Awesome Chartecharts 柱状配置项内容和展示

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dNLSLZpWAdhay+10a8x8rcybnyHyHuUO/fek36KOfet5mQvZbJaNRcCmmKOJe2wsF0vOwWWZQgROmWazvrODdN0ia15HtWK21uppLdOPX+Isf7WU4UVVTxPUemgjrEyGx9kV8tLhaKSWbsvs+oljFRV1GlnyGPoMg5KS5J0uJZNXipYiQDe5ZBt1pFu0e++zHs1vktvyhaSO/N3N8rr4s81C11bW10Tpku2XUJ5tXg2MJKg6vidmlaB7XmPmO1D7hIANv29QdKrwR3QZEYNNK01SNk/LuP8Agm4MNJGiLtvpPbPpaUmSnn3zUUr3awstRJh/uR9eZKuX/kzcTcm89cnzQRIOXvuccuCjPV4ZOY5YW7qcJm28zL8WZtwn4VJ/S837x2vcFLH6v3EvOC4YWasP95Euny+GJf8AjUmsrqaaGg3nu+ikodu0rRU3XXXlPGv3eWqmUChqqvHKAstbMgXww2KQRnUw/wBUYbtve33Npsfu57s7RJZcg2rRxcq8qxIBPezkUtp57RQBJcyKF+mttJitYu+TPxtW9tMkl1y/sNwJN2cFr6+Y9kS170SQ8EGdb11O2B8ui2UxGSh3JuOlXcPZu4FeHZuzIWBoNoYxwVOoglYRCG11dW1mdroh4Yjzy8z8r8xWPuH7g7au/feO38GPYNgjYG22S1OCWYHTGsYq1/ftRpGDQwsFDOPBbK+tZNo2mc2vJ9qQbq7Yd9zIPQedeEUQwMMw4A54I8jicnPt/DVS7g7Sz0K1W6N0TR68ftWgchVRABop46ZTppaZQHkIV2FtK+1tpFzByvzFfcicobkm/wD3l99hWbed5kTVa7LaucACmmKOIUSxsl0vMyrLKunQnTUjWl9Zx7rfwm15LtmK21uDSS5cf8eLcZZDhalVPE9RqTHwVEWR2RsusmpMJTSTzdj9jzz/AOWVdUw111FQ17m0tdMmoSyBvHTR3AP1LF+17LbX0G++zPs/u81ryhbySSc181ySUuLicjVc29vdMaPdOurxpw3g2UVVXu+J+e5eJrXmPmG3V9wcAWFgo7FXgjug4IDTStNUjZPy4SQ4bPYYRKW230xtlg8zBpYKrfVTSuSFDnTVS4qSqX1HmWsl4/4IxPaco86coLaxOeXvuhctnVI1Xim5jlhaunVUTNYNMBqOZ9wmwKk/p7WS/wBt3DxGAvPcC9wowVsww40+ESheH4Ylz/pslVWQz0+P3lvCgmoMBRyRw9edbU0KCtyVYEC0FXW0EQ0TVkqAGKEjx0yHU341P7nu9reWOxe7fu1sU1jyLaSJHyrynFGvj3c9NNtPcWqdsly40m3ttJis4jrfNS+obd45rrl/YLsS7rICb+/YnRGtauiOeCA11vXVI2B8slTU5DFV1Fn9w0MW4ez84rxbO2bA4aj2tSS6gZZSSUp0p4zqq6tuWIZUP6iFd9f7/wAs71s3PfPuzx7995PelZNh2CJwbfZ4HBBdzUiJIVNb+/ahchooWCh2DcUNrfW9zte1XJteTbYg3V2w77hx5D+IscRRDAwzeQOP+7uM/i32H98f+Myf8X3+K+d/tPuvHb+7v23/AAH/AIR9t6ftreTxfuaben2z/ULl7+s37l/13P8AwLyn7z+s8R/A8XRT91+D/Z/u/wALs+j0+N4H+M6KdnVv3tefRfVfuD/mH/8AY+HQatNf7fV8Xi6s+JXTr7K1z1//0N0xpMxi66n3JuSkgz/aWejan2ds2lmeXF7Wx7FtMr67LD4UOurqjYuwKIf1MMG5Zea+Wd9sfcP3D2qHfPvLb4rxbFsMMhe02a2Ne9icRLGO/cL86S7BoYWChnEiqtje2suz7TO1ryZbENdXTCkly48h61OIohUDDMOA6ww0uWxGSrcHt2rg3F27uOKGXeG8aiPyYzZuNlC2ip0N1p4qeOwpaNbGRgHcW0r7Q223c08rcw7xyZyHukG//eo5gRJN932VNVnsVo9KJGhBEUUK0Fht60aZws86hQidOSS2N/Z2+5bpC1pyNaEi1tQaSXUg4kn8RY5llOFBKqa1PWWipI50yGytk18lNh6SWSo7H7IqJENVkK23kr6OkrWOiWulj1CWXV46WM2H5LLNl2uG+h372e9nN7ltuVLWVpea+bJXUz3NwRquoILljpe6ddQnn1eFZRHSnd8VLm4aJrTmLmK1D3zqFsNvAOlE4I7oMiMGmlaapGyfKkVosTncSYQke1ejNr3eZiZKes31WU8pYg20znDPVD1E3lrJf+TCtrXlXnLlZ7NYouWvuYctjU7d8M3Mc0T1IxSX93GYVY5n3Gc0FSf0nhJfbbfCTUb33HvcDgy2asP958XTw4LEv/GpdXWpPDSb03jj5KLbtA8NP1z11TQr93kqvTooK2soEXQ9XULp8MJBjp4/U39GNd13iG+s9r93/drYpbTkGykjj5U5VijH1F5PQLa3E9soo1xINP01sVMVpF3vn42be3aJ5+Xtgulk3aUFr+/Y9sa/jRHPBFzreuqRsD5cKufL4ispNzbgx8O4O2M9EaXZey4JC+O2tTSk6nlckiFKdTrq6xrM2kopHqYM7necz8rbvtPuLz5skW/fed32Iw7BsEb6rXZ4X+JmatI44h37huDaWfS0MLBQzjcMdlfW8+z7Vcta8k2raru7Io9yw8gOJLcIouAqGYcAe4I8viMlPt7BVke5e2NwxJNu7ds6eTGbOoZAGEUaAaKeKAG1HSABpSA7i2lfe7KHmnlXmG+5C5L3ZOYfvPb9Esm+b5Iuuz2K1YAhUWmmGOIEDb7ABWmKrNOoXQnWpHsb+zi3Xcrc2nJFqxFtbKaSXTjzJ4sW/wBFl4KCVU1qeuVDQI1PWbL2ZkpKXDUkktT2P2RUzIayuq7GTIUdLWyNokrZl1eWTV46WM2H5LObPscctlvHtB7Rcwy23KVrI8vNfNk0im4uZ6F7qCC5bta5kXX484bwrGE6U7st64uXEttzDzBaB9wkAWwsFB0ovBGZBkIDTStNUjZPyjFsLn8KzaztfpPa5u0h8lLU74qKaW7Nr4qZcNJUD8XlrJT/AMkITLyhzvyjI3if1b+5zy3lnOuGXmKWFqk1xK22tKOIrPuEx8yQInNO47XuAGn633EvPLDCzVh/vImC/wC1iX/jWaqraetpcfvXeWOlotuUUsMfXHXUUIWtydUq6cbXVtBH6ZKuZNLQwlfHTxkMw/DKty3iy3jbdi93/drYJrTkG0ljXlTlRIwLi7nA02lzc2q4e4kGlra2KmK0iIeQV+OkFvJbzXXL/L94sm6yKTf35PZGvF0RzkIMh3rqkbA+UmomyGLyFHuLcNFHne0M5FJBs/aEDiSi2xRyC7yO99EMcC+qqqmsWIKKfqQZ3t1v/LW+7Pz9z5s0e+feT3uJ4ti2KJ9Vvs9u/wAbM/wxpGO6/v20mQq0MLAamDMUdpe20+07Xcm25MtmDXV0wo1ww4Y4sScRRCtAQzDgDwjp8niMlVYTAVUO4u19wpDLuvdNSitQ7Tx0gACxIoKU0VMnFLSizSMAzC2lQxbWPMfKvMG58ockblDzB953fo433repVBtdltGpQKoFIooVxY2KgNOwWaZdOhBZ5bO/tINw3OBrTkm0JFtbKaPcyD1P4i3+iSHCiqqeJ6YdHWVv7jebJa/4vo/0p3/e/wBIl/N/xeP+Vn+z+r7a/wC19fX7BHh/dz8P/WW+p3Lx/wB7U/rlqOv+tXx/8lCn+5Hl8f0v/ETj39GdecP+Vl8OLR4Ff3d5fQ8P7L