Find the square of any number you want.data:image/png;base64,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Find the square of any number you want.

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1,4,9,16,25,36,49,64,81,100,121,144,169,196,225,256,289,324,361,400,441,484,529,576,625,676,729,784,841,900,961,1024,1089,1156,1225,1296,1369,1444,1521,1600,1681,1764,1849,1936,2025,2116,2209,2304,2401,2500,2601,2704,2809,2916,3025,3136,3249,3364,3481,3600,3721,3844,3969,4096,4225,4356,4489,4624,4761,4900,5041,5184,5329,5476,5625,5776,5929,6084,6241,6400,6561,6724,6889,7056,7225,7396,7569,7744,7921,8100,8281,8464,8649,8836,9025,9216,9409,9604,9801,10000,10201,10404,10609,10816,11025,11236,11449,11664,11881,12100,12321,12544,12769,12996,13225,13456,13689,13924,14161,14400,14641,14884,15129,15376,15625,15876,16129,16384,16641,16900,17161,17424,17689,17956,18225,18496,18769,19044,19321,19600,19881,20164,20449,20736,21025,21316,21609,21904,22201,22500,22801,23104,23409,23716,24025,24336,24649,24964,25281,25600,25921,26244,26569,26896,27225,27556,27889,28224,28561,28900,29241,29584,29929,30276,30625,30976,31329,31684,32041,32400,32761,33124,33489,33856,34225,34596,34969,35344,35721,36100,3648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