPuXX5550NLf3N3eMPBpxNjtG6p1N3+xWXuCDsoxDi13qvN491Dva3dzvutzua2xrOXVy3bKV3ymMoKrDZlCK+Hq5fv86r52JL7fjxdvny5aysrHiPchbxjPs4HI6kpKQXL14QQgzDmJycfOONNzweDydUr9c7Ojzafu/R2o9WX6g87xmZZphRRP1u/+GcA+ePVmGfDl4MbgoTJngYBCnEPcmbAZgMNMZCOpMJ6AA6oyrGsnHl3Le7v9ophcKSEEYGAgamabrd7k8//bSsrAwAqqqq6urqgsGgtfgopU+ePNm7d29fX1+8B/qjD8EYjzHLsswj4tx/sQqRRkdHg8Egxri7u7uysnJqasryXxhjWDOvFJ/JXLMDQpTrW0MAwE+JywCJQZgCAtMgqoFVQjH9WWFni31ILPswoCYJuWYCUx4i6SQog4JBo4AYxbS/v3/58uWTk5PcT7euvXw+H0JIFMWLFy+eOnWKM1Fs3CcjI6OhoWGB53gO+C7dsWNHQ0MD36iGYaiqeuvWrczMTH4LJsvy9auNp46dmB6Y9E/4poanXE4XYLj6bf2OtVukES9IAAKAj4GHgQ9AWQBpfQqgM1CBBVS+tplGqUYmB0ZW/vPj3iedDBOuCQ3RtIm+vr7W1lan0wlRm9qK+yCEkpOTz58/H+9RziKed14DAwN5eXk8iq5p2vnz53/5y19eunQpEAgIgkApZZR5Xb4NCRu6O3oYYbqCsUlaW9qTd6Z2Pu4EA4hbZgEMAkAIuNRDnMEAhRUjIEPYAJWARkAjoJqA4dH9B7u2bhvuHwQKyEAUE0mSdF1/9OjRzp07jx8/XllZyY0I/pu4h9zY2JiUlDQ9PR3vgf4EuMy7JElVVVWVlZW8uNdKwzt06NDvfve71atX5+TkTExMzGYnMKYoClKN8n3FtRU1IJgQQHRaZqMhEAiX4zG9KuhAuabAz7Z9IEpAVkZo9EuMqIbiFwADqCYNyUxQQdaBwdTU1NKlSx89ehR7cw8Ab7/99ltvvbV9+/bS0lLudsXeeXk8ntWrV3d3d8d1On8MfDcahnH48OHi4mKEUKRsSFHKysree++9xsZG0zQ7Ozvf+8tff/FffvHGf/tf/+O//s/lH68cHnRSAvv3HTx38jxSTKZSPClGYs8+CgpdCPaRXT7QAUIq6Aw0AioGg4DJlr//0f2bt3khqyxKQCMJtHV1de+8847b7TZNk3voPIbLUzr+8Y9/LKhdHx/20TSNJ8UXFxfv2bNncnJSEAS3281zsaywIiFU102vL6RqpsmYPywHJbnsdPW2xCTKK7BwtIO7AqADxD2Jj82pwI5N9hobGMlISb1wploIBJGBeBIjj6fwOpJIaStjPNxrGMbY2FhaWlptbS19JRt4QWGJe/CMx2XLlrW0tHDfiqf/BwKB4eHhUCgUCfQgxGPSPIvsydPnHy9dMTIyjhHFGmEm4DCiAorUQGBgNNLo4ufHfWDexAgW5aTYpBQMQIAiU5Kko0ePpqWlORwOAFBVlS/6UCjkdru9Xi9XU6SUWleNhmEUFBQkJSXJsrxgs/syeHaPaZovXrz44IMPrl27xl1vnhU5NjbGq6VkWfb5AsPD4xOTnslprzcoCorW2Tfwt39+POmajrTU4Q2UVat7bLzHyuZ2p7OWt8mK9x9M2ZE41NvHbR9FkrFp8lwHLiATqZhBiMdwQ6HQpUuXUlJSFtSuj5vtw0/j4eHhpKQkbjDz21/rPlUQBElWBFFWkalgqjAmmua5+obNKbtbnz2PtPlmwGi08RNZANOUzd0GMftBk9Tr9Q3bN225eO68LEpBf8DQjTkJddEKQH4vEwqFysrKtmzZMjY2ttClwC/Bul8XRVGW5bKysrS0NKfTyfeqdWchSZLP5+Neg6ZpvKbc4XB8vmlzaXW1V9UUylRCMYCqImLS2dZT0c7fZlzYh8XQEJ31zSilbrc7JSXl5MmToiiKosjXPYv2quXVDLIsWzR09erVTz755PHjx685udyq6a+trX3//fenpqb4mcTfO0/rlyQJmUTRjbBuyhirlHYODaXm5R8orwwoCoq2tYkcsfhfsSp/Pth8axsDIKKL8q6vtid+tc3n9gADiglv+msdSxBTaSFJUktLS1JS0tmzZ0VRjPcoZxG3qDNPGFMUpbGxMTk5ub6+ntfmKIoiyzI/fg0DIUINxgwAwUA329p3ZGVVXr48LctqtKmmGUk5/7l3vf8aYvdAzIdiKgviSP9gecnx9N2pT9ofYxOHAkETmTwqgaLgfKooyrFjxz755JOOjg4A0DTtdbIPAHC9Gx6p7e/v37NnT0lJycDAALcg+F0GJ31+BnA3vrm5OT09fVty8rDXGwYIMyYypgEIOjIoxTFVKWZM179/9y3MVxBp6AYfXlNTU0JCwqlTp3jxCl8nVrEeAFBKA4GAJEmPHj1au3ZtfX09v+2Oxyz+vOEzZg3J6/Xu27cvMTFxeHiYu2NW7NY0TUzYTFAIarpfUQdd03nHSjIPHmp1OMIYawCaVYPCInVwC7W8ycsfgrDgD/b3ODZ/8WV+Tm7A5zcNJAphfsMY+6T8SHv8+HF2dnZpaSmv0Yn7MC3ELd+HgwvNXLhwITk5uaGhobe3l3Mnj4bKsiKrhl+Q3L5AxdnzqzdsPHXpckDXJUI1AIuArGLFBXk9r35oRK6JYTox5izMy9+2afO1+qs+T6RzBt/PVpXzs2fPysvLV61adefOHetu8nWCe4KW2I0kSXfu3Pnqq6/27t3b3t7Oc5oNwxBFkfss1vfs2LEjNTX1SWenCiAzJhKqMNABBB1phJosQjpGzAf/G29h3snmH0mSuI3j9Xpramo2bNhQVVXF85I4q3KxNC7bMjg4WFtbu2nTpvz8fI/H86oK34KCO7mcK0VRdLvdycnJOTk5Dx48cLlc1i21ruuUMVHRVNPs6OrJLijalZH1pK/fq6gKpdzZ0mOKURbC9Jl3bQMFbCBGqCorLXfvrU9Yk5uV3dfjkMMiL2G3DleelnHz5s1t27bl5eWNjIwQQhbUyY0P+/AgOYnqMAUCgUuXLiUmJqalpZ04cYK/J6/XOzk5NTAwXFNzOTU1c9v2pAsX68KKbtKXV7z1hhaEdefbDRQTXVF1VVNlxeueOVlanrIjMXtPxne1tc3NzSMjIzMzM6Ojoy0tLd9+++2mTZu2bNnS1tbGe+kBAN/hCzHYeeH1ermNYAUIJUl68ODB/v37N27c+M0339y9e3diYsLr9fp8vt7e3itXrhQUFOzcubOkpGRiYoIxwIRpOlY1bBIgDHSDqAbGjEU1UcE6DP6dM+ClsM8cvQFCLNVUQRBqa2tTUlL27NlTXl7e3Nw8OTnp9/udTmdHR0d5eXl6enp2dnZjY2MgEIjt7fN6EA1ZRmrN+ZViQUFBSkrK/v37L1y40NbWNjQ0NDIyMjbmvHe3tbDw4Jcbv9qTmdvZ0y+qyCB03uW9IOwDP0b5FBMgtLerJy9r786t20qPldxsaurr6/N6vS6Xq62t7cyZM/n5+cnJycXFxYODg5xY/xOwDwevDeGDFkWxq6urpaWlpqYmIyNj1apVH3744bJPlqXuSj2Uf+hs+dmRwTE9bEghBZsUGZiy2YCMGdt2Ot6Y80asF0Mo0g1sYqTpFBNNVod6+0qLj1WUV2RlZa1Zs+aDDz5ISEjIyMgoKyurr68fGRnhym+82Po1s49hGPziH2PMO0wAAGNsenr67t27p06dys3N3bBhw/Lly1etWrV9+/acnJyysrJnz55xBV9VUpnGiEyJTJnKAAHFoMmI0kjQn1OPDKD8S+wzJ+QT+cJLEWfrzaqaZhgGvwnlIkQjIyM3btyoqKhISkpatmzZRx99tG7dutTU1Pz8/Lq6utHRUZ4KxDVYX7O6GHdPLH+WUjo1NdXa2vrdd9/l5eUlJCS8//77S5cuXZOwtjCnsLqi+mbDLfeUR5eRoZm6hgllhM3xas0FY59X1zYwCAuCKISJiQ1VYyYJzfhuXms8cuDgnvQ9mzZtWrFixcqVK7dJ4T4BAAAC20lEQVRt21ZYWHjixIl79+5xabpAIMDNvQUYZgRxYx+ePSlJkiiKVpEud5VHR0f7+/sdDseL3hfOYaff7ddEjamUIYZ1oks6xSzS1ZfN3rYs+OuJ+f2MMYxMpBumgTRJJiYByiRRck25hoeHe3p6nj9//uLFi4mJCa5lBzHFhzz15nXeeQEAl0SwIvo8xYFHEIPB4MTExODgYHd398OHD3t6evg3c/FpjDFBJMoxjIVNphIwQZcMRhmvljD+/25mfoB96Lzso2u8Rp+rYlsOVzgcnpqa6uvrczgcg4ODY2NjXq+XO2J82rkL/5ptH55OxYmPj5MPIxQKjY2NDQwMvHjxwuFwPHn8xDPuFqaDWMM8zZJhRnG0Zzpf3i/lZMYbr65tAMCmiU3MKONCNIxQQ9V8nhm+vB0OR29v79jYmM/n45d3/I1YAfUFGGYEcWMfFoV1LR37xdjviV588CY2jNE5+qf83+krMxi3cc77htjsUGOHxH4AsY/2mnmHg76ka/XKwPj/vPouAGJ9IcYIYyT6IpglSTh7W/IvbJL52Cf2smuOQvcPz+fsj//AQ73mCY8d56vzGXthxDPaGGavPO3s2mbw+pb3/F/lI3lJIXS+hWQ9/gIMM4LX28/Lhg0bNqKw2ceGDRuLA5t9bNiwsTiw2ceGDRuLA5t9bNiwsTiw2ceGDRuLA5t9bNiwsTiw2ceGDRuLA5t9bNiwsTiw2ceGDRuLA5t9bNiwsTiw2ceGDRuLA5t9bNiwsTiw2ceGDRuLA5t9bNiwsTiw2ceGDRuLA5t9bNiwsTiw2ceGDRuLA5t9bNiwsTiw2ceGDRuLA5t9bNiwsTiw2ceGDRuLA5t9bNiwsTiw2ceGDRuLA5t9bNiwsTiw2ceGDRuLA5t9bNiwsTiw2ceGDRuLA5t9bNiwsTiw2ceGDRuLA5t9bNiwsTiw2ceGDRuLA5t9bNiwsTiw2ceGDRuLg/8HdZsz2LIUnrkAAAAASUVORK5CYII=
       
       
          答案:3。每个图形上面三个数字之和与下面两个数字之和相等。
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查看完整版本: 数学智力题:填数字