+D8tf4/l1//9HdPp6fKYfJVmEwVWu4e09yqs+691yqHoNn451tHFHGQVp4aRSFpaYANIwDuLaVGEFpYcycqcxbtybyXuib/wDeX5hUSb1vUgDWux2jfAqoaiOKFaLY2SgPO4WaZQuiMSJJLZX9pBuO5QG15Ls+22tgaPdSDiSfxFjmWTgoqqniesFHSw1SZTY+ycjJR4eilln7L7JnZBU1laY/JX0dJXOfHLkJo9QllDGOljNgfqWQ7Vt1puMPMfs17N7/AC2nKtpK8nNvNkjL49xcadVzbw3L9kl26ahcThjFYwnSp1fE5PM8TWfMfMVqJL+RQu32AHaiVojMgyIwaaFpqkbJ+XCL+B5vCeONRtjpPbNgHfy0tVvaqpprem+mplxElQv15lrJD/yQ1btyXzhyasMCjlv7nXLgA1EvBLzDNC/lwmbb2mHHM24THFSf07ONy27cSzH6z3DvPIUZbRWH+8iUL5fDCv8AxrvI1sM8VDvbetDLRbcoGjpuuOtYolFbl6+2igrK2gjBWasmXT4ISpjp4yGb/ar77vNnfWuy+8fvBs0tpyBZOkfKnKaRj6i9uaabW4uLVcSXLjT9LbaTFaRHxHz8frW3kie55c5duFk3aQE39+T2RpxdEc8EGdb11SNgfKVUVWXxNZSbgz9FFn+09wQmHZ+yopAaDa9NIt2kmlFxBHTg6qqraxcqUQ/qYLr3cuZ+WN22nn3njZot8+8tv0Rj2Hl+N622zwMO9nfhHHEO6+v20s7K0MDAamVmOCxvrefatsuDa8mWpBursjvuXHCg8yxxFEKgAhmHAHpY8tisnNgsBUQZ/tbcEMc+692Tx+XGbRx0hHpiQi0MUQ4pKUBWkIDuLaV92WHmjlrmK95I5Gv4N8+85vsKSb3vci6rTY7RqUCocRxxjtsLEaWmZVmmXSETrWqxvbNNy3OJrbkm1Yi2tgaSXUg8yfMnjLIahcqvmeseNo6aWPJbM2PXyU2GpJ5qjsfsaaVTU19dYvX0dJkHOmaudL+SQMY6eMlQfqWT7BtO33cHMHtF7N7y9vynbTSS8181u4M9zc01XUENyxo90y1E0+oxWUVUU6q6r3dxNG1pzBzFbB9wdQthYAdqJwR2QcEBppWmqRsn0HFo8TncUFVxtrpbbiv5uHgqt71kLi9pPTUtiHqBz/uyrlNv+CUkt+V+dOVlihmXl37n3L6nxMNFLzFLG/8AFiY2BlGeM24TGmTTwvB73bb3Wym89wrsjTwZbRSPT4fF0/7WJf8AjWKvqY5/st770opqLbGNMFN1t1rTRJ9zlq4gJR5CvxqLpkq5AVFPCQY6aP1MPpqTb1uNvffub3j939oms/brb2ji5T5SijXx725IC211c2qij3DDSLS2oYrOL9R/6bltDJEbjl3l65WTd5QWv79idMacXRJDkIM63rqkbA+UqafJ4jJ0+f3BTx7h7R3DHJBs3ZsMg/h+18cwN3mbkQx049VVVtZnIKof1MDO6vOY+VeYtv5656sIt++8pv0bR7DsMb/4ts1q3xM7VpGkQq1/ftpaRg0MJADOrMcdnf2cu17XK1ryXaMGurojvuZPIAfiJ/0KIYAozDgDyhiyOKydXgsHWQ5/tbcEMc+6dzzIZcftHGyAFYo00laangHFLTCzytZ2H6VDlpbcwcscx7ryVybu8W+/ef36FJd63iRS9rslo1NKotKQwxDtsbIaXncLNMukIg1I9pe2cG5bjbta8j2rEW9uDR7qQcSc1Zm/0WTgoqqnieodLRxTx5DYuxq+oosLRySVPZfZlRKPuqyoIaSuoaLJSkLUZKVdQllDGOliJAP11FG2bRbXkG++yfszvU9nylayPLzbzdK/6881C9zbwXbmkt5IuoTzhjDYwkqp1fE/NcPE9rzJzHarJuEgAsNvUdqLwR3jