lielite 发表于 2017-5-19 10:51:43

AR10中如何实现图示部分的效果

本帖最后由 Lenka.Guo 于 2017-5-25 14:37 编辑

data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAkcAAAEcCAIAAABCgIcJAAAgAElEQVR4Ae29QW8kO5YuFirUL3jGw3u+hvFw8aTqsSTAwOBiXrUEbxq9aKncbT0Y0KqAMoxuCfZGWrhmVcDFBWo18kK1GqhubwTUqoCnKXS5lGNg0Dup4cH1wgON3FOpmYvZlG14xn/AXVfvO2SQPGSQkYzMjMjIzBMQlAzy8PCcjwyeIIPkWfn06VMhlyAgCAgCgoAgsBAIPFgILUQJQUAQEAQEAUGAEBCrJu1AEBAEBAFBYHEQEKu2OHUpmggCgoAgIAiIVZM2IAgIAoKAILA4CIhVW5y6FE0EAUFAEBAERli1f/qnf1pIjESvxavWRa3TKdaUQDRFMC0rQdVCkRPoAK4RVu3z5885gs4djeg1d1U2UuBFrdORiucTCET5WOVTCqr5WIGyA7jEqjWqkb4Td9BiegvBMuueWSkCUSZQjcgE1b7BJVatUY30nXiZH7Bl1j2zXQpEmUA1IhNU+wZXxKr98z//s5XyD3/4gw0vUkD0WqTa1Losap1OsaYEoimCaVkJqhaKnEAHcIVWDSbtH//xH61w3b2G/PZPv/jiiz/9rS253UAnen3/7S+gk726UK4TveJVw7X9xbffx4najJ2h7lwt1ZBtpX8xEyi4PDzcE4i4SJUwb0cEYxePTUWIRhE9RDVohL3CsAO4PKsWmDRUbQcS6Ab0279889VXX735y47MWmd6ffXNFU7axPXm6Zun7TeuzvTyH3t6iLbf/7xU9dOnV8VR+7r6InTYVsOCK/e20lHvx8Pt/vTMM2oeFYBGRXAA/+wno6hnnd5PVHuLYQdwOatWNWloLR1IQG3y+29P3zw9fvXzzsxaR3qx5+3Lta+K3/9920OY7vWCir/9U1jsN59+86svjb5f/uo33XdGM9HdaJz8/cmffbr65vdP+zFk6ydESezmJEFQbVRRHcBVWrWoSYOsHUiAUr7/q/ffPf3ZT778aWdmrRu9WGUrFY9dv8+SphnsXC/9RvLVN//D7N+oZ6B7XtVRu/7u/V+1/UaTIUxvIcqQvb8kgmqjumkdru+/JauWMmlI6uDLnjVqRaHM2mkX32Q60Yvq+ruvMQGFa/vrP3rTwfClM71IN319P/yu+KN/a4dpJrr73xnonqnkl//2j4rvhj2wav2FyEfSPDVz8Vmtm07SByjjjmHYj4kCI3PrjfD74YMakwYxWrerKKMcqZHSnb3VdqEXKVTY2e2rtdMOvq90ppdSrl//lln3zJqYF4jsU/PpUwevgpngJcn6iSrDkH0bSCrRXUIHcD3gKx6rmnUgwW///OvvijdP1YgGQ5rvii4mazrQKwDzy18dP23/w1r3ehXdfDAM0IzdzkD3mBiRuO///vfFV2s9GM72F6IIanMTJag2qqrW4fpyza0WiUrWugQFFj8WWGrgrjdPOzBr7esVhbP1yBno1dn4ehR4M9B9lEg6nd7bnrb/TTVDmN5ClCF7f0kE1UZ10zpcX/501lZNGbWf8aUGP/nZ0+++/vOWV/i3jmylnmmZ51c//2nLL+zd64Vp41+9+qbA50O2lh8r/dldBYt2Imah+0hNaPcVrRDtx0RaLyEaiWHfCQTVRjXUPlxfPqwXqO0ve3qkxo1aUcCsFU//8rd/9hM/ul7Qhqlt62XFoW+2X+s7jEhbXwPZmV5WQQpgIf+nn377C6yLKaOhavfd+Gx094Aob1ilqw+rv2n5XSYmQzSuPxBFxbORAYD9+i5kpTSBeUHVyDvj3w7gevjHf/zHNVq2bVexm+dTpfhoZIVqooi29VLCUWf/q4nEbJy5E72iUs1A2UCO2enuCUKt98+8mP7c9ASiWkBm35BqxYsk9hBVNMIWxwQRDBpEdQDXg3pxOpCgXoCWUkWvloCdIdtFrdMpQioQTRFMy0pQtVDkBDqAS6xaTkXMDU0HLaa3WCyz7pmVIhBlAtWITFDtG1wrFxcXP7ALNcTuKNhIYiEWBAQBQUAQEARmiMAKltTXFP/+/fuDg4MaAknqFQJ/+7d/u7Gx0SuROhNmmXXPBFkgygSqEZmg2je4RsxANhJXiAUBQUAQEAQEgdkiIFZttvhL6YKAICAICALTRKCpVbt7tb1yOFASDA5XyiAit1/djRCLco6gAkdLkUFeSmGzjBAgEDqHWmgEAUFAEBAE5guBplYN2h3s7Sgd19a3TLAoNh+tjlB8eFucnh/VUQ3evT54YShWj66G+2/XnJnz2ZPRU9fu6+vjNR1U/0fbOCe0z1LuBAFBQBAQBOYegTGsWpbOlaEWTFa95bt79fLmdO9jaazIQq0dXxcFs1mBwTq4vK9cl5WVLTSiZNfu6+L1LrtfSZnNLC2FSBAQBAQBQaBfCGRbtXJwBEujrUI5DelrAxNSxodDLRi10JyY+UvNYnByXOw/2Tm6qlgqG3FlxnE6R2CdlKmC0QqunTObnwIwe4E1DLgG2eVWEBAEBAFBYJ4QyLZqMFNkFYanW9oqnNE0ZGngPpDGZPZerg9VvEKAclxuHp/gK5wahw0pv73IvJRTmaAeHDp7FIyu9MAqGKdRAYF1UpyrYzXizcZm4VgtwlcJL/8EAUFAEBAE5hGBbKsWVa40cE/Ivj0rzu8r4x6MlM527l49O95UH8xgYLQZISvmjBrubg4OtsoigtGVtoMVzsakMouFoLONTl6PXzhWi/B1OSUkCAgCgoAgMGcIjGXVBoeVIc7BZdI+3A2L/cvnNLS7+3iztf+EFoyQpSlHdRjj7d6cnj9fb4pcxljNG6Yp+xeO1VSksbRm+rSpJEIvCAgCgoAg0BMEGlo1fP3Cd7V3e0kTFlFrdefoaCe99pEmKj12VVME01Mxo1ljNW+YRrOnmLbE/61TMxs6HFJIFw9iN30a0UOiBAFBQBAQBHqPQLZV07bm3Tp9V8vv/L2lkHcf3l5fq+9stbD4pqj8EOfZPWQvP/OpVG2aEoS2qMHh2tt9fPZbfbJfvP1Au+sg3NraWnTZi80lAUFAEBAEBIF5QiDbqmlbc4ZPaNkXDOHa7Qs7EINRK04vT29ejtiwnTFWA4k1Rvhqt/bMsIShiozq9EqWmy29tWD16MXm8bPt7RX6EmgnQrO1EkJBQBAQBASB/iKQbdWSKtwNBsMwkYZoK7Qi0s3plUtGdo7O999aIxTmK+/dDKEegGHS0NvrRtu1sX5SmzCM2rDSshxy0UDs2GOvRCH7db5vS9s5u9y8vnY7vm2CBAQBQUAQEATmG4HJrBqt7F97V6xZDMp1JDAup5d2kIZUTP8db+qZy1Wya2uxEZXlUh9Q2wTU6hNzpAms1CVZubs7mpmEjSvtGlk0Gi1ySUiW7VdrZ/eXBYS3I776IiVVEBAEBAFBYD4QGN+qYUJxU53uEfvKtooFIiUAarC0W1y6YRssjzoMawWzhfpIyQArdp6IWqOoDhnRNOCGz2OVk7d2dlDc8EQZy53np4X+eqc+vjHxbl7SELJc60JTqsP1l1SAtm18WjMQSG4FAUFAEBAE5gOBhw3ERLePhfGYHlR5YDLOysyrjzYxalPHemC5PVvuSDbo+BpxV8bGmRxY+PjocPvjkyBeJ6MIb3UI2Dz7eFfQQkoyVEeGiSvW5juj0kFTkrgfWqpS7A/vr5h4HjfabRCVxvGQkCAgCAgCgkDPERCvoT2voGbiLbMDw2XWPbOVCESZQDUiE1T7BtfKxcXFD+z6/Pkzu6Pg9vZ2I6GFWBAQBAQBQUAQmBUCDx8/flxT9vv37zc2NmoI5jRpUV+vFlWvnGa2zLrn4AMagSgTqEZkgmrf4Bp/tUgjTYRYEBAEBAFBQBDoAAGxah2ALEUIAoKAICAIdITABFYNSyIn2HVW1Q/8+P4xLHycKvtqgYmYaetlioFC0wXMMK77pULLTXkO3yxopyiuL4SuVYpzV+s