メキシコ戦士の皆様
2018年9月度のメキシコペソ円の売買動向をお知らせします。
くりっく365(グラフデータ)
2018年9月度 売買動向
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t3ro0dO9bLo2PHjt5/FyxYYKNGjfLyKHevWOl169ZlWnyMQwEUQIFyCrRp0yY2cWIDvSA/ZcoU+8QnPmFLlizxoCwgd+vWzQYOHNjowY8ePdomTZpkkydPDrw3YcIE77nBgwc3ev7+BDFu3DgbOXJk4D1NHu3atWsizIoVK+yll16KTSwyQgEUQIFaKNC9e3fr0KFDbEXFAnof8mPGjDGBWnA/+uijbdiwYSaw+yEXeeazZs3yJoERI0YE3hs6dKiNHz/emwzkzesS+HX179/feybonvLkQgEUQAEUKFUgMuiXL1/ueecC96pVqxrh3rVrV7vwwgsbvW9NBn4Yp7l7nTp1ajJBFIZqZH7h5FEcxqGBUQAFUAAFEgC9vPRBgwaV5KxNV0FbG7PaiC3eUC3ciG1us7Vv376NsXoVUrgRW3yPBkYBFEABFEgA9IVZFm62FsfLER8FUAAFUCAdBSKHbgrNLt58TadKlIoCKIACKFCoQKygR1oUQAEUQIHsKQDos9cmWIQCKIACsSoA6GOVk8xQAAVQIHsKAPrstQkWoQAKoECsCgD6WOUkMxRAARTIngKAPnttgkUogAIoEKsCgD5WOckMBVAABbKnAKDPXptgEQqgAArEqgCgj1VOMkMBFECB7CkA6LPXJliEAiiAArEqAOhjlZPMUAAFUCB7CgD67LUJFqEACqBArAoA+ljlJDMUQAEUyJ4CgD57bYJFKIACKBCrAoA+VjnJDAVQAAWypwCgz16bYBEKoAAKxKoAoI9VTjJDARRAgewpAOiz1yZYhAIogAKxKgDoY5WTzFAABVAgewoA+uy1CRahAAqgQKwKAPpY5SQzFEABFMieAoA+e22CRSiAAigQqwKAPlY5yQwFUAAFsqcAoM9em2ARCqAACsSqAKCPVU4yQwEUQIHsKQDos9cmWIQCKIACsSoA6GOVk8xQAAVQIHsKAPrstQkWoQAKoECsCgD6WOUkMxRAARTIngKAPnttgkUogAIoEKsCgD5WOckMBVAABbKnAKDPXptgEQqgAArEqgCgj1XO+szsnSlX2Hv33xZYua179LKOw0bbVl32qs/KUysUqAMFAH2NG/G9GVNt5YN3bi61xYeFN2z+b5u9e1rHoRdZi63b1diq8sUJ8m9PubxZe7be+9P2sZsfzYzNGIICKNBUAUBfwx7x7h3X2lu/Gdlsie0OPty6TPx9YJoVt022dS89H3hv2yNPsPaf+0rstXnl+E/bhmVvhObbZdIMa3dg79B0JEABFKi9AoC+hpov6n+wrX/t5dASg6C5ZNQQW/mXe5t9tvPF19h2R/cvSbNp1Up7754bbNPa1SX3Wu2wk+1w8rfL5vvSFzqG2qsEgN5JJhKhQCoKAPoayl4tNNc895S9fu7XQi1t030/22Pq7CbpNr6zzF4feqytX/R/ZZ9v2+tztvs1fwy8X63NocaSAAVQoGYKAPqaSW1WLTRXz51ji4cd52Rp98eWN0m3/OrRtmLab0Of7fT98YGefbU2+wUq7LP+1QWB5RPqCW0WEqBALAoA+lhkdMukWmhGAf2rg/rYugX/CTVwxyE/sp2G/LgkXbU2K6P3fn+jLfvliLJlaxN3l1/czImd0NYhAQpEUwDQR9OvoqerhWYU0LuWGTfo5clrIzfs2uaIfrbruJvCknEfBVAgggKAPoJ4lT7qCt3ijc08gj6KzZXqSnoUQIHmFQD0NewhaYB+6WXD7P0yLzsVVj1ujx7Q17BjURQKhCgA6GvYRQB9sNjFG8g1bBKKQoEtQgFAX8NmBvSAvobdjaJQoFEBQF/DzgDo3UEf5SWvGjYpRaFALhQA9DVsJkDvBvqoL3nVsEkpCgVyoQCgr2Ez5RH0r5x0gG14Y1GoSnGeFIr6kleosSRAgS1MgS0a9OUA1nq3rol0gzSgGfXUTRo2R33JK5HGI1MUyLECWyToP3j0Plsy5jvWsKb0I19qy/af/6rtMvZ6a9l+21ibNmloaoLa8+5nmticR9C7rnzKHQmNtdHIDAXqQIEtDvSbVr5nLx/18dCm2+7rp1nnnwV/I+a9mbfY29deZhvfXlaST8tttrMdT/++dRg0vOQeoHeL0QP60O5JAhSoSIEtDvSuL/K02Lqtdfvb6yVirnn2SXv9O8eEirzLpdebvhFfeAF6N9BHXYWENg4JUGALUwDQN9PgQS/y6NeW9KtLYdc2hx9ju46fCuhDhEoi3BTWNtxHgS1NAUCfEOiDVgR49KViA/otDTnUNw0FAH1CoFe2xSsCQA/o0xjklIkCgB7QewqUO8GSx8mJYY0CKNBUAUCfEOi3O+ZU63zRJGL0xOhhDgqkrgCgB/R49KkPQwxAgWQVAPSAHtAnO8bIHQVSVwDQA3pAn/owxAAUSFYBQA/oAX2yY4zcUSB1BQA9oAf0qQ9DDECBZBUA9GX0DXqRR0ld34zl1M0cWzzsuNDem8QLUysf/r2teuIvgWW37XmobX/8t0LtIgEK1JMCgB7Q15VHv+KWibZ88phmx+gO/c+1Tt8bV0/jmLqgQLMKAHpAX1egf/mre9mmD94PHfZ73vucte7cJTQdCVCgHhQA9IC+rkDv+oljfbc/qR+YqQcwUIf6UgDQA3pAX19jmtqgQIkCgB7QA3rAgAJ1rgCgB/SAvs4HOdVDAUAP6AE9HECBOlcA0AN6QF/ng