メキシコ戦士の皆様
2018年10月度のくりっく365メキシコペソ円の売買動向をお知らせします。
※メキシコペソの通貨取引数量ランキングはこちらをご覧ください。
→くりっく365取引通貨数量ランク発表
くりっく365(グラフデータ)
2018年10月度 売買動向
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9uq1evDk1btmyZTZ482TR5dO/e3ftz5cqVNnHiRC+PsLSg0lu3bq1r8SkcCqAACoQp0K5du9jEiQX0Arpgf/DBB+cUTEDu06eP59n7HvykSZNs5syZNmvWrIJp06ZN80A+cuTIjOfvTxBTpkyxCRMmFEzT5NGxY8cc++vXr7dnn302NrHICAVQAAWSUGC//fazrl27xmYqFtALzFdccUVOmKVHjx42ZswYE9j9kIs888WLF3ue+fjx4wumjR492qZOnepNBvLmdSl/XUOHDvWeKZSmPLlQAAVQAAXyFYgF9NnZ+jAPet/ZYZzevXvbuHHjMp55dlpwgsgO1chO9uQRDOPQwCiAAiiAAgmB3o+nZ2+2BjdUi6Vlb7YOGjQoE6tX8Yul0cAogAIogAJVAL0fVlHoJLj5iuAogAIogAK1V6Di0A1HHWvfiJQABVAABYopUDHokRcFUAAFUKC+FQD09d0+lA4FUAAFKlYA0FcsIRmgAAqgQH0rAOjru30oHQqgAApUrACgr1hCMkABFECB+lYA0Nd3+1A6FEABFKhYAUBfsYRkgAIogAL1rQCgr+/2oXQogAIoULECgL5iCckABVAABepbAUBf3+1D6VAABVCgYgUAfcUSkgEKoAAK1LcCgL6+24fSoQAKoEDFCgD6iiUkAxRAARSobwUAfX23D6VDARRAgYoVAPQVS0gGKIACKFDfCgD6+m4fSocCKIACFSsA6CuWkAxQAAVQoL4VAPT13T6UDgVQAAUqVgDQVywhGaAACqBAfSsA6Ou7fSgdCqAAClSsAKCvWEIyQAEUQIH6VgDQ13f7UDoUQAEUqFgBQF+xhGSAAiiAAvWtAKCv7/ahdCiAAihQsQKAvmIJyQAFUAAF6lsBQF/f7UPpUAAFUKBiBQB9xRKSAQqgAArUtwKAvr7bh9KhAAqgQMUKAPqKJSQDFEABFKhvBQB9fbcPpUMBFECBihUA9BVLSAYogAIoUN8KAPr6bh9KhwIogAIVKwDoK5aQDFAABVCgvhUA9PXdPpQOBVAABSpWANBXLCEZoAAKoEB9KwDo67t9KB0KoAAKVKwAoK9YQjJAARRAgfpWANDXd/tQOhRAARSoWAFAX7GEZIACKIAC9a0AoK/v9qF0KIACKFCxAoC+YgnJAAVQAAXqWwFAX9/tQ+lQAAVQoGIFAH3FEpIBCqAACtS3AoC+vtuH0qEACqBAxQoA+oolJAMUQAEUqG8FAH19tw+lQwEUQIGKFQD0FUtIBiiAAihQ3woA+vpuH0qHAiiAAhUrAOgrlpAMUAAFUKC+FQD09d0+lA4FUAAFKlYA0FcsIRmgAAqgQH0rAOjru30oHQqgAApUrACgr1hCMkABFECB+lYA0Nd3+1A6FECBFCnw5l0/sW1vvp6p0Q6772VdTjiz6jUE9FWXGAMogAIoYPbi6BNsy/LH8qTofMwQ2/2a26oqEaCvqrxkjgIogAJm8uRf+8FloVLsfu1c63zkF6omFaCvmrRkjAIogALNCrw++1p7Y/Z1oXL0vHymdTn+jKrJBeirJi0ZowAKoACgpw+gAAqgQItQAI++RTQzlUQBFGjJCgD6ltz61B0FUKBFKADoW0QzU0kUQIGWrACgb8mtT91RAAVahAKAvkU0M5VEARRoyQoA+pbc+tQdBVCgRSgA6FtEM1NJFECBlqwAoG/JrU/dUQAFWoQCgL5FNDOVRAEUaMkKAPqW3PrUHQVQIFYF9D2Zt+6bn5Nn56OOtx4XXxOrHdfMAL2rYtyPAiiAAgUUEOQF1ELXTkPOsl0vm14w7b01L9obt15n7774n0x6m527W9dzvmHt9+8Xi9aAPhYZyQQFUKClK/DcSR+x9159OVSG/f5nXX5a03Z7fvhA27pqRcHn9v7lk9Z2tz3z0t5+6Je26bHf5fz7jsd+yTp94rMF8wH0Lb13Un8UQIFYFHj2U92L5lMI9Bvum29rrx4T+ly3UZfYLqMuzUlfP3eGrZt1ZcFnel5xk3U5bmheGqCPpYnJBAVQoKUrkBTo//O5fWz7xg0F5W6330G215wlgL6ld0bqjwIoUB0FkgJ9FDt49NVpc3JFARRoYQpEAXCU0E0UO6kD/YoVK2zYsGF244032oABA8z/+/Lly71ut2TJEu/fdRVLW7p0qQ0cONC7r3///rZgwQLr27ev9/diaS2sb1NdFECB/1cgCoABfYTu44N79913t3nz5tlrr71mY8eOtRkzZniQFqDnzJlj06dPt9WrV4emLVu2zCZPnuzl0b17d+/PlStX2sSJE708wtIiFJlHUAAFUqIAoA9vyNh+M1aQnz17tn3wgx+0NWvWeFAWkPv06WPDhw/PePCTJk2ymTNn2qxZswqmTZs2zXtu5MiRGc/fnyCmTJliEyZMKJimyaNjx445NV2/fr09//zzKenGVAMFUKCYAp0uPLqoQJt+/HBeettHf2Ptbp8a+ty7J55j7w4+Jyc9ip0dFt1uO9x7e6idredcZu998rhM+l577WVdu3aNrcFjAb0P+SuvvNIEasH9uOOOszFjxpjA7odc5JkvXrzYmwTGjx9fMG306NE2depUbzKQN69L4Nc1dOhQ75lCacozeG3YUHhnPDb1yAgFUKBqCjS9s8U23nadvfvsPzI2WnXoZJ1OOd/aHfypPLtrB+1TtCw9H1iVl77lwbvsrWnjQ5/rPOLr1nnk13PSo9jZOOd62zj3+lA7O42