灯塔 发表于 2021-7-9 23:58:52

点值计算器(即波动一个最小单位的波动金额)

本帖最后由 灯塔 于 2021-7-10 00:02 编辑

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WuMzw2D706+nWknaG8Qd919HvtHyJYcs0kxa7Z+immV435uB9Q8mXwu3n1npOEWGsr/ldzBkQtzch1Y3ZEn8tR0uplnkDpxYyiNyoVm91wlqPBaj2J4TS0BYjMaaxO5pTDKlvSFAnMefRTalrtmPODO2T0mYKD0mUOPeVN79J5M9CvtosZDOWa6qgxhxHqNLRH6ER0niQip+syj14eh96z6rdZ6NDow5l0ZukxJdhpnXr6duhJ4cqo3yTaWXXowqa+1gz0W14fYOiqmL9W+tO2CnEe4Lch+m0GevXaEQb1sE/rNqcdbX145WTytT62PLva5eSfqQjsoTGbdixB7zlJiLEcY/KRtPeDyD3jr+x7QtIUknZPAdxhIDNPljR6WtB3TlmBJoZVDjDFQeYyvil3szh3dD7TgReV0XdmOfWq9d9s9Gs4WpM8KNsX04eBv0SHUlSPehOlPbIprt9mo0O/j+VxwLrv2ORPX/eO+R17NH9xHWo8uo5S1m7lAzTWi+HagVkP3zYJLE2/zUuvHsbMvh/FkGNwavT7MG1+rCb7jNL06sKwea1Uve+5JMTREUKDO4CRlt5nf3neD+CNwOxOl7PeNJl2h3sl6FXbkPrNgKUi+qUOG65DjUfXkfptHP1Sr42jVxeGzWul6p0kZHcI1mwDzM7A8wxOiJghZogBYqAZYCAnCfF/lE49BRP/YbroL+fqtPF0pewJYWBhYCEGiAFigBggBnYvDOQiIZo8lOtIMO1eYKI9aU9igBggBoiBPBggCWkG01F5DMa07ODEADFADBADuwsGYiRkd2kY28FOSgwQA8QAMUAMNG8MkIRwJoSbs4gBYoAYIAaIgYpgoGA+58vztJfH8B7xQQwQA8QAMUAMlBMDBeM9YjylBqgBaoAaoAaoAWqgyTTA5RhOwVVkCo7rtM17nZb2Kb99ZPQof9Rt+XVLnVavTklCSEIiTrGc02wsq3LTtgx2zc8pZyUhzbXfEFPND1O7A/kiCdlDSYg4OheAk6670vJa83VKDBjNzzZ5SEhz7FvViin6tObXF0x8ByREDKU/ZgKeN28DlmqfpI5pXtdOh0dvCr1a9CCY0LKWig/mK3+/l75l2kX7W7PPid7N7zp9pY/VjClTn8R1+XHdUJ0GJKShBTF/8zNumk2SOqa+Xmmnx/rLQ3zSMMB7TdtnpW9pXKfpvrn3wTTZm+M9rc/mKBtl2oyAhIih9IeKaVrnVAl9J3VM87p2mDyWhxA0lR4FT7quSmCLdbr9h/Qt0y7a35p9TnRnftfpK32sZkyZ+iQ23dispF4CEpJViKdrJ+G2flNxUbcZuKz78+Gnxwxc5n+u6DkDwafXDPxDPr1nqc8VvWbh2j6z0GvoOMydt8C5L8GUZeWq14qmMdOX67yUdl6h2uq1M2hv7zrc9fhUjBw7Ca+9/kZiW5q6nUkdU1/P4vTWr1+P+UuW4bYBT+HKJ2px8RNT0GbkXFz8+ERcO3gs+o0Yjdde8+yXpTyxHdOVl/Ck9YcNGzZg9uzZGDp0KHr37o1+/fqpj2CgT58+eOyxx9R1udezZ0/06tULAwYMwJgxY7B48WK8/fbbiXhOq3dPvSd61fhO00GePrhx40bs2rVL2UGX3djHNNmb4z2tz+YoG2UqYSbkkg6P47T7nsNp3VfgpIcW4/cPLsKJNYtwQueF+N0DC/Cb++fjuI4v4Nf3zcP/3jMXx3SYg6Pvno2j2s7EL9rOwFF3z0XLO57D6bcOQJ/hEyGdSAzx7rvvOh3atMWvO683tvFKaeev2teptrZsN8tv70wc1X4efn3rM/hHxycwb/Ey1ZZNmzbF2tTU7UzqmOb1NGf2zjvvYNrCl3Bd78E45q7H0KLTM/jffvNw/OOLcXTPmfhJ+0E454E+6DWiFhLs5LNz50689dZb+OSTT1T708oX+/J+aYTE1F1aP6mvr1dkQ4jFs88+i9GjRwefZ555BsOHD1cEZdiwYep84MCBuPfee9GuXTs1Wp8/f76yZ1odvBeOPKVvaUyLXuS7/ph6ytoHJc+yZcswefJk1bfkuy6/3EezbFPWhpy//PLLmDNnTqNjyNRnQ+Rl3hDL5dRF7pmQn90wGtc+vQ6P1u1Ap6nv4b7Jm9B+/Du4s/ZN3PLMOlw//A38a8gqXP5EPS7quwx/7/Ui/vLwCzi542yccO8M/Kb98/h12+dw1O1TcXO/6So4CRHRZMRu3KD522IB207TGN/zt3Mxzuy2ULX11Afm4Pf3zcRvO0zH8XdPwzHtpuOYW2oxYfYS1RYZQdqkq6nbmdQx9fU0JybySwC7uNdw/PeDo3HGkKW4aPQaXDhmLc4buQbnPr0Wf3qyHi0enoQ/1wxE5959MbNuDmbNnoWlLy+DzKCklS/25P3SCIitt7S+IbMZ7du3x9KlS5W+hRyan48//hgfffSR+kiCN998E1deeSXOP/983HHHHWqWRGZS0urgvdBxS9/S9knTS5Y+KPnl76GHHkKbNm2waNGioGxdR2Md02TPc++RRx7BueeeCyEjefLlTav1mTcf04fYbUxdBCREDKU/aRX+7OaJGDz/Pbz5PrBi48d47T3gtc2fYNmGnXhx3Q4sWvM+5r+xDfNe24I5r27GzPpNmLtiOxau3IX59Tvx0qqdmLxoK/7y8Kv4V485arpenJuMrF31Dpy/3Xndlbac1/K2c1b9u5i+fCOeW/o2prz0Jia+uAETFq/Hc0s24K5nXkXLWydi5NT5qp3SXpuENHU7kzqmeT3Jib22dh1ufLQfLn58Aq6asgZtpr6DqyZvxOXj3sLFtRtw4egNOHvEWpz85Ar8qmYMfn13D5zRdTgu7j8JF/QZhzbDp+PaQWPQ+elxWPjyK8p5ij6S6uP1fIRE+oHWWVqfePHFF9GpUye8/vrr2LFjByZOnKiWWsaOHauOq1atUuXof0I+L7zwQhX4ZJmtW7du6NGjB+rq6tRgIq0u3vNmPky7aH9r9jnRk/ldp086Pvzwwzj11FNxzz33YMaMGcpUUkZS+lKvm2WWy5Zdu3bF2WefXdUkRJYmO3fuHCw7l0s3e1I5AQnJ2uifXl+LKS97AUMBeus2bNy8RY2gFPLVv08AyMf7W7dlNeatmY65b0zHSxtmYvIrU/Dbh/vjgq6DFADXrVuXuL48cF5lSEi+duq26nZ/DEB/gGHz1qPF9aMxbILnrGUmwF6Saep2mo7OtL2+LpaT6/KnZqre24KZS1/B7OWr8NDICfjNXY8oMvH48p24p24zrpv6Di4f9yYuGbsBF4xej3NHrMVZT63BMT3q8N17h+OHD01Ai0dn45jHFuDvTy/Cad2fwa9vfwSDJj6PFStWlLiuPR+djyqg0KI96g15tdylH71yW7Sfr9qfq5z6zmhRKKB1bai/XPnL2o70kYzMhEjwWr16tep/bdu2xbXXXosbb7wR1113HZ5//nnVfv1PltJkFuSBBx7AypUr8eCDD6q0smdEj2ZtXEvbi37mt0eLQgu0n58hrSpvKFqZ6Ye2QqHV0OL1ZJFFpZmP9i2KyFNCndK35K+YPlx9MAlDMhPyt7/9Daeccooih/PmzSuxL2UnLsXkz3pfCNSZZ56plpSy5iklndZnKXmL5REi3hSzOcXkqOb7AQkRQ+lPWoPs4Dxo0nw8MmI6dn64S3Wwjz7+BB99/DF2ffRRwENun9QOhVs+h8/evi++cMf++Pyd++PTHQ7En3ufCxmNvfHGG2qq11VvUwdnLUOedkpbZXPYrg8/VB/Z+7Bjx061TgvswqDZa9Hi+jEYOn62WooQ0mU766ZuZ1LHNK9rh7l27Vo8Mvhp/LLtI/jZfU/i2K