5zqoQCgB/SAHg6gQJ0rAOgBPaCv80FO9VAA0AN6QA8HUKDOFQD0gB7Q1/kgp3ooAOgBPaCHAyhQ5woAekAP6Ot8kFM9FAD0gB7Qw4HcKKAvk757+zXWsGF9ic2td93DOl34C9vmsK/lpj61MhTQA3pAX6vRRjmRFFhx69W2fNLFoXnsec+/TNDn+kgBQA/oAT1EyIUCr51xhK194blQWztfNMn0wz9cgD60D/ALU5sleuWkA2zDG4tC9eoyaYa1O7B3Y7rVc9P5hak4PlO84rbJtu6l5wPrvO2RJ1j7z30l8N76V160d++8zjatWV1yv9WOnazDaedbqx13DtWSBMEKuLYtoC/VD48ejx6PvqAPLBk1xFb+5d5mWdv54mtsu6P7N0kjyC869XPNPrdV10/Yx274i7Vsvy0sr0IBQF+FaB8+AugBPaD/sA+see4pe/3c8I28Nt33sz2mzm7Sc96a8EN7954bQkdix/MusQ6DhoemI0GpAoC++l4B6AE9oP+wD7iGm5S8+2PLm/ScRaccbOtffzl0JO445Ee205Afh6YjAaCPsw8AekAP6GMAvau3Ceirx5erxsToSzUG9IAe0AP66ulbwycXn3+crX5mTmiJgB7Qm+vynFM3mzvLlnTqxrVvBIVull42zN6//7ZQCOHRh0pUNgGgr147PHo8ejz6GDx6QF89hFyfBPSuSuHR49GX6SvlPE08+mDBijdjAX31EHJ9EtC7KgXoAT2g9xTY8+5nTOG5wovQTfUgqcWTgL56lQndELohdEPopnqC1PBJQF+92IAe0AP6CkEftFFP6KZ6CLk+CehdlSJ0Q+iG0E3k0A2grx44UZ4E9NWrh0ePR49Hj0dfPUGqfLJh7Rrb+PbSwKeL9078RHGAvtwH+sqVWWX1MvcYoAf0gB7Q1xRM7917ky375QizhobAcvXBOH04rviKAvo1zz5pb/5ooG18753AMtt++hDrfPFk2+pj3WqqRa0KA/SAHtCnDPpNH7xvy8YNt5V/mxHYG9sd8kXb+YcTAiH0wawH7K0rf2ob3ny15NkWrbeyHb451PQhtaxc6xb8x14d1CfUnB3PHGE7ffunTdJFAf3Coz9RFvJ+IdK5y1X3hNqWxwSAHtAD+pRBv+RnZ5aFvN895XHuft2fmvRWwf2VE/cP5U7HYZd638LPwqW3h7VxHXZttefe1vW2J2IBvcI1eh/E5Sp+P8LlmTykiQ30Y8eOtYsv3vwzX5deeqmNGjXK+//58+fbgAEDbN68ed7fZ8+ebb17b/6BiubuzZkzx/r02Tzz9+rVy6ZPn249evTw/t7cvTDRXc9K8wmEzUrywlRpj4p7M9b1Y13FZ/9dobn1Pj3tYzc9EjY0anLf1WYZUwzdaj16QG8WC+inTZtms2bNsiuvvNJWrVplw4YNs9GjR3sdZ/jw4TZx4kQP0gL01KlTvXSLFi0qe2/u3LmmiUP5duzY0fvvggULvMlDeZS7V9xTV6xYYfpTeDU8/0/bdNk54Z165y7W6qqZJek23X2dNdx9bejzLQ7vZy2/s1kD/9p4QT+zZYtDn2150XXW4pMHNaaLYvOm3422hr+X1qPYiBYnnWstTyrVJW82bzztI92aE9pr2527xNY3ouhcrc1qV5XrcrW69Z8lyRpefM4a/npPYKy8xc5drMU3hpi1alU2+4bHH7KGeY8F3m+xTy9r8eUTSsuMYPOmsedYw39K61FciMadxl/jtWyxef3Y4QrSyeGx2JN06NDB9CeuKxbQFxpTCGUBuVu3bjZw4EAviTx4TQCTJk2yyZMnB96bMGGCB/LBgwc3ev7+BDFu3DgbOXJk4D1NHu3atWuiiyCviafw2vTvp23tJWeF6teicxdrO/nBknQb7rjG1t8xOfT5Vl863tqcf1mTdGvO62sNS8NBv/WYG6zlpw5pfDaKzeuuvsg2/u0PofZu1f88a91/aEm6vNm8+uSeoXVVgrbXPGiCWVx9I4rO1dq88ZE/2LpJFznVt91dTX9rddNzT9raMWc3+2zLTx5kW196U2CaDffeYOtvubLZ51t/fZBtdWbTb+9HsVnjVmMh7Goz7DJrdcTxjckali22NUP7hj3m3S/WyemhBBK1b98+m6AX4AcNGmS33HKLB/bly5c3evZ+yMX3/OWZjxgxwoN+8b2hQ4fa+PHjvclA3rwugV9X//79GyeK4nt+qChMc0I3wQrxrRuL9I5FlBemkg7dqMWLwyBvjDjVVj32UNhwsV0u/R/b9sgTS9K9/NW9TJvIYdee9z5nrTt/NKESuglTLJn7iXj0MvXEE0+0Cy+8sNH7ljfvh3G6du1a9l6nTp2aTBCFoRrl64eF/FBQYRjHRSJAD+ilQJRv3eQtRh8E+gWH7WINGzeEDply33ZPY3IiRh/aXGUTJAJ6P55euNlavKHa3L3Czda+ffs2xupVi+buucgA6AE9oDdzBXVaoG93QG/rcnXT46aA3oVwwWkig94Pqyh0Uui1+yGZ6k1L5klAD+i3NNAHQRPQB48DjleW4W6Uo47JoLz5XAE9oAf0ePTlKAHo06ByAmUCekAP6AE9oE8ArlnKEtADekBvVm282+89rqGfal/yIkYfLzUjx+jjNSf53AA9oAf0gL5Sj14nlFbc/Gtbv3hR6aMtWtj2x59ubT99cPIAq7IEQF9GOD6BsFkYPoFQ2kHydrwyTu94S/XoF5/Xz1b/K/gtYF+TLr/9vbU76PAqUZzsY4Ae0HsK8MJU/b4wBeijfdRs5cP32JKLvx1K4vZfOMp2m3BbaLo0EgB6QA/oP+wDUcJ6WX4zFtBHA73r27wtWrW2brOWpMHx0DIBPaAH9IC+LCh4YcrMFfQSMavHMwE9oAf0gB7Qf6hAEKgBfeiCIXsJoizPVZu3p1xu70y5IrRi2x1zqskbKrzytrEp2/Nmc7XH/lTXKH2D0E3wkKiH45VRQb988hh79/ZrrGHD+hKRWu+6h3W68Be2zWFfC2VKlAR49Hj0ePR49Hj0CXn0K2692pZP2vyDTM1de97zLxP0k7oAPaAH9IAe0McA+qBN79fOOMLWvtD0twCCxC63FxIX+AE9oAf0gB7QJwR611AioI9rSothMCsLYvTBDdJl0gxrd+Dm3wLWlbd4dx5tdo0dc7yyNscrk/hKaFz4w6PHo8ejz+nkBOiDB2+xdxz1x8Gj6IxHH9dUVWE+UTxNPPryYuPRD/POW4ddQW8gu8IgCydY/PrlyWZAb4ZHj0ePR49HT4w+oRh91K+EhjkOrvcBPaAH9IAe0AN61zkjH+kI3QS3Ex81y98GcpTYcdEa85cAACAASURBVFRPk9BN6ThKYtM7Lqri0ePR49Hj0ePR49HHNadkIx88ejx6KVC8sal/i9I3+ARCcL/KwgZympuxUVdOcVETjx6PHo8ejx6PHo8+rjklG/lE8dpUA16YCm5HjldyvDKoZ+DRH2ern5kTCj/ejA2VqLIEgJ7QDaEbfjO2HDWifKaYzdjKWJxoakAP6AE9oAf0iWI2/cwBPaAH9IAe0KfP4kQtAPSAHtADekCfKGbTzxzQA3pAD+gBffosTtQCQA/oAT2gB/SJYjb9zAE9oAf0gB7Qp8/iRC0A9IAe0AN6QJ8oZtPPHNADekAP6AF9+ixO1AJAD+gBPaAH9IliNv3MAT2gB/SAHtCnz+JELQD0gB7QA3pAnyhm088c0AN6QA/oAX36LE7UAkAP6AE9oAf0iWI2/cwBPaAH9IAe0KfP4kQtAPSAHtADekCfKGbTzxzQA3pAD+gBffosTtQCQA/oAT2gB/SJYjb9zAE9oAf0gB7Qp8/iRC0A9IAe0AN6QJ8oZtPPHNADekAP6AF9+ixO1AJAD+gBPaAH9IliNv3MAT2gB/SAHtCnz+JELQD0gB7QA3pAnyhm088c0AN6QA/oAX36LE7UAkAP6AE9oAf0iWI2/cwBPaAH9IAe0KfP4kQtAPSAHtADekCfKGbTzxzQA3pAD+gBffosTtQCQA/oAT2gB/SJYjb9zAE9oAf0gB7Qp8/iRC0A9IAe0AN6QJ8oZtPPHNADekAP6AF9+ixO1AJAD+gBPaAH9IliNv3MAT2gB/SAHtCnz+JELQD0gB7QA3pAnyhm088c0AN6QA/oAX36LE7UAkAP6AE9oAf0iWI2/cwBPaAH9IAe0KfP4kQtAPSAHtADekCfKGbTzxzQA3pAD+gBffosTtQCQA/oAT2gB/SJYjb9zAE9oAf0gB7Qp8/iRC0A9IAe0AN6QJ8oZtPPHNADekAP6AF9+ixO1AJAD+gBPaAH9IliNv3MAT2gB/SAHtCnz+JELQD0gB7QA3pAnyhm088c0AN6QA/oAX36LE7UAkAP6AE9oAf0iWI2/cwBPaAH9IAe0KfP4kQtAPSAHtADekCfKGbTzxzQA3pAD+gBffosTtQCQA/oAT2gB/SJYjb9zAE9oAf0gB7Qp8/iRC0A9IAe0AN6QJ8oZtPPHNADekAP6AF9+ixO1AJAD+gBPaAH9IliNv3MAT2gB/SAHtCnz+JELQD0gB7QA3pAnyhm088c0AN6QA/oAX36LE7UAkAP6AE9oAf0iWI2/cwBPaAH9IAe0KfP4kQtAPSAHtADekCfKGbTzxzQA3pAD+gBffosTtQCQA/oAT2gB/SJYjb9zAE9oAf0gB7Qp8/iRC0A9IAe0AN6QJ8oZtPPHNADekAP6AF9+ixO1AJAD+gBPaAH9IliNv3MAT2gB/SAHtCnz+JELQD0gB7QA3pAnyhm088c0AN6QA/oAX2VLB47dqxdfPHF3tOXXnqpjRo1yvv/+fPn24ABA2zevHne32fPnm29e/cOvTdnzhzr06ePl65Xr142ffp069Gjh/f35u6FmQ/oAT2gB/SAPoyUAfenTZtms2bNsiuvvNIWLVpkw4cPt4kTJ3op/f8XpAXoqVOnlqQrvjd37lzTxKF8O3bs6P13wYIF3uShPMrdKzZt3bp1Jdau/ddjtvR7J4XWsvWue9hutz9Vku69m35l7940IfT5bY4eYDv95DdN0r3xzUNtw5uvhj7b+Td329b7f6ExXRSb3x7/PfvgT9NDy9zhjBG2/Rk/KEmXN5tfPWK30LoqgdpWbVx4paVztTarXdW+YZf6kvpU4aUxoPqGXerD6svFV55s1phTP3a59njkjZJkaencpk0bF5Od0rRoaGhocErpmEge/JQpU2zMmDE2YcIE69atmw0cONB7WvdGjx5tkyZNssmTJwfe0zMC+eDBgxs9f3+CGDdunI0cOTLwniaZdu3aNbFyxYoV9tJLLzX5t9YvPmvbThwRWptNO+1i742ZWpKu7QNTre39pf9enHDdZ4+yVYOalrP9JYOt5dtLQsteOXyCbdj7M43potjc/pYJ1ubJh0LLXHPMYFvztcEl6fJmc4fvHhVaVyVQ26qNC6+0dK7WZrWr2jfs2rB3L1s5/JdNkm078YfW+sXNq+zmLvVh9eXiK082a8ypH7tcK35bOlbS0Ll79+7WoUMHF5Od0sQGej+ccu6553oe+6pVq2zYsGEe2P2Qi+/5yzMfMWJE4L2hQ4fa+PHjvclA3rwugV9X//79GyeK4nt+qCis1oRughXacciPbKchPy65+cpJB9iGNxaFyWpdJs2wdgduDsnpiqLz0suG2fv33xZaZpDNL31hc58Ju/a8+xlrvVvXJsnyZrM0klZhV7sDeluXq2c0Sbb4/ONs9TNzwh61zhdNsu2OObUkXbU6p2Gz+q/6scvV/bHlJcnSsNnF1krSxAJ6H8SFsF29erVdeOGFjd63vHk/jNO1a9ey9zp16tRkgigM1ahihZNHcRjHpeJRBrPyf3vK5fbOlCtCi9Lg0CApvPIGTdmeN5urBVAeJ6c0AVStzmnYDOjNIoO+cBPWh5q/GVu4EVu8odrcvcLN1r59+zbG6pV/c/dC6RvR0wT05RXGo6/9KiQNaPo9ANCXjoUkVk4uTHNJExn0LoVkKQ0efXBrELrJX7gJ0Af35eJwEx59DB59liDuYgugB/RSgBg9MfqgkUCM3oWiOUgD6AE9oOccfTlUAfocQNzFREAP6AE9oAf0LrTMcRpAD+gBPaAH9DmGuIvpgB7QA3pAD+hdaJnjNIAe0AN6QA/ocwxxF9MBPaAH9IAe0LvQMsdpAD2gB/SAHtDnGOIupgN6QA/oAT2gd6FljtMAekAP6AE9oM8xxF1MB/SAHtADekDvQsscpwH0gB7QA3pAn2OIu5gO6AE9oAf0gN6FljlOA+gBPaAH9IA+xxB3MR3QA3pAD+gBvQstc5wG0AN6QA/oAX2OIe5iOqAH9IAe0AN6F1rmOA2gB/SAHtAD+hxD3MV0QA/oAT2gB/QutMxxGkAP6AE9oAf0OYa4i+mAHtADekAP6F1omeM0gB7QA3pAD+hzDHEX0wE9oAf0gB7Qu9Ayx2kAPaAH9IAe0OcY4i6mA3pAD+gBPaB3oWWO0wB6QA/oAT2gzzHEXUwH9IAe0AN6QO9CyxynAfSAHtADekCfY4i7mA7oAT2gB/SA3oWWOU4D6AE9oAf0gD7HEHcxHdADekAP6AG9Cy1znAbQA3pAD+gBfY4h7mI6oAf0gB7QA3oXWuY4DaAH9IAe0AP6HEPcxXRAD+gBPaAH9C60zHEaQA/oAT2gB/Q5hriL6YAe0AN6QA/oXWiZ4zSAHtADekAP6HMMcRfTAT2gB/SAHtC70DLHaQA9oAf0gB7Q5xjiLqYDekAP6AE9oHehZY7TAHpAD+gBPaDPMcRdTAf0gB7QA3pA70LLHKcB9IAe0AN6QJ9jiLuYDugBPaAH9IDehZY5TgPoAT2gB/SAPscQdzEd0AN6QA/oAb0LLXOcBtADekAP6AF9jiHuYjqgB/SAHtADehda5jgNoAf0gB7QA/ocQ9zFdEAP6AE9oAf0LrTMcRpAD+gBPaAH9DmGuIvpgB7QA3pAD+hdaJnjNIAe0AN6QA/ocwxxF9MBPaAH9IAe0LvQMsdpAD2gB/SAHtDnGOIupgN6QA/oAT2gd6FljtMAekAP6AE9oM8xxF1MB/SAHtADekDvQsscpwH0gB7QA3pAn2OIu5gO6AE9oAf0gN6FljlOA+gBPaAH9IA+xxB3MR3QA3pAD+gBvQstc5wG0AN6QA/oAX2OIe5iOqAH9IAe0AN6F1rmOA2gB/SAHtAD+hxD3MV0QA/oAT2gB/QutMxxGkAP6AE9oAf0OYa4i+mAHtADekAP6F1omeM0gB7QA3pAD+hzDHEX0wE9oAf0gB7Qu9Ayx2kAPaAH9IAe0OcY4i6mA3pAD+gBPaB3oWWO0wB6QA/oAT2gzzHEXUwH9IAe0AN6QO9CyxynAfSAHtADekCfY4i7mA7oAT2gB/SA3oWWOU4D6AE9oAf0gD7HEHcxHdADekAP6AG9Cy1znAbQA3pAD+gBfY4h7mI6oAf0gB7QA3oXWuY4DaAH9IAe0AP6HEPcxXRAD+gBPaAH9C60zHEaQA/oAT2gB/Q5hriL6YAe0AN6QA/oXWiZ4zSAHtADekAP6HMMcRfTAT2gB/SAHtC70DLHaQA9oAf0gB7Q5xjiLqYDekAP6AE9oHehZY7TAHpAD+gBPaDPMcRdTAf0gB7QA3pA70LLHKcB9IAe0AN6QJ9jiLuYDugBPaAH9IDehZY5TgPoAT2gB/SAPscQdzEd0AN6QA/oAb0LLXOcBtADekAP6AF9RIjPmTPHFi5caAMHDvRymj9/vg0YMMDmzZvn/X327NnWu3fv0HvKp0+fPl66Xr162fTp061Hjx7e35u7F2Y+oAf0gB7QA/owUpa5v3z5cg/ub775ZiOUBfnhw4fbxIkTPUgL0FOnTrUrr7zSFi1aVPbe3LlzbezYsTZt2jTr2LGj998FCxbYqFGjvDzK3XMxHdADekAP6AG9Cy3LpBHYR48ebZMmTfIALSB369atiXfv3588eXLgvQkTJnjPDR48uNHz9yeIcePG2ciRIwPvafJo165dE8tWrFhh+lN4NTz/T9t02Tnhtdy5i7W6amZJuk13X2cNd18b+nyLw/tZy++MbpJu4wX9zJYtDn225UXXWYtPHtSYLorNm3432hr+XlqPYiNanHSutTypVJe82bzxtI90a05or2137hJb34iic7U2q11VbtjVYr+DrOWo65ok2zT2HGv4zz/DHvX6sPpy8ZUrm5ctNq8fO1ytbi3VJA2dO3ToYPoT19WioaGhIa7MCj32VatW2bBhwzzw+yEXeeazZs3yPPMRI0YE3hs6dKiNHz++cbKQbQK/rv79+zeZSArvKc/iS5CXHYXXpn8/bWsvOSu0yi06d7G2kx8sSbfhjmts/R2TQ59v9aXjrc35lzVJt+a8vtawNBz0W4+5wVp+6pDGZ6PYvO7qi2zj3/4Qau9W/c+z1v2HlqTLm82rT+4ZWlclaHvNg9aiCPRp6VytzRsf+YOtm3RRaH3Vl9SnCi+NAdU37Goz7DJrdcTxJcnyZHPDssW2ZmjfsKp699vd9VxJujR0bt++fXZBXxhiWb16tV144YWN3ndhGKdr165l73Xq1KnJBFEYqlELFE4exWEcl5YkdBOs0o5DfmQ7Dflxyc1XTjrANryxKFTaLpNmWLsDN++96Iqi89LLhtn7998WWmaQzS99oWPoc0qw593PWOvdujZJmzebpZG0CrvaHdDbulw9o0myxecfZ6ufmRP2qHW+aJJtd8ypJemq1TkNm9V/1Y9dru6PLS9JlobNLrZWkiYWj754w/XSSy/1vPbCfy/eUG3uXuFma9++fRtj9apYc/dcKh5lMCv/t6dcbu9MuSK0KA0ODZLCK2/QlO15s7laAOVxckoTQNXqnIbNgN4sFtCHUi9DCQB9cGPg0edvFZIGNP3eA+hLx1ESK6e40AnoyyipZb2W98UXHn2wYIRuah9uAvTBfbE43IRHj0dfdsIE9JulIXRT2kWC+kYa+wqAPvugd135lNsLwaOvUgFCN4RupACbsWzGBo2EuDdjAX2VoI76GKAH9Fsa6FXfYoBFBZDr88UTahqrkDRDN6464dFHJXvR84Ae0EcFfRA4sxy6ySPo47S5VqCP0+aYscepm3KCEqMnRt/cYCv2kAF9sFrVevRxQjNN0D/849IXOYOU2nr3rnbY8G/HzffG/Dh1U0ZaQA/oAb2l9sJUvYD+3F+9YP984f1QgI8+Yy879vNuL/uFZhaQANADek8BztG7n6MndGM2/6yvO/Fm2x9OtN33696Y1jVGD+id5HVOBOgBPaD/sA+47t9kBfSv3jHV1t/6K6fB3u3efzVJt+Ab+zs9t9VpP7A9+g8uSXvwueEfRNNDM8b1tC4d2+Qa9FF0xqN36mbxJ3IdzIRuahO6yQo0ZYdr38iKzfc9vtxG37QwdJActM92du0P9mmSLiqAtiTQp6lzaOM6JsCjx6NP1aPPCjSjgt71GF2cH2JLE0DVgj4Nm6NuxqZhsyO/nZMBekAP6GMI3QD64IFUHLpJA5qLl62xn/5ilhMUb/71V0vSpWGzk7EVJAL0gB7Qpwz6y35yu9OQPfP8r9rue3x0MiNNAOXJo1+8fJ0dN7L0O/NBov/j2tIfrklTZ6eO4ZAI0AP6zIE+ind8y8jfOnR7sy+dcbztvk/T79HPe+BRe27Ws07PDxr33SbpXMvtsE1LO/Zn5zd5Nk/Q9A3Pk82Ano+alR3UbMZulibpj5oFxeijgL5aAMkOnXfWJmXYtVvHNjZzXNNfshpz00Kb+Xjpj1YU53VOv93snGOb/oRhtTan6WnmyWZAD+gB/YcKpHWOHtCb5QmaePTl3YAkTjeFOR2u9wndELrJXOjG9WWcDft+zj71o6avmFcLTTz64IFQ7o3NanVOYxWCR49Hj0cf4tG7hlGq/eGRII8+jTAIoAf0UoDNWNc1QsbTub4Uk0SMPg1oRvnYlpoyDZsBffAgysJRRUI3hG4yjvjN5gH64GYqF6MH9KV6sRmbr30FQjeEbmoaukkDmml59HPnLbarbv630+Rf/JIKHj0efZwbm4Ae0AP6hGL0eTuqSIyeGD0xeie/LB+JCN3UJnQD6IN15hx97T/EhkePR49Hj0ff2AfyNjmlcVSRzVg2Y3Ph0m9pHr3rvkDcm7F5gyahG0I3hG5ygXA3I11Br9yKfxdU//b2lMvtnSlXhBa23TGnej/DVni5QjfOM+muZQJ6PoEQ1Kl5YcoszZVTKGgcE/BmbDNCAfrqz9Hj0ROjlwJZOPtPjJ4YfbPzIaAH9EEdhHP0nKMP6hdxHgl1dNSdk+HR17lH73omfejRO9qQE7qVqNFv5HP2xvJ1oR1KP1Wnju5fePR49Hj05n0NVWMh7CoXIgt7zvU+oK8h6E///p+d2uWC0z9lB/b66FO2ab18JGMBfWmT4dHj0ePRO6EsvURpbsbmDZqAPrifAnpAD+jTY7hTyYDePaQA6IO16tKxjbfJWHi5hsh4YYoXpoJ6FaEbJ3y7JwL02QJ9VqApVfK2r5DmsT++R186jtiMdedw4ikBfbZAn5UwCKAP7heco+ccfeJQTqIAQA/opUDx+W5AD+ilAD88kgR1U8jztUcesXW/+Z5Tyd3u/VdJuihvxrIZWyo7oZt8bWz6LUjohtCNE0TTShQlDiubAX1wy3GOfqHNfHx5aLdmM5bNWDZjQ4dJ9ASAntANoZvoL/Lg0ePRR6dxgjkAekAfFfRZCTdx6sZtX4Fv3WyB37oB9IA+KuizclII0AN6V594i/sEQq1ArwYo/igam7FsxhKjJ0ZPjN51eoqQDtDj0ePRE6MvhxCOV0aAa5YeBfSAHtADekCfJSonYEtU0P/7irHW+r9POFnW44Y/NklH6KZUtqzEu2VZlL7Bt26ChwQ/PMJnip1gGXeiKINZtlx332K7buYboWb1+3xHu+SMvQB9iFKAnhemgrpInN+N4dQNp27KYigIQIC+PLWrfWEqK0cVK/Hos2Izp26C+2Px93kAPaAH9B8qEHQaRLfyFm6q9kWeSkCflVUIoAf0oaGFDxNwvLKMUnj0m4UB9NndVwD0gB7Ql1GAGH2wMHj0bMYG9Qw+U8xnil0nk0ylA/SAXgrwmeJop0GqDZGlsQohRk+Mnhh9yjH6rGxsEqN3C4P4qQB9qV5xnhSK2zsmRk+M3lOA0A2hG0I3/PBI3BNMavkRuiF0Q+iGN2PLAYhPIKSG5ngLBvSAHtADekAfL1czlxugB/SAHtAD+syhOV6DAH22QM9mLJ9ACOqRcW5scuqGUzecukn51E1W3jLl1A2nbqQAMfp4HevUcsOjz5ZHD+jx6PHozcq9mBYXKDleWUZJPoGwWRg+gVDaQbIyOaXx8pGvBufoS/tFnOGmuADv5wPoAb2nAOfoOUcfNBT4BAKfQIh70qlJfoRuCN1w6oZTN5y6qQlu0ysE0AN6QA/oAX16DK5JyYAe0AN6QA/oa4Lb9AoB9IAe0AN6QJ8eg2tSMqAH9IAe0AP6muA2vUIAPaAH9IAe0KfH4JqUDOgBPaAH9IC+JrhNrxBAD+gBPaAH9OkxuCYlA3pAD+gBPaCvCW7TKwTQA3pAD+gBfXoMrknJgB7QA3pAD+hrgtv0CgH02QI936Pn65VBPTLOD4TxPXq+R192xuHrlZul4euVpV2Er1fma3IC9IAe0H+oAF+v5OuVQYOBr1fy9cr04i8RSiZ0k63QTVa8Y6kSpW+MuWmhzXx8eWjPDJpQ8/Rtd7+CebIZjx6PHo8ej76xDwD60uGAR49HH+q9ZDFBlMGs+lx332K7buYboVXr9/mOdskZezVJl7d4NzH64GbOyiqEX5gKbp/iyQmPHo8ejx6PHo++GbcFjx6PPtSrzWICPHpi9FJgxriepqOdhVeUvkGMPrhfFeucxioEjx6PHo8ejx6PHo++UYF/XHtQiRppTE5xO8n8OHgZRTlHv1mYvO0rVHsaRHXFo2czFtDHPcWklF+UwcxmbPlGu/YH+5jeZvQvV53z+GZsVmxO09OsdkJNw2ZCN4RuCN0Quql4cuLUDW/GBoEjzs82xO0HE7ohdOMpwJuxhG6ChgKnbjh1E/ekU5P8XEMKxOiJ0ZfrkHj0ePR49DXBdfWFAPpg7fDo8ejx6M3YjK2erZl6EtADeinAOfoXvFNGYRehG0I3YX0kk/cBPaAH9PzwSDk44dFnEtuVGwXoAT2gB/SAvnJ25uoJQJ8t0GflTLpUidI3+ARCcL/iEwjRQmRxwZXjlWWU5NQNp244dWNGjJ4YfVyTTU3zieK1yVA+UxzcXFvSm7Ecr+R4ZdAo4IWpmqK8+cIAfbZCN1mBJqGb4H6BR49HnyF8u5sC6AE9m7FsxrIZ687MXKYE9NkCPZux+QqD+L2Hj5qVjiNCNxmaEgB9tkCfx9BNVianNL4ECejLwwzQA3pPgbx92z2PNlfraRKjJ0YvBXhhKkOwnjNnjvXp08ezqFevXjZ9+nTr0aOHk4V49Hj0xOiJ0ROjd8JleokE+bFjx9q0adOsY8eO3n8XLFhgo0aNKjFq8eLFJf/2vwvX2cibl4dWoHOHVnb9BZ1L0t326Eq77ZHwb4R8Zf92dsHxHZo8f/ZVS23pio2hZY87vaN9eq+Pfs80is1X/WGF/eVfq0PLPPWI7ezUL25bki5vNh835o3QuiqB2lZtXHilpXO1Nqtd1b5hV8+92tjPT+/YJNnPbl5uzy1cF/ao14fVl4uvPNmsMad+7HLNuGS3kmRp6dylSxcXk53S5OqFqdWrV9uFF15ogwcPtt69e3sVFPinTp1qV155pbVr17RDPvLIIzZixIimQrTdxazzkeHibPzA7PV7S9Pt0NNsh8+EP//BArPljzdNt/s3zFptE/7s0ofN1iz5KF0Umzt+3mybbuFlvvus2bvPlabLm81dB4bXVSkW32u24YP4+kYUnau1We2qcsOutUvMljzcNNUuR5ptvUvYk5v7sPpy8ZUnm1tvY9blG+F1VYpF00rTpaDzhAkT7IgjjnCz2SFVrkA/f/58Gz16tE2aNMnz5nXJu9cV5NE71J8kKIACKFD3CuQK9MuXL7dhw4Z5sFdMvjiMU/etRQVRAAVQoAoFcgV61a9wI7Zv376Nsfoq6s4jKIACKLBFKJA70G8RrUIlUQAFUCBGBQB9jGKSFQqgAApkUQFAn8VWwSYUQAEUiFEBQP+hmBs2bLBFixZZp06dbPvtt49R4uaz2rRpk/31r3+1V155xYYMGVKzcj/44AO77rrrbLfddrNvfvObNStX7za0atXKdtnF4WhfTFal3bYPP/ywXXLJJSXHf2OqXkk2K1eu9P5t221L34tIqkzlm0bbNjQ02DPPPGOPPvqonX/++damzUfvnyRZV3/c1rptq60ToDeztWvX2qWXXmrr16+3N954w0aOHGn77bdftZo6P6eB8bOf/cyD3g9+8APbeeednZ+tNqHfQS+//HL71Kc+ZZ/73OdqCvo///nP3oRaq0ktrbZduHChjRkzxgNP586dvT5V/J5HtW3Y3HM6rHDttdda+/bt7ctf/rKdcsop1qJFiySKKsmz1m27YsUKu+KKK7wxq4l0r732qkk902rbKJUD9Gb2f//3fzZjxgzvZSw14p133umBV55nkpe8+N///vd2wQUX1Gww/uc//zG9SDZw4EB77rnnbOPGjXb44YcnWc3GvFWWJlSBfuLEibbddtslXm4abavVkmD7jW98w1sd3nXXXXbuuefWpI31jkm/fv1s9913t1//+tce7A8++ODEdU6jbd9991373e9+Z9/97ne9ia0WV5ptG6V+WyTotZTX27T//e9/vXP56iQKn2hgvvbaa/bHP/7RWwbG7Qmpk1xzzTWm8s855xzPw/vtb3/rDUq9+KW3fcePHx+7Z69PRPiD/rjjjrPWrVt7fUbeX5KgX7NmjTdp9u/f37beemvTJHP77bd7IYUvfvGLduihh0bpu2WfFdxV56OOOsr07kUt2lbG/OMf/zCFEg455JBG21S+NEgS9PoMyDHHHGM77rij9zLh0UcfbZ/4xCfs2WeftVtvvdVbWUj/uC7Vcfbs2d4EpjGjttTLjEm3rd6Mv+222zzHTONnzz33tKuvvtobP7/4xS+8lbH6+d577x1XVb183n77bbvxxhu9sXLmmWc2js9atG1cFdmiQK+wheKXL774ogf5I4880otTq9OokwjEesNWA0T/FteyV+EDP2SiAacOescdd9j3vvc9u/fee+2f//yn/fznP7ennnrK/v73v3vL/DhWE6pry5YtPe/yV7C8FgAADthJREFUpJNOsnnz5pkGi18vgV4rGHn3cV2CwHvvvWc77LCDvfXWW96EefHFF3thIumr+1rJKKY6dOjQ2CZTv23lQateN9xwg7dq2GabzZ+cSLptNWkLuAKewgh++wkGkydP9j7FEWfoRm3btm1bL9z4/e9/304++WT7yle+Yn/5y1+8Nj3rrLO8Fdvw4cO99nf96F9z/cBvWzlDmkDUtv/v//0/b2JTCDDptr377ru99jzwwAPtqquu8saJJnS1sxyoJUuW2P/8z/94TpPf7lH6tcat9JUz9vnPf95bnd1yyy2N+SfVtlFsLvfsFgV6NYxCNIqbKp4nD1pe2OOPP+559r4Hrwb+5S9/6QHw4x//eGTdlb/y1n/leWnQ/eEPf/Dg37NnTw9C+gqnypVHf8YZZ3iTQdRLddWHkR544AEPNIJ+Yb0EpYceeshb+sZ1aSIRBKSdJq2bbrrJ9GLb6aef3liE6jtu3DhPc20Gx3H5bavvIGn/QXX78Y9/7E0whVdSbfvJT37SA/yqVau8N7f9ekkPeZnnnXee53HHdaltVabKU5/Zf//9vXCjYKvvPr3wwgse7NTPpcFXv/rVyEX7bdutWzd79dVX7Vvf+pan8/333++FPf0JNam2feedd7zxs++++3qTquq2zz772PPPP++tKlR3QVnj+qCDDopcX43XdevWeaFOtZ/20KStP4aTatvIhgdksEWB/v3337d77rnH1FHVaRTGUGNpQ0cefCF0/I7kfzwtivhaIag8eRzdu3f3OqG8XXkigpE8PU0E+lPYkaKUqWflNSsspY6q+snLlrcrCGgJumzZMs/b0yQg7zCOS8tbeT1a0uvz0Ycddpj39x/96Ede+f6lvQl5SPJC47j8thXQNLEJBjqNocmk+EqibQUBrRIFm6222srrW7p88OrvCqfEdaltNXEItApVyHHwHQTf81a/evrpp2Nbtfltqz0d6f2Zz3zGq7NAr1VF0m17wAEHeCtv/dFKQmNJ41P11R85Mkm0rXTU4QyFHH/1q195eyBy1pJq27j6SGE+dQt6xcGnTJlif/rTnzyP9Utf+pLnMasj6Fv2ipsKPvLuFffr2rWrB2OBX1+N+81vfuPFVfXvlVyCp2KiGhRaWu6xxx5eTFFeh2KJ/upBnUTLz6997WtevFOdSEvS66+/3n7yk59U7P0pHKUlq7wchYR22mkne+KJJ7zOqNCQlp7+BKMNLHl/mljk/X7729/2PP9KL+UtwNx88802YMAAL3yg+L/imQKb/+E5tYNWLoUx+ZdfftmbADTRVXokrrm2Pe2007yJUyDSpKm2FxDvu+++RNvWB7tOUils9MMf/rAxLq4JT+1RrVcd1Kf8tlW76tKJF9X5xBNP9FaKqq/AKAh/+tOfbvzaayVtHNSnittW5WrM+PVX/lHaNqhPqb01bv221djSKkl7P1r5Pvjgg57zcsIJJ3hhMjk1lZ7ACepTL730kjdu/bpJX3FB4TDfaYnatpW0R5S0dQt6wU1hGS0v1fg6eaDlnWJ4xx57rOfJKpyg0Iw8bnVq/bsGyJNPPul9CllwqvRSrFAxS60O1CnkLQt+WkkIhAqdCAKCjwaJPG7ZpgEpG0499VRvcqjk0vJSnzVVuESdUROXJhnFUuVxyRaBQdATBKSHBo1ArBCAPMJqjpMq1q4wjSYWxU8Vl9aZfOUpj9qPC//73//2BqOW9354TINVy39NpPLEKrmaa1uBzp9gBCUt7eX1aZJPsm01WepSveT1HX/88Y3110Sv/RHtk1RzBfUpHS1U26ocXTpiqP0mOS+a6HRPIRTVXUdZ/Q141/LL9SmdG/fbttBZKdwDiNK25fqUHCC/bbUa9p0V1VV9etasWV6oUCvJasZtUJ/SBKlx67etVk9aLRaekovatq7tETVd3YBenU5g0/Wxj33MHnvsMS9+KS9Kg0CA1UarwhjqCAqjCPDf+c53vOWvToTII6j0kicgb0JlKhShQanBJw9ZG2PyCLQxJiBq8pAHrM4pL0EdU3CsJjxUWK5CBZrAFI7RkUUBTh7kF77wBQ+6grrCU5rY5AFpktOGrA/ESuos700bYAp/6ZikJlNNMIq7ayWjWKYALpu0QaerXHisknKXLl3qbfKqXK2KmmtbP0SidpXe1R6VLe5TgktzbeuHvwrDY5XU0U/r0qe0gpo5c2bj+wh+GEH7IcX7Eq42FLatngnqU+pXftv6Hq7CYwKlVsTqV5VehW0rZyeoTykMp3HrnyaSxnLiFMLRCrxSR8WFF3LSdAJP41Zt669etIrSalTjqpYv/lWqa2H6ugG9Ooe8SoFOMNDmlLwPneyQd+KfTNAuuiCsjSx1ZEFLJxjk9VR63lidRYNfeWq5qiWjTjrsuuuu3tl0gUYnTjTJyKOVtyvvVctOHT3UBqLCNJUuM4vLlcehTVWFgfzPN8sDkkcnL1YTjeopr18dUzb89Kc/rfjInbxiHWPTCkGT29lnn+1pLpBq8lLoSNpKe51x1hlu/1JMXquYan5MQadItDpSTFbemyZvHZks17aKHeuSvXpOsetqBmRxn9JqRHUv17b+ewECnvqFlviVnv5w7VN6