fZh0+d2pOepcuXWLTtmLQr1u3zvPOBe5NmzZl4N67d28bN25cxvvWZOCHcYql9ejRI2eCyA7VqNbZk0cwjBObKmSEAihQcwVeGvsl2/yXPxYsx543P2AdPnJ4Thqhm/Amqxj08tJHjBiRZ0GbroK2Nma1ERvcUM3eiC222Tpo0KBMrF5Gsjdig2k175kUAAVQIBYFNi9bai+NGRKaV5cTzrSe374B0JepdsWgz7aTvdkajJeXWR5uQwEUSKMCTdttw/0LcmrW/sCDrV2fgwrWthTo2/bY3fZe+HdAX2ZfiRX0wc3XMsvAbSiAAilWQB8Ne3ncaQW/J7PrJd+3nb6Yu9kpKUqBXvcEP2lA6KaKoZsU90+qhgIoEIMCr373Yntr0dzCObVqZX1+/4K1at8hJx3QxyB8VhaxevTxFo3cUAAF0qDAqhMOtG1vvBpalb3vfsLa7tG7YtA/d8oh9t7Lq0PtxPVRsygrh9S9GZuGjkkdUAAF4lOgFBijgL7L8WdYz8tn5hQS0BO6ia/XkhMKoICTAoDevB9E0Q+jhF2atDR5VesidFMtZckXBVDAU6AlgV4hKK1QghegZzCgAAqkWgFAj0ef6g5O5VAABfDo1Qfw6BkJKIACqVYAjx7Qp7qDUzkUQAE8ejx6RgEKoEDDKhA8sx48C+9XDI8ej75hOzkFR4GWqsCWJ/9kr1wy3La99UaOBF2OG2o9r7gpT5aXLhpim59YGipXms7Rc+qmpY4K6o0CKVNg1XEfzIO8X8Vu5463Xb78rZwaA3o8+pQNAaqDAulWQOEavYEadu2w9/7We/5jgD4gEKdu0j0uqB0KpEqBUqBXZYPflMGjx6NP1SCgMiiQdgUAffFTRMTo0z4CqB8KNKAC2ze9bW/94lbb/s7mTOnb7Xug7fiZkwrWBtAD+gbs5hQZBVquAvp08IujT7R3V/87T4SdTxllPb6Z/xEuQA/oW+6IoeYo0IAKrLtxkq2fl/u7q9nV+MDtD1v7A/rl1AzQA/oG7OoUGQVargLPjxhoW1f+M1SAXjMXWsdDBwD6UZfmaFDsBTBi9C13PFFzFKhLBUq9sQrozbqNusR2AfR12X8pFAq0SAW2b9xgr04Za2//YWFO/Xcacpbtetn0PE0AvdmG++bb2qvHhPYXQN8ihxKVRoH6VWDNt8/Ng7xf2p2HfcV6XHxN2SEI3RjFo+94yADrdWPuRMM5es7R1++ooWQo0GAKFPPQW+/Uzfb9Te7pGnmy8mjDLkBP6KbBhgDFRYH0K1AqFBN8YxXQE7pJ/6ighiiQMgUA/SEW/HRydhMHJzqlEaNP2SCgOiiQdgUAPaAP6+OtmpqamtI+AKgfCrQEBQA9oAf0LWGkU8cWrQCgB/SAvkUjgMq3BAUAPaAH9C1hpFPHFq0AoAf0gL5FI4DKtwQFAD2gB/QtYaRTxxatAKAH9IC+RSOAyrcEBQA9oAf0LWGkU8dUKfDmXT+xbW++nqnTDrvvZV1OODO0joAe0AP6VCGAyqRdgRdHn2Bblj+WV83Oxwyx3a+5rWD1AT2gB/RpJwP1S40C8uRf+8FlofXZ/dq51vnIL+Slu/4gBt+64RMIqRk0VAQFGk2B12dfa2/Mzv+9Vr8ePS+faV2OPwPQXz4zR4PnTsGjx6NvtNFOeVusAoDebPOypfbSmCGhfUATnSa87AvQhw8ZvnXTYnFCxetVAUAP6OPum4A+bkXJDwUqVADQA/oKu1De44A+bkXJLxYFNv/1j7Z+/k3WtHljJr92+/ez7qMvt1btO8Zio14zAfSAPu6+CejjVpT8KlZgy9/+Yi9eMKhgPh0PP8p6zfhlwbT182fZ1mf/kUlr3aGj7XzaBbbD3vtXXKYkMwD0gD7u/gbo41aU/PIU2PTY72zL3/+S8+87nTjC2u62Z0G11l7zNdvw6ztClSz0W6ZrJo6yt393T8Fnes9/LBT276150d66d27Ocx0+fLh1+sRna9aSgB7Qx935AH3cipJfjgJv3P59e/3mKQVV+cBPH7b2+/fLS3tuyIftvddeKRv0W576s714Yf65cj+DnU8+z3qM/15efu8885S9cPbRBe3scsEE63bON2vSmoAe0Mfd8QB93IqSX0YBvb6/6gvhYZMdjxliuxV4y7PUG55Bj77UUbwd9tzXet+Zu6JQIdd8+1x7+w8LQ1tsn/ufsTY775J4iwJ6QB93pwP0cStKfhkF9EPNOtscdrXutKPt+9Bzeclxg14GCv0w9H+O3du2b3o7tHx73/2Etd2jd1560ztbbNvrazP/3qrTjmVNCMEfri6UtzIF9IA+bowA+rgVJb+yQR8GYNdX80t59GF2Sk0ohUD/1j2326vfG28W+KnlYqEeTSZrJp5vmx59MKd3dPjIx6znFbNshw/0yfl3QA/o48YIoI9bUfKrO9AXeotShXQF/daV/7TnRwwMbeE9fvDzgpu4xTaXO37s09brh78A9IGVU6nJmzdj3UAD6N30SuRufefkrfvm59jqfNTx1uPiaxKxH5eRUqGbpDz6uEC/4b75ptVG2NVt1CW2y6hL85JXHrOnKdwTdgXDSnj0ePRxjUE/H0Aft6IV5ifIa6AXunYacpbtetn0Ci0k9zigb9a61MoB0OfvheDRxztOAX28elac23MnfcTee/Xlsr2/ig1WMQNAD+ilwEsXDbHNTywN7WmF9kIAfbwDE9DHq2fFubl6fxUbjJBBub98BOgBPaBv7gNRw3ERhmfBRwB9XErGlE+9g97ll49Kgb7jIQOs143559jjPnUTFqN39TSjxuhd2zQqFPjhEb5HH4YhQB8ToOPKxhUKcdktJx/XXz4C9Hj0ePR49OWwpcXdU8+gd/U0AT2gB/SAvsVBvJwKA3rzjjAqTBJ2uX4CgdCNeW/4atMz+3LVWc9GmbxdQ2Syw2ZsObQo/x5CN+VrlcidgB7Qu66c/I5JjJ4YPTH6RDBduRFAD+gBPR595STJzQGPPm5FK8wP0KcP9K4/Wg3oAX2FGMl7HNDHrWiF+QF6QA/oAX2FGAH0cQsYd36u3l/c9ovl5wqgKBt3su+6SRhl4052XDcJo56jd21TV52J0Tcr4KqznonSpq57IbITtU3jGt949HEpGVM+UTqrTG9cfL9t37A+U4q2u/YyfRkxzsu1swL6aABy1RnQR9MZ0MdJB/JyUiAK6F/59rm2scAvJe108nm2a4Gf0MsUaPt22/y/j+aUr+OhA0LL6wogQB8NQK46A/poOgN6JzRxczEFXH+NyBX0+hFtfe887Iu1KnAAACAASURBVNK3zgt59mG/s9p+/4/Ybt/9qe3Qa5+8LF0BBOijAchVZ0AfTWdAD7tjUSDKrxG5gj4qFJ4/4xO29blnCtaz89GDbfcptwP6wE8JRonnSsSk2tQ1duy6F6K6RJm8XfdCZCfKvourzoA+Fsy17Eyi/hqRa2eNCvoop3tcbUWBgnqNK4CiQEF2XAEE6AG9+o3rhKpnXMdO3PRkMzZuRf8/v0aGgqpQ6Me0XTsroI8WUnDVmdBNNJ3x6KsEv5aULaCP5v3h0Uf3/lw9TdeVE6GbZoK56oxHn2LyA3pA73fvegjH8VGzwqvUKOMU0KcY3K5Vi9KB6mXjjtBNc2sHf+KukdsU0AP6JleIcX9pBRoZCoAe0EuB4OegCd0QuilNvhZ2B6AndEPoplkB19NNeibKSSrXEJnsRBmnhG5aAMx1kiT70pK40BWlAxG6aVbSdZMwChSiAKiR25TQDaEbQjdlTlBrrxptG37z85y72+zUzXa/bp51+OjHc/69kaFA6IbQDaGb5j7QbdQltsuoS3PGNh59mcBsxNte/8l37Y3bphUsumC/z2/+nRrQF/L+VDnX892co2/uEq4hBVed/Y7nCiDXlZPsRGlTQjfuYyduRsb2wtTkyZPtiiuu8Mp31VVX2cSJE73/X7FihQ0bNsyWL1/u/X3JkiU2YEDzh7OKpS1dutQGDhzo3de/f39bsGCB9e3b1/t7sbS4BfLzW33GJ+zdkE8G6J60n9AA9NHiuYCeGH2UsRM3x2IB/bx582zx4sU2ffp027Rpk40ZM8YmTZrklXXs2LE2Y8YMD9IC9Jw5c7z7Vq9eHZq2bNky08ShfLt37+79uXLlSm/yUB5haUFx1q9fb2vXro1FszbnfLJoPtum/cKsxx6Ze1ot+bW1vuXq0Geavni+bf/iqLz0NuNPNnvt5dDntt2e+7XJ1vfMtlb33BJ6//bzL7emgSfk2ylWnx57mFefwOVs67WXzatPyNV04KG2/bIb8+3ccrVJv7BLz+hZ/2r1r2XWeupF4XYGnmDSIa8+Uy8yPRt2pb1N1T9ddPZ0itCmahsXnWUmSpu6jh3PToRxWpQFMY2dnj17WteuXWNhl1fPpqamWGP02VAWkPv06WPDhw/3CiwPXhPAzJkzbdasWQXTpk2b5oF85MiRGc/fnyCmTJliEyZMKJimyaNjx445wgj027Zti0Ws9YMPKJrPTrP/YK177pm5Z+vvfmGbrr8s9JkOZ37NOpyR/9XJt0YdY9vXvhj6XNdFT+ekbZl/g22544bQ+zt9faq1+2w+bIvVR/VQfYKXqy3VQ/UJu9r2+7jtOGVOXrJ0k35h145T5lrbfkdkkt976s/29oQRofer/tIheL09YaS999SfQp9Le5u66iyhorSpq86yE6VNXceO7EQZp0mMnTZt2tQn6AX4ESNG2Ny5cz2wr1u3LuPZ+yEX3/OXZz5+/HgP+sG00aNH29SpU73JQN68LoFf19ChQzMTRTDNDxXFQvUCmZT6CBihG7Oel8+0Lsef8T6AX17txafDro6HDLBeNy7MS3aNHXPqpllCYvSHeHsIYVeh7zdFOTThqrPKE3XfJS6eVcWjV+FOPvlkGzduXMb7ljfvh3F69+4dmtajR4+cCSI7VKN8/bCQHwrKDuO4iLLlb3+xd1e//5neVu3a247HhocZAL17Z42ycac2BPTX2huzrwvtzsEJ1b/RFUCuOnuedoTJm81Y97HjwrJy7q0K6P14evZma3BDtVha9mbroEGDMrF6VahYWjkV1j1v3HqdvX7LtXm3dzz4U7bHDb+0Vm3a5qUBevfOGgUKgN5dZ0DfrIDr6SY9g0dfJjX9sIpCJ9leux+SKTObxG57d/W/bfXpuWfes43vcv6l1u28S/LK4+qVROlAUTpr1CWhq/cXZfkJ6KMBKKk2xaMH9GWDtxZHHcsuXIEbS8Vz2x90iH1g9kOA/u4n8jRwBRCgB/RSwNVJ0jOlxqn2ghTCyr7w6MPJGHvophIIJ/FsqQ6kMhTatHHtrHj00eK5hG4I3QD6+EkI6AtoCuh7ey+ABS88+vneRnHYVeh1+XoOxxG6IXQT/5RSJzmW8ugLLQmjLD/x6PHo/S7vGlJwnVB9O677LoAe0NcJluMvBqBv1tQVCnrGFUDE6InRR3GSCN3Ezz1CNwFN8ejN+KhZc6dI+0twePR49PFPKXWSIx49Hr3fFVv6BjugB/R1guX4iwHoAT2gb1YA0AP6+AlbJzkCekAP6AG93weiHJpIYn8rblwSoydGn9eniNETo5cC/Dg4vzAV94STWH549Hj0ePR49Hj0iSG3NoYAPaAH9IAe0NeGv4lZBfSAHtADekCfGHJrYwjQA3pAD+gBfW34m5hVQA/oAT2gB/SJIbc2hgA9oAf0gB7Q14a/iVkF9IAe0AN6QJ8YcmtjCNADekAP6AF9bfibmFVAD+gBPaAH9IkhtzaGAD2gB/SAHtDXhr+JWQX0gB7QA3pAnxhya2MI0AN6QA/oAX1t+JuYVUAP6AE9oAf0iSG3NoYAPaAH9IAe0NeGv4lZBfSAHtADekCfGHJrYwjQA3pAD+gBfW34m5hVQA/oAT2gB/SJIbc2hgA9oAf0gB7Q14a/iVkF9IAe0AN6QJ8YcmtjCNADekAP6AF9bfibmFVAD+gBPaAH9IkhtzaGAD2gB/SAHtDXhr+JWQX0gB7QA3pAnxhya2MI0AN6QA/oAX1t+JuYVUAP6AE9oAf0iSG3NoYAPaAH9IAe0NeGv4lZBfSAHtADekCfGHJrYwjQA3pAD+gBfW34m5hVQA/oAT2gB/SJIbc2hgA9oAf0gB7Q14a/iVkF9IAe0AN6QJ8YcmtjCNADekAP6AF9bfibmFVAD+gBPaAH9IkhtzaGAD2gB/SAHtDXhr+JWQX0gB7QA3pAnxhya2MI0AN6QA/oAX1t+JuYVUAP6AE9oAf0iSG3NoYAPaAH9IAe0NeGv4lZBfSAHtADekCfGHJrYwjQA3pAD+gBfW34m5hVQA/oAT2gB/SJIbc2hgA9oAf0gB7Q14a/iVkF9IAe0AN6QJ8YcmtjCNADekAP6AF9bfibmFVAD+gBPaAH9IkhtzaGAD2gB/SAHtDXhr+JWQX0gB7QA3pAnxhya2MI0AN6QA/oAX1t+JuYVUAP6AE9oAf0iSG3NoYAPaAH9IAe0NeGv4lZBfSAHtADekCfGHJrYwjQA3pAD+gBfW34m5hVQA/oAT2gB/SJIbc2hgA9oAf0gB7Q14a/iVkF9IAe0AN6QJ8YcmtjCNADekAP6AF9bfibmFVAD+gBPaAH9IkhtzaGAD2gB/SAHtDXhr+JWQX0gB7QA3pAnxhya2MI0AN6QA/oAX1t+JuYVUAP6AE9oAf0iSG3NoYAPaAH9IAe0NeGv4lZBfSAHtADekCfGHJrYwjQA3pAD+gBfW34m5hVQA/oAT2gB/QRkTt58mS74oorvKevuuoqmzhxovf/K1assGHDhtny5cu9vy9ZssQGDBhQMm3p0qU2cOBA777+/fvbggULrG/fvt7fi6WVKj6gB/SAHtAD+lKkLJA+b948W7x4sU2fPt1Wr15tY8eOtRkzZnh3+v8vSAvQc+bMybsvmLZs2TLTxKF8u3fv7v25cuVKb/JQHmFp5RQd0AN6QA/oAX05tCxyjzz42bNn25VXXmnTpk2zPn362PDhwzMe/KRJk2zmzJk2a9asgml6RiAfOXJkxvP3J4gpU6bYhAkTCqZpkunYsWNOydavX2+bNm3K+bftf3/c3vnOeaE1aHPMSdbuoqvz0vWMng27Otz0gLXatVcmedvDv7KtMy8PvX+HoV+1tkNH56Vv+eoga1r7UuhzHe96KiftvZ/fZO/+fFbo/e3GXG1tjj4pL33zqf1Cn2nVs5d1mPVAXrqrraZXX7ItoweF2mn94Y9Z+ytvzUvfeuPltu0Pvwp9Ts/oWf+iTZuVcG1TV51lI0qbuo4d2YnSpq5jR3aijFNXnWXHdex06tTJunbtWiGN33+8VVNTU1McufnhlAsvvNDz2AXYMWPGmMDuh1x8z1+e+fjx4wumjR492qZOnepNBvLmdQn8uoYOHeo9UyjNDxVl10Wg13/ZV9M//mrbr74gHHJHDbbWX5mUl7598gXW9M+/hj7X5oeLzLJA3/THRbb9R/n5+Bm0OuVCa31Kfjm2XTzY7NVw0Le5I7cM2+++2Zru/nE4TL8yyVodNTgvfduZh4U3+669zKtP4HK29epL5tUn5Gp10GHWeuLN+XZ+NMmkX9jV+vKbrdWH3i8/bdqslGubqn+66OwZidCmrmNHZqK0qevY8exEGKeuOsuO69gR5OsO9D6Is2G7efNmGzduXMb7lqfvh3F69+4dmtajR4+cCSI7VCPBsiePYBgnnFzvpxC6adbi2U81T6KFrrZ79La9734iL+n12dfaG7OvC32u5+UzrcvxZ2TS33t5tT13yiGh93c8ZID1unFhXvraq8fYhvvmhz7Xa+ZC63ho8z6PLto0Wpu66iwrUdr0pYuG2OYnloa2p/qa+lz2FaVN1ddUvrBrv/9Zl5ekfiYdwq5uoy6xXUZdmpOcxNgJLVDEhIo9+uxNWL8M/mZs9kZscEO1WFr2ZuugQYMysXrlXyytHA2idCDl69pZo3Qg2XHtrK7w9TVKorNGgYLK5wog2hTQRxk7eibKOE1i7JTDMpd7Kga9i7F6uBcoRIOCnnKdVAB9s9b1Onm7Tqh49MmNnbhZCegDiir0oBBE8MKjB/RRvD9A774almZRHDLXCRWPPu7ppI7yi9KBCN00NyAevXs8F9AD+ihjJ25k4tHj0ef1KTZjmyUJbhLi0bMZq35BjD7uaagK+eHRJxdnJEZPjD7KapjQTfzgw6PHo8ejDxlXePS5x1glU5TJ23V/C9AD+ooVwKPHo/c7kSuACN0AekI3FSM4mQwAPaAH9M0KcLySc/TJULcGVgA9oAf0gN7vA1FWaWzG1gDcriYBPaAH9IAe0LuSs8HuB/SAHtADekDfYOB2LS6gB/SAHtADeldyNtj9gB7QA3pAD+gbDNyuxQX0gB7QA3pA70rOBrsf0AN6QA/oAX2Dgdu1uIAe0AN6QA/oXcnZYPcDekAP6AE9oG8wcLsWF9ADekAP6AG9Kzkb7H5AD+gBPaAH9A0GbtfiAnpAD+gBPaB3JWeD3Q/oAT2gB/SAvsHA7VpcQA/oAT2gB/Su5Gyw+wE9oAf0gB7QNxi4XYsL6AE9oAf0gN6VnA12P6AH9IAe0AP6BgO3a3EBPaAH9IAe0LuSs8HuB/SAHtADekDfYOB2LS6gB/SAHtADeldyNtj9gB7QA3pAD+gbDNyuxQX0gB7QA3pA70rOBrsf0AN6QA/oAX2Dgdu1uIAe0AN6QA/oXcnZYPcDekAP6AE9oG8wcLsWF9ADekAP6AG9Kzkb7H5AD+gBPaAH9A0GbtfiAnpAD+gBPaB3JWeD3Q/oAT2gB/SAvsHA7VpcQA/oAT2gB/Su5Gyw+wE9oAf0gB7QNxi4XYsL6AE9oAf0gN6VnA12P6AH9IAe0AP6BgO3a3EBPaAH9IAe0LuSs8HuB/SAHtADekDfYOB2LS6gB/SAHtADeldyNtj9gB7QA3pAD+gbDNyuxQX0gB7QA3pA70rOBrsf0AN6QA/oAX2Dgdu1uIAe0AN6QA/oXcnZYPcDekAP6AE9oG8wcLsWF9ADekAP6AG9Kzkb7H5AD+gBPaAH9A0GbtfiAnpAD+gBPaB3JWeD3Q/oAT2gB/SAvsHA7VpcQA/oAT2gB/Su5Gyw+wE9oAf0gB7QNxi4XYsL6AE9oAf0gN6VnA12P6AH9IAe0AP6BgO3a3EBPaAH9IAe0LuSs8HuB/SAHtADekDfYOB2LS6gB/SAHtADeldyNtj9gB7QA3pAD+gbDNyuxQX0gB7QA3pA70rOBrsf0AN6QA/oAX2Dgdu1uIAe0AN6QA/oXcnZYPcDekAP6AE9oG8wcLsWF9ADekAP6AG9Kzkb7H5AD+gBPaAH9A0GbtfiAnpAD+gBPaB3JWeD3Q/oAT2gB/SAvsHA7VpcQA/oAT2gB/Su5Gyw+wE9oAf0gB7QNxi4XYsL6AE9oAf0gN6VnA12P6AH9IAe0AP6BgO3a3EBPaAH9IAe0LuSs8HuB/SAHtADekDfYOB2LS6gB/SAHtADeldyNtj9gB7QA3pAD+grBPfSpUtt1apVNnz4cC+nFStW2LBhw2z58uXe35csWWIDBgwomaZ8Bg4c6N3Xv39/W7BggfXt29f7e7G0UsUH9IAe0AN6QF+KlCHp69at8+D+yiuvZKAsyI8dO9ZmzJjhQVqAnjNnjk2fPt1Wr14dmrZs2TKbPHmyzZs3z7p37+79uXLlSps4caKXR1haOUUH9IAe0AN6QF8OLUPuEdgnTZpkM2fO9AAtIPfp0yfHu/fTZ82aVTBt2rRp3nMjR47MeP7+BDFlyhSbMGFCwTRNHh07dswp2YYNG/JK+u6Tj9kb/3V6aC07fO5U22n8tLx0PaNnw67u/73E2uz2gUzylgfvsremjQ+9v/OIr1vnkV/PS1931kDbtuaF0Od6PrAqJ23jnOtt49zrQ+9XXVSn4LV20D6hz6geqk/wcrWleqg+YdcOH/2Edfvez/KSpZv0C7v0jJ71L9r0/8Ht2KauOstKlDZ1HTuyE6VNXceO7EQZp0mMHZWtS5cuFdA499FWTU1NTXHllu2xb9q0ycaMGeOB3w+5yDNfvHix55mPHz++YNro0aNt6tSpmclCZRP4dQ0dOjRnIslOU57Ba/369fb888/n/HObp//X2n8/H7D+Te998jjbes5leXnpGT0bdm2e8jNr6r57Jrnto7+xdrdPDb3/3RPPsXcHn5OX3nHC6dZq3Suhz2368cM5aTssut12uPf20PtVF9UpeHW68OjQZ1QP1Sd4udpSPVSfsGvbAQfbO9/Mn6Skm/QLu/SMnvUv2rRZCdc2ddVZNqK0qevYkZ0obeo6dmQnyjh11Vl2XMfOXnvtZV27dg0dA64JsYI+O8SyefNmGzduXMb7zg7j9O7dOzStR48eORNEdqhGlcuePIJhnHIqT+imWaVnP9U9VK62e/S2ve9+Ii/99dnX2huzrwt9ruflM63L8Wdk0t97ebU9d8ohofd3PGSA9bpxYV762qvH2Ib75oc+12vmQut4aPM+jy7aNFqbuuosK1Ha9KWLhtjmJ5aGtqf6mvpc9hWlTdXXVL6wa7//WZeXpH4mHcKubqMusV1GXZqTnMTYKYdlLvfEAvrghutVV13lee3Z/x7cUC2Wlr3ZOmjQoEysXhUrllZOxaN0IOXr2lmjdCDZce2srvD1NUqis0aBgsrnCiDaFNBHGTt6Jso4TWLslMMyl3tiAb2LwVrfCxSiQUFPuU4qgL5Z63qdvF0nVDz65MZO3JwE9AFFFXpQCCJ44dED+ijeH6B3Xw1LsygOmeuEikcf93RSR/lF6UCEbpobEI/ePZ4L6AF9lLETNzLx6PHo8/oUm7HNkgQ3CfHo2YxVvyBGH/c0VIX88OiTizMSoydGH2U1TOgmfvDh0deZR1/MW1BRg0fEXMMpfnWT8EoAPaAH9NHCnnGjHtCXCfpSAI5rmV/KThKgLzShRIkzAnpAD+gBfdyTVln5RQ3dlAIwoDfvtBIvTOW+XFMqplvLVRrHKzlHXxY0G/EmQF86Ro9HH+9mbCknIYlVWqENdkAP6BuR4WWVuRTowyBXarDi0ePRF3pdHo+e45VRwp5lwczhJmL0BcQq9E0MQM85+qjHK0v1HTx6vnUTDHs6MLysW1sc6Jff/4g9tfjJouKMmPK1vPS5E24o+swx55xkex7w/oeZGhkKhG4I3UiB4Mfj9G9RNthd3yqXnVIr70JvsPNmbDiiWhzo//r0Brvw+0+HKjL4k93tO+fkf6tdz+jZsGvhlH7Wq3u7TPLiGT+xd14M/5Kebjz22ubPL2df9eD9tRTQl9I6TeE4YvT5R5PVz6M4ZEkcTS7LTXe4CdAHxIoL9Pc+us4m3Z77IyHZpi4YvIddcGIvQF/DzxQDerfPQde7R1+qPflMscPM0Oi3JuXRRwX9ivNOKCpx31t/nZP+9+smW9t/hf/y1daBp1q/886teEJRBq4vZ0VZ5suO62mQKMt82SkFBjz63O/+A/rmYYRH3wCzQL2DfvCEp+zldVtDlfzLjw/LSbv53pfs5kUvh94/6Zx97MRP5v/IyMovvv8LTYUe7nNP/q9pAfpoHzUrNaGwGRvPZqyrzoRuGgDYUYsI6JuVO/zCv4ZKuEf3drZoSr+8dEAP6KOs0pLajAX04VQkRl9nMfqkPHpA7x66KRWOG31cNxv1