1zUSogwtpudUf0uWXMEKAWSVT+8iuh+lru3B4zqoepdxiAquGlfAvbtdGPAj0qFSu6N5nOjCEnzCJNfzEPkqLiosyRkkp+vy6nrJeZcF0tkpxWtloFxULXYZRg9Q04Sjt6Ejj8WdtfcsEzfb1uszD21xx67iYNFMyhLDHxFinCzGveCbjlH7RmvK23cOvxIhDZ1AlukaU/wlbQYRXeTaAL3OqpaKxZhsRn2Mrd+r58zbU1BUzAk8yeunLV7spnnViSZogAASaWbWwsZI7M75l2m+uGuDI8VcR5PmBIdZiEXvj8brKOmSM07XoVP5xrvb0KqWhs1WuPaj0M+8MFhcBB3ztFWp/emjqx1EuKw8V70GMkq35iXGo6as9RkRnHajboNM7xnsqcRUBqTXZ5qTgL6XwKJmsXrfswMFJNsU7fXrA8NW2ORZu8O5GO1mKCB9pqXQUXAfGPCKMifK0hqqAxzxrTnGntX0obWIST5RA20rdVe/UsDmeRgX5FQSiCDSzaqaxopmyJ5WeTv3enf2qF8oyONEHhqi+/fAd504Px7jWKiwmdd+aXqpA9B90top/6SfdHXxSigBNlas6dVhKAdMSdDWsm0kpo+NLK2k76agdgWRlPIpX570Y/tWS0ZsFPOxYq6IZE00d4WIcqFtf6k5vRjrdIA1NHehhx6pELqUgEcsrSqbSyqatYN19jf5/9/X18e4xnFDQdMXg1Uvcrtke38CoVeIpliTu4na6GNRxY1rbajEw2F/2QOfjWVdqmDYWniETuRcEPASaWTWTdeeMukDdyalRFjy8mLTmv2jZ1EVQn0DOYu7P9rJ4RPoKGhBNck1XL+XrBkrBpOFoLt7RwZq823NHiCVEBrKeMSSLp1yKJ+i9aG4lqZNSFaRfxg8/ECX1JxhouIqjHDhD8wTDEF2ntm+jAPX3OGtz3MsMA3gNmbioB/NxC/LyfbQTYZGRSGCjKSMGXJhFDEcxZIhM7TlYVUHabr643aV2S5d6KwkOHg3f0RQh/gHSflyYHX+7r2dPSfcIMKWcTfG06m2tu7NibSQFxsLT4yA3gkAFgU+119mZe4+lh3Hkg8hej9XDG80QEilK3XGqt+tYJjY2LMkn+bm5ufGyx0r0oApFjmYIiSpFkBKUM0IYMjw4MONhGqhSBlBE8nll3Id6mV6WqMoOV4eKVFdbJuuSUKTGvSp0WprLg7CuXMlOCBYHzcIcJG/TK9CdFZCW1SsjTobYQDpwRk2Q0Jdqxhu/yvksMYvwQFTqChh70rRxE0CEIuCbEOo4OSLyl4Lk41mjsAXClagaZhM82wBmIp5VVCdit+iZO4Cr4VjNn4aI4O9e/XUD9uY5DH1IpEgHh2zkwBu9zmXmQmIv0vQyHVzm3do+RvWBFvUyBQMJNceHQVpslKaB0h0maby3t+dcDahREiiiwJkC0r+lJwVOoKY5eYQL3w2L/Uv15o6VE2pFREFnZI5buGZsxmV8rOaKbDekR2A0An31Cm4d4hdNGBR8tZIiQ2tDrGl7iKLmp73PUvoaDW8vX8DV+xCOIMCaEAuHJbpmTdv3fhljVdwM/n14FjstvFaQUXiGCisrF7yQGc3HwLNWNkkUBJquFmmAmJowd6ZGzWoEFonNdID65TpbIBiZXSztFH9k0i+WziA0EDmLtJlejiXlU1266d81NgwD0A5OMIX6epdU1R/WXP7xQsTw9W7ppSCTxeoOHC7wM6BT+XxNbF2rVQRhHtOpkdk2l80fzWGoJv2l2VS9jmP10e1bNflaYYnKiZlbPQXsvUpgjnpIR28jqVxNoytqbb24xanfWAjp1owETcUCVAn4jaAiXWsReB6hNma1i/hMbVSuHDw9ifGJdmtr63W5wMZLotelfDyDrHIrCCQQaDhWw1MbvoomGCPa9GQ07VRSuTGYi6OX6Gf6szs974cDvPBSXlDY/2reLiwJj8skn3o4u3b00iXozk073vbe1GnmjaNJ/cXBAZQ2OxroLaDsWRBsNvzUbxDv1glEr1/malfCJKsth9wcXGufPhVCirD162nFKzaaTUcOb8mXg75ypqxqWNUleU3LfL1VZsV02QQUjb603Bq20u6gy7eWt6wJLGZdUx+A1euHolN4waMgnLy/8haO6m9GuhkbiPhkq03Jr586VRulKT0xOaK1Lr9uQUjvRTEi12g8QzHIqO2fvzh4/dI4rOcUTfDk+SQsCKQRaGjV0owmSXEPFZ6rszXyGYPeRPcpZc9SfZ2nt+VggaDujEx3NYlEU8lbvquTPcvptzGu2nzxfB1Fl/N9ZLWNReLrWLKE02PasydZxJoIPR35WDWTQzBqBb4cobNOzdpl8FYYMOtggrTOlVv0DFYNSfSLite0uEmxE6oKKKOzgt5YIPcRUMWoPl5RwxSUr2cUKgeCRy82j49psUlVTmYauWEFFlXajmJ8rXMKzcXT50VPKS1xck4P/fSx8PRZyJ0gECDQzKphRt1NsAScpnVLnemWG6WVL7RVs+D1V7YjCoY/mUK1o1cpoe0x64SBRQk+6wwO/Qhwwz7iyU323WCgHeQxcbT9NVuvVAK9lG/iixF5Li9di7MM2UFTS5hnQh3p/1RZe0X9drjsAlKEGPBvFh/8vcDcpHjjtRSTeDxN617TfCPNGAMjNlt7/fZD5BXADkppLBSfroiX1KPYsfCkbZrl3vTVo/PTGzW3XlGqMZ4VDhIhCHAEGlk1DB5qd+ZyxvnhckhTzvpgiLb54sVmfnaPkp69R6yX8RKTN+3olSwulkDvrGzCp2rkKBPtV51o5ESDhrV3hVtlXa4jwfzZKVy7uv6ZuqNNPU5Ed4RdHHZaMib8yDg1z4SpZSxN0DN5NAydYJ/AyAILvBtt7h15e4F9k6Legxjio1laCjW+2HuHBrtrtUAjxksI7YwoN7yU1GrGLj1Wi0/L2ZL6ExgDT2rDmGywrYpeywBPtSU1wbM/iIgk/UWggVXD4CE+wZLSzj7MbqrFrQJxceZ1Hv0Mjci2zCQO4tHr6P+pIoJ4endu3Fm2pZcvm9PcmO+6bbiBkbOsds5sJ2HjMgPUL6kPWbGufBULREo+6iWDemhLhypQqzdXcDCnPlNDk9r6dRoh5Cq2ZIjejUaB4KdqGgdzHLqWdIdFifQddcrXWA0hXwayYa/VoGvvHW3BxkIgfJkDYKg3dTCX/TipVFYWVP/jYzWKGbs684UdSfkOXxbNFezrMyaoIZ66Dd1gH4ttREoKggeGDYXhFYctR83Hc6QyQiAIFEXtdrVPdr+a+qrMZlLYgxoPljOHKtGE+SONODcXE7Dw0/TkY4oYtK4aswW0eyZU9uxskBMZLLkJj9aLUzhloZnlVcYalvpWSZdaluH4uJDVi6LSwOkUws0vX5fnx1nmvg4R2TUlePC6qtJRIbaI2hJt0VkBpzvK5CKY3IFkJrr8RaqVymDn5LTESmDOnSJYRiK8PEV/jkvRutaZCgW5KWdLl4PIFOBrbWKD32Z4gjpsV1V+lqIJngGbvtxWUe2LZL2UowO4VmDVUk8b4uE1lLYDL9y1qI7+FlWvnAa4zLrn4AMagSgTqEZkgmrf4Fq5uLj4gV2fP39mdxTc3t5uJLQQCwKCgCAgCAgCs0Lg4ePHj2vKxlhtY2OjhmBOkxb19WpR9cppZsusew4+oBGIMoFqRCao9g2uBqtFGokuxIKAICAICAKCQPcIiFXrHnMpURAQBAQBQaAtBMSqtYWs8BUEBAFBQBDoHoGlt2pqa43ZrZP+NRt3ampIc8ogrOEhSYKAICAICAITITCGVcOuWrvJ1CubEvTld+2peDrWGEcaTX4IlCdFw5tgm6zZlBXu4/F2yzqFjML0S6dx3N+fNzl5saGsUyHnZtyD3mnlV1+kmjiPEgKXJ8onzMFKjtJD1VR8RJ6pANNrJvEnJQVRKr7XKvZFON5UWTOta5B9EV3k0Ag0t2p02NGBdpnMQURboAMp1OUcZaseKBqvGsmzYn8eN8Mxb2zGCtott6urjQ/s4jC2HdZHYZXVxA7mS1VfvJqCVwE63bA8HzTNx9+qbM6cSNGn4uPytI3ajPnDSEWelBREqfgZKzEnxTd/QOZEsWUSs7FVUyf4ne0dBP6S6Egdc748TrmC4wntTykVj2HaR3KL+WiZwJ69rlR7XjXpU3rVMb1evKnenGqic5jLM36T1Q3HMzHtU/Sp+GVsNokqSEGUio/BL3EhAo0fkJCB3PcAgaZWTRk1nHcXmDUc5ec5FjHpqfgCls+ePDhzGNyEDc5j1Qc24jRDdsyhNxExc3EnEAAH8ZlREucySTXB14j1IZ3mg/M9I45nUvSp+H41G45gi+H4k5KCKBXfooCLxLrxA7JIyi+MLs2smvKWpI4PNmarBAKv4v5Z+Ziko6RUfL/wi8wosu9qmF6LdMgxDW4+RtyQxAh7Ele+okxUTTQ0sAdK11f3B/vd1bwlpOhT8T3BrQ9ipCBKxfdB5rmTYRoPyNwpvQACN7JqOPb92jgQCczaAkBBKuBN17fOUb3Qc1TjVx9tltN51bQ+xuDzC47Sj43cmkgLz3TGx0JdNuB6fXy7V/2eV5dJ0gSBGSIwnQdkhgosb9FNrBqMWukCkPBaRLNGGmaNy2KjNwAyN4M1PLFw0e0t7BzrGch1t6qWlxgLSg4ki6h7zbFkkEyCwNQRmNYDMnXBhGEGAg2sGo3UuJcwcsVkfFhiDs/v0bU/+CIVnyFZ5yRoyOSx1LrO1N/VzGQZEyc1oFtbn4++uvrEjltNoVHL5YNxrcIzRZ+KZ5Ww7MEURKn4Zcerif7Te0CalCq0U0Mg36qp6cdy6b6eScKCbuPRPpx+w4S0mslLxU9N/ikyCsYTV1pJM8BwBQUDOuiJp4C2a2Hp52bvhyDVJxaajVlNppYtNkk+WI/DXw/wXqDypOhT8bYgCaQgSsULYpkITPMBySxSyKaNQKbXUHJByX0l6i6fRZL3P+P+kPwGmnAq3hpGS1nGdPLje64jGesuT3EQu3vcKEWhsfl1iZ1o4hfi6+Wn0Z0nPE8mCEyV8eoraYx+PEuUWYoPGFhgOA0P83JT8TXyjNLdk33+bipVkIIoFQ+VFxyiKVQqwLPt1GMnqHpwTHDTQSPM9YXNeyWmkdcIqFfSl+kfNWUsnhqJf/l5WBltBH1kIUxN6W6jNSThjdvuvIYiW7iUA2RStoZZG8ownr5eLEEHq6g7W1O6zqZKcfJXM7g0woLd2cJi1Y1ExsrvNxL0jeUZobuVb84CDLfygXGgN4GO1F5QiKZXo1WwRzwggmpj8DtohOILG10F5sfe7UU3clE/4lIxOaGOxXKzkneDQbGzQ6eJIO3k0RWlgJ5OU3FExKSja5ldPS2z7pnNSyDKBKoRmaDaN7geNhJoQYmx9RLWKHW5VPryduSRre6YjEg700mgv/eI5EYQEAQEAUGgKwRWLi4ufmDX58+f2R0Ft7e3uxJGyhEEBAFBQBAQBCZC4OHjx49rGLx//35jY6OGYE6TFnXSYFH1ymlmy6x7Dj6gEYgygWpEJqj2Da78lf2NJBdiQUAQEAQEAUFgBgiIVZsB6FKkICAICAKCQEsIiFVrCVhhKwgIAoKAIDADBJbeqmFFPndonQo7V8/JStKcMgiTHCRBEBAEBAFBYEIExrBq2I+1Eu27KUFffnIqXm3yWvGOUppQmzGyq3Oy3E5Cs+U63GHsHQTsFDIK06/aynZ//mQMIbrMws04P8WK9tmVl199kWriPCp50nyUmpScVW6ET225XYLYh7JCMBioEej6IPF8yODA491cDdrzodYySdncqpHPoYPN45OBDxNqnfYeq2u4/3bNPGOpeLVbOeK33ufazzucIGvOdzBW0J6dsbpKe7J7ezV3YI+HvFJNwasAjgHZ2n+i9E5Xt4ZkcPjyhp8qk6KPx6fL7S3grQpmWqF66sy2/zh0rcqxOMw5ePeXm8e2H4OKUbQXR/UF0qSxVVOO9M4CV9gwUXAeeWmeKxzze/D6nTJ7qXicxfFx7/7q6NECYTkHqlDtedVUuoSbqJoGh7tF6eogyUdjQ36zX7zQ5/WrmBR9Kt6DmJXrxS/JTdTLX/pJXBJUJlOTTi53/gJ3np9aVyQJtCcrTnK3g0BTq6aM2k7FuRoOYfdcjhnna6l4HBN/dGSO5WhHswZc2ZzD7mvtbGft+Fp7olETbGbg2YBnP0kbO7AfXU1kqYyhTFe3gmNw8nb/Oa/1FH0qnoPKy+XxSxT2HrlS7xzolgiihqpiMsD71sCzx9Dm6RLuDQLNrBp6ktfaGbYxW6UiKb/yqfje6K8Eicwosu9qmF7L8iRaFL6LuX7pGJOmfEUpigmqiUZVe8ZS1fLB5OP6ufVep+RJ0afimRJeuSx+uYIf7LdQ8+KVAd1yQTS+tmq23vlbLIoq2uMzl5wtItDIqikXa2UXFpi1FkXskjXedJVfuPoy0XNUCULHVlWKfsXgC8LL9aGZNB5XNvgNdTM2dUzU5KNv0+rIR6VllzuK0dymo6leH9/ulV+yT292wzU+c6vZzAXHo0FTNPyMckF75rXSQIAmVi2YdK58W2tQbE9JA4egaSljozfY+bkZrOG5fVacJydb0ooHKaEz7CDZ3VYmH13SOKHscsdhPh951MoZ81KyenR+Oh+O2OcBXLMoae+dXa4raM9DxRkZG1g1Gqnpj056Mffu6+L1S7iApivlVz4Vb4rv0y96eizOdzMO+ruamdlhkqYGdGvr89GxVE3auNUUGpcUn8jko8IzRZ+KN5UQlmvil/gXUwW1kC4xNGOrvnM2PL0xXZzHxaDtRcpNXxDIt2pq+rFcuq+nPbCg+/rtB2XWwuk3fLFRM3mp+L6oz+UIXseutJLmbdhRBgM66AkzQdM/WPq5WeLhqPsWqpo0SDhmNZlatjom+ICOvQ7R29CufglO0I+Sp1KuFWCJAljixN+48KqllE9BukTITKBqAKrjFCQYtB2BhPqEwKfa6+wMzsLUBbe7vgtjimWR5EXWbOggF70mnIrXXImDoSxjOvnx/bGSjNwtihMAACAASURBVHWXpziI3T1ulPhGDQZIJ3qEhfh6halqU50TniePU00eEiWzEXyIymClcqToU/GUKVYuokfprspboH+8rXG4eBg0/PlaNoia17YHGCFpHpcU2kvY8Jqj6uXooBEWtUbtk7VqvFKZjF4HQy1CX76hisVTg/EvPw8ro42gjyyEqSndbbSGJCS3o3VabOE6HYKAlHUEbchex9PXq0Lp5LXYm6dWSx5WXzUD0w2J7M4WFqtum4gA0r1sKfpUPNWBx6BkPkJ3LsKChFntuGok3VLQLR9EY9S0A8+aNMUlibag2gjlDuBagVWzPVw1AP9qBwfWWFXT5zXGd4mE6YV3e/fVuUatnUvVX94uGeXdYFDs7NCpGkg7eXRFPEDPV091CpGvV6dFz7ywZdY9E3yBKBOoRmSCat/gethIoAUlxt5ks+MqoqFLpS9vRx7F6o7JiLQznQT6e49IbgQBQUAQEAS6QmDl4uLiB3Z9/vyZ3VFwe3u7K2GkHEFAEBAEBAFBYCIEHj5+/LiGAWYgNzY2agjmNGlRJw0WVa+cZrbMuufgAxqBKBOoRmSCat/gyl/Z30hyIRYEBAFBQBAQBGaAgFi1GYAuRQoCgoAgIAi0hIBYtZaAFbaCgCAgCAgCM0Bg6a0aVuTrA8Dq/2ccHas5ZRDOoJqlSEFAEBAElgSBMawa9mNx1+cOKErQl9+1p+LVJi97fqjj02lInZPldhGaLdfhTl/vIGCnkFGYfnGIJA4UO3/SqfjNC+NmnB+5RPvsysuvvkg1cR6VPGk+SlhKzio3wScR3RyIxcnhQxpWjgf24ijdpiYKQh83QbVNwKfMu7lVwyF8BwebxyfK1bWTBrVOe4/1Lvz9t9Yzeipe7VZ+VuzP4xZvHL5rDrcwVlCfOgI4VldpT3ZvL+UzylQTc1/SrJqCVwGcZbG1/0TpneajIcE5xzf8VJkUfSI+jA7tb29xb1GwEFIUZVqnehpTpwu0KNJcs8Y7QrxfElTnpV4bWzUyantnFS805MTReESmY34PXr9TZi8Vj7M4Pu7dXx09mhegFkNOqj2vmq5vh6TZRNU0ONwtSlcHST4