H0GOgtrWP+GjU1sCZTWnqIrbVqtOHZcs7lMaJxpPalv1X73wp/pqZVzNS3/FbasJTH23uE8p7Km+pbYV5BUOlEMh50YrpUqPj7rwQqsDOTMat2pbhY8UZpUXr5CjNKh0NRoF1lGerRvQq3No408zvga34vDy6hUG0ZuJApKA6seJ/U0cnZHVsrZwo9BVUMFMy2V5NH5MWB1Pg1yD7X//93+9FYRi/ZoA/KWnYKVBorBNpSCQbUHlqlNq30EDUctLrVC0xJQG8kgEYg1QlauNw0qX8ipXy2p5kaqvf25aA1zevO/lyPNR7FQTnx9WcNWzXDqtSrT6UJspLKVBLVuaa9uoZer54j4lj1J7Ps21bdRyXfuUJi+1gd+2UcsNalv1Kb1vUtin1LZaTalttQIQcBXyrNRZ8e0tblv1U+Wr0FRhn9KmvfZy1AcEWk30aodqxk9Q25bjhfbO/HGryUETqf5e6cQStX2iPl83oNdSSh654oeCjGJrAqwGprxneWEKaajzyouIA0KCu2CgcgRt/ySJlpE6Hy8wCOoKKanDFMatozRcuXIVPpJnL69ZS115wAodFcato5SrjUbpqvPTuhSm0gDR0lsbVzp2poGvAagJzo9tRilTz2rJrIGlNpT3qJdkFHJTGUm1rcoN6lMCnSa7WrdtUJ8ScJNsW+1pySEo7FP6FtTrr7+eaNtqL0mnhQr7lFYWb775ZizjtlzbBvFCK3+tIuJ4DyHqOIjyfN2AvvDUgX9WWstahQsEW3lKiucNGjTIm5V1Cifq5W+8KS4pz1YTjP/5BIWD5G387W9/8zwULfnllSqsFPUqV67CU5oEOnTo4J38UAhFKxad5qkmHl9sZ/FJFoUKtFKRplot6NJqSiGduXPnem9oxvHil/ZStNmm+L8ubSZr9aZN5KTa1p9g/JMshX1K7VrrtlUoo7hPyftNum01huRd+31KwNNYSrptVU5hn1L4RA5THOO2ubYt5oWcC4Vi4xi3Ucd9lOfrBvRaeurlHMW85f1piS/4ytNWrFqxNM3Y8lLivLT01OaZPCv/BQrFjuXR+5utKr+aGHFzdgaVqyW2VhiacLRpphd3ql3alitbr9gr/KU/Ov2gfQ5NdIrPK4atzUANyjg/HyGwaDNZm2MaiIrRanUhGCTZtkF9SiEKhcVq3ba16FNBbavJVS8hJdWnyrWtNvIvuuiixPpUWryIkz2V5FU3oJeXKxh8/etfb9ywkRCK6QnAup/EZ1t1okcDQROMTt0IfIK+QKtTIvK6Kj0n7tKA5coVCOWFCvDVxOHDytZRSU1i2ozSJrRiuIoTy3OXztIgTsj79ijspg05fb9GsWn/aGGSbVuuT+k0Uxptm3SfKte2cpyS7FPl2lYefVJ9Ki1ehI2vpO7XDeglkGLvAq1Ov+iUi14QiuNV6DDx5V3rpRZ9O0fhocIXKsKejXI/jXL9UyGCrs6o6/iizscnMZkVaqPYvP95CIXeNJnoDcWkry2pT9G2teFF0n02KP+6Ar0qqCNXCtsIQjoNkIRXWyyk/zU/bQ5W+8JGNY2fVrkKVenYpo5YVvOCVzV11TPab9ARN60atCka50fCmrNpS+pTtO3mL7vW21V3oK+3BqI+KIACKBBVAUAfVUGeRwEUQIGMKwDoM95AmIcCKIACURUA9FEV5HkUQAEUyLgCgD7jDYR5KIACKBBVAUAfVUGeRwEUQIGMKwDoM95AmIcCKIACURUA9FEV5HkUQAEUyLgCgD7jDYR5KIACKBBVAUAfVUGeRwEUQIGMKwDoM95AmIcCKIACURUA9FEV5HkUQAEUyLgCgD7jDYR5KIACKBBVAUAfVUGeRwEUQIGMKwDoM95AmIcCKIACURUA9FEV5HkUQAEUyLgCgD7jDYR5KIACKBBVAUAfVUGeRwEUQIGMKwDoM95AmIcCKIACURUA9FEV5HkUQAEUyLgCgD7jDYR5KIACKBBVAUAfVUGeRwEUQIGMKwDoM95AmIcCKIACURUA9FEV5HkUQAEUyLgCgD7jDYR5KIACKBBVAUAfVUGeRwEUQIGMKwDoM95AmIcCKIACURUA9FEV5HkUQAEUyLgCgD7jDYR5KIACKBBVAUAfVUGeRwEUQIGMKwDoM95AmIcCKIACURUA9FEV5HkUQAEUyLgCgD7jDYR5KIACKBBVAUAfVUGeRwEUQIGMKwDoM95AmIcCKIACURUA9FEV5HkUQAEUyLgCgD7jDYR5KIACKBBVAUAfVUGeRwEUQIGMKwDoM95AmIcCKIACURUA9FEV5HkUQAEUyLgCgD7jDYR5KIACKBBVAUAfVUGeRwEUQIGMKwDoM95AmIcCKIACURUA9FEV5HkUQAEUyLgCgD7jDYR5KIACKBBVAUAfVUGeRwEUQIGMKwDoM95AmIcCKIACURUA9FEV5HkUQAEUyLgCgD7jDYR5KIACKBBVAUAfVUGeRwEUQIGMK/D/AUCSd/GZpf+vAAAAAElFTkSuQmCC)
月が後半に進むにつれ・・
買い玉が減り、売り玉が増えるという形になっています。
2018年9月度 売買動向
月が後半に進むにつれ・・
買い玉が減り、売り玉が増えるという形になっています。
くりっく365(数字データ)
2018年9月度 売買動向
月末に1万枚減り2万枚を割り込んでいます。
逆に売り玉は・・
月初め5.3千枚から月末に9千枚に倍近く増加しています。
チャートで見ますと・・
MXNJPY日足チャート
6円台付近で
買いポジが利確で減少し・・
新規の売りポジが増えたことが・・
考えられます。
先月同様・・買いポジが利確で減少し・・
新規の売りポジが増えたことが・・
考えられます。
買いが圧倒している状況です。