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)
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![塾通いプレにおススメ】思考力と学力センスを伸ばす!算数パズル 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)
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)
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![算数パズル」4題☆正解よりも「解き方」を考える訓練 | ぼんず君 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)
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![算数パズルよもブロ」問題用紙ダウンロード│コカネット](data:image/webp;base64,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)
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)
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![すぐわかる!】『数学パズルゲーム - クロスマス』 - Appliv](data:image/webp;base64,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)
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![頭のいい子なら解ける「算数パズル」4題 正解よりも「解き方」を 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)
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![数学検定 算数検定 パズルに挑戦! | 公益財団法人 日本数学検定協会](data:image/webp;base64,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)
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![もっとプログラマ脳を鍛える数学パズル アルゴリズムが脳に 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)
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YouTube](data:image/webp;base64,UklGRpocAABXRUJQVlA4II4cAACwbACdASoDAcIAPpFAmUklo6WhJradeLASCU3Zewsk04I6gczs6c784Hdy7UvX+p5iJ9X5jfSB5f9w3+//V33c/3b1APHV/Zn3h+YD+Wf2/9n/eZ/4vqX9AD+Wf5X1qfVJ/u//X9hv9wvTk/cj4bf7d/zv3V9qr//5sB4PP4P/K/kt5++Tb1x7afITgD4qvRD6P/qf757j/5X/Y+I/wr/vvUI/KP5j/lPto9WPaJa9/uPQI9mPqf+u/vP5OfF39//2PRb7I+wB/NP6f/zvXXwJfwf/H9gj+Y/3H9o/eH/tf/J/m/9V+3nvC+mv+9/p/gP/nP9k/6H+K/y3vgeyr9v/Z3/XlFtDp6g4QwJIpaHTaYNC+/Ir1gVOVL0/eOuzTizUpeHthNhAOUN5wXS/PUxNX0G3CSLcte0k9j4Emg0IQ5DhALsUqaEyvqYYxwKisxWMqeYwsyqX5AzzbwwWPcrETDOFkvpUZ6BTrRAfUhVCQ1q8zNiInTRpepPCZvn6RZYK82o1pccgde10fPn64xxQIJabePhECz9CC+lB6kEMOH61T0xxLZW+1tuVLiL3LIpu41hFlXjbiHZp30mPCX4Ow2SWA/zPitvvGCQztKbarBOVcFSJfnejs6nY3Pk4gCt67yg9vMChUua+1qXLeLfql9lRJ/woUjtaXehvKgFsnkveOZ5g0S7oubf4Ruxqr0zW24LmTTIUted4xI3pdS519W55CpN0sGIgXHKABVeYutN9gVu3CP9QXgGdsvwEUa6kQX+0Gcb5etoczfRlqp3dWQ5hEqdDqThAZByMFVorWeaoGrBHQZ+dxBOQBtKoxV3ZcdsKmxAhucXTh85/XLxbviud5S1iBakLEiLGdCVAqmDmm1SWO3/c3s+Ejx3uWIUMPgw3c6BigqZyMYizwXPToJ+8DC/19gAWGVBk4V2KPI7dGZftaW5lO8hznxF3r8Y08C4xH5JqWyxG67/VRWIin8+bwTYPVR1rClPvRPvibu2I9HALDihOvecobeoV32vPoEL1qq430fqqItzmdyKTc2RHIIIQIxnXN02FrQXUt/LLpx+MdHPRF/r8OjZH4fqGPguOqiFC5k77E+e3GWQ73seHzlebbkE9zerxgWiRA38gueBpu3JYt5acAkfRL4Lcqh7IyjhIUtDp6g2wAAD+/FzQAAAAAHM9/xQQCgkfA99fjX10a7y6FTMr5LV/OUteDUFBYSp/b//QsdflL5j7VfRmnhP/YyHdOqQ4LIFG+55lxhpHx18zqdSBcWXy0eUStgxgw/23w/3qZ0VUIRhKlm0S1fNPRr/GfGCigkDWTqzK8QCs1zSpooTGXRAMabyELxwvgn7MoZq7GdYgfUYu2QpL7r1aNr+E8QZA35TaN+VhTNJalJdxjTPb2tmvVR0FDizJ/zI4Z53KvAYSn+EeNFzA4XvyGxiWmGNyrTFW1TZmGbynves4NUyyTvrSl3GnIiE7gkfTvyLC0Zx4W7Vqkw8ZePV0G2lal+ERIDl/+5ZDhgPv59iAjgo1trsurpxV6kCri/+1BLx3lKmDVcuuTjvsWXfCNeSZgQ1MtCtQ5TJgAQN1qszSmkqPDqeuppVb++sJRnm3JYi3fpEjCtAApi0KChOBomAWfT2O77S3lDlptpY/l+YxmpyP8CACW8ats83M49q0jLK2s/wXZ13wk3G3GpyrKNlfIIjQZNp0E3TrCbcIR3HgwjO5rmzL1CAQXXlf5fz/jieAvF/6BhS98kDK8e088N/crVbcTaClKnXVlbu+7MQwrqL6HcNr657GsXH/+h0GrrgVslHtqDGXnLsi9b8hZvI2LKsk8iIa6NBzZIm270kuiAW2igYTgypzXVuGdprO7NQmmyZqEjnpqXcUptkoNtpBKGAdJBf9LHE4+E2T99IGQjneqip4uqD1UQN3w9VtApDdcmxZWq/NFYKq3nfSL2cYR7QXMlreQ792ubqq/Q6SwaMDboMsLIhjG3GuiI8ctHOuckcxmI+exMl1eyAuvYOVdFXDDvNwLzOcIGBP7A2fe4lYzpTYD/hA+sKcZrmV+nf8ar1Tp+p9WjPC4cfp1VQdNBJnghfb0/Z70GZwq5x6dnJUKNvHZcb/20gdgAqTBEqPMPwlru11Y9LB4mLCX/xZlt2Z7c47DMq/fE7T9R7GsmYfF9v9N/SZUvIPoGeOLhCJASTR85DMh4S3B4RwPmQFLdwm2n7nR9PUAra7P5xH+IV/wh/isgzszN4wZGr+4eRfyoXkmA75ejyb9I+4/+DezEeT+j+5OZerWqZ49xdTSXU1qt38syq4vsPmTW+eOxQNyL74u1NOPb+y4bVH91/tK/dbcg4veCGm6V4R4m+l74NSwhro3YOXLFouZC4M4Yl4FSk67v+GCuYv29Sz5iu9YibX7d9vxiCO/nyvJjSMUbi/3P5tj17JpWpYl8KjOxQzF2DvKe2fMMo9hNAIBLOgfFL9gG3vC6UBDMuV5kLqMHbRST8J5g0UYY+57PW/2Ql9CejI2xR+3eNhZ17mcTYxhAV4hpkBt2Q0CllVg+MS/Z4/5ZvM1tIWikiYUApwJTe8rM3+n/0Zl1KqJem+SGyzcHoqv+6pWuEzWbGzk8JbvV+0f2tGZIpmFSNjQStJnMx8A4iTA+rDSXsH7ARYCm/nNLP8Atk5tsR9o+A+K6D0/iBzS1yJCuIbZJvUEzV93QKHy5VZDQf2GeLVjU7MRQFnqOPeX4UMVBzwSI/iPzBxZGYR0QzqTy9773zC+iPfSSS1hJXpbIV636mIfU0q6Ln/JhWuB5i7NtMy2RwtzOQlhPla9IHBsfXO4fK5/N0dTjUrgIRG3YUTiU6fQFgCEnYkEzwpnmHz6Nyn1sb/vuZpiuXkdZhRUvw79lgvCaWKPNHqyfCuDdn34rCRsY3BYGQXxhbSaJloATUFpUtwVwV8ceirTD/ZctX1c5UG3cZCyYBEhG4pgcHxxP/gtV6Am8lwwwwzPkhb53D/VMEkh/BGGaTBJZ7/Rd8iqv2RcVMufz1EWHYzzixfT39xgNyU1z8n51HaPn2FpGnE4dg6ZeSYdxIh2/8ps/93d8if6siNxF3fGpYlc9zAmlchLKwSWgPMdEdt6V4u8t+V9CLngGCmdNgh2TsO9f0mYw/nM4sh97m+WrVKkUWGAzEVJH6DuMIpp3XCsjMvVIz6BZPGej/XhHc74/4Pav2S9UcqlcnE5SUe9AHjhn2KOdQJRBBYYBS/E9+le9vT6kwg4cb7Bwmx/t5eQixD4JUIfkhO9Ne723NPeVvHdapVUal/nbADicnayNqkh8Vxa5MpFzDFN7EADcrUAyUnbCQp8JGJRylNPcTs5Nv8fOP47EsRwnZF2r8GEJmQ+kKV26ZB5Q83UN6t7oQ7gWdw8KIgLPsZBK9TtnhZI0b10Fkb8o1p7jxPcWXWT/lpty9PvwRX5Am/V+KH0w8+PmvWN6eY6/H6ZKyxaBbKlSeVXFk6zWnPfMvIQE0bmUN8ssD7nago3beTepO3vDgh6xvORC++P9nrtXuco1KnsFoXIjrYBTKni39eRQIXBKG357kKfQgsrvl+NMJgkw9bq1hEdWoDFX/XI6AvnIr8HtQEr36HbAbW4FuwcLwJ3hnEyvHXKhW/Rud4MjjtIjpNunM1GKkpmkVpOAZGPwGUJ9bmJMalC17x1iyA46b4B0aEDf/44NSPLU8gW+UqtlcxKqmKxShF2FnppbWuUDYF2o8iAHRUuDA5w1zLV94GaoAspCuVWHzd9WNVf/Shc9r4KJFRNMdKd1Lolff6YIR+v8kQiZ8I3bpYwEEXU1XBAJZh7s4N6k3LEd6bZQbEmVqqcV+6LSRQUxzKGpbTsyfW2TrKlMX+VRU6rKLdaY2BnF+mWR74LPZ3RkKpPyjsAvI2RM3qPSCmnNVyewIB/i8y/Mm51Sg2RIpmgvvMAwiGUZeg2ME9UhzsRczxk4tdTDBRwJr1pHQF4abTD7wbKOOnIpoW/ivwbSg1HSfRZN2zLUgXHzPcwP5HvntbdMkl+XeJCvLc67VoixJ/s6gnifjRoVn4345QLz8Xi68EWy3881ZQRsVTTX1anxc1APjDCXjbXUTaHX1UPfHaHmGJ6VxNtyhZi83cIESMn4fI+G2R/Tp9O/j/FR73EmZSorZpbwt81bfFW1bLz06w55ZbC3ZR4B2dAOXzzGh9xHENJMMgPXD1GIwPEFaF9NkSJ/0LsP/D0PvP3BXJ+RMfO4p3D3d/HsWrx3S5LbpuIMKZJchgo4//WSeYkghBhMV7VI16sxk0/KW1h/ttCcGwvKILAJh3LjQGmuTlZquhEIvkPHsAcUIOZFDffiIl359vhGYLxemTpsH10ScaRx5Np+2p4oPKwaofwBAjk8SbiIToEh5waOS6RL07mHhCW9iOm74vt1S4DizTejbBsEyxT8f+DJOndkYJPMa7qm65rp54m91OgR6FkCIwwwERGcepV90dcn66ZLgaNPWwj2RU2I1pQcu/kT3SNmTMneOe8bplL1K4J4fToHvTzqLbPXVrHKbzUY4M532H0JsT4pCiWDdMDOSMCVuEXGGVqbEwyt7mRz/rKZvpORtnzCumnfxvcvgPQSEexPo6s7rVTcuYQIiwYkpwDj1dY1N2XldMqAyxfpT++ovAw48y2f/APi3qrmk/uPk/0s8AjqvbkwF1UBR+q0vT52U/3VWJMmG/pBQWKpRrXu3x+J1C9BQhDddampGpeTQGDOrlCjNKE6IUxjlGxKWipwDetPoC2uKJh3+w6hGP+xHL3rghmh2PSOMYzuafiD5LgFou78eLOJMOy8/QmNU36lHnC6WFMeEQiOjORMX/6T/iJa7ucTk91zytl9ZY9/lXeDl0+IxO6zDsYIWOryk+DX/GTl5zKHb9iyGJQ4cIziZpLFtBu56i+lyLBLsXo3qmZXUezoQVjTHpQS7xTcwyZYSL8KiAJSTzPpThbJ7TKBZBEwrn3NKf5+Elj+rGmcwMnxFyBiYsdSmnAtQ21dtyoe/Mi+j68Hff5m+4DYALrvuHlnz4HBb0YCcsH7tgUTT/1XqHExV8qcTeeoepvL/yfJZZf+tXSiwtMF88Zp63i125IFf3qCV3BdME/98mympImGKgRPNcE/q5if8d2/f7d3669YOglLIf0pgii4Mr/6F00H+cTLQRI9c7mrWUvBi9pykHLxl5+0dhm5xPnTyJQGJf7tLTlMbrrnGHfOYSSi+37khRd/EFSotHCaGbuT4Rf899ZvyETy73GxN44mVRq4PIxQyE7WRbHp2VK/ax8xZFTRZMU1DCIujfuUcXcRJwUtGXC1yUsLh41klY7y0YeAdVq3DuO/2ZI9ZxYmnhVcUNVxYpMDY9sbarwdOKKz+k+CuUq5knNIEE9IrwARcpSp85SrrZoIm8oMW8ExNO5A/lp5XOle5w6Ipoj40Dz6E/y+6BQtlG0nQLSuaHorttnWksnulRruO5KZ7gBhMihRhN+/w2QwUDaGJo9sG4twgXQa98xOQS2eRFNnwHDVbNEkplKib1lltcFdSw99KYVGKDhYxZE+JAlNiOuKBW8y//Wb093H4rHU0/yNB5y71W/fawiNKentiBoBg/j3OD5AFXjC8l25+XKSSZvG5vWqzgDXxfEyY7/0zsVfmQ7vT4YSKqxV2nRJRSTv9Ucr8jUi5jdkaP21JPzLrqN1z6V1d17IJLjo2aDujyMihkABdXIF2KK1OPijw+a+ZOELTy7KdK13uYkKexHukDcuJA99BdrvbZAWDV1hktwOb/P1jVRIuZibNN/kPpt8jiaIYVfAfeX6n1b0IxzTdPEYEt+byNZX1rvVLlCCv+RVq/kpM8hpRD9bS4qtyTPQBwhn1QiAwel6FYpBrtVJksVZ71XdUiVqFgF5uP5AhTzBZzBihCiLJCNuxRyZ7EFUfwCiNU5xgh5d2H/zEgRFqMVwHNaL//JujoB+SAsKVEHm5BnMGTiwKcs9ChKrnWokdVmeDmNNxgiPdgsq8Cac6UeoNp821Ohncdik76o/pvTxgCOBELvR86wTiSPPNEVPD95z1p0bynEkAxZN+MeMT8XredlfoAQAC/EQz4ekfZm4wYoDfx2enFLibvQn3OMtDimwZWgZ7DtTORvtGywdEQsKd7Zb8VAkDMcE68xMU4r9GsH9+lJyt2JLj4yFLW9I5IGWggzH+5grfkRgxDourSbgVu81+eiS2RodlbQdV1ocJO4APHsqlbfl/cd51g3sG3y3CswuorimdZE+c/DtMpiujvDtLnTv5eIkjXSB7iGeEHVQrUl77BR7yjZ4AoK2M+p+JsfMzxdW5SiUJWDb6B52lsphUXX9UWl0A/lzdv8CvDSU1AJIl5CExriNeuC2o6SKa7IXvAd4aNeRXpkHklQ9pitpVkUXCwAEqZmgAB/jyaRlKhlb+zK0GSv2kFbz/s6Wm4WRy6gUSlt2963ZpqK6dKM5Iu9lTB0gf3i4jKA4jq7MIefY2zC9g1SGoJCLh+qPIS/6P5ieLqWrLsZg+RgBNwR/dyhbWikvJKmNZ5m23XXmPraztor7Vb6iJmsXbPAVGncUMjB1qZCotuIfpv+Jx9KyVZ/Eg+aksFPlAOuqHn8MIAqCBJvg+oEkeDGNvCvNRoY2nJ4m5B4wx71xx75uq++42jPmbM9MDzAuU1/Q7m/iLduCSgFXu6LZVsJUEvaFcSyc2lETpHr7ZYtJqRBKYcT+/8/CHTXuDPQDeP9CKUwq+E9QJY2d5RH5DkTA7CxmZavKzBtELCcPWhJ+UMIscd7JvA+Xaz/oXhGgmT7jrpWHYBpGYy+kp3KdOA+fO2up5/F9XusKba804STRf7I+j1T2TKPEsSi+UXSaVENY1IVN1QlMNMG00C5UYggkgZDx3SBFX7SJg7D0mcvAbNeW7HoFs4IVMCJwOUFIqtALkVvs754BiFPt6jCZUtcd32mhTLgoHwVLZ3OSOPu6AeE2qK6r9ipsjO+iHnKQ20Chs6XUdRR8b9n9zfq3125gN9dZyahqh4UcZ3vOUSR9kVTKjE4v57sZY/PEhjD7RfXqr4Rely83dAPdfM/bo4rSUqueh4s4kAw61LujCu0TDjLNqTf9jH7bbDpp0WZoLebTHjT5paKWJbf9V0g5Se2xY8481HQljQcCIy82dRU6QcctqVa5wP9DNj65SoZb+oNF/3ZUSVvdETWuHMEd/K58Rz38VidJZ8E+Mf08q+Fyb7g1nyShvX/F+gPUdc1tlMYCLbsIaRU/PXVbvVk6/00jRVxhGV44MNw4cQ2SCxSQpsOY