aPuVk7YU+XF7FpOgT8XSwtHXnJt5XCMIKpOQCVqMt/8dAINUvCapjgDmrLE2tmjJqO0XoMxRnWHsux0x6Kh5jmqMjcyzHrHS35bpJrZXd8nT5teNr7YlGTbD5kxE23/wFcO5J7NV9kmqibtUYyjQfBVXFyVqKPhUPLtypa3g+/fzVx8QSVyAljt6jOHERy8Ug3S8JqnPTEppZNfRgGKmRNTJmq1Q05Vc+Fd8vfCIziuy7GqbX1teyBJ4bp6GlNuUrSkGv99xaKH95WRrrUV7pHn0En4iTtVS5qXjIFGIc3meKvRhkEUi1Yh/sN9KFeSHrQY0Jqj2ohBwRGlk15WKt7MICs5ZT1hzQYJDgd+9RmdHpVuPnbeCAT1Qv14exkVtVt3QM/HfaKcE0FVLUTNnRhN8cV5/sF8fPSk+1WN4CV21LfMUhRRO+Pr7dK79ws0+nS4zU5KoLqpNj2B2HJlbN+6oRjta6E7nFkgKHoOmSYqM32Pm5GTjApD0rzr2FnWlla1KynVJHZ8pqGCeSsEzlcvN4Ta+73C1OK/6MEvkWMToBqVrJY15W5NvjlGpeUJ0SkJ2waWDVaKTGXBrjE1Tx2rg/xxye36MPbwuatkvFd6Jbw0LQ02NxfrnsAXn1d7XIDE5qQLe2XvTeFTZhUjVp41ZTaNRSfFIzZSn6VDxJTy4RyuvsUThzSgTLcaUgDbXHFEIYJfcTIyCoTgxhmwzyrZqafizXhJe9yuXBddmNh9Nv+GKjZvJS8W2qNC7v4HXsSitp3nod12BABz1hJmiJOZZ+bvberFVNGjQbs5pMLVtsEnxAx16H6G1oV+9ZS9DnyoPXC/2V1wqwNIEkpLTtkL+JAaOlAaVFRQXVFsGdPutMX9jkXtf3t0udPoskT7FmQwd5kzXhVLw1jJayjOnkx/fHSjLWXZ7iIHb3uFGKQmPz6xI70cQvxNfLT6M7T3ieTBCYKuPVV9IY/XiWKLMRfCi/xytFn4hHXosvJyG+o3QnmgW9PEhrMFpiiBrWvIco5RVUGyKYJO+gERaZVo1XKpMXPYvtZajiy8v0j5oyFk9dkn/5eVgZbQR9ZCFMTeluozUk8btSp8UWrtMhCEjZGmZtKMN4+nqxBB108lrs66uvmoHphkR2ZwuLVbdNRADpXrYUfTyeSeRxEavmMGYYueql5BHNw3FY2hCDLuzLWJKgOkED6aARrsCq2R6uGoB/tYMDa6yq6fMa47tEwvTCu73oRi7Sz6XqL2+XjPJuMCh2dmhlH9JOHl3RfCXo6ZSV6tRlB2D5enVQYI+KWGbdM6tBIMoEqhGZoNo3uB42EmhBibEAoWZHuEulL29HHgarOyYj0s50Ei1n8IjkRhAQBAQBQaArBFYuLi5+YNfnz5/ZHQW3t7e7EkbKEQQEAUFAEBAEJkLg4ePHj2sYYAZyY2OjhmBOkxZ10mBR9cppZsusew4+oBGIMoFqRCao9g2u/JX9jSQXYkFAEBAEBAFBYAYIiFWbAehSpCAgCAgCgkBLCIhVawlYYSsICAKCgCAwAwSW3qphRX7pzbn2J8M9peaUQTiDapYiBQFBQBBYEgTGsGrYj7US7bspQV9+cipebfLSRyfNDm11TpbbU2i2XGPLpbfJ1zsI2ClkFKZfHCKJA8XOn8xOl6ySuRnnRyvRPrvy8qsvUk2cRyVPgo+LDlqPS/DLTcWXWlKyJ3+W9gtF5BDKhHShtG9PGYdroxbZnkDCuRkCza0aTqA7ONg8PlGurl1h6Oho77G6hvtv10yHk4pXu5XjntQd056GcPiuMXnGCupTRyDv6uqE3lba1XlwqI0v1dOQuSlpVk3BqwCOC9naf6L0TvDh0fd06v6o5sEz8OZk0MHhvjfh6TQmbTl+OUJZkC4HLBNrCZMGD022I2N+j+LxExcoDKaPQOaJWbqW8V+fdxSeehQeg2TTbUAzcLfD01OygS7CltBFIHlqi7FS4VjNE4olGnpl1Yyp84g7vUnqVUoRwG1vbUDTuducanLUYXWaFADGDxlyt4YgFC8VX9KpCgholuw4KIehwsTdBrB4t6OaRwnvMv+4B9pHIRUPKkHVh2rEXQdwNR2r0UgNfkNDn6E4GdxzOWbSU/EY0xwdmWM5pm+qG3J0Mw5wr6NPl187vtaeaNQEmxlZNOTbP3KcexI7yWuSaiLflZcl0xQfjO28KVwDTIo+FV/mS3gWM1yX4rcppEsByuRKon+Lug1OxU9eonCYPgLNrBp6MGXU4OVq7+D1OzcJCe/QfmPAJB0Jm4qfviKTcIzMKKrRgH7pwFsauYrLuHwXcxkZZkxSvqJMVE2Dk+PN0j16Jh81Card2KWaRype4ZXrWWzG4HZZfAakXYoz12VtrX+0H5j5h9tU/Fwru6DCN7JqysVa2YUFZm1B4MEgwbfOUb3Q6VbjQ19hVYp+xeC7DL4fxEZuTeSE39DT55mDbpRII9/Jjn6moaHz7NpE1EWknQqkiwjMmDrh+b8+PrbrA+yH51T8mMVItnYRaGLVyF2m68IW0awFDkHT0MdGbwBkbgZr6A2fFefRWcG00pGU0Bl2hMRFmTUme+/GX70ok48OT4SmAanHUG7gJsm86q0enZ869/apeIGsdwg0sGo0UmMujfEJqnj9Ei6g6cIcnt+jD28LmrZLxfcOBwiEnh7rA904QH9Xi3xSSw3o1tbdI9BHBY1MVZM2bjWFRi2Pz84ZVl+qlpOiT8XL5KOpw+B3NKRBBrmNIoAJFy/e3Jtfkxjem3j57QUC+VZNTT+WS/fLVS6XB9dvPyizhlq+vh06jczH1VS8o+xPSL33ute0K62kiXByBgM6zFjCTNDGltWjF5slHo66b6GqSYOEY1aTqWWrY4oPluNE3g7S5Sb4oDz2WkVvVbvjj/qs0PMZaArpfGrZudTB+xReYLUIqfjOBZQCcxDIXdmPFcJ8cbZZSGEjsbzCujgGrQ2n4q1htJRlTCc//upSkrHu8hQHsbvHjVrOb9ZPR1HqRCNdiK9XtWBPeJ5MEJiNCbz6ShqjH89CfsEdEmVKgo/HkmhMxgS953Pcy+wkCGUapbvLuRAhD5UcSKH1kkE0Vj0D11jjpE0r0XhBtSHMHTTCItOqsTrlSuBpMlWt9p6VtsH0j5qUnj99uXh6DP3LpfECWgr7yEKYmtK9nSokt6N1WmzhOqW9m6SsI2hJ/CRbX68KmZPXYl9ffdUMTDcksjtbWKy6keiibe+gs7gEn1sq3hSEdC/DCN1NtgX6dQhlQrp8EI1T267Ru4eD+KTiBdVGKHcA1wqsmu3hqgH4Vzs4sEapmj6vMb5LJMzmvNuLbuQi/Vyq/vJ2ySjvBoNiZ4dO1UDayaMrmq8E/WTL/CYA1ddrAkZzmHWZdc+sLoEoE6hGZIJq3+B62EigBSXG3uSaxekulb68HXkYrO6YjEg700mgv/eI5EYQEAQEAUGgKwRWLi4ufmDX58+f2R0Ft7e3uxJGyhEEBAFBQBAQBCZC4OHjx49rGGAGcmNjo4ZgTpMWddJgUfXKaWbLrHsOPqARiDKBakQmqPYNrvyV/Y0kF2JBQBAQBAQBQWAGCIhVmwHoUqQgIAgIAoJASwiIVUsDi8WMdSf2I9luLS73Yad5SYogIAgIAoJAFwiIVQPKsEnafvn/sdpfXex4EWPoiLA820LlgeMaduqFs3ZdVKGUIQgIAoKAIGARGMOqUc/uez4vubku309OxHNbYgc9VrAuA+aM2HIzodldzKyZkYZW7ZtL784eDmnvtclSpkVyGg4z/03CnqgmCKyy8CriPMo3AVflUT5hDsYtSo9SU/EReWYO6iwEGAPSWYg5d2VyXFkzrWuQc6fjggvc3KqRU66DzeMT51xNQYS2QHuP1TXcf7tm2kMqXrmEMvTW48MM0OaNWPfQvsdQHWfU0QJSnu2Pz3Hm/eBkbQ1nEQ6xW83sXJuBDvlFpmBPVZN6lp8V+/5O/OA1AOeGbO0/ob3oZACjzQBJ3kEgBq0UfSo+Lk++/otF2QjSxVK9LW2aPyBtSSJ8x0cg88SschCiDj7CsxSeVhRG2HQb0AzsrQ0E