5jcHyXYXjw+Zcxff1H6LtkK9rO3IQrJ7yFy57dgItGr0erketw9vB1+O1jC/GTzuPw05oJOPrRuThz2Gt4tn4LBi56Cyf1nI7Lavph1PhJaiSt68t8rG2NQs6AP7RVQeWRfPYnJA71aN+igKM61wdETHCRTa78xKi+81ExWWzZ7O9pBMmUVePZdZQpfFmOkf4nM5H33XcfbrvtNtx5553qOHPmTNVm/U9mQi699FKceOKJOOOMM/DHP/4RrVu3hpCXuXPnKl1JOfYsn6tu+5qyS4v2mJ9CFOa3b+HrKUoQ5s9vj1ZiTyN/mDZuZ1uXZj4tl5c/Wo++t1mRpgJatBqaKm+Q3m+T9C2NIbmn/a3Z5/R1nVenTzo++uijyhZ/+tOfcPrpp+P2229XPjUpfanXRR6dV8vW0OPuQEKaqg0N1XVzzh+QkKxCSnCesXKLCrBDpy7CHX3H4eZeteg/bi5Wrn1bAVXWkSUoq8kAANeMbIPCjQW0ePZYnDj/TBw99QTs/dCXcGqXU9VUruwvkI2LLhmaOjhrGfK0U9r64YcfBh+PhOzAzp07oEnIz24cg7EzX3K2Ueps6nbajk+3W1/XDkee6LnzyTE49eFhOLH7BJz19DL8edgi/PKhYeg4eQFmrdmGp1dsx8MLtuH65zbh/FGrcMbQV3DaE0vw6x6z8cP7R+Pf7h6Ko7vOxgXDV6FL3buYu3YX+r+0Gcf0moF/dRuIYU8Px3vvvad0I7oTWXT94dEjBrEA4iATkTRHdVaBIiwnywxFA2ZCZKQro+TCUWpkn6VeFfAyy5mPIGm7uo5CQu666y41EyX7P2RmREbSsuH0hRdeUAMDkV//ffDBB2rKXzatjho1Si3fPP7447jpppvw3HPPqRkz11Kjq24dyCO2itiyFYZulhmJkEQI8XKWpYK8zI5IWsmXPKOShex4dei6rfI0AUmVxV2/9C35S26Dl8/ugzqP6ygzIUII//znPytSKDML999/PzSBlLpc+RpyvZj8We83VQDX+swqV550TdWGPDJVW9qAhIih9CetERKcZ726Fe9t3YbOQ5/DLb1q1afD4xOxsH6NAvzHFgn558g2+FSHfXH1223RA8Nw6/YHcEivb+Gkjidh2rRpwZKMq96mDs5ahjzt1CRk54cfQj67dgkh2YGdOz4APtmFQTPX4L+vG4WHhkzF1FnzMWNhPZbVv4Z169YHDmnQC0277JTUMc3rYsyBI57BX3qPwUnDl+KG6ZtwR91WXPbsShzbdRTajJyBPvNexYOz38BtU9/AJaNX4vRBC3FSv7k4vtcs/PzB8fjx/SPwPw+NQaunXkGHaW+j/4J30OeFDfjHU3NwzH2DcXffJ7FgwQK1pir1vfrqqwpDYgf5C4/5iYGaYcixVFN8RsIjFsXThYEzKciaMxn55Cyuh1Bn7mCoMb5w4UL1pIsspZT6N2vmLFx5+ZUYP268Ii0ymLBn+XR9saMEdGP2wrsvZEIHfo8IpJMPs41D0apFKwxNWdZJJyGaeBS3X8SusTaYMoXn0rc0pqWt2t+afU5f17rS6ZOOMhMiyzEyE6KJiCzNdOnSRW1WFd8kZSXlz3rdLEPL1tBjUwVwW78NldvM31RtMOvc3c4DEpK1YRKcp/p7Qj7Y8SH61M7BA0OmYuN7W/EJPsZHH3uzIB/u2oVPZFsEgKtGXINCh71x3tttcBcexeXbb8XBvb6OE+89EVOmTFG782WJwiVDJUlI1nZKW3fu/FDNDslI/uOPZGlmJ3Z+4JGQJ6atxA/ajMRPrhyAn//rCfz6phFo88BAjBo3JXgqqKnbmdQx9XXtnNo/9jjO7z8FV03biDtmb0H7F7bjtpnv4OLa5Thj8Fz8/rEp+GWXMfhpp+H4aacROPbRyTiu5zT8pvdMnDxgES4ZtQodZ76NoUu3oPuc9bh42AK0fHg0/veuHri1Sy9Mr5uL5cuXBzMhK1evTXCa+WYARP58MwxFCI9a+mmBzvVmuoY790DOyCxA8SCYdanI1af0tbKQkOkzccVFl+PZsc+q2UzXUqOuL370g76xn0ORhFbtMV8RibwkJAz48bq8e1lIiIv0eHLF950ojJVIQpJktPug7ouuo54JERJifoSYyBNML730kmRL6FOlXU+SO+/1pgrgWp955WcI03wAACAASURBVMuSvqnakEWWak0TkBAxlP6kNUZIyORlmxSw5d+A8fNQM/Q57PD3hAQ3jJNrRt2AQvu98Ne3L8X16IjztrfBgb2OwCmdT1FryeK4ktaRmzo467bnb6e3OfX9HTswbs5SLKpf7W9O/QgDptbj+21G4Qf/GIKfXDsKP71xPH553RDc1X+i2iMidT4xt2kfRU7qmOZ1MWHvYU/jjF5jcFz/F/DX4StxxcQ3cc1z7+AfEzfgknFrcN7oVTjzqeU4ecBCHPfYXJzQfxF+03chft37BRz/2AKc1G8x/vbEArR5aiJufWogbnniPlz/0Lm45tY/oFvnm1E3czref/99CAbkr37FCnUUnchfeCw+AxBNvxn5ZhjM+mrV1H4k0BdZYpEgFe4pCeWWIBUpJ9auvHIW10Oos/SgrEmIbDKVpRZ5V8iIESOCd4WY7w15dvSzGDb6Kdw89nZcMupKXDL8ClzxzFU4redf8NNrj8LgsUOwZs0ayP6hzDMhsmyilje8mQ8V0INZEJF99yYh2t+afU5sZ363MW1/N/eEaBIie0NOO+00tUxTU1NTlqdmsmJK0mX9yNMx55xzTrCpOWu+vOlMfebNWyw9SUh2eyfpMiAhSQns62omZLn3dMzb725Bz9Gz0GnwVLyx4V28sXE1Xly3GIvXvohFaxbjpbVLsOLNlTj3ifNRaP8FnPr2ebgCd+Bv2y/D/t2/imPuOgZ9h/fFmOm1mPbS85j36guoWzkHL69ZHgC5qZcpdHvd7ZyC1zdswjvvbsXat99VnzVvbYL6vLkJb216D0tWrcOtvcfisTF1ePOdzcBHOzFg6gr88JpROPnOkWj1wLM496FpOO7++bi812zIY5BS54C6LUGbtQyNeUzqmPq6dnb1K1fi/IcexY9u6oBTHn0c5w2biivGLMBVYxfhuskrcONza3Dt5Dfwj7FL0frpufj7kJk444kp+Eu/sTizzzCc1q0PftO5E07s9C9c3vNc9BxyEmYN/ndMfPAI9Gl7HOY+/4xaipFHRKW9ydPHZdgToohE2iyDnukYitaFAswlE6TMhKhRcuEotGg/VNSm2qGP9fWdvb0KKXs+8s3Y5JsRSsOQkBDZhCpLYLInRx63lccN5f0N9qd3195o27ktDr7hIBRuKeAz9+2vPp+6/4vYp92X0HNMT1WObHJNeudPKEu2ZQ/Rp+wJcc1MeGXZ5ehlnGTHmGUmJLLUkmWGqhnOhMjSjJAReXxXnmKSBwBk35roTWOz1GNox2Q9Z0kjL8mTd5zInsAs6UtNo31aqfnT8pGENAwDotuAhIih9CdN6RKcZU/Ips1b0P7xibixxxjc8dgEtO83Bcd1ORf7dTgYB7Y7DAe2PQwHtTscB7f7Gj59zRfwxQ774cR3zsH5uAGnbrsA+9Uchi/86ws46PbD8JU7v4ZD7joCh959JPZqewBaDbkocGRpMyFZnEVaW9Luudp5W++xaNdvvPPTtt94yOfOvuPUHpkbuo9W5GzTu+9iwHMr0eKGMXhi3Fysfv01LH11HVr1XIi/PzgpeDyt/2xvY6ZLpsZoZ1LHNK+Lk5InIkYMuBP33tQCvfoch/sGX4ObBj+AW5+8D5f0rcEfu3bBb2sewPndb8PNA/6FG/q3QbtB/0S3py/B02NbYdKkU/Ds5KPxwIgWuGf4f6NfbQssmH006sf/CNMf+RaGdLsCM6Y9l+HpmOIzALZTTZsJSQ/83kxIZGbDOROiiVFrtRnSrl999/O1UBss3elK2WMSIUgW8REMaVlceNLXZC+OPA2jX1amN1QLIbQ/+AhYsnopDm//Dfzb0B/j5g864vZdD+C4Wadi71u+hC5Du6hyhFQnvfNH1+s6upc7bJJhEUgz+Cs9l4eEuEiPW77N3pKfKUfKTID0LdMu2t+afU50Y37X6ZOOrpkQPSOij7JxVey8ZMmSoP6k8pKui1z6nst+pVwT3yIbmXPNnKXoN0kGU59JaUq9ThJSRhKS1QgSnJ9/ZTM+2rUT4+e9jLsHjEe7vpMwfnY9TnzkdBRuLeDfR7fA9yb+D74z7r/xjWd/iG+P+wn+s+5/8JNtJ+IXOA0/ev932GvWkSiM3R+F8QejMOZAFEYeiMLgA1B4dG+c3P+P6t0FIlOxGYK0AJ21Ta50rnbe/thYjJrxEsbPWYaxs5egdlb4GTNzCcbVLcVTUxfipp5jcN/ASZg872V88P5WPDb5Ffxcno6ZvgifbJF3hGxE68cW4exO49WardTfb1a6McvdzqSOqa9rhyPH6QPOR+19X8LiZ3+A2c+djklTL8HkyX/HiGfPRv+RZ6D3U3/GU6P/gMkTT8CkCSdh3rSTMfv5E/DAiKPQ5sn/hwsHHI7juu+DY3segNMGfB1/H/KfuPOp76FHr+/gsZozMHpQH2zZskUtyZn1il7C7/lmACRfMtEoQmjmt8dR9tMtsZkQj6gU1AyHlOd+Gqa2tTw62gq19YCeMZH3YYTtCmdOvOUIdzlh+nx6cGFbX5OnYG699Va1J0dGydOnT1evAJcnXfRn6tSpmDRpEjZveBdrt67D1+79Nr4/8ih0RC90Rj+ctOBMRUI6D+ysNkLK0k65SUhICrwnYFoNdfSVKiQh2g720dUHJU2IgRAzSXtChIDIbIg8LfPXv/5VLc/IO2HEnq5yksp3XbflNb/LJmeZRZN3yUiAtj/y5E6/fv3Vq9oXLZqPsbUjsXHjO6irm6PyyKyNnUe+d+zYUS0TmnVlPdf6zJo+TzqRrSnedZImk8wkyftKknTu0qd9TfLK8tgrr7zSqLNSrnaUNBMyxdgTMuL5xRg4fqEC9oVPtcZnOx2Af25vh5vQGZfhdpyP63E2rsaJn5yPIz9siYN2/ggHf/hjfObjb6PwwZEovHUkCqu+hsKyr6Iw61AUuu+LEx75g3KMInCx4CxpXAHa1dg814SE2O3sU1uHnbs+Um31/sk+EP+lZJ9419/bthXdRkzHhDp5FbZc24UeE16GPKI7Ysp8bH17DdZueAsX9l4YISF9Z7p/O8eUuZztTOqY5nXtrOYMOQML+38Z777wY3yw/ES8/8rp2P7yiXh/2bHYsexo7Fx2ND5Y9iu8//Kx2PnK/2HT0l9j0oyW+G2v72K/Dofgc3cfgu8+8n0c2e1b+GzNPig8sD++1vVw/OGR7+Dmdr/Hs0N6qWWp5KUYcbpFiIPDSSfOhChC0Qq1MoPgmuEw7+tyVTo9k+HPgLSu9ae37e9+kHC8uEwREdfSjCq/PC9eE8xo25n4sc+FhNx8883qEV25J45MnL0KBA8+jIcffBgPdn4QnTp2wvKFL2P99g048t7v4tsjf4zrcB9uRCccu0BmQvaDkBB5xDfzTIhub+Jyh8xq2HtCmoaEuPpZ6rUKz4Top2OEeMgSjBzlHS5CPuQNtxdddJF6n8sFF1wA+R0gEx8aJ8WOZh4bR+Z3eV9Mq1atlBzyNlT7I3LJC/HkKaqxtc+gw123YcOG9YpgCGmSWRs7j3yXPS6yVGjWlfXc9GlZ82RN1xxIiCyrnnfeeYk6d+nTvia6lzLk0fysbS9XuoCEZC1QBWfjjakyhfvJLm9T5rmDL1Ak5Krt7XAzOuNy3I4LcD3OQRuc9MmF+NaHv8KhO1vg0A9b4DOffAeFHUei8HachPzukZPV1KHIlCU4SzrTSWRtS1o6Vzs/2PGB9WZY6brSdiEb8vkYH3/8oVpff3/7NvV4rlzrO+UV/OwGISHzsPXt1Vi7vjQSUs52JnVMfd10Ss/0uBKD238T62f9AtuW/wZblp+ILS//Tn22vvw7bF1+Ira+chLeX3EK8NqfMGzasfhdr//A1+47FPu0/yJ+2ut7mLt2Lmpe7IRP9S5g38GfwpeHHoCvdDkcp3U4CV37PqhGRjI9a9Yr7Q2/55sBkHxJMyFCBMLNovFNqK583pKJT1wichUhHAVNXMLRa7RdmghZSw2JwTlMJzMCoX7c5bswrjeBi8ORt6PqJyi2b9+OrVu3Yvu27di1bRc+2vaR99nqEew3Nq/GEfd8B0eO/D6uwO34J9rifxacqEhIt+Hd1FtU5a2qunxX3UnX3MsdNumwvxszIorUVNdyTJIuXH1Q0rpsrWdChHz85S9/UR+9F+Tyyy9Xs1gS8GW0LJu/5e24rnKSynddT5Jbrov9ZTZEln7kx/Xsj1yXNyRv2vSumgERAiL5RDa5J0uDdh75Lvf0L3Kn1e+6p/XputfQa82BhIjfFJ0n6c6lT/ua5JUypKyG6iRPfsFLQELEUPqTVsgvbpuKtmNWY8i8NzFg5joMnvMmhr/wLp6cvRFH9zgHhU6fwy9m/Aa/XHAyWsw9Hj+eeyz+6/lf4t/qfoED3v0B9vnke9hny//Dp2YfhsL4g1CYeDAKtQehMPIgFIYcgEK3ffDbHiepjVQiR9+5xWcItLxCRPR5Q4+6nUPnvaXaOWjWajz+/Cp0Hb8cD49dhq7jlqPnxBXoNk6+L1XXHqpdhi61y9B9wivo9uzLeGjMUjw6bhlaPTITP79pLEZMnYetb72BtevewoW9rJmQJm5nUsc0r2tnNXvKM3jywb9hcvdvYe3M/8H2lX/A1pWnYeuKP2HritOxdeVfsG3VGdj22pnYvOos3DbqaOx3z+HYv8N+OPLBA3H607/B+q1rsWrrCtw4/x/47uRD8NlnC9j36S/hGx2/j+sH3qGcZPrGOW8mxCSbmc7t94SopZYoMYgSDPeMi7dUEs2n9RMczSUbVU8BxYiCV649A2LvSbEJmPc9smfFCFKCfS2Tqx/oNXghITfccINy+vKyMnlR2ZyZczClbgq6zu2B+2Y9gI7PP4CO0zujZnoXXPPMDdjn+v3w7RE/UIOL1rgJP6s7Hp9rsxdO7vgHXNXnalw/7CbcMaYdbnv2TrSb2AHzVy1I7JNe2z3ioEmIHIPlFvXkjPnW0hwkZGgr54ZWVU/GmQtTd1o+81rec+lbpl20vzX7nJRpftfpk46yJ0SWA4R4XHLJJep1+zIzIoREvgvBlDKT8me9bpaRt91J6evmzMEzo0ZhbcLrGZLy5b1u6jNv3mLpmwMJKSZjc70vy7ayLy0gIVkFPb7tRPz39aPwsxtH4xc3jVGfo24ah6NuHI9v3vE3HND2AOx/ywHY/+YDsd8tB2L/mw/CF9p8EYUOn0fh1cNQ+OgbKKz5Kgqd9sbnr94X+996CA64/VAceMehOLDtofjMrfvg9D5nBDMhg1+I/+x9Vlkbku64thPx0+tH4xc3jsZRN43Bf7UZiR+0eUbt7Wh5cy1+fsMY/LDNSPz0ulE46qba1M+PrhmFY2+rRe20+dj61honCWnqdiZ1TH3ddE4yApkx4UkMuO3HmPn4T7Bh/u+x5dUzsf2Nv2P7G+dh+5rzsXNda7y3+iIsXHY2Wg3+GQrtDsCXO++FH/f/Oi6ecjaWveu9r2DrR1tw7ot/xKF1n8GhL3wWX+h/IH7f5yz1qLKwcAmGYjezfu+7HYjdI38zX3xGwyIY1pKA2uypllD0UzKhHFGiEl436xM5vXT+bEWr+NMyZnovCMf3gKiAZy7ZKDlNAuQ9vVOM4CThX+/ZEBIivxEj68AyeyGj6poONbj6nquxz417q/1dhbs+j0K7z6PQ9nPq8//duRf+fcrPcRouxp9wGb4/71dQae7dS/XpQse9oT6d9san7t4bA+qecJMQ682jQZA3iIfST4QwZCMhqiyZSTLeP6J1oe5FyvRmU4I8GWagEsmvoz5drxylb2n7m9ftc1cflDQ6r3mUpTMhHPKoq/yGz6BBg9S0uhCTv//973jssceCGQQzX1J5Wa7b8pb6fXf4ATuSEGM2MsemYfE3MugRzAYkRICvP2mgmrPkNUycvQSjnnsBIybV+Z85GDFpDoZOqkX/sf3RfVh3dB3cFV0HdUXPJ3vid/edgMIDX0Rh8WHe8suyw1Hosg9+1eFY9BjcAwNGP44nJw7G0CnDMHjKEIybNV6NzuSH3lasftPtxHI0OK09SfeknZPqluLZ6QswasocnHrbUJzUdjRGPb8ILyypx/DJc3HeXf3QeeAEzFqwHM/NXYKp+jNnCabUeZ/pLyxFzaAJaN3hccyYuwgfbH4ba9e/jQuMmRDZIV7/hvu19UnyNfS6dnR2OeZ17bSEGLz+2iosWzQdTz18OkY9+G/YsPB07Fx/CXa+/U/sePMf+OSdq/HO2ivxxOw/44QBP8TnO+6HLz/6Bfxw8BG4ePpZeG2r9yZU+an4HR9+gEc3dsJBSwr4zDN74/fDzlBTifKuCgmQut7o0SIQCU5Z2qPzKUJgzoSomYpwOaMQ7OnwN422rvU2j5oEwC8vTmjCenR9gEeUvCAVJzJhumQCFScm/gxQhNDYMyXR8kwd2PaV74I3OQoJueaaa4LfGpHrH2z6ABMWTcB+tx+Ibw//L5zzzj/xx/UX4vfrzsHx6/6G/1v/F/zkvRPwzY9+ie98/L84ePMPUVh1GAovH4bCwsNQmHUICtMOQWHYgfjU7Xujx6RezqcfAtLh92Pzu9JBq/aOx3OLkRBtW3P2JOokk0iIS0/mNVM+83qec+lbGgOST/tbs8/p67pcnT7pKO8Bkb0f8hp92RQsv4gsey5k74Ws8wvJrK2V3U9RjOT9LvLoPFq2hh7lra5ClmQZoKFlpeW39ZuWNu89kpBo/8qiPxlsCgGR35ySfUoBCcmSWacRFiMFCUkwP/KyInnngKwvySY1eTZd1iIv7HsJCrIhceahKLzyNRTmHKZIyJ+6/hWyqUbWCOX9AlKWrF/KuqWUI9+Lv3MgvxJ0O4od9dq2BMYLOtfinJpJeHPDWqxYsRyPj5qIa2seR5eBozHuudkYPXkmRk+ZiTFTZmL05BkYNcn7jJ06E48MGo1rOj+OHk9NwuJlK/Dm25vQ+rHFwcZUWQ+VtbFi8pTzflLH1Ne1wzGPYov500bgqS5nYlKvn2HVzFPwwfp/YNfmm4Ftd2Ljmzdg4NxzccLAn+ALNV/Cl/t+Hj8Y+VVcVHcGVm9/TTmxjz75CK/vWoW7t9yAg18t4LPj98Fvh/xROU+xffKSTDlmQkJHarZL9Kq+qxmH+MyE3hQrI2tnvs2boZ6CUaNoP7+/KdV7eqZIvap+TWCi9btnYGQmJJouSS4XZkwSIkFK+qr598Ka+div3SH42cTf4G70wHXoiCtwJy7AjTgH1+AXH/8JB334Y3xl50+x78ffR+GTb6Kw/esovHWEt8n85a+i8OyX8alb98YjY7upPu2Sw7xmB3mPjNl7PJJJiMov+nfMcsTqKZLGTK/Pbfn09TxH6VvaTmn50vqg5NNlyPHpp59Wo0nxofInflRmP2QzqpAQISiDBw9WvsXMZ5eT53ua7HnuNVUA1/rMI1vWtE3VhqzyNPd0EueEgHTv3l1tir/33ntDEiKG0p+0hkggkoIkYJgERM71xieZvhcSIaxc0l026B8oPLA3ChO/gsILh6Mw5RAUHtoHpz/6N/VYn0lCNBGRfBL89fp1mkyNcU+3U4iIyNG6yyRc0GOuej/KmOkLcPVDw3Bd1+G48dERuLn7yNSPpLm+69O4+uGnMGrafFXGJX1fjJAQHRgaoy2uMpM6pnnddFqiB5kRkeOyhdPR69ZjMO7RFlg992/YsfE2YEdHbNtyN6avuBpnjvwlPvvwPjh40Ofwg3GH46KFZ2D1+68rJ7l+11pc9eaF+M/1X8GX13wKXxh1AH4/6EwVCGVjpGDLrFdk9777MwJ5p8vNmZDU0aD9gjK7PsemVE00lEyO+1KfvzdEZkeS9nAESzjWDIxHbBzlJiwZab2FOnMTdE14ZSbk6quvxqxZs5SO5c21ss965spZ2K/tIfjeuJb4J9rhgp3X4awd/8CfdlyMkz84Hz/ecSK+vPO/cciHP8O+27+HwsavobD6aygs/yoKCw5Doe5QFJ4+SJGQh0Z3UW9RdWEw+iN25uxFEtlIuj4fQ1u1cO4Bidbr5Xct00TTxfXWGCRE+1uzz4kc5ndt06SjpJcZEL2MKbOJkydPVr8JJARE9oeIoxd/Kr40qZxi16UenaaYrrLeb6oAbuozq2xZ0zVVG7LK05zTSeyYM2cOevbsqWbo+vfvryYpSpoJkYZKgQJq10cCuHy0Qq5++jqPhDz7FRRmH47CBI+E/LXnWWoqTmY+pJOYZcq5zt8cjpd2n44Lei/Clvd3qHekzHzxVVzX7Rk8OWk+1r61CavWvYmVa9/EijVvqiUkWV6pf30D3lj/NgZPfgHXdnsGz81fjm1bt2Dj5vfQuk/1zYSIHeRv7do1WLpwJoY8+FcMuec7WDP/PHy8tQPwcTds3no//jXuDyjcvx8OePqz+K/pX8VlL5+Nd3duxIwPpuLENS3x7+sPxKEbP42D3/gsDnjkqzjroUvVurWQ2GK/ohs+1VJ8ejnbEopXjvc+j/aoTyUqviMO9pLkW3IJRusBIfGIj/zyq3pcOHD0/vUEAqXKsQiLDhD20dV3dN+UgYLsIZD3OohjkHcFPNKxC/55z7/wxfYH4TOP7I9D+38HX+73TRzU7+s4sM8ROODhr2LvaUfiMzu/jc9+9B18et5hKDy8j3q0vtBzX+/YbV8Uuu6DT92zDx4a90gyCWnkJVX92vfoHg57diVOOFw6awwS4qpHrumgadvS9V38pCYg+r78irlsWP3DH/6g9osI0ZRfO9b16XSlHnU5DT02VQDX+myovK78TdUGV93VdE0G2XV1dejQoQOuvPJKhUdZKZE2BCREDKU/5W7cNbU3oFCzNwpPHIDCsINQGHgACg/vjb/1O1ttipPg09SPBuVt42XdZ+DCx17E9p3e44qbt76P8XVLUb/aG7lLh076W7H6LdTOfBGbtmxTSba/vx0X912Ms/yXlUn7m/tMiOhL/szjgudHY3DN2ZjQ61d4fd55wPv3A+iBgUuuws8HtcCBQw7C4RMPxm+XtkSfbV1x1fYLsM/6AvZdW8CXXvkcvjThAPz6oZPQ5cmeahe/PB4qOLDr2aO++wTH3HQaLvXoPQ/mJtW4XUwbuXCuCb7M8Mmjek8++aQaLd99991of0d7XN/+Bpza/S844aETcHyH43Fch+Nwwn0n4Oi7jsZeV+2FwlNfQmHTEShsOVI94fbZNnvjF3cdjZM7n4qTu5yKU7r9ESc+ejJO7f1nDHluqJoRdcmxp10T/6qxLG3X/laOpi7M7zp93uOYMWPUBlWZDZF3QshsiF6ykbrylmfmMWVtyHlTBXBTnw2R15W3qTbXuuqulmvye1LyIkTZRH3LLbdA9jEtWrQomKgISEhjNuiGsbeicMde+NztX8Jedx6Az9+xHwp37oWz+rZSLyUTIfUUcWPK0ZCyL+s5E+f3XoyNW3YAn3yC9z/4UP1o3/s7PsS27TuxdfsObNnmfd7b+j42b92uPu++tx2bt2zHe1u3Y9N7W/H+9u1Y985mXNg7fGNqcyQhxZyUbDCVYPbKS3PQ+9ZjMfbRo7Bu0UXA9vux8s226PT8WTjike/i0732w4FT9sJBL30aX3njUzh0zWdw4MIv4otDDsKh9/wQHQY9gGnTpqmlPNGDjOLETsXq5/0oIUzSRzHMy0ym9D3ZzyX7t/T7BsRJzJ49W/3K9cSJE9WSzaDRT+LwO76BwogDUVh5BAqvHYHCuIOx960HoetT3ZRjkT1e+p0D+l0EslxQTI494b4EQ22ntPbqoKnTlnJ8/vnn1YvnZOOnkBAhmNrHllKeyKvzpcme597uQELkBX/ycrbG3lybR6/NLa08hturVy9cdtllwf4l8TtazoCECPD1R98s13Hha4swdM5TeGLaIPSd2B+9x/VB93E9MXrGGGU8cYDNfSbkhoGL8ZsHl+CiPi/h0n5LcEnfl3D5gCW4tN9LaN33RbTuY38WqyUX2YB6cZ8XvXR95HwxLui9GL99cAku7T5TzQA0RxIittdOJ+24bu0aLJk/HUO7XYQn7/k+lo7+X6wc1xLP9Po+rrz3ZBzd7v/wH51+hCMe/CaO6PptfP2h/8B/dmqBUx4+A11G9MT4qRPUZjp506asZws40+rLKteenM5su5xn+YjeZTZO9mRJf5QNjjJy1qRElkwnz52CI+/+rvfzCvMPR2Hh4er9PvvccTD6jO2r3pYqSzySXzAtgwt9nkWG3T2NTUK0v5Wj2Xbze6l9Qfyp7A2RZZjhw4erzf4NmWUU+bQspqwNOZcAfu655zZ6ADf12RB5XXnl8XbZaNnc45dL9qa6JuRXBiey9Cu6susNSIh9ozG+y1q0ODpxUOLsxNE1h6dgsrS1/6RluLDLNJzzwESc2WmCWkqR5RT7I78Hk/Y5q6N3/9xOE/HA0BnqfSiVmAlK6pj6unY4WY+LZ4/DsK6XY9qg8/DcYydjap8zMbjvveg6qBuu63E7ru9/J67odgOu7XUnru96BwaOGaoeERUsyEbmbdu2qQ3AMsMi9shaL9Olz4hkwbbMaAkJkeUZcabiNDQh0WRCypn78jx8o8O/ozBwfxRmHIaCvHBw2IEQEtJvXH8V6KRPy/4uXY4cpdwscuzuaaRvabymtbXUPqjLlqPoXH4ZWV5WpvcAmfel/lK/p8me5548VtypU6fgPSZ58uZJq/WZJw/TZhu8ZNWT+BQZ0Eiss/MEJEQMpT92ooZ+FycnnUIcmzgocWyaiMg1uafXqRtaV2PlFyctssvoUKaZpXM39COvIhbDyCizqZl0Usc0r2d1UkIcBGSyp0Om3gVooht5Okp0JYRz+fLl6ijtFdvLd8kjaeSpGGm/vcEua/1MFyUi0ge0TsrZH5auXoZvdfx/KPTbH4WJh6Iw+VAUBnkk5IlJA5V9xbbSV8pZ7+5SlvQt0y7a35p9TtpqftfpK30UubQM1WYPU5/VJvueIG9AQhq7sXq0JQ7K/jR3AqJ1I3JKusq9fwAAIABJREFU4DSJlCZUpRwlWOsng/RoRdfV2Mekjqmva4eT5yj6kR+hE/0IsZCpeJnhkO+y1GIe5XFQISfyk/FCQjkDEiUSefQuWElKX04cLV27DN/q8p/qpxUKj+4L9em2D/a598sYMPkJRT5JQpJHkNK3tJ3S7NKQPpiGBV13Q49psjfHe1qfzVE2ytRET8fsDoqWACtEQU8zywxOQz9CaKQ8KbepiVhSxzSv53VWQiSEYMoLx6RtchSCIcTEPkqbZROqtDtvPUyfTlikv2kdlbPvvbphFc5/6mIc0+N4nNj7FJzY8xT8X68T8KcnzsDE+ZOC/sCZEDcRkb5l2kW+649pp4b0QV1+uY+NhSmz3Y11buqzsepguW7MZ9FLk82EZBGGaUo3ZF7dJXVMfb3cTozlpROHxtJPXlwwfeP1Qelb2s5pem7ufTBN9uZ4T+uzOcpGmTgTsseuXSd1zKTr7CyNF5waQ7dZgl1j1Msyk3Eifcu0i3zXH1NvzbUPmrKb8jb38+aqz+aut6aSjzMhGR9hbCqDVLoe5SX5b7fQQKWxxPqjhESCofwV00tzBl8x2Xk/anPqo7g+SEJIQoo6RXak4h2JOqKOimEgKwkpVg7vE2u7EwYK0jH4oQ6IAWKAGCAGiAFioKkxoEjIpZdeCn6oA2KAGCAGiAFigBhoSgwEJCT6S5P6h7J4pF6IAWKAGCAGiAFioJEwIFMvwnqo4EZScIHlElvEADFADBADxIATAzYJac47sykbNUANUAPUADVADew+Gogtx0jTnGyFI3rqhRggBogBYoAYIAbKiQHXTAhJCKfNiAFigBggBogBYqDRMUASQpA1OsjKyZpZFkdhxAAxQAzsPhggCSEJIQkhBogBYoAYIAYqggGSEAKvIsDjSGb3GcnQlrQlMUAMlIoBkhCSEJIQYoAYIAaIAWKgIhhoehLSGrXq6aJatDaZU8sa1AOobW0BobWkrkdNS7neEjWSyP6rr0HL3GUllZezLrNedZ7QvoK+rss32ilttNsQK9dIH9yz9JFWhtKjrTj57pBHyvfTB/bIlF+3UdcTtbG7iIT6VRvZvsApuJVXPvs1tPwAkyZOq8t+EV2n9SVnW8128zzQJXXFGZJiGChGQnQ4yXLMBDzD2QUBToTMQULqa1oahtWOzghmmcryA2Zta6OsAkQ8Ty6v3KJ1xRQcBuJI+4J2G3IG1ySWWEQqVm7csanshvz296L2UBkMeXSdvv7E5pE26Pv6GMnvtdvUl7qNkIjklc9Ob39n+0yCbuCjJPsZ+Z32Ne5nLN+2l/29udlPE2/l60roj0Xbo/XKY8TnUm9G39oTsVGMhAhAsvxlBZJ2RPoY5MtEHFzEwDOgKk8HvCxlqQyOAByAIGNdQXoNJAnG9aipUWwm6GxSXW2tO2i0lOmdvE5PtdGS33UtJp+W0ydvBonxbOGRidrW+qjT20crv6tu61rM5omyaVLK9gX9I6YrS//BfW03fbTtpr8n5S92X5erjzq9dbRsr9rhuhbIbeXXs55NiE+t65L6Y2I77Hbxu9Yzj8SCwkAWEiIJ0/6yg8lwXF5ECpdklINyjLwjZMFznOZoO6jbzG+em87BLEudO+oL0mesK0ivASVtlOCpj35AFZJh1m/kK8npqbLCWQZPD4Z+jfIDHZnXnPnNNhcpK5bfS2+SKbtdXpbozJNTNpEzVr7ot4hMbJ9arvT6RxFdOfWrMZyk/4bgo/nbT2PRxq2+zqOBD7Ov8TwYbBIjJWAkKwkR5br+cik94vg8JxkQiizEwR8dBXki4DfKy1SWt/QStskO6KbDtRVr1BWRQTtabwQvzRVZxakpmVX7rdF9oaDum8E7k04jutTyFQk8gazutnlFapKQVpY7f2zPjjW7o8oPFS6LPSEJDWTz28L2pTg2t/4bbj+No4aWn0Ri0jCl65ZjQ+t359flBhC08Kn7HUmIaQuea1zw2EhYyENCxAjmX16jRJ2kTwK0I8hEHJKciyjHIAaZyjIUGomOmiRkrMsOnkoOvwwlRz3q6/3vqh5dflh/SU7PU6YVxDM6eUfeuAwpZTnyawevCaIqT8Ci7RvTkyaBCUTEWUeKTGb5jrxsX4g39yxT+v1c+hNbOGyg+2jqPqOEvLnqd9Yd7c9p+IzXZejGxBnPU4gydZY3Pu6x6fOSEE1E8ivMCyAmifHOzYDtWB5RDkUH7qgjichgEg/z3HQUkbJcncSXUa1DZ6zLLF+dSxlReaHXtRPqL8npOR1tliDtbpcqLm4c74qWX7XPnd8ZdJLsoHXmkzTvySfLHmxfgoN367/B9tM2SZuFyIQP345VbL+S+mOgPwvHvJ6AY+opEr/2ZJyUQkJKUp44pdio2HSoCQE04szM9FEQq2RB+VnKiub32uSV75GGrHXZ5ZgkxFtqCUZ+npD+48ZhvpKcniuAu67Z4I7oM5QhbtOcOnSWm1CGlilNXtc91zVdlj465XC1M0G2pPzO6wllaFnS5HXdc13TZemjU44ytK9c5etyXG1xXdPp9bGx2ucs122/kvqjlp9Hkg5iIB8GmoqEeD5A7zcInaa67pMHdR7ZJ+A5iWAmIXWUpmcfvLKLliUJIiN8PYWsZ2PcJMQrN1qXclrB46wic/R+EOBV5vi9Up2eKs5oQ/S7T6gCYiZ6cbcpkC/SeVwOOiW/CjBKCQEAPb34yy1y3yFLnJha2GD7jHfgpOg/YjvRYU77qfwNLT+0nWAqikf7u1dX1P4NrT8lfzF8GvortT+6+1FUJ0xDfRADFgaahIT4DiCYETA6vDeNHwZm5bjMaV8jCOkgat5W55HgFjYwvSyf4EQKC+XIU1fU2eYgITEBo0G8OFh9R67bENFD3MlHSIFpA+d5PIgVz2/r1NzvYd/L0la2zwzSxfUfYt9FQorlL3Y/isc4PqL3RZZqsl84CNHdSR0j/sfUL8/j9qZOqJMSMNAkJMQZ5EoQtlmWI87YJC+7S7vYDjoUYoAYIAaIgUbGAElIAxUssxkcLQVLMOywDcRTsyTabBNxTQwQA42EAZKQRlIsgwmJCTFADBADxAAxkI4BkhCSEDJ8YoAYIAaIAWKgIhggCSHwKgI8jg7SRwfUD/VDDBADewIGSEJIQkhCiAFigBggBoiBimCAJITAqwjw9gSGzzZyJEsMEAPEQDoGSEJIQkhCiAFigBggBoiBimCAJITAqwjwODpIHx1QP9QPMUAM7AkYIAkhCSEJIQaIAWKAGCAGKoIBkhACryLA2xMYPtvIkSwxQAwQA+kYIAkhCSEJIQaIAWKAGCAGKoIBkhACryLA4+ggfXRA/VA/xAAxsCdggCSEJIQkhBggBogBYoAYqAgGqpqEyI/Hwfy5eIKoIiDaE9g628hRKTFADBAD5cdAcRLSEjX1AOpr0NIygOIAlSQBFSYhLZVihAR5OqqvaVl+A1k6r1qS0bIGAqPa1hZRVDasR01Lfd3HG8w/fd91z43NqtXT7mJvtoO+gBggBrJgoDgJKaDgCiDqmg4OOoA08bHCJCQMdCQhoS4SMODCkAA0QkJaQ+a2UNs60nkliUdeXHrWxKTCWMzS2ZgmYteimKG+qC9iYPfHQCYSUiggHPVLkPEdfyRY+AEkGMAayyQuwhIhEJJXgoguw8gbAaEOOEEl1nKMzu/dD2cmvOu1raP3o6Py6D17mUeJa1Sr8srF+lrUyhA/8pdDftFhSfoReV06i7YjpoMab0bCE9cO3A791tZ4M2ERW3tEQ2FCz5D5Corq1CAkWUiIKsOWySgjZcbJqz5J72YZPGfwJwaIAWKg2WAgKwkpFLzgpoKa8vimwzfu+aQhQloyBVkJi2aZNkgcxCcihydDGATN7955pPxIwCsif6Qeb2aoVpZe5LoKwp5sYcC3ZZfvDvlFL5lJiK0fR5t8G6XqQJMGTSyD7ynyRXSl22bqV89o6BkLncY4ZiYhKWWkkBDnbF2EwBqy8PruP7qijWljYqA6MJCdhISBRoVDY20/MiIODG8E5kwkJG0ErOu2SIpJDgJCEAYb77ZM7VsBU8kYyldMfvd9X6asJMSUNdCRL2tJ+pE2WTrLqwOz3jT5XME/NX1og4BtZyEhhQJUsd40jYOUhjYLyg106dk4nQg65Ary815cp9QJdUIMEAONjIFcJESP5oPRsyecF4+i6/hiuOC6Gey0048EMUdA1en8o5MIGGWo+0HwMk7UMoKLhITyBXJadQbX/QCqSjXbLgkykhCn/Lq+kvQT11luHRj1psqXMGuSK+D7OgxnaXxgKyVbZEr0oq5rO+r7JCF0iI3sEHWf5LE6RtG0U/XbKR8JCQO36QyDYG0BIrhuBLsgn3cTrVWeeEAN0vllOoOkUYbzfiBPA0mIKYMfF4NlqeZGQkySFLRfHLdDB4Zd0vVn5Vf5rFmpSF2OQJGXhATleXJ7m1VTSEhS+UE5Dpl4r/odGG1IGxID1Y2BcpCQcG+E6eiNgGEEu4BcGATCC5B6tGuWYZxLejvAmmWY5zFQOgKwP6ujRuausl1LEH65QcAO8hltjdXttyFNvpL0I22ydJZWRxES4s08pBMLr/jW3iZlx0bVwLZOHbhsoGc80ur1dFuMhCjZbHw45TAwxfvV7bxoP9qPGKh+DJSFhPgBzpyeV4E62GhqB2l/dBvcdwTUGLjsIOYHp0gZ1uOdLWugNpA6AnBUPq/sJPlb1tQa77EwZoMk8hkzIfajpdGgbAZTHQhbo1YF81L049KZ146IHCk6iD6VkyafL68/2wCb/IitFAtI21Tq6y2wl5RpyStl2OQmUq6tJ08uL4lFyGL40TrnMYpL6oP6IAaIgQpioDwkRBrgBxS9jB8JNuG7RrzbtWitIoceAbsCqkMpQRCUUupRU2O/MdWWQQcm+7rk13Xreuw0xn0/EAZN0yNuua7PI7IZeSPB0A/0QUGS3X/BmZ2/qH6SdGa3I6qDyJ4MVae+L3pIkU+1w7+v22y2zddRpHzzvn9uqzJKOmzZfTunvsiMLyujA9V9mEdigRioOgzkJSFV10AV/LzgVixAVmfbmrLTUY/ESFPijXURb8TAbo8BkpDdDOSRGZQyt03Kds2COGY8dvuOwzZX/1o0bUgbEgOVx0A2EuKNgIOlg1yGc6/jZwlS0X0bDQmo1TKCL11XgT4bQkJSSYaJAWvZJkZMit1viC2ZN7B1rn5IvVFvxAAx0Awx0JxJyJ4HmAqREEVc/I0qMUIRB63Hc8L3wuT9vufZNa5D6oA6IQaIAWKggEJ5SIg3Sg73W+qNmdaIWCXQ96IANOOgJDMfnW2tfq02LN0rRgfBaN3JszWSTjZh6vRaDv3dKz+aP3rPT+E9KRPb1KmfENHlSvui+c2y4+1N01VyOa7NpJFNt35FWfbDBI8ep42wXe02r5nnuhzXNX2Px8pPh9IGtAExQAxUCgMNJyFegDQDbHQZJcPo3htK+y8uc/02i0lYvPq8oGqeh0HfHXB1II+ThDC9WZ5DbjOYmufaeJF2mGVZskXSGe11vpskpRz9NIv5WKtdtvqe/uisZuOZSIhdvmq7IWOx+1pXPNLpEQPEADFADDSUhLgDlxnAzXOTTITn7jL8mQVrecCLcf4siHxJux8BuARK83HUIuW7gqlJPMxzXY+ZJ0W2xPa6SEhKOc4XjJkyaLkyHpPlCm3lrNN8D4uzfoOkZJRFEyMeDd1Td3TYxAAxsLthoKEkxIs5emkkdJjh9eIkRP8CqlruMEmFFGJ/N97voYKmt0YS/W/ODAQGi5OQtPzqnl2OSTzMc12HEYDTyk5sr4OEpJWj7pn6ETkMGfIGcGd5um366CzfIBnF7utyeKQzJQaIAWKAGGgWJMQHohlw1fKOBLQgyBqBzkwf3A8JkDv4JpCQhPxKloaSkISytXyx9iaRkIRynKTBSQKK6ca77yzPdhLO8g3bFLtvl8fvdELEADFADOy5GGgoCVEj71iQNGc/zPOcwdAgIV5ss2ZcnAEvqY44CUmbNXAGZHP2wzzXHciUxzzX9xOOYV0OXaWVI/ds3aelT6g/Qors8uw8rnab18xzndd1Td/jcc91PrQ9bU8MEAMNJiH+foBiG1Ojr+eOEoWiv82SGFi9EXik7OC3UqJ1uH8kLy2/MbpXHcUjCOHvptiEwS8rWC5KLjuxva6NpvoJG3NWJmhjkozG5lulu4ZsTPXbbZATzxwhIcz7XZMeHm2M8jsxQQwQA3sYBvKQkOjGC/mmg50OwDqFvu4rU42EE+5JgPcDpU4RjO7len0N1E/EBDf9kyAo2nVbm08Dpi3pXPdS8kfkBmpralBvlhG5b/8ejrQ9oeyk9oqsdplK/oRyYukdv6fj1xU+AeQAuC2PqDggPXESEnssOLCFLlsTNttW+j6PdLTEADFADBADmd8TQrAosCiC4CIy1A87EzFADBADxAAxkBsD2WZCqFilWJIQrl8GM2vsE7mdDXXH/kMMEAM2BkhCcgQTkhB2ILsD8TsxQQwQA8RA6RggCclBQgi00oFG3VF3xAAxQAwQAzYGSEJIQjitTgwQA8QAMUAMVAQDJCEEXkWAZ7NhfucIiRggBoiBPQ8DJCEkISQhxAAxQAwQA8RARTCQiYRY75EIXqluvLuD1+SVJi1j7zzhNepFuglxsJvpgCP2PW/ETps3js0zkRAqv3GUT71Sr8QAMUAMEAN7MgZIQjgFV5EpuD2507HtDDrEADFADHgYIAkhCSEJIQaIAWKAGCAGKoIBkhACryLA4yiAI0FigBggBogBkhCSEJIQYoAYIAaIAWKgIhhodBIiT9bEfmW1CYxtPNGjnkwg4w4Zt/6l3uCXcpvAHk2sf8/8Zf6xwda13lMuTdyWijgGtjHsL9QFdUEMNB4GipMQ72fknYFcefoijr4iJMSTOfXn66sEVC1r6gHUonVReVtCkjrtFMmblM7TWawun7DEdBmxvVem8cS2d2qTz0xlCSFyladx5rqnnoFFy0g7C1C6s2Ww0uQK8C4S0sRtSpQ3cz+z9BfTT0Pv736ENlHnDcES8zZeUKNuq0u3xUlIASreOEbNSdcjnTazcyyj81KBQQetMpbbrMHtBY+iJMQzWpzUqOsed4gQjkxB1lW3DmaGHTKV5ZMhC28inidXxrqUrcpFRjVBM2iWDt5N3iYLz4bdssw4euZvHTipcn+P9P1m3V8sPVLWABO0IbHRpBjIQkIKnqeyApcXDFRg8B2x4aL9gFHwXt4lDlulMQKSdPpYuVFnnx5Qo2nDEbwOflqapFmEpPwCQO9ebU0NZB7C+7Nk99MEd+VFZU5H5pfVOlpfJNBbZYVtMfSXKpPdZpHK1W5XAPc6nA5G+hi0JVOQLVKuliVLWUoAW9emU8hYl2+L2GyIKl8TGrPcpHPPbgqLwUyIXPP1W4E2BbYx8BZrp3EvSO/qg+Y181znN6+Z5677+hqPCb4gCWO8HmCU2NnzsJOJhOgA2NroLMohaUfcMjoVbgYSOc9EQnSw1nXY3/V1ORqBwQdtZNnC5Swj4C6SX5MCPdot2FP7tmz297isEVJg6qdYW7T+isqUHJyDDp6oF0N+JZtBYFQeR9COtCGlbjO/eW7awyxLnTvqC9JnrEunt9tctHzTdgUUzPwBCTHSVKJNum3GMRMJUW03bKvyp9g+731DngBzvLbnBRXanDbPg4FsJCS+JKOcnjVlHjoey7FlISHiII2gL2V5PjOcOtblux2uEZzMwOFQRtH8fsCPzFaYZeaQVROmSFn+ngcZXReVJajL0KlukymTUabWU+zoKdSa0bJnpLx6glmoLEE2tW6jvExl+XbXU0x6xkG3OWtdQXqH3oJ7BplIvGbIXyoJ0VguW5vicrtxZKVz2t/QT0PvJ+rQkoPpGKSIAWJAYyArCYkunXgBPxJY/QAT+FlZEJCZEx1EIwHTd0qG01NO1Myszx1Ex8sWJyfBdVddusE6IKSWazhmnc8oM4+sbhISEqxAZl2Pfwyuy4kiZ+ky6c2cAXmwylOEJCgrGhSCusy6NSH07RqxtaRTmfSyiUEAY/UaQTxTWYZsqg4NhJx1BXI4sBrcM+pKvea1QUsSmdWqSJvicpOExHUSI+GpNmZ+6osYqAgGMpMQfwSqgpFyvMa0rh8swkBlBEy5l2EmJJMT9Z2Iqi6NRCj5dNCKA6to/iIzIXlkbf4kxA6wOtT6+ssUZFNIiJnfPDcDgjJIsr20DqFsnrGuoPxykBAfQ/5MiEdC8+gnjsGGtSleXiZMesC3ZsKsvhqbecpxP9B5XL6KODfKw9E2MdD8MZCdhPj7Impbe0sIBgmIB3XLcWUgIdGZliJOTCrUI/UAZEZwKkJCgtmZIK/UZ+QvQkJyyeoqyyR0xdoS3Dd0quWOtNOUP0F/nqGiQSgo38xjluWoV+qPlGWmN8vxZ3wCW2UpK5rfC15e+cVIiBIpqEuXk1Cn1mGeY7AcY5Zpnus6bf0Y14P6GtKmeHmZSEgEL34Z5jXzXMtpXjPPXff1NR6bv+OnjWij5oKBPCREb9Krr49uHLQdoDdStJZjIkFeHKDnvMOpbf+7QW6kvlrnUydeWnPpwatTb5SVp1qKj6wT87uIQ8QB55c1nCXyyVww4izSloAkeOnMcrQ9alqKPs2gFg9SKphH2uCl8bhEwtKWH9BVmkBew3aBrdwkxMsXtUPRsiRBUK7fDi9TyiO6eh9JtC5nmyNlJejJ7JymPJqEqDLCmUCvyPB7gG3dDrMMXbaXqbQ26TKMo90HI+TNIGae6KG9y/3dqzeDXg3ZmYf6Igb2YAzkIiE60EUCkijPD4D+TH59TQ1q7T0h4nRUENTT/bVo7XlAY2TuB3edJAORCJKaMjmCbRzkdl3xIJIc8KXNdn5HAFSO1k4nEpt1ucoy7ouOVBDxykmVydZvzNFbZMFPHylT51G2CdukvobKtohC1P5BMiP4mfpPL8ulr1AOG2vF6ooFZ79yZ5t12yNHlzyGffy0TdkmU5fejFSgBe9Ekx/dLyN2sGwVuRfvy0kzjkGNsfxSBj/UATFADGTEQD4SkrFQOiHDETvIQyX1o6JlPIjunh2mzLrXMyGVtB/rNvoW/dHu2W9p1z3Kro1OQiToVWK0ZAxNzWWXpjdumQNhQ4NQywHYKMPY+ra7rTP3TF+PAQPUe+yj77ApVX9CQGqnZXgtPh1o0/cx6pw6JwaqFgPFSYgXRJ2BXHl7c6rcAYSKkJDmFPjTZYnsZSk1QGbO5y/HDBjgvQk2mLb3ZIwtEyUt10Tsbk3v63l6m3hmKkvw4ypPY8x1z/27MXeqV91uxAC1X8aBy8w68/O6ZkGauE2JTiaxj1n6sm0S00Gx9A29XwY7xGRmmYm4oK5224HWbmXz4iQkfKeF3XAVi4JAluAMEh1kQvpydBwVHHTgasR6yiFrU5bhGczYg+PrRl3X2wkMfWUKsl5gipJUHawMG2QqyydDFqZEPG8PR8a6lE7TyZ+N5eTvmqBpdmWQniZvk2EbaaNhN9dso2fu5E2odpuLpW/ofbs+frfs2ZS+gHWRoDQXDGQhIdHHMXXH8QKCCg6+MzbctB80fEcpIzCVxghKgRM19ydEHX40sOl69TGaNhzF6wCopTHL13nlmJQ/vNckvx0jnl2NUD15alN/Y8aUP++5K4B7Zejgoo9BcMgUZIuUqzfhZilLCWBhJNJRMtbl54ltSo2UFQbx5E2qnk0UDoOZELnmY6oCbQpsY7TF2U5Xf3Nd0+W47pnXzHNXnmL3dR4eGfyIAWLAxEAmEpL4yKp2xvztmOBpIFO56lyTHYMMmcFWzg0SEpIpHSTTgnIOIuIKEoZ8KhB7LCScKVF59CyEUZcpv7984iSMZn7z3NSRWZY6d9QXpE8mIfrJqwihSGyz35Zi9Zn5AxJi6KESbQp0EcrhJCGqbQbmbFvb5RRL39D7dn38zkBEDBADgoFsJCS+JKMcnzVtHo7S9Kg+x0yIODlrzdrze+F0si7f6XTNYGgGDwfQi+ZPJF0+Icghq55xiQRHU9agLENngcwpQTdIEwYjrR/n0VNmSDB0/sh1T4aAUGQJsmZbdJnB0SgvU1n6fR9Js1hp+jDqsuqP6j6jvlQZRpmlkhD9MwG6SXoWJZAxb5vi8jvxHLGrzuO1x6mPYukbej9or5aFR2c/pZ4YmPc0DGQlIdElGc9xRpyZH2QCX2u/J8RFDAzHphypmVmfO4iOly1OToLrrroMwwbpjGviEMLrDmdtlJlHVjcJMeqSSo2ZkIhOIzI10GkH9UTLCdvsXVffNRn0bWrL5GFBz9BkDKKZyjJkU4JoEOSsK7CrA6fBPaOu1GseFrQkkZmqirQpLjdJSFwnDPDUCTFQJRjITEL8Ea8KSMr5GlO9fsAIg5URxOWeBDWVRwcTXzkqn1eO05EmBAcvW4VJiA7UCTKGHcDQhZE2aIPWj2v2pdFJiB1gdaj17ZQpyKaQEDO/eW7oIUpoXJ3Gl1GR0Yx1BeWXg4SEWJUZIo+A5tFPudsUL8/Zd4y+VQyL6n6x9A29H9gkLn8oH+9RF8TAHoeB7CSEvx0TvAre6ZCTOo+LhBjBUcpKnAkx0jXUibtkDuo2ZTcDvUt2vVdFk1AzvVmOP9sTkLUsZUXze53RK5+/G+PSjXfNSUJcpN91TePKdc+8Zp678hS7r/PwyOUGYoAYMDGQh4To3yrhb8eYo3M/OBT5nZtwlsj67ZiACMSDtDfq1sE+OQhlYs6OIOHxkoQZJZ88qDSRfQx2290