pT55o821TV0nVN+ga0jBNURG6IbQTVQHO/Hn8Ojx6MsBo+4JxuhLgT5sgx3QJ/ObsXj0ePQZBQB9/YBeJSl0EsLV04y6GXv1ZT8r6mice9HnbM+93t/fAPT1fY4e0AN6QB/oA/UQukkK9GF2XN+NAPSAXn3JNUSmZ6KG4+IKeRCjJ0af15fCNmMfunRi0X7Xfs/eduTYL2fuKbVxB+ibpQqepIoKBVcAua6ciNETo49r4ql6PoRuooduXI9yRgV9qSV48NX8UqEbPHqzlvBmbKl+wwtTVcdr/RgA9OkD/fKFD1qHe64v2smCL5rpZkI3vBnLJxDqh82xlgTQpw/0aWtTQjfRPmqGR89mLJuxMWzG1mvoBtCXjh0XCl8Ro+ejZrF60fWUWdqg4Apfvy2inLpxtfXSuq02ZMJToc1/2AFd7MffPCAv/crbV9miR9eFPqdn9Kx/pa1Nq+HRA3q+XtlUTyCudlnSBgVX+AL693tYS4rR1xL0pUIqwRfTVNZSG+yFvkd/9jceLIqPn/7gc3npxOirTdwa5Q/ok4vR49E3a10Pb8a2BNC76ixNAH2NQFxts4Ae0Pt9rF49+kVTbrI3334vdCj07t3NjvrKiLz0Up5z8HhhNWL0hSaUUuWKy6MH9OH05IWpgDa1/uER185K6Ma8X/5K4lfDknozNmqblgJqmkBfaEJxHTt49NV2q2uYP1DAo693jz4p0JeaGKL8ZmxSHj2gd4MoHj0efV6PCfsEgiuAiNFHi9G76uw3YClwBz36UvcDerNuoy6xXUZdmjNGXD81oYejnqRywzmhm4wCePR49Hj0zQoA+vg3YwutNAB9XNOVQz6AHtADekDv94G4T90AegcYV/NWQA/oAX2zAq4vpumZKB+qK7VyKHTqJso4rYfNWEBfTXo75B2lAyn7ej2KFzWey5ux6WvTUkANxuiTAv0lkx+xNW+E/+D9d791pPXatUPOKI4yTgE9MXpi9IE+AOjTB/pSv5h1+dTTc3pBFNC/+Pw6u+3G4m+gBu24OkkqJKB38F7LuJVTNwGROEdvxqmb5k6xcEo/69W9XaaH1Ps5etfJOwroo5ykAvScuiljLor3liieAqGb5jZwDRNFgUKU2DFtGm3fBdBz6iZeutZRbkAhGhQAvRkevVmUybuePfrFM35inZ/9cyihtu6yp33iO5Ny0l33QvQw5+gTngQAPaD3u5wrgAB9+kAfpU0BfcLQjmIO0AN6QN+sAKGbaKs0QB+FvAk/A+gBPaAH9H4fwKNPGMBJmQP0gB7QA/qkQe96kCFuHnK8MqAoxys5Xul3CY5X5v5ko3RJ22ZsUh49oI976iqRHx49Hj0ePR49Hn3C4E3aHKAH9IAe0FcC+rkTbiiKrRFTvpaXjkefMOkBPaAH9IC+EtC7voEsW4Ae0Oco4PphpqgdKInOGiWeKzFcj/0xeUebvF11JkYfTWdAnzDkZQ4oJNdZAX2z1vU6eQP6aOfok3CS4kYjp24CinLqhlM3fpfg1A2nbi4YvIddcGKvHEoA+rinoSrkh0ePR0+Mnhg9MfoqwLWesgT0gB7QA/pqgV6ftdZKMHhF3UuLi52Ebgjd5PUlvkffLAmhG0I3rqEbQB/X1FRhPnj0ePR49Hj0ePQVgrTeHwf0gB7QA3pAX++krrB8gB7QA3pAD+grBGm9Pw7oAT2gB/SAvt5JXWH5AD2gB/SAvlqgj+sgQ4WYy3ucUzcBSXhhihem/C7BqRtO3bieugH0cU9REfPDo8ejx6PHo8ejjwjQRnkM0AN6QA/oqwV6ztHXyUwA6AE9oAf0gL5OgFytYgB6QA/oAT2grxZh6yRfQA/oAT2grxbo2YwF9DkKFNrN1w31+u1ylc31w0x8j765yeu1TfkePd+jrxMsx18MPHo8ejx6PPpqefRsxsbP7Eg5AnpAD+gBPaCPhM/GeQjQA3pAD+gBfeMwO1JJAT2gB/SAHtBHwmfjPAToAT2gB/SAvnGYHamkgB7QA3pAD+gj4bNxHgL0gB7QA3pA3zjMjlRSQA/oAT2grxboeWEqEpbjfwjQA3pAD+gBffxsrascAT2gB/SAHtDXFZYLF2bp0qU2cOBAL7F///62YMEC69u3b1klB/SAHtAD+mqBnjdjy8Jw6ZsE+cmTJ9u8efOse/fu3p8rV660iRMn5j380ksv5f3b31ZttQk/XRdq6LMHd7SLT+qal/7tn66zp1ZtDX3ulot7Ws+ubTLpv/vfzfbDX60Pvf+Mo7vYGZ/eMS/9/B+utbXrt4U+t/A7e+SkzX/kbZv/8IbQ+1UX1Sl4Dbny5dBnVA/VJ3i52lI9VJ+wq98+7eyas7vnJUs36Rd2TTm7u31kn3aZZNq0WQrXNnXVWTaitKnr2JGdKG3qOnZkJ8o4ddVZdlzHjp7p1atXaSCWeUdD/ZTg5s2bbdy4cTZy5EgbMGCAV0WBf86cOTZ9+nTr2DEXaA8//LCNHz8+V4oOu5n1PDZcno0rzdY9mp++27Fm7XcLf+6le8ze2/h+euc+Zt0/GX7/m0+avflUfvqeXzRr0zn8udXzctN27me280fD71ddVKfgoVO5eAAAEUVJREFU1Xt4+DPbNpq9eE9+uquttp3Nen0x3M47a8zWPJSfLt2kX9i19iGzLWveT6VNm7VwbVNXnWUjSpu6jh3ZidKmrmNHdqKMU1edZcdx7EybNs2OPvroMjFe+raGAv2KFSts0qRJNnPmTM+b1yXvXlchj7509bkDBVAABdKvQEOBft26dTZmzBgP9orJB8M46W8uaogCKIAC7go0FOhVveyN2EGDBmVi9e5V5wkUQAEUaBkKNBzoW0azUEsUQAEUiE8BQB+fluSEAiiAAnWpAKCvy2ahUCiAAigQnwKA3sy0yfv222/b3nvvHZ+yBXJ64403TP/ts88+1rp166rZ2rhxo91666125JFH2sEHH1w1O9JM14475r8PEKfRpNrn1Vdftdtuu81OP/106927d5xVyMlLdnQc+IQTTsgcE47bWFNTk7311lvWrl27vGPHcdqSnTVr1tj27dttjz32sFatWsWZfSYv2XniiSfskUcesYsuusirVzWu9957zzZs2GBdunSxtm3bVsNEJs+///3v9sEPftDat29fVTvKHNCb2ZNPPmn33nuvXXrppdamzfsvPcWp/l/+8hfT2dg999zTdt99d+99gGp0JL07cM0119i5555rp5xyStU6kTbFf/zjH1unTp3sM5/5jJ122mlVG+TVbp9t27bZXXfdZbfccovXB1SfakzE77zzjt19993eZHLQQQfZsGHDqgZ6vS3++9//3rZu3er1haOOOirO7pzJ61e/+pUtWrTIGzc6961JMm7Yr1+/3q677jp7+eWX7Tvf+Y7nKFXj0ns6OtGn/iAn5sorr7Tddivy7kwFhZCNKVOm2Mknn2wf/vCHK8ipvEcBvZk38O644w776U9/GuvbaNlNMGPGDPv85z/vHQudNWuW521/9KNFXnQqr/3y7lq4cKF17dq1agPbN6h3GQYPHuxNXD/4wQ88OB5++OERS138sSTa5+abb/Y0O/DAA6tSB2W6ZMkSW716tX3pS1+y3/zmNx7sq2FPwFL7XHDBBZ4zIaB8+ctfjh2QW7Zs8ZyXCy+80HbaaSf73ve+Z+edd17sY+jNN9+0H/3oR/a1r33Ncyyqdek9ncWLF9v5559v//znP+3nP/+5XXbZZVVxljRpSSuBXm1T7avFgV5hjZtuusm0RNNAePfddz1vQbOqACnh47j0WQYfgEOGDLHf/e531qdPH2+pJqjI+yn3+zzFyhO08+yzz9r999/vLT9VT71Ipo5U6eohaEcD77jjjvPqI49bE6U8oDiWofqsxfHHH2/dunXzwgLVaB9B6s4777ShQ4d6ZdYK5emnn7Y//elPplXRd7/7XfviF79YsXcatOO35S9/+ctYQZ9tR2GOH/7wh17/loYPPvigPfXUU94qshJvW/lqstLqR9poYtQKRX1555139mwKXj169KhoCBWyo74sp0LtIi9bY2v//fevyI4mxPnz59u///1vTysxQROw3tWRx63+fOKJJ9oRRxwRm53Ro0fbXnvt5b3NL/ZovOrtfbVTNa8WA3otmxVH1HJWA1vxeM3YEl6dXwPl9ttvt2984xsVwUp2lJdi5AqdLF++3NSh/NCGBorgu++++2Y6bZQG1tJS4QWFT7LtqGN+85vftM997nOex61Y8GGHHWaf/exno5jxlrCF7Oyyyy723HPPeQNbEBk7dqxXlqiTl+x06NDB6/xqg1NPPdUrs/TctGlTbO3j21E4QLHeK664wpvkX3vtNW+wK3TzkY98xBvkZ599dqRltR8fF/yUb7YdvxE0mSkE4X/KI0rjFLOjVZDAqFWkQC8wCi5RIOzbeeGFF7wJXfX57//+b/vYxz6W6Vf6d/X5Qw891AuvdO5c5DMeIZUtZkd9Q6tiAV+T/09+8hPvrfgodsQB9QNNUnpeZdYk9fWvf91mz57t1U/hVY1TrSC+/e1vR5ogfTty8rRfoglD4UGtEjSm1D/UD7Syq3QyKdV/WgzoH330Ua+x9Ke8RQFJ8UU1hpbSmsHlOcr7riRmpvzVqH/+85+9mVoNqiXt8OHDPbj7l2L2ulfeQxQvSyEaffRI3nvQzqpVq7ywkD4T8Z///Mfmzp3rASzKBlaYHcVi5ZXKC9ZgEbSkmyaYKJfsfOhDH/KgPnXqVG8TWROWv2cSV/v4drRC0cSul+4EdOUvIH7605/2Ni/VfvpP7eN6aWIX+NTmf/zjH3Ps+HlpBSFwKk4f9SpmRyvXyy+/3KuXwipybk466aRI4ULfjlakzz//vJ111lmmMMd9993nrRKyr+wx5VqvYnZGjBhh//jHP7z20YRwww03eJOknBjXS5v76gc6GCEWKHzmT7xyYDT5a2NZjFCIRWNHm7Oul29Hq2tNuLKjsXjAAQdkwK4NWZXlkksuqdr+oMrdYkCv8IIaVt7Afvvt53UQeVvyEtSQgpUGtmJzGvhRL9l55ZVXPE9eHqJmbT8soE0x/1InUKxekA5+jK0c2zp9IG9DYYZCdjTABclq2jnnnHO8SU3lf/zxx00TjOAW5VJ9tHwVQLQkFzCUf/ZJqDjaR3bUJspL+yQaeBpk+jddvm5hICunbspD+Sq8oU3RQnb+9a9/2W9/+1tvJRT1KmVHTowgo76tckRdQfh2FKpRfnIiVH6BXquv7CsO3cLsCPD6T85TJSsi1eEXv/iFHXLIIV4YSP9phSIuaPLQBrYmHYU7tRL66le/mvm2lktb+XbkTKh/aaWvVYgmSn1eXQ6eVqyyob6uyaVaVypBL29GS291um9961v2iU98wovDySPQctb3pP1Y5he+8AVv9tZEoM2l7IFfTPhidrTp9slPfjIzoSimLdDLi9TXNzVQ5FV+5StfKdm2hew89thjXqf/61//mmdH4FfnOfPMM02falYcUJ211MpBk6D0UkfX8lvALWZH3pyWpRowGvQKeZQTiihmR5rpknetgZK9Z+LaPuXY0VK9X79+noclD1sTv9pEnrgmHnnBpa5CdhQ60erQ//heth3lp7p8//vfd/IWtVF49dVXe7/FIMAK4MXsCCw6EXPMMcd4+0IK8ZUTWivHjtpHMFQdtWrUfof6t/qBwkM6OlrqcrXzwAMPeCtIrcDlJKmfl3MCJ2hHDpAmCo0POSmayDRetF8jx0IOi8anPHCNVzmCpZwxjUVpIJ0Vph01apQX88+2o/H+t7/9zeOPQqz+WNGko0lFWlbrSiXo5UELEurg119/vSdgz549vVlcsV+FUv7rv/4rs1Elz9gXXYDWDF/OpmIxO5qxBUmdFJBnpY6pjqVyqTNoE/OMM84o2YHU8IXsyKtRZ5QXUMiObP7sZz/zlu3qwKU6quwoZqnluUJM0k37F4plF7OjM+E61SH91LnL2fQtZscHq5bM0kmTbnbZXdqnHDtaOgsg/kalBrn2brS81mCMWh+1iUDhgzVoR2CQ1699iHK+Oy6oSg95fpq4tdejyfvXv/51qB21qaCifRqttKRtqcm+HDtBB0l/10pWXrFWL+XoFsWO+rSgrUlYqyVN0KWuMDuaIOVEaCLWyl6OmEKF6mvysgV4jTvF6cvZ9FUegrraRM6PJnKFNxWT9+34ZZVDIa20mlc4VUxQyLJaRzllNzWgz375QMvUD3zgAx585NUrDCBoCXzypvV3NagmAHUazfDleKISrFw7mlDkHSoMJC9BG5Wa6X0Pr1QHLWVHyz8Nck0e2luIw47inv4RUOkiT00xTMUQK7Ejj0n10cAUaIrZ0WShS/AQoLTsLXfPJIodgUD6yTssd+lcjh1NmDvssIO3mtRVqR1NuHIW5MkLDtJQ+yGvv/56xXayX0gToErZEZjkCGj/QitKPaO+XeqqJztaGag/+qfGBHWNKQFYp4i0QVrqyq6PIgZ6F0cbutltrQlfdhQWUphTIRytsmXHb8tSduJITwXogy8fSFxBSh6zwhAayJpd//CHP3h/yhvWUk1LWzWWdsHLWQK62lGsXqEgzdSyqbBIOSuFcuzIo5G3plMvWhLGYUdLT3mXmvR0dlm6KYyhI2eV2BEY9BLXxRdf7MG0lB1/A1Zx9GeeeabsuH9UO9pUVpim3B96KMeOJky1o94v8K9K7Kh8mvh0VFahEQFW7a9Ql9qqEjvZL6Tp1FMpOxozOokiwGv1J0941113LcmjerIjwKuva79BkFdoTRvNLi8aZtdHEPcnSDmRco50aVKWHYH+qquuyhwZ1vjVxnJSVypAH3z5QDOmlmICqy+6/tSy3F9GaRmoDquwTblHtKLY0UQjOxoI5YQB1PDl2NHEoXpqhaK6xWFHHVcbhBq48rx1lE0vQenV80rsyJvXikNnoOWFlmMnygCoJzvaC9KqpJwYf1hdg/XRkUKdTPInYq0YFQsXoCqxE3whrZQdeawCo0I05ThIfv3qyY5WWn7IVt64jl0rvFUuC1Sn7PrImbv22msz+yA6eqwQoOxorKrNxBwxSJN2tc/NB/tUKkAffPlAcenso5KKMes0jQTPjpu6wqTe7CguGIz/udQpWB95H4q3a0kuz9sPa2kTO6oddW4NAIUy1A5aPWmTKu12dE77xRdfjPzWYyHdBCT/KJ7/boNi/Dp5FfXtykIvpGUf+UurHR0g0Io76gRZSDfF5rWHpFWBYu4Kz2jFJbhHteMynovdmwrQy2MOvnwgsCsWrw0PgUohAH2oSjFyQSfKVW92NKHpZY9y4/7BOheqjzwbeSPa9HvooYc8r0edthI7a9euNZ1P1kspmjC03E+7HQFSoUG9PRz1+0lB3fRGpbz4Y4891tu3UKhAIQCtkKLaKfRCmsqbdjtaWWrlrAMbUa5CusmBkVPjfxJCHr8Ar9BqVDtRylbomVSA3q9Y0BPRaQptGumtOsWwFZeL40qzHYUbdHpA3r4mRnXccuKv5eia7fH4R8+wU1q5bN20+aqz2HobWaETneqKOpFkWw6+kIad0u2iO4K6yUnSi2qaRLS/pUMZ9XClCvSFXj7QEljx5lLHylwaAzsuar1/rzbvbrzxRu8oox8LrUb7tAQ7/otd0Vqi8FOFXkjDTmmFg7plv9hV+ulk7kgV6CVZEi8fYCda56z01fVyrWKnXKVy73N9IS2aleaXxVxeTMROVAXefy51oE/i5QPJh51onU8hAYE46r5CuVaxU65Sufe5vJAWzULzU9ipRD33Z1MHencJeAIFUAAF0q0AoE93+1I7FEABFEjPJxBoSxRAARRAgcIK4NHTM1AABVAg5QoA+pQ3MNVDARRAAUBPH0ABFECBlCsA6FPewFQPBVAABQA9fQAFUAAFUq4AoE95A1M9FEABFAD09AEUQAEUSLkCgD7lDUz1UAAFUADQ0wdQAAVQIOUKAPqUNzDVQwEUQAFATx9AARRAgZQrAOhT3sBUDwVQAAUAPX0ABVAABVKuAKBPeQNTPRRAARQA9PQBFEABFEi5AoA+5Q1M9VAABVAA0NMHUAAFUCDlCgD6lDcw1UMBFEABQE8fQAEUQIGUKwDoU97AVA8FUAAFAD19AAVQAAVSrgCgT3kDUz0UQAEUAPT0ARRAARRIuQKAPuUNTPVQAAVQANDTB1AABVAg5QoA+pQ3MNVDARRAAUBPH0ABFECBlCsA6FPewFQPBVAABQA9fQAFUAAFUq4AoE95A1M9FEABFAD09AEUQAEUSLkCgD7lDUz1UAAFUADQ0wdQAAVQIOUKAPqUNzDVQwEUQAFATx9AARRAgZQrAOhT3sBUDwVQAAUAPX0ABVAABVKuAKBPeQNTPRRAARQA9PQBFEABFEi5AoA+5Q1M9VAABVAA0NMHUAAFUCDlCgD6lDcw1UMBFEABQE8fQAEUQIGUKwDoU97AVA8FUAAFAD19AAVQAAVSrgCgT3kDUz0UQAEUAPT0ARRAARRIuQL/B+hS2x4ydFYdAAAAAElFTkSuQmCC)
月に進むにつれ・・
買い玉が増え・・
売り玉が減るという形になっています。
2018年10月度 売買動向
月に進むにつれ・・
買い玉が増え・・
売り玉が減るという形になっています。
くりっく365(数字データ)
2018年10月度売買動向
月初めや約2.1万枚の買い玉が月末に約1.8倍の3.8万に増え・・
売り玉は・・
月初め約8千枚から月末に約半分の4千枚に減少しています。
チャートで見ますと・・
MXNJPY日足チャート