8bacdgOpU1voUJyDU5wEhQNV/ONyuDwQvubyuhqerYNwSi9TdAr2VDwGoaf06hGkG3b6lyWyIKW5Wxfy8gbR9tYGwhJq5Bmlu1fwAtwEGBmNgmjvdtkgMpjk/3pwsQaciifOgmo+vt3A1XSsRiM1+A0NnavhbGvP5ZhJT8UXmMozr+s1BqLbJIwP1t7uD8+eoNi9s/sXt2vxD2TAgA08gsnH+/7pxVBMwJ6sJvghOBoxBiU3nsYjVZpPUXjtoxQpRZ+KJ4dio+Rh2i56sAmki47FlPRr/IBMqVxhM00Emlk19GDKqBWhWYN3aN+HNDw3kJip+ECF0lYGsZ3e4ivO2u2Le+ZIEw18uP4SE5D+7OPgEMtElA+U2HylT9upBs0Ls7BnVlOshMHJ8WbpHn1UdX8o15Q6RFPlpuJjAix1XD6kSw3TuMpP4wEZt2zJNz4CjayacrFWdmFmNDZ+0SYnhkgv14ezGrmhdGWdaMFjKQMd6agHKOr7kTZtajUEEe/enF7yw+r9sdqs1DBg5v9OB3b4DXXu0dOFY/B1fXxbrimFz9Bdt7gknUlS6hAQSOvQmULadB6QKQgiLJoi0MSqkbtM14VNx6yh6TwrztkIqakCk9LDi7taxXhW2JGEHoOV/7dfFTjT+F4P4uAX9PT0/AhOvrWjbKLx15bMyVhtWrCHzrBTtaFeD4zFB+Sn8+E1PKVOH+IF0jZrYVoPSJsyCu8UAg2sGo3U+KYs2q/1Ei6g6QpcxdJcVLGOzj8Vr8XpR9NZXVWr9/DlRzlI87584iOxf+0cHSlqtyRk/sZqVdjrq8lHgN+FRi2XD3xdKzYp+lQ8L1vCHgKjIPWI5aYWgek9ILXFSGJbCORbNTX9WC7FL3v+y4Prtx+UWcMzdX07dEJiQlp9Z0vFg7LadFz22YS4yS5HavQJLXqlxmqUr9fjtSjsNdUU1b6MNLVsaZJ88NWSo4LZM5UnRZ+KtwVJgLbzNYFUEMtEYJoPSGaRQjZtBHJX9mPUUh3LsEi1Jr40ejTCMYOZRDyiq+y8YVKrN5HFuJ7La1N4ItIb1+l92Mjhj9oMi05/I3p55SdhT1STyYwaNRVqopS+lTpM8WEtRfkUNtxS9Kn4svSYPKN0d4IvRqgppNB62SBqXtFod5U2rbjUNEhBtRHOHcBVZFo1/ggxHbxGAJryMn2WpozEUxsJrnhjYmVNMxhB1knpCRaK5Vq3hcQGvP56muJm84roxfPWwu4AcNVXzeDSUlY8xgdCMFY+pgl62uxWXq5MxqSSNkJ3jsOChBkaeZAuH0QNa5ohahqfQzbWIIm/oNoI5Q7gWoFVM/UX+YV/NdqQvHBXxCXS4FCfFuLpGkZ60xPuZvDqsHhytkNf3BB58sisofR4dXET0auLYntRxjLrnlkBAlEmUI3IBNW+wfWwkUCLTLxzdlXdbxxGYuHZlQXB3ewcnZlYRNqwiZNfQUAQEAQEgY4QWLm4uPiBXZ8/f2Z3FNze3u5IFilGEBAEBAFBQBCYDIGHjx8/ruGAGciNjY0agjlNWtRJg0XVK6eZLbPuOfiARiDKBKoRmaDaN7jyV/Y3klyIBQFBQBAQBASBGSAgVm0GoEuRgoAgIAgIAi0hIFYtDaxxW8k3uzJqvg0WKx/lZEOGjQQFAUFAEJgRAmLVADxsUnmWiPdDBx7TZc4vBKUxdERHJ4btlhlwGCQ/mSRhB2dUx1KsICAICALLg8AYVo169ujAxHX5fnIintuS2ZoBdVCstmD0H1sx1b5fZs1Mg4B3Gnvpc0f0ySImS5kYyWk4zPw3CXuimiCwysKriPMo7bqr8jQfpTslc17sTcHxIMoIn9pyFfel+ucQ8h9IBpMP6VKhM66ycVQZpqrFe0143KIkXzsINLdq5HPoYPP4ZOALhFrfLcoTs4b7b9dMrafiU57Ufa4d3IXNNTyFX/faRh0tEOXRe7YHJ2tr6KWH1nlNBxJPUkQK9lQ1KePyrNj3d+IHrwE4BmRr/4k69TnNR0s9OHx5w4+VSdHH49PlToLJfOblCN1fbh7bJw5VDN+3+v2KP4nzqWbHUidRhRzuiBuA2+cX144x62FxmSdmsREK1S4Oj/HqOIyw6TagGdhbGwjibTntBlKnttCJOQenGKvhQBV3VE4oC4SvuXxgwrzt3qf0MqWmYE/FY9x6Sq8qQbphp39ZIgtSWnCrR8E8koc5fSpeF1j+D4hG6e7lnfsbtFTeQN1tgIp3u1wQjVHHDkaVmd16OPqcBVUfjxF3HcDVdKxWeocNnavhEHbP3bxJT8UXCU/qNcai/SS8p9Fb7tkTFLV3dv/ids2fKjMSAANm09HyfTvW57e4BOzJaipWj46qJ64YINQv/KMXl6XOaT6KdHDydv85Z5eiT8Xzgnm5PH5Jwhi2Znol9B7MJUFnXDXrUBUcx0W183zNrBp6ktcHyhm2MVulwMPba+V5xsoPD1kUTsVbOh0obWUQ2+ktZtPXbl9o56C6YFgA7Qbbn30cHJJ7GrtOZD69hgawZ1ZTrEIGJ8ebpXv0EdWNycf1c+2dzjBKlZuKN/nw65XL4pcyqOaVX2hsd56f3hi3h/g2uXtTzg0vJTATKc1RVYw+WMfCfpcwUSmSefoINLJqysVa2YUFZm0CyTBEerk+nNUIB6WrL2e04LGUAS9sLoTFI+svQaE+uxPx7s3pJR+e+WO1WanRHP/pwA6/oc49ep0QNLQq+906sty07HJzGc4nXdl66Yu2bXlovufFM/05GA9W5ohuPvVvR+oIqpg9uD6+LRdFD09vdmUZTjvYT4VrE6sGo1a4Lmw6Zg0N6FlxPsMnb/XofEif1s8K+yKmO4Ty//ar4ugK6UrE1aMXp6fnR3DyPedjtWnBHjrDTrbJyuRjkjIrIbvcLG7zSwQLpr5i7L2zC0upS8YjpT9ukHmT/rdp/UZQVVHmxQF9xmlR+ktuylvoO0CggVWjkRrflEX7tcxUByYcbz4qr9ilzMPbYh2dfypeU02rb50Mp9VVtXrP8wSq+wS13MFnvnOk53ncp7T5G6tVYa+vJh8BfhcalxSfyOSjYpOiT8WbssNyTfzS/u6cYfygHkY8pZuX9i1R+t9JmoRDNeQCZ+1hlNz3B4F8q6amH8ul+2Wnf3lwXb6xoJavb4dOLXwoU9/ZUvGgrPatLvtsQtxklyM1+oQWvVJjNcrX60n3KOw11RTVvow0tWxpEnxAx7Atd68TSgn6ZHyqXCvA8gTwHTjVzvz3y+WBZAqaJlENEjAhOYXShEVbCOSu7MfKVr6SWNs1Fokhi10YiGgbTsQjusrOjJDa/42sLtWbqoOiE5HeuE7vw0ZGf9QWcOrmNqKXV3AS9kQ1mczRdc0xZiP4ED+PV4o+FU8MYuUiepTulHWBLv6QESTm8fTiCWz2nC0ZRGPUtoceQ9UDkjdOlCGoNgK6A7iKTKvmPx1WC6+DoRahLzc/R5SReGoXwcUePsu+tUAEWSelJ1golmvRFhIbUJ2Lr3trGsQZR/TihLWwOwCcCtUMLi1lxWN8uBBIZ0yizUORJ/lAKI9ByXyE7lyEBQk7hLjp4oi6t0ul8vJBNEZNp1Blz4LfKQiqjVDuAK4VWDWvF/dv4F+NNiQv3BVxiTQ41KeFeLqGkd78nbsZvDosnpzt0Pc5RJ48MmsoPV5d3ET06qLYXpSxzLpnVoBAlAlUIzJBtW9wPWwk0CIT75xd8Q3CWtUwEkuhriwI7mbn6MzEItKGTZz8CgKCgCAgCHSEwMrFxcUP7Pr8+TO7o+D29nZHskgxgoAgIAgIAoLAZAg8fPz4cQ0HzEBubGzUEMxp0qJOGiyqXjnNbJl1z8EHNAJRJlCNyATVvsGVv7K/keRCLAgIAoKAICAIzAABsWozAF2KFAQEAUFAEGgJAbFqLQErbAUBQUAQEARmgIBYtRmALkUKAoKAICAItISAWLWWgBW2goAgIAgIAjNAQKzaDECXIgUBQUAQEARaQkCsWkvACltBQBAQBASBGSAgVm0GoEuRgoAgIAgIAi0hIFatJWCFrSAgCAgCgsAMEBCrNgPQpUhBQBAQBASBlhAQq9YSsMJWEBAEBAFBYAYIiFWbAehSpCAgCAgCgkBLCIhVawlYYSsICAKCgCAwAwTEqs0AdClSEBAEBAFBoCUExKq1BKywFQQEAUFAEJgBAmLVZgC6FCkICAKCgCDQEgJi1VoCVtgKAvOEwB9+/ON6cUcS1GdHaj2H+tQo8zGyjBQjWpBEzhcCD//6r//6/v4eQlf/P//da8Rv/+32fKmUKS082GZSzhfZouqVUwvLrHsOPqDREP3ol7/8u1//2svy61//6Mc/DiM5RYwAfDhJNTsv6EemdJ7FhutTLRkPjJGFsscU4Wyr4UBNTcCVlYZXBa0mpm24Vv7mb/4mVfx/c/4/Iekf/uf/NUUwv/GAdWNjY37lT0m+qHql9OXxy6w7x6EmzCHCQOfh737HiasxOjU1JEJ2noWHLdsgMri1ZAjUJHEyHkYWflsNawVHktmMWiN7qwOBmjqSS8tRDfLKbRWBDuB6WC1VYgQBQWBJEAh6fH6rTQJwsIEaTHgvb8mikTZ1ZIALA+JAjBrm1aQgb7RoXZylrDKJ5pLIHiIgVq2HlSIiCQKtI6C7b9uJ2/KivXkQGdzavDwQpUFxQTxubS4btlLZgE2yxJkBXlwqDFY8qYZzJlkNB0nqAIFmq0UGhyuHg8mkunu1vbL96q6eCcqZuKD6EiRVEBAEFALoqUcioa2RJqv27DkxtgjOCpG41aZLB3TYEqcCXGaE7V+VnjNEmGfkxJyMx0t4HhFoZtV2zi6LXTJKZJtiV8VeKUIXe/fq2dv94dXR6kisDvZ2RtIIgSAgCDRDwBoA27/zvh6RQf9u6VGMDttAlINODZgEIvISg6TxbsGwvsTx2EquOUXg4c7JYfEv//2v/7uf/WdZGuyc3Q9fbZ8MX2xunZ5nWKfVo6v7J6+21w4f3Z/tDA7XyKZFTBoGZ7u04JJdr1d4xNZpli1k+SUoCAgCFQRs729tEki0mbFJPFM00hJwJjoSMTpLNUkT6FT8t5SWW2ZAZ0zxTzHRuerV0XktZx3IyZIqVOJngsCDwfNvfln8xS//l/8ju3gYqrPMcZQe0q0dXxevdzG0g+G6Pl6jMZ4bveliYSz5dXlQHFzyiPsMA5qtgBAKAoJAgMAkZgasdHYd0JwRo+2BDthbW65Oxa22Nza+PtCImLNCcdZc8fhq2IpqA1UaiekzApiB/Nf/7S/+/er/+b//byPEzPogVuURWCdlqmC0Khd9SrMXzJ8ygyYiNII895hycRYSFgSWHQFtLVL9PuKDvynixe2NFqOGOYhrUltN0rLhf6ulCPPJEVBrIP/Ff/pl8RdXw//+363VMMQQbVhsr63cXmIusYZuzCQarZ2ZvDBx7/Yyi6E5ziOTUX4FAUGgMQLWlmgDE7UcPHLqPXtNuTnK1MgTJPFbHtalcB15udX4agynl/BsEWi0sl8btpNBsTNVsxb5qAZQ/O9qiJBPa7NtKlL6YiKAzp330QgHMfVqa+JolmhkilvTcjkfLT+K45E6zFWzqTUyW5og0EiXIK/cdoyAXgP5r/7Nv8wst8FHNc3Rm0ksZxSDhSH+R7Xh6RY+quE/rFj5aW04pJB8WsusIyETBHIRmLyznsQacSmtpeGROWFrt2ygPpdVWUteQwxK/NUQSFI/EdBjtf/nH//f//zf/Cd5Eg4OD4szO1dYn8fODuLj18mjnEUm5TLJndW7j8WzD3dHrVk5qwAAHG1JREFUR6vIiuUm+DzXxrxnvfiSKggsJgLWhEQtQTSypn9P0Ufjo4BqeZCELDaM25pCo3xGRnLm1eJ4iVz4IJcuJRo5UgAh6AABZdX+v//r++KL7X+RU9zdq5c36+dFMcwgxsziy/Xh1aMT+nlRrK0catNEdiq2a03FF1ube6tgvnr0YnPl2fbb62IfAzWKkUsQEASmgIDtjrUJqeHIe3YeBoeaXEiyRWgyfRtEWg6peBDYQkFj6WsCNaw0B8vQMkEMzxXcgoyn2lwS6DMCsGr/93/4zV8U/9U3/y5HzMHJ8eYLsjEZVu3u483Bi7PVYlBs7T9Z3TkanmLb2gBDLozgLm9Xnr164uYU1YCswJTj+Yftk1IQbPl+t7K7eRnb35Yjq9AIAoJABAHes/NwhNREBWTBraEqf6tmAPTVSE1djbfMbQCUPBwUx2+jBaGIeg5BLl5WVDzNkJcr4V4hgF3YXxf/xf84ePyvM8SigdrpeebsIxnAPXJxYy6ajkT4bkCrTchi6a3ZhbJom9ieRktQ7FFag8Ptj8+v7i9pwX/t9GNq5GeKlV9BQBBoCQFuAGwR+ZHIEiW2rGoCqYzV+GpMlW2KJhofjazylJhZIYBd2GeD//q/zCpeDdTsYVflfmqzpaz8NTvLBoe7N6fPY0slh+92sYqy2DkbDnU6WTv+0ezmJZ3G9W5PjeRoJclw/SVxT5xASdndoC9LESESBAQBQUAQWFAEMAOZeWGg9hoziiW1t70swgHpxqStrRe7ayvHlggjL5W0ulr9Wnb3QX9I82YdyW7JjjSLnwQEAUFAEBAEkgjkW7VyAjHJKZnQxCg1oU0WKAlLj4B8+Yg2ATiP/kM0QSInQEBQbQReAFcb07kP/+Ef/gF7wSBW9b+WFa5LGwk9L8Si17zUVL6ctk7x5Pzdr3+dn1EoBQFBoHsEfvTLX9pndoqlP/yTP/mTFLurra33799vbGykCOY3HlCKXvNbfVHJeZ1iRLKQ9RtVPD+SQ5SfSyjrERBU6/EJUjlcLT2nzfyrBfLJrSAgCAgCgoAg0CsExKr1qjpEGEFAEBAEBIGJEJjAquHoELOOfyIRTGbw46v3sQ9tquxNMSN/p62XKRAKTRcwwzj3lwRIbI8IWIwLwcxVDPRwt9S4sptTPlCugPkPCURt1KGg2gaqI3hOYNWweP/F7dqIvoIqtXJFu9bBu9cHl+ysRyyHJPZRWigVZZze1TYCBp48Zb1K1nevnh0Xp+d2ux8vMQyjVzVqk5omHJI1vQeilwW8t47kp06FyZCUen9W/1AxdhAaiZmqLVRYtq1pqi6nV40re1djNlC8iHRYwVR5CExEoD+QCmIc4xGNYUSy4xMNzQ9EUfHHiGxUL2PwpyztoYrarnuQ65WbtKOs555swGOC2Dzb0+Lpm0/J6+zMc1JN5+nXXe6Y/fK0/fvLgzAOPCKeRL0z+mNeRUM2VcYoMs7byMJ+b25u2B3lq1OLnOBwcoSrxdeWHdOISnRIcBFQ3OWl8gVedQoeyBHcBnqlimXKlhJkUCpfQEF5CnKtBThUYTLkVbjKlGSCyZn/y3X//x8/ZjomgkzcDPVtVTFaxgFyugQ/3lcBVJaVn6Lu6pLr0nT5dZxBwSFy0ibgoWimSAa9LZ3RMg5KP9XOLaGKqvwboWeF3kS4Yr1SE9EmV/k7bqHdoeoL3PDJGUGewCgR7UtCDX9EjfIMvBHiOeVJ0wo/eFPTpitJtJ2MLqjB2g2prrXKfhsOOQ9O3u7TOEa9Axy+49ypPN7lh1mncd+aXko4vFXtFspIkS7lpVuCG5uWIijbCBh3lAs7vOn5TsHT7/FRGNbW+RtEtPGVEtCuek8yc8d//erV72vwp6BFhHuh8riZ6Kta/CialcApUVSL8SKd4ApTd2tDTJ1soKC0q8vLzWOcbKrF4wnD/bc2fjzhKdfooRdRsCvwIG8kS0jAajz9OjhViJRKz4p9dBctXAADh6jrykUFPHt1pwqZfr3Uyt4aqrWlTpjYD+gmVIJnf/AVv8sN47gr++CqwyGHrnvO5eHoqOG91r0eneV/f7bn0mpCkX6SuthJrunqhVMtaYqOTBoO/eJ9PZpRhq9vIOsZQ+qdX2RMDPoIfFQyUOcX9HoUFen5Bu/oqLOgwyTaiEWNvaHRO07kYm9B1qwgkKCOMBg3Ss2L6rPZSKmIxiXnHKBw9k3hDoLbeX66dfNR9Z50mpydP4e/iYPX70pzV5V7a73O57ylRwdJE8aewJWsvAaC1/G9d35ey7gS6AYiPA0f93C43aNK+dWIip5VkiCGmq2d38crYmmPW6iXoODk7VRRTZYyhYT+QTexUl81mYEc3Qnxp4x6r2ivFRKV3RxodUosU6JXLLM2/eGjYMobK9GDNhQ5miEk8qSiHKQE/UYIQ4YHB2Y8TANVygCKSD6vDG+KCSlslJKTWwMRKQSZq/gz5lyIoG/VSaF2DNsqY86tQZjXqZ7ZgLdZCOkKSGPAdEkTVWWx3G3A0FguNZpbEJyE1Vqm/GU6E1IXYwtRt6EMfqoi4RBpFt1BpMvD/4pcpOKoi0NkObFAhalOCzFxhU+j0LL8blDNETjy6BqMoo+lSuwaOg5XWzOQo5qTn+7P1BjE2G84ZvNG5IYuJFJlDA4xgWBSqo3YzIXEBhFqJOH/4yMjX4XoXYt6mfKABA1waZDGz3JmyYAHT2Fpuvb26L22PCnzYA8nZ4KBgcdkyv/VIzAaPb56dafnZqqZ9WxNWAgQx2jTylLNlhETbQa6OUzGuL7sD88w+Ldv8PW0ZWoWUJoWHm7hl0nV0fD2evMRP9YUDUoThZqrzinofeoggHeLS10GjRPrRnmQ4fqYDg5vdHUGUVqqSSHSnLfWP7oJWTPAba9e0upQSguoBihRT1HpJctHV08R+R2imQ3jsaaT7BV09cDmpU6wBrK+gABZ1cwCi2SaHhiB+uU6634is4tlFfDKTbxlUG9Z11HUCz4itZlejhnlUxOkr7EK0V0MA9BivoS+UpGq+sOayz9RiGaJ4eMOPFYf3b79EOUFAWMTuHoaNLR0JQdfF62V/6UsgMspHoZ8IKISNotEY4M+mLIt4lOw0QJzgDITy+pjaQKYpKj4Urq1tVUzPVnNWbYEOvjbt5w+qVptV5my9GmCu4WBqMCq3evjYzNfPzy9Uc9QoG7d7Rj1kmLXIqqsyOFtcbD5Nv4SY5YJ6NdG/T82VlOdZJ+gY/pNFGxo1YBl3euiL4p9I6X3Cn25twsXR73Es2O8Z66pnu5wAJxpwAIK+1/N2/nc9apZGsRM4WpHLy2Y7tifFee8kakwWhpHk7rUgwMobXY00FtA2fkiaN6sGqvrweu9s5menQqiT5q6UujOXrAMzHaZDCSDfXZ0RTnt+BuFJvIp+ANmU5qahzoUBodIxchfq2PldNNPJGukwNFA6VINR3y5MvVTJw5Lo85z/xxf3V6WixlYWhi8e3XIiPDCw77ohbRYWqI8P2Fkd6DfiioUfoSq47mEiLdO75Fw+4JWj85Pi7cfUlMSPhLqrkm9RLKbqLZRNeVQ33ez//zsRZHRjlymZKgH0CVlGyehoVUbp4jReUwvoTrGszXyRoOeVPenZa/qjwCIJWxAuEBQd8W85x1ddosU5TiF7FnOpDh92H7xfB0C0XgUna56+y47X76OJV9kbaw9eLlJsT27GgBbY8SHw/zTnGcK8ABTn0I/H568cKsaSGmvsymlZaaRG1ZUb746uZQ75C/JqpOTKxconxcq5fRG9SuYcCyXjZQU0dckarK03gerTIpRc4WY3ny7robXxBFGC+bQ3vpi0EwHbJqe6iC7hhfEUQ+BX+MBv+jtpBBFmVYiR0PEW6et49VHmx4rcz/9evGKCW+6QhXNoaBp6Z2zF7dmsWcoS+69gcrQm/uOoTPFT+W3mVWjN4TUozUVccCEPh9suVFa+TJfNQteX63sIf0Lhj+ZQrWjVymhffTqhIF1wMcrPn6glssjwA3zS6N6K68MDHo3iw+0DNNd3KSo2EYcLXuwLtdjUmerunctG4m5eVx91OzAXdWR3f+nh1OW7YwC2UChmqJ4oSu4vh066fFCUpktpM9w5XCLBhN1k2RkptynTLp7fXDAthG4gsjgqWG2a2X0JY43HE48fnhiiHKKbgBRwC7ogyGtIphyvQSFTn6bjSovivcMZNdGvsLwzNXwnEJXVcTFNLJqsWfVsRo3RG/37KIv8C/8N698ztRKvK/2WVnb0SuraENEb3nMplWNHBGiv2oy5YD3g829o3KLobH73liNIlmpRpjRvzSu9CZ/yYKD091ggE+CZ3wjVznBnB6r5czGjZZoEop8oHb2MMFn7RrNWBb6NQ/DrxubQCMrtcDHCUUV+vrArbnRxn8tNqrFPAXNBpf1gqcDT8TlPc5DoM9FVaNKLceZNFXiVL/Jah2mAJEDIx5qAlGFAzZTuHcpqpdyGc8066VS6MQR+ajaooASW1WHaNQ/ZsKjDclmqg3MJ3S1KhXJY0VUAj9bBMMl91nMdJLJ3+AlXL2qBwMu9vpesiECKuPyIEyrdMbRgpE/zBil81bAd6BXcgayAmg5NOVSR6J4shfmq2bjYNQCGSkqEkXaGMEDdrZMrBj3BOM3QR6eNEmY616u7MeXWWyQSF1Oh1irSUoJHc1lOGixXYLXCIEg6H3SUs8yx8GlhUvFlNkjGSnZccKdV5KHHuUOUzlEmpiqtyOItDoGOvq14kU0NbpUITIplV9XgIOIiEoWvECKnk6hYNQVqkoRXzXSQ11Kx0RaSVCX2iV0HK6WVvbnWjWltm2FJZR1P8hgyU2YdxSIS8Lsp+lGmSIGrXtQbIl1klGaRVZlz86GnMhgyU14tF6cwskGzSyvMtaw1LdKOvb0u6yJkNWLWx5OC44pJEHml172BqGInF3ZNdTUQKmCo4iHagvxSkzeON3v751VC890qWSHljFE6oGqcElFKAxrlQspSgOnoiOCWfuHEkETY62yAuZqGodIS+zXeEILMIxIQnUfi04wSUYrcauyMvrRFIw4Lzia5WgKU1InqJI4I9AmkgiOSpGRmY0yo39HA1NPweFqyaqtYEgW72dULLyG1r3K1eTsdxL3XNdvSZtJt6h65aDAdf/Dj3/chuf4HDH6TMMh6rOc8yWboNqovjhcLT2nKxcXFz+w6/Pnz+yOgtvb242EFmJBYOYIwHP83/361zMXQwQQBASBGgRaek4fPq493RxjtY2NjRqx5jSJvy/MqQpRsRdVr6iyQSTX/Q9FsZDtNlC56S2HqGleoU8hIKimkInGc7haek4brYGMCimRgoAgIAgIAoJAXxAQq9aXmhA5BAFBQBAQBCZHQKza5BgKB0FAEBAEBIG+ILD0Vi3YA862g3vBjF2OmlMGYV/qXuQQBAQBQWDxEHjwBa5ffPt9A82wuz2+lZ0S9OV37al4OnUCx4rYoxoayDA9UjoUg11mY1m4j8c7vcEpZBSmX3UExP35k+nJthSc+GsFbwrxeB5LoPMciwxX7ZNC7dEBsawQTaf6a9Bzj73fv02n4Hnl4lAJrIJL6ByuB58+XX1TfL39p7/NRZXO3MWZdKEPBLQGHF2n7YNzlK0MVzReHWDXmrv3XGXGo8PJaWa3o7GC5qiCYnWVu9kaj/8S5VI+ykyzYWcjpuIBjYFetbWxzvuaN3zRP9Q8KXBMeMNOIiDllg+iaVZpFL1U/zbNguePF0flnp+TxxO4OehGRcxAfvmr46fFm7/MNGtk1PbOcBye78GeDga0R6oyD/epeAzTst29d4OElDIDBKg1ec2mPCM4FV/ADeQMxJxpkfVPCg65L/xzU5cQoinWTwK9ZD82xaLnjxXOsWTukXDmpvFcMWO46Lva93//++KrtS+zQFVGbaegU165WcOpwp6rMJOeiifvXEfTcY2WJXY9kRsr4wha7ect7VasnpWkNkIAR7NGR1upeDD32lmjwuaUuPZJGZy83X8ePkhLB9FUazaGXrofm2rR88YMn2+8TzNG/lnDBav22z//+ruvfv7THKumvB+ps9qN2Sr1SHlST8Ub9fvxG5lRZN/VMMnIfXvWiOy72KohlKQoAuUrUyUtiP9gv9+6j0mVPEsRgclH7kHe6SwQOSyah6rozUc/1lzTaeZQHw3I61tBMyq+6xT0sNMsahQvrBZ5+vtvrn7zqyyjBn+exsNGYNZGlTMn6XjJ8KsjKjcqrRofunKqUkhMHQKYifddbJTEXjzq5/r4dq/8fMu+w9VxXtQ0NfmoehGuoUDE0WgaFvSaIlau+Vsh/5DxiZfmHCfN8eCbq095Jg3S+7OowSTkpJL0IT9pmDUui43eYOd**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