4QdXbswCFKdcW3ziTdtWPSqC5dhWgutFToY7b4d/YQuB7vrq/BvL2FFTOOHUqvBakKBXFZZedf7YfWzQXbV7lvN3haFNDuj/pFei9JxLeVWexWc6CXwnDBYQ45cpRlW6NytdOP1u9e//7wxiYMz0gRFL7YfwcAiGzsnS4Ro6K2U11rznX+Eoe+LF7hvr0FQwvJJkXyD2G/UeY3txYAJw3bJcJg7kIJSy/s8eMcK4F/lsS8tqekFcXOcAAs2ioz+xCuIfxTVhbT0vpejqoZSaoYuMkaGA5knb2k2MtKuuF0H5XNKn3+1xpmlwx+UcaxYEZYmApK/EgZOgI4BhujIQiw+2Y6M1tqg9ev3YW5KwAKu/SoI7UcBi27q2lXJaL+hm8bDZl1S9tb1uXPldnpf82hviMqX8U5bgZxy0lMlkOrTUA3OJ8F74ut5dx/Lm81/YnLd/W0xVtGDCahGLYLM4V5UwQNrjkJih2d29pNh/ucVbiHBzyRARAq4LrCzMJTIazz1Z/bpwQWU9P+RDXT0ZhkgUxSCFeAees2xIc+DJzKRWNDMyi28vpjNoC/NWWcRh0uni7ULB4lEzHEIKM/GSTfwzjzGIBzoeNaRAQzRXLuCctXIogr4mgdreuGxn1KhTG7xvmdY6WtO5EeA3jfRTdvWseBc0/u3IdZTH/Cl1X0oqeJ7cMVutoh2JTAGyWN2bR0BUNcIxSdWAli77evXF5x3gpwj1YbRogQDMzBVbcWzMPQ1Bwg2+dqBeAaXheUBHX0ssfey9BVk+4C0u4+cHWCb8zpcjwLFchziMXOOS0O4OxXUuT1ZFpv2lvuoom5gZtAmFiXfpZlwdLvQp93zbf9dhG8LJEp8P5QH3BAYJQAeM1gumgQiFnujT+Yw/JNlLS/1Wmv/y/m/8M9lijPPFQyJodzRQdQPfiBj3FhSR3mFzslj6mr5l9mUBES72eJK4PYxIs9OEMBnCaBl6UmbQw4Ko7+fF+Uan/zVZICM92m0+w3v2KDM/P0/qZB/E86Fj8BIxH7zinfAKX0PQ0juFzMA1VNUu2YuSD4KH7jBlb46Qc01udnkMOLTdibjj50X6Ncs0PLHILEaI7k7XfZvb6sQKdsr9JiDWBMxhOT7GA+vow/Ty8PcI9Yf3pw7jswv4VPcSZGyLawtQhLHfIkoWYEldsEWstPC546FYl2OC5unJYvnhb/wzwu9zSfwkuXt8mZE+8WBSraADF63jab/g/Gv1nsWrh5VvscLYN+S/pqO6VQ+VmeElPl97I+Ign0Nf8wJ0ZhApvEkq6iubnRz4hcVPNEJvvWkKUQeYKm+KAItUhE7hM7HZDH3ejTANwk1JHeBVuj3cuh4RTBMSr45chLYhlU3yu8BeKa0Xs0oEKhdK9IP2jerFzDH5zu8RrgyEihKxV73RVPb+Jf2Iy3F3zVRlfR3nMvzSkG+DxiN1/e4X0GpXolRLtNXrOm4/3N3rFhFtsKd3nqMsqVfWB5UW38U9Bwlpjz5W9/kF5CPbkK5B89+FKxF5sjUtFVsss2M9E+TGET7V8It74WBrRdPeCGD7zCNT9Adg7ZxcD6FPRhrAPq009NFVyYC4m/baOfMU+TWQD8QgT7KPEzgwAY6GcIyL6aWI9h+Aqv5Tz6UFPZhX+xmFC1i2xOYlO2GsokAS7O7/TTx/xafCGR/aBwWSR4v41RFai+/KCIaRUMEAIOx7Czzw7oYFxrkxahjsReFARf3tVvgto+JV0eiZbmSEfCAukpwcc99bAkrn/ss+rygROhHfL+mu77LHUNn0DFsPFzmoVSl9Ad0DS2eo37TdmVQyJA341clB8SIp1KjTrqDBLy6QxDiYzfG1qohzwPDXoLUpiCvI0kIVrauRD7lKeOhM0py3We1OHK+icXLOFvDP+6kJuJr/6f8IUeIbV+OHD4TBapX9u0uC4b6jPq5PtA+fOUToorjR7WTBtm5Tnm/6KAqgnU9In6E9rlee7YUZgTUsDIrJTsLgZnMiIbexC90dxjYWHQ5epaieGmgJGE4W8ZZWnb/JJtkugcwdlI/Bh7FmNbK2y2+kL5wzPc1/GWJUP4Y1t/UdyMkQH1kSM2MGfQ8qUxdFxBUJOf2tttDHxcHp3YjrRRHhpcnEG3azKbvpKz6nhRpKOf9+/viUyNDq3kkDQ2+0or+1K2EAPBqR8eI20/837P6TdvBvbIeM83Za9kwwpQx70UZZtcq7+upKdxv7EnLeDYDpH6FRAxUDyGg+6eVdGnukkTTFNTfUD+W6sRt8D9UdgSRgbR3qNlnSNJFoTfjLQ3JpI7tsZp+fK6TwsV6Yoi5Z0Sqr6O9qBpwWnoqRJaW6IaJi2u6m6BF8HcLdha/BN7DdTEmCfa73Nv5hXBmonQbCVq5NvhM0206mjTKA0LoeSXZBDVM0ofmRPayFIlFEBwwQUDUApq4TvNbTW03pwiRCjveb04NjAAAAAAAAAAAA==)
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![数学パズル 増補第2版 | ニュートンプレス](data:image/webp;base64,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)
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![算数クイズvol.107「パズル問題~ぴったりあみだくじ~」に 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)
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![無料の学習プリント】1・2年生の算数パズル_05 | みそにゃch](data:image/webp;base64,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)