kxMsXnfkqWpYksJffvEwpj+jqfSTRupROHG2O6CpStkO/pjx6T4jKE9rEKyL8rpffgnaYZeiO52UqrU26DOPoJCGOWTRPdG1vn9wFJNFYIvTLjqZv+P2I7g35ed2BPeqHgXpPwUAuEuIvyUTWxZWifIfmz+bzt2NMp+IHbb3SoY5G0BJPb8yERJJFgr9ZZinnFlngZY6LAAAJdUlEQVRQATrhSRQVfcKgrr6agkWIQtT2QTIjuJlBJr0sl65COdwvMjPe22F12qTgHMjjC2MSxOCeKsslj2E7v76mbFNEvljFaiOW4bwt20Rs4t9zXdNGjNwTzKWVl+V+KbhlnojNLYzzHvFR9RjIR0Jo8PwG9wJZcqDTOs2aTqcv4aiCVjyI5m9TCXU3ufMssz71TEiTt6MadE0Zd88+RLvSrk2AAZKQxlZy1mCYNV1D5PVGssEjuLtxQC06C5K37SQhxgxLQzDIvAxsxAAxYGCAJMRQRt7AlCl9VnKRNV0D5fWXYYI9C5na0MA6m7gOb5XCXMapLvnpoGgvYoAY2GMwQBJCsO8xYG9iMkS9sm8RA8QAMVAEAyQhRRTEwMVpeGKAGCAGiAFioHEwQBJCEkKmTgwQA8QAMUAMVAQDJCEEXkWAx1FF44wqqFfqlRggBqoJA5lIiPU+AvV0Ba/Be+W4fqmCvO6jJa9RB8SBenXLbt4XqsnJU1aSkuaMgUwkpDk3gLKxgxEDxAAxQAwQA9WJAZIQLsdwOYYYIAaIAWKAGKgIBkhCCLyKAI+jluoctdButBsxQAyUEwMkISQhJCHEADFADBADxEBFMEASQuBVBHjlZNIsiyMzYoAYIAaqEwMkISQhJCHEADFADBADxEBFMEASQuBVBHgctVTnqIV2o92IAWKgnBggCSEJIQkhBogBYoAYIAYqggGSEAKvIsArJ5NmWRyZEQPEADFQnRggCSEJIQkhBogBYoAYIAYqggGSEAKvIsDjqKU6Ry20G+1GDBAD5cQASQhJCEkIMUAMEAPEADFQEQyQhBB4FQFeOZk0y+LIjBggBoiB6sQASQhJCEkIMUAMEAPEADFQEQyQhBB4FQEeRy3VOWqh3Wg3YoAYKCcGSEJIQkhCiAFigBggBoiBimCAJITAqwjwysmkWRZHZsQAMUAMVCcGSEJIQkhCiAFigBggBoiBimCAJITAqwjwOGqpzlEL7Ua7EQPEQDkxQBJCEkISQgwQA8QAMUAMVAQDJCEEXkWAV04mzbI4MiMGiAFioDoxQBJCEkISQgwQA8QAMUAMVAQDJCEEXkWAx1FLdY5aaDfajRggBsqJAZIQkhCSEGKAGCAGiAFioCIYIAkh8CoCvHIyaZbFkRkxQAwQA9WJAZIQkhCSEGKAGCAGiAFioCIYIAkh8CoCPI5aqnPUQrvRbsQAMVBODJCEkISQhBADxAAxQAwQAxXBAEkIgVcR4JWTSbMsjsyIAWKAGKhODJCEkISQhBADxAAxQAwQAxXBAEkIgVcR4HHUUp2jFtqNdiMGiIFyYoAkhCSEJIQYIAaIAWKAGKgIBkhCCLyKAK+cTJplcWRGDBADxEB1YoAkhCSEJIQYIAaIAWKAGKgIBkhCCLyKAI+jluoctdButBsxQAyUEwMkISQhJCHEADFADBADxEBFMEASQuBVBHjlZNIsiyMzYoAYIAaqEwMkISQhJCHEADFADBADxEBFMEASQuBVBHgctVTnqIV2o92IAWKgnBggCSEJIQkhBogBYoAYIAYqggGSEAKvIsArJ5NmWRyZEQPEADFQnRggCSEJIQkhBogBYoAYIAYqggGSEAKvIsDjqKU6Ry20G+1GDBAD5cQASQhJCEkIMUAMEAPEADFQEQyQhBB4FQFeOZk0y+LIjBggBoiB6sQASQhJCEkIMUAMEAPEADFQEQyQhBB4FQEeRy3VOWqh3Wg3YoAYKCcGSEJIQkhCiAFigBggBoiBimCAJITAqwjwysmkWRZHZsQAMUAMVCcGSEJIQkhCiAFigBggBoiBimCAJITAqwjwOGqpzlEL7Ua7EQPEQDkxQBJCEkISQgwQA8QAMUAMVAQDJCEEXkWAV04mzbI4MiMGiAFioDoxQBJCEkISQgwQA8QAMUAMVAQDJCEEXkWAx1FLdY5aaDfajRggBsqJAZIQkhCSEGKAGCAGiAFioCIYIAkh8CoCvHIyaZbFkRkxQAwQA9WJAZIQkhCSEGKAGCAGiAFioCIYIAkh8CoCPI5aqnPUQrvRbsQAMVBODJCEkISQhBADxAAxQAwQAxXBAEkIgVcR4JWTSbMsjsyIAWKAGKhODJCEkISQhBADxAAxQAwQAxXBAEkIgVcR4HHUUp2jFtqNdiMGiIFyYoAkhCSEJIQYIAaIAWKAGKgIBkhCCLyKAK+cTJplcWRGDBADxEB1YoAkhCSEJIQYIAaIAWKAGKgIBkhCCLyKAI+jluoctdButBsxQAyUEwMkISQhJCHEADFADBADxEBFMEASQuBVBHjlZNIsiyMzYoAYIAaqEwMkISQhJCHEADFADBADxEBFMEASQuBVBHgctVTnqIV2o92IAWKgnBggCSEJIQkhBogBYoAYIAYqggGSEAKvIsArJ5NmWRyZEQPEADFQnRggCSEJIQkhBogBYoAYIAYqggGSEAKvIsDjqKU6Ry20G+1GDBAD5cQASQhJCEkIMUAMEAPEADFQEQyQhBB4FQFeOZk0y+LIjBggBoiB6sQASQhJCEkIMUAMEAPEADFQEQyQhBB4FQEeRy3VOWqh3Wg3YoAYKCcGSEJIQkhCiAFigBggBoiBimCAJITAqwjwysmkWRZHZsQAMUAMVCcGSEJIQkhCiAFigBggBoiBimCAJITAqwjwOGqpzlEL7Ua7EQPEQDkxQBJCEkISQgwQA8QAMUAMVAQDJCEEXkWAV04mzbI4MiMGiAFioDoxQBJCEkISQgwQA8QAMUAMVAQDJCEEXkWAx1FLdY5aaDfajRggBsqJAZIQkhCSEGKAGCAGiAFioCIYIAkh8CoCvHIyaZbFkRkxQAwQA9WJAZIQkhCSEGKAGCAGiAFioCIYIAkh8CoCPI5aqnPUQrvRbsQAMVBODJCEkISQhBADxAAxQAwQAxXBAEkIgVcR4JWTSbMsjsyIAWKAGKhODJCEkISQhBADxAAxQAwQAxXBAEkIgVcR4HHUUp2jFtqNdiMGiIFyYoAkhCSEJIQYIAaIAWKAGKgIBkhCCLyKAK+cTJplcWRGDBADxEB1YoAkhCSEJIQYIAaIAWKAGKgIBkhCCLyKAI+jluoctdButBsxQAyUEwMkISQhJCHEADFADBADxEBFMEASQuBVBHjlZNIsiyMzYoAYIAaqEwMkISQhJCHEADFADBADxEBFMEASQuBVBHgctVTnqIV2o92IAWKgnBggCSEJIQkhBogBYoAYIAYqgYH/H5FHdn5c5ed8AAAAAElFTkSuQmCC
AUDUSD报价0.74785,表达意思如下:
Value of one point $USD1.00   表示下1手,最小的小数点变动1位,金额变动1美元。其它品种类推,可以快速查看每个品种的点值

想你哈师大 发表于 2021-7-12 21:35:58

谢谢

好几颗粒和 发表于 2021-8-3 18:27:02

支持下

万里追梦 发表于 2021-8-20 15:07:37

{:1_181:}

育芝 发表于 2021-8-31 21:32:18

{:1_186:}

发财哥 发表于 2021-9-1 15:07:55

顶下

石木木 发表于 2021-9-4 19:49:08

谢谢

一介草根 发表于 2021-9-16 06:41:07

{:1_181:}

我有一个梦想 发表于 2021-9-21 14:32:23

{:1_179:}

lxhsoft 发表于 2021-9-25 10:00:40

支持下
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查看完整版本: 点值计算器(即波动一个最小单位的波动金额)