在AR10中使用矩表已实现库存总量的汇总,如何实现上图标红部分的效果,请指教!

Lenka.Guo 发表于 2017-5-19 11:45:54

我看您那个是分条件计算的,所以需要编写表达式做筛选,例如=IIF(库存>30天,Sum(),"")

lielite 发表于 2017-5-19 12:52:08

能在设置器中给个示例吗

Lenka.Guo 发表于 2017-5-19 18:04:31

这个就是写个表达式,您参考IIF的表达式的语法来编写即可,=IIF(表达式, <True执行结果1>,<false执行结果2>)

lielite 发表于 2017-5-25 12:12:55

本帖最后由 lielite 于 2017-5-25 12:21 编辑

data:image/png;base64,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
表达式这样写有问题吗,为什么得到的结果并不是过滤后的呢

Lenka.Guo 发表于 2017-5-25 14:26:41

括号为中文括号。正确写法=IIF(,Sum([]),"")

lielite 发表于 2017-5-25 14:48:50

本帖最后由 lielite 于 2017-5-25 15:01 编辑

Lenka.Guo 发表于 2017-5-25 14:26
括号为中文括号。正确写法=IIF(,Sum([]),"")
data:image/png;base64,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



还是不行,函数和符号全是通过内置表达式插入

Lenka.Guo 发表于 2017-5-25 16:51:39

您可以在SQL 语句中做处理,可能会相对简单, 您在编写SQL 查询语句时,对库龄进行判断,并分类,然后再设计报表的时候将此字段添加到矩表的列分组当中,并进行Count计算即可。

SQL 语句 类似:
select t.EmployeeIDt.工龄,case when 库龄<=1 then '1年以下'
      when 工龄<5 then '1年-5年'
      when 工龄<10 then '5年-10年'
      when 工龄<15 then '10年-15年'
      when 工龄<20 then '15年-20年'
      else '20年以上' end as 工龄区间,1 as 人数 from员工信息表



lielite 发表于 2017-5-25 17:03:57

这样也行,谢谢提示!

Lenka.Guo 发表于 2017-5-25 21:34:41

不客气~~~
页: [1]
查看完整版本: AR10中如何实现图示部分的效果