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![数学パズル](data:image/webp;base64,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)
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![コンセプティスの算数&漢字パズル|四則計算パズル「検ロジ 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)
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![数学パズル】解けたらスッキリ!頭を柔らかくして解きたい図形 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Ozw1awWHPVAD21dxCYfc2xqkga/AwA/3jqdCWehQq76sqH8WbujZXby0L/+Z/61OAqmqvSpMn303f/Bf02H7YXq0keAGle1UAUWEfb4Rxxwc2XxsA2r885RxAl2oP/MVtLrCTQHBTutjJoRfSI/t8zDgANdiIAAAAA==)
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![算数・数学パズル道場|佐久 個別指導塾 | 個太郎塾 佐久平教室](data:image/webp;base64,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)
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![算数数学パズル道場】パズル道場の問題に挑戦しよう! 1月号 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)
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![数学パズル事典 - 株式会社 東京堂出版 限りなく広がる知識の 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LZDbjxzPqIAXzSUJ+mVK+xAkIq6raBf5JSTDywmJ2Y5k6RAdGDe+pjS1ndrSk7auLWGo6Obdq94nX68XJ1nT8mNPD2tWqaoV6XPLUMTesnjfN7UBk8Xu9Crg4ouko37BKX0tdE2hyuX91sO5awQrRkAPpKqIlL0g5XLVTd8tCwpMicc9rroy/INjwDMt2RJ0kQGrN+FIIphFY/zAAWfclUuWxznPRwFQnTSqwgJoz/7PiKlsGpFVCYXYYbH/hbZsDYwjI1xTkAV+w2zFWm0dGG55LqfrYW/5cTJtnX3DoWN5wsv2ubd5ktoSh9PpLYuGZtWlHuRiozGUv0R461CORs50fQ80oroi403MWorLXxWGSphMscQL+YTQZ90qvJRdOLAouLElh+MZZxACskhovfiXne0HxAbv3b8HJB1CyqyraUZGMhEHHgrZeohOAUZ2bIIl9xa8auJK469bWXz/4RLn65SINzw4zVQxGLAMPHvGP2WzjwK7h4m6FnD+T1yWtt2FzeJsyYeec/p04l8g3djkYL4GV+7wDTebRtImQLkEoj3hKS5j/gs2BgE1SMSt9gtKqGeuE/xU3O6wNn2xtRfJ/RiEEGBmXMcnO5Et+lg+bVK7e9gmdSFHkoEb6JBYHyy6owU5m6pOyvTozNdjOhwDiwdnocVyo/vlAWFnpXaujlNlsaBhPAtc6dCbAV8VUM+FsONK7P4hVq/rvaYtkzI2LwHgHXTdNFpO8pWrnhhjF+B3jvO9ld8ngMNWz2X2yKBuwVErTTdJC0MNuDW4ceK8186NH9PSglXqmt1isDb6tZvHS8sbaL+zPlQ0BXzM4pwj4pJMhcbkO87sxDeqKoHHWvRzunyu6fqPJGhAAocv6CkscwNYuHPb7EYq090h5dCTYt/K7dhsRKGYh39Y5E41t2JzJeu4eptlWPo7Lx5q/U5EpLMNpQxxTmft25v9RNjvGY029ALMQNvu6cwt38GwmNTazfn+GKUP79R4D+6iXcEhxu4FugNP76cHb8ruCXL+28HJ0yrrNyWlfogWoaZ+S/Zn0CxgNol2zGPpHj12fKDzNjhL+e7lPKIecOpw4MTUxd7ySeS5M8WkT62UC9DTYi9fkAatxTkiTC1ENZu+TjUwKQ6d+yrQDl0qsvMc7rS0edO7qXLOdtmyF/PQF6LvWZUpKSeh0B1Mst11Yl41YDe7GSu/WslOAeHxTBYBJIqwLVTcPkTfF0dyr50k/xiRPeGZsnDCU6Tb8Gj59W/7ONTcv1G/lN/XAiZZJkE6M1gWsJMebwZzCRkeIk+SnOAMoNwmrq/kzYzdSZC7lnd2n9x9LSDpg0sx9MsrsGIQUNRgPDfpZGks2GDx4HdE5xthCSGjJd2FzBfVnutrJgOYb0/69mTPafenKDXz+SY3S4KbOCLTw8tjUAqA+OUSp62JNuFHBPP2Wo42+7zdM6MqEuRZjqi5+71pQX+N0Gv90eGgvzoPI8+v9qnQ145dI7ypgw13aZqwQThFLBeO2dQMjv9F2Bkp3p0PTRpy4YFiiY32pg5nNdOX00LgV2lXSXQaOq7PdWAl3T+BTv7Par0bbNq5Xwgy2ELknvo/stEFKOlA3VQy15zMI1rswihXLxVdxzTQUrXVpd/eFL7RMAXm58V084sdtu7q/VmWF3ksjvvNXunnHthDmsUh2OvL2XAvTqjVMJ5EnZ2eICOJPdeXrd4CIw/y/GG9pfyTyNWZHBndgaUuWnlJTNkRE0mNP4PVLYzH81xlyGvqqayBwZ55/vGdYE8KMqDpkN7Y6RMsCYp823q3Ywr3hfqV8RsGcTbmUB3BZABR4uekLIWVKrB4n+es0E/JokKA46WsTIAVwuf1e76217PqCu1/YPqObfTjZQhgNNgMawq9H1NSQw56GPvlB41/WdKIwNZz9FUrpvMruyBIO+zHpxTgMSe358v1/cKlcdbsbGuskMVqHUdR/geP1JvmHUvW9UTMS5kCqW5uLOWbuYpfJHWMRFcOnIm8fEISE+q2Oh/nlV36K2OZznwyAJ2zwhul1G8pZY0d5sKt68UZZ50PagmSYdbEuz3UuK1hNMbYi2zXNHC8B3qSqD3vicI8OYvB2lQB2GOqGfN26MuB/eddc1kIQGcrhtAzkL6He99dQcsrNnILeYFVM8fodDKyn++GriDHZ2S33JD5oLolrkIuqto+8QHMp5sC+8NgX4kqnhv4FBarkaEGwuACqUtnJDahRU2EH1B3aVuWVA7k6ctaeGMCsTnY8CoKx09k1nDVauAypB1OKNLYeRsJoedyT963wfau+VJUbvrIWcpB+3/4WyOdwmCKtWnWZgCULBFAEHKA5BqMjiHeBDnt3X3uMoaHiCdoU0pNeIQFzKmKNBr47VXtFLC//RDA9mfwSSSifR5RYvGGyRX8gdEDqVc704R0PjopZWlpOfLfj8/pQ/WUQIZVnmKh/2LL/0/cu3AhMCNyiBzKBbDjNrJA6kdJ2c0sq+HSJHVO/5UaQEOeZ59IPR2b2kIv/NklAh/y7V87VxwH+RdaGJaMpBnISNCCBH6qrjZC6g82y9czmKkYLHhUuXQbVIAR41JE86hA0x1nRamZgeCyB7EJF5TaIJT+hH81k5rVwu/hG9LsW7W39DYaiuPs3cRvn++4dEKotagJmO9mr4s82wvaOWXDFiKBe2IjKy88uYVb8brOf6rNU2MfmHYJ3tT3fYGnBzd9+g8bj/z8eBZh+PX57ZnBX067scD0bJG2o3qAP5W0Hax/jYmHWwAXzgwspeAAYc8ae+9GjozuWniRUftepY2enV3q0MrGBN2CQG3Zjpa6OWYZK4KJyvW+RwjpoksjyipVb2nLyb3lJdD3tgDe4G+N3y09FHxFzI9LqZXKvm3SpN9Pu4hQA5BdWbfCza4zPfNrNgJKx9esCJwaNgBhiZ27ziUo4O7tkFjxiBXocsQAqe1ET7jzGG975G7YJoa7RYXVraV/yPnyd7KpwckwwmEERpVqnMkevzfdHpz6EaQJ15j+4E1wYPrZDVzX6Hqir3Fr4lLFgRKkdfcK+a7KdTKdc0h7G8225AnPacCEzVj3i63pgW0EmKfBRYjFHI8Umz/ofJFn8vcR5EyYQ+6jiwbijAD2vXpI0Ml1skv1ayS8vPbwx3qABYVPDUzVSTRFFvH6eB8UGaLSmQN3wqGrUqztydvyNHFZQqpO1XZ0jQK1EiucTC5SJQC6Mlg14ecZxg9lT7eIieNUzgNM4QuzCI1Odmwa7XcnOp9nXFYU6xHuPXfooNGUxY5UJ25bZ8pwTpvne6bK+/7i6CqMPochq6BTNq3n4HKBJjSpfCePo/w9Zq6V+2VAgORidRPSclxKiBAi4J8JZVrPxDUj9nAFxcd1PCTLNNNdm10eyQ0/0Xy79qKYAJapI/M62PTRyIeNsRx+Iysk/bZSZHXsRtY3EvCFZPN8jIutHyzUCJ2mZyRD3j7Msy4PUPTNV0rfZTjiP7+q6amE4UzbFN97JVigzcvLjuJHIrEXOUkSJQ0rxtEyigCiCSk+SaVTHubXOsqGRrfZM4QvdVfkaklRLSYxjNiMKmV9e+rzhQbGS2B1deb6El9X0jFCS5niFf87tgCLYaSebJ4WWrnnoPt5yJGPWbAv23nbGx2uJEl8N7HUXL9vW63U4XMhQqW0SuxWIF6STfg04BlB1iadHNPwb9prFKHZjQUMmH6InSntOGi/4V1JKSo693l8rMNogxlAGQS1y4zQT+IjM9DEv8cW6GPCV5wPF05J1OsROj17KWJF2Kmlp9rQkega7ufBjE7wSpXwNSCUmgvd671Ek9ohwk+IxXLXXmTPseJJDnyoCqUqJBh3EVK1hkb8uqwuCDwb61oKYzdAcFc/GxmjT2PZNcohOosP3m7P19wt3iwJejVH2gg6SL/tp1k8ab22p9NypCif2qHSk4uSNiHzYvJTBsAFJ8hNNw9TOhP4RU9ujt8kIrIEFrJ6jyTSBrrzGIuLF8J0Pno46J3v2H7IVF/DB3djspQaycP3P3OcsQPshQlYzvDzkVLOQ7YvvXZDFDLq+G9pHgEPRTqUwCvFGTqmHp8Fx/cK6+DjnsZsQcYj8LzkyersqiDo8o6Vonl3Cu3JcDt8iGITS8lhyJPNyxD06KOuR8ivTIUjP8PjGQpi7gFkrvQfiQ1bbnoTreE4DHpj06MXf2xCfq6FyYUx7uReNHGLGqdvgyF66WrLle2MJyPpqeLDQSEeLzWiqKvK3imFfA6ngrsYXxFdU17vJ3fqQj02nGSZWNIAHjiNB6mCp6MaWHo1qRp3zCrPZNXD33mMEmi0bF6OFk8rZ3qcykqddE4WRMpAWFvM+eK2DaAMwnSu2/L8Z2BVxiE8vlu6MwkjjGz9Cn1koDPaIc/wPJUQ74aCNJ0UYnShx/CDCSHM7C4H73CCepm7riP47AstD+/n+a+iO4NaoZhDVD4mA7pgrFSTgmRH0uDDR+UPhwxjNuE2deKgvv/+5S689oMMdQEZNTpnAqbgmsF2TAqHVRy4Ljd+0TV7hPQ/qooPY1RDpQB/RBeN536DkBO3vg4A6MhDBajIZutBIJ98vK77FkVaLIqQsydkwJB+SgGxBgMn8RWoRRnjBsShqJSeWep5XpRjJHMo3LI7FlmNvWqPMoxX8KLgErz1snVRdUYUSYOgrlNeIrQ+hY07QbaqQfBL6XYzgpCGaiVY9CF7FtAOUWPl/IDISQQcp0W67C6F8I9T7QOTWKXy/DeOECKZjYKwzm5ARE7jseCVoY+eEFN7EOf3JrH9BQb0In5J7+7VZLFuvm4ei1ue2sGxPtri5ZY9HO/ZAodpeAYlKwaG8/lFyvlzeNdy9DCvZtDzdk3Nsnbek/zP42JCPPg5+ppuifJlwR0bvsUzC/RpQlClaUH6MbOB92xncaaJFPpWwSPdrdNODfIAyP+EoeAl3TzakVeeSEsriNQQjQgY3yyGDlKV9/EGc9ToKPRXZYrI2OqxfPCak34kVFw1VlnT504qOTgFGkiyJHntXeaNFyagA1oQWefySFsiEX1KXPTvVfPfP2sZVu0J16CG02bMJ5ZF1OxnoEy79Q39hMGLhOuuTNn6aoKCWhX/Y7Lv7aeDKrg4fqEPpWhmx6gZBKVtmphc3+0hWyiuE34U6JS5SDCN/sZ8jkLC2yc4YVkblnQlCJPmDEIDnMXFlZyOJ3VpuKyYPLP7EBeEDVDCib1SnCdS9YvZBkMTI5tdabe9VHIGqEuCWWgL92AoZ+OlmxwGHQVMXLr+l1z9PfNhMm8ikDIpmIvu+5N/QUaTtswkRlNMbZuZToU8PdO0U388QJnqHFYiBHpEDrn68a3JQPHq6tCOValrKcd5S+8z1Hc9IzqB+/IoPBygmgJ5OzIEZuRKodHI9QkzerLTqsnhpA10WRDviIa1B7U6BEk+/HiNy93eomq4I6dRDpzs87RT05SJe/nm1MJzXtIAgipYmTV3xWg/wFBqVTcypmHcNq/Ukpfox7h5Mh/fQ6cBHqHg2PfSKA/IMlM1/+JbKg04oClrRAAGs84KEbXlRDJHyA/Xua/Ud27SCIrlyNOT59baqWX+VLE6iUBpLVUUoWkF/CuqwTeZo9yXKt6KKS+qLgZ+DpMhZTsSorMznjGL9bDK3PL5YVNKrEtvVdaVpcsSLQ3HOMHsGbzjWGixBTpva43tD9DyPLvy2VJ0ZE090ZD9Xws708P99hEEIB05kHXwX7fYLEEcwrRZNLgqje3dNgOqRNvqMiuGty0QrtClNaDyQwFYvGOwPsRfIK5xCaa8VHkn8Xef+1nGaoPWLoe1N8uoBeU/lNRjTqbbpiV0iPm7OXC7dN3I4KOCDrTljYHt0Qkqt3WSrEL4jWZRHCwE/F5wU72oUe8PtFFqWeML2CCpNb3jOUT1PuvCPmuUVL63wKun3Ke7UihkHXTJ9y1FKSlVAFdbXkjo1bV+0IE0M/a58gd9rYq8aUiwDhGPddjbvn5XHBZNPRf1MgOTkfy+2LovlECrbxfItf+uriKCSuUc9tXdd8NZQX9uZLUDYtVFJgFCL9ZemId2dh+PjNETgFlITXIQrfYaKGnHyotSTLus9RZ3dvfmbhcqwI7oo5kl1USKzVTc7LPOoZH4YsY/6lr3+ggVI7nmuuYPAHzE80VLUM5i4HZwewGN4lw2o9S0rPmK3/HNsbeRIcvYVMbRzBbz+qYwBOQxOe78+oXe9J4Hq79i9Vax6wKjwoZ83Ic7WQSEWN9i9Ihk6RW+iMYwEsgOcpf+bh6COxvlXcJgrwE2Q6yUPjBE3loI+JIRv2gvRuwZjhw8hJi8b/+ujvgjCGEec8F8lE6vgzQhDlsw4p3QyZdVL3Fmhf/CDEHGuFBNtnZlzJ/hA3rCbxZCbTXVzdnziV+cKuIpWz9mAXgHom/4m5fW9pGNCxgFQZuOeNlTfQ+DlsbNRmOWiDa2CkBDdSjULRIPQK2YnoJhRxU3se2w8f8WjiuQ7IPSINFxpCH7OiRfGgw93qfFoqwDEvY2ts3MHgOmLsUKwj4szcP/YSFXJHNxYKW7HL6xddNPKGuiRi/Ar2CKegbfPblbyR1n298QzpolwfWxeIqphnTfjU1fOQ48URHJVPFwvQ4lGbF9Bom/hYwI8eD+bk9L5Od7Ga+Ccup3ZwoV8fuM10r+huCUqWhHpwePqFrC44jKNAkgvqLfV/8wDhh6QYEoFK8wp+LkAaesm07wjJvETnkbrekf9imQTzUq+vUMuDK0b8TKa1v6ZfKwIzP8sz0MQ+106WxCGMtOQ6eQpcBxyrQInvD0hkgqRTRPihXuYpQpi0TsXPKEu7Rx3h0KMl6UvfoLtLsFRSEDsWoKjehod3B3cf+X4iUVQf8pts4sS1fnVCV4chn+9EpvcRqXTqGiovl9uIW0bm4M8HFz251ArLl8+EXUWPXFVwP7CI8i+C/EsQGM/Yck2es/5K4R7NeMjh+LwzDqa/Srz3EsVG5GI4FP99AqRVgr8ggK6m8M4TyNkkACDkDG32IShCRpTnCHZw8W8u7MhmkrPnFOI/XiEy6GSbLpoWov81GCL5VbvbS/cpf4gNF4BA9WIn7H4UDWn6IdPkCIq9W+ZC44V8q8N4PPSZD3tsUKkmovn/Lmd+j6nCjguWbyej+x5CZxk6aUje4w5sP5lb7u2DD++UUE/3tDOemuQ/Mspt9G2nHRxn7YbtI6/Fmuvhmm1rktuipmXPCzPl8nEnAVnB1OYW83lElbQWyVn8pJAF2NAATRHYeeOnmwmQfaVguf3gOzptAXoPYTKxkm4Nhj59wIk7eDzYYbHf8p+JoTErV2N//YYEs23QhulXIEVcJcB3gHOqhk1BGTJq0Zg080QuZiIuPAA61cX+bySig4uQFniySGlt1MzMOlcczGUXthtlqL/tTs02qzbRJHP8gISZBRhBNioKWWIi/5rPyZtgVXup0ZQEwwGkv4CN1Yn4HABkysdMbLHrOxzlxyaQd3JJTItUg/nHCaR02V6OUhxl5EZYGEsxBvx/INd0Ms8uWpPMlViHtEh70pTeRDK1VkBkyK4hJlktCvPQxEfwZDkh5KsmY7RFCqDLbxtJ07XgJh4te5SHQswqf4Sy1By4N0S2r87UNL/vvAdMKQkhM+FByg4IcJX3gjDVVhxPYOkiN+5Gn2VKXgVhaKp/eKImiESet/z7CjIDFWHtscJUzloMV6sBfPcA2UF9Xv0nmIk7cNb6eW67UAndDC60hKK9Q0bpTFAgmbXKhrHsc+/UFfSAYZXzPp2/Ua+3KfhjMAjMcGEtDbaBcTg0TWwylDGPYvLrAc5C1x3cW3rYh91VbhoTxa+ZJm37PGwoMU/Uh6yWRM6IXd4+ljk/u/ajJUx7oxB7M2+JQsypxkUp9F1YxHrK3upLHN79egbAKGcH1J1+fks/DxFbYeAHAGJs/+0f4JCodyaHTBCfHJavAvwsw1tY2xgI0FAvDTvS8Sx1XCA6Id5GZ2G6r3Uf3cVmCBiQjsIQzMH3azbHull/Ah5OzYB/MVAp4D6+tSRybSb77+sT6LYBhDmOFwmjZEyBvLxiIt5VeBqnCSJr3UH/+XG14srm0tTZ4Y09dGm4/JU0dTv5QiLpIHDW9UTn62iR7lcO2zsLxAqRV5coz7FxPc6UpIRiMwUkb3kG/Wkw9bDQPrPb5ZB9b4TsqmDAIgkF9EeZPMjrp4hAZJu40IA0dwOAKN0GYC+vvp7VI0+Uk58twm88reV3j0YxtnAiolUOLKjCCwH/ISX3sRleF6wix/JQFhAyikJBj4AH9kNV3mMXTrNMtwz1gqIs6/hNpIYNc0avq4zT4PwD3izhTeAicPzmdjycBUvBMlyoJ5T3BArCF552rxjSlbmdqxSY7NYyDD7GJLDD5V3VqkWO4/bSuUQEZvqi8uM6dP0RH5YHoWDq1WeElbljNlQ0EZTG1VOSx0ZxHeUHR+jtRMr+AbDddy5SMvMuiGWy+nHMtNCC7rR3ad4ydDV53TXC1u5bVyLWRb6BEo70PDz9V5dSvq1wAKxDedzeCQlTOJ5yNNzw4LEt83vxrak/uHAoxWjsNSIIa+xaHBAeVn37h9DSK3N2PQFvZfB0mcW5xGrw/pbzGf9BA159VG1o5rZ9D9ZCSK9GeJKOCQDbEzvR5TP7UHm+oDGr1FeToE3U/gEcFEa/ujXpGRfmZQuXFGZw+18d3KcZqVqwGsmA3gRBTTR476SPQH5hSolXZOUdfaI7plHatF0FRd8eOaF2RP+sAZ4DInGS3bvL1mlTvfeDTp+9irHVUnOg7syCK/BJxyZgNtNkGHB7PtQ1jMm9AaUctA5qH6D5LGCB7iqcKGExCQo3Cyi61E3SHsq+H+8Ao3Nv0c7mY7yjf9N+mJhMPI7ks9jvzoF14idjQVdy4vt3UOTek/odiFN09gJQd3BOPGCtUbjyB+mlfd0hISQQZLBVbBr7BTDNIVmZD/kWsEHSQtP1ggHpGG82hEZDg4tQ+VBUAChr4jFighxXhgi/EjR9nlxLRpSjf6Fzt/LCyOpF4Oktr5hZGXujhdzMirBh0sIeUvjTDhpATXQwazKxfSc88PQftUm3ZMCSVGeEYItrykgCeZTm37j2eFYh+KtQ1LVyjP1X56ACXIPHaN54zdXB7oMiWHPBlV9AkSOUUP73zAYA4WdHAxdNx1wp756rl6hW3pWJCTwUjmJifwKjAD/+yHNFfW5urhrkpO89T9s5SBtkmGzgby7EoTtzKfoaMTSoK6fY5cNhtjVjHUYV8ZGtxsMN+WDPlXVa4BTbWBKql7rsl42gH+oCNmyW6gGxv9VWksYTlQX/j1zcxCeB9EOb0thGz9pfiw48sxIyd91AzcYfGCdNcRuLI+oLUJC56m+DWXhtF2qZv9WvzJvEfxR/Py26mSImg+fgEAYvXeiaXlPDIsIDcNaqEkkkkPFGGKDGnZ4HF1i39ckd410Csn3TE4PgWbS1z1CPTHDKWPp7WwuU7B2cJ4Oq9WzcLcFucO/EqDYq3FNBXiSDbfkEIGzj/wh1/JwyzXgqjTMKQFQZ2B03A1RYel7k+xucZ8CW52rrRGa/yFiory9G8u/CxpddpPnUDGr+qs/ki0E5FI5YkreuzkSAEFlXrtBAZ222kagcqw/mH9qqyj2xr6c1EEhc/lIMRjk5EJfkpAYZN5BZqEcrHESo82yn8ljOGyhtPGZTmjQyrl5LJHGFXjBbX0H0K95aPivSxmDucdWZ4hSnhoUowPA7/2cPIkMfOREoVlOH8sPGBFxD15E8plZxdypoGvdcQu3l9AArdja5IYc60DjKpjK8LXU/Tfep1QPbgo8VXiDx3kNuxP0xvKkx6ikrx/zS5R01hLCgns1gNzO7GaU6XZaMVQ96Ttez2hZoE33zgwehvIoQDoi8SV4PaYuV5EKLycIUKdgV5ptA7IAVrZT9aM6DXnibcBv4ou1STGZvL+16kgIeOKB053Tgcntm9OHZxHDNHCx4jSY2BRmYhL59kutERvO57/JvSL5eA4ccI65nK6+hBHgJcyCDbJE3HagewPDZ37CzQZJ9x6o9aa/v/EfZ/tWaVqGKe+sjY2NdFY+6ElKvD4RvbxnRInqKbvJnArAkIYR6ONZMck0MrjM4EpUyvgKpQiw8icANDhZtNLyIvFK8iVpJUa/MsyObROxOQw3Hdz7wVRUJC1vjAWvkeCYZI0mlNvKyT2f01JV2+uOZC7o32Mozg6aEA6mHbkLaFNZqEYpWQpL5PnILFSxsGoC4zOgh9qKTv4kPOHW4rMe0e9oaQ/WWgBlJIjzg1Qwuss4oJQB3VYM9fUdKqZscvWUidkj5aZ6GKTN/vd2jlRx/4YFOhvTfed1eNiwU8PkWU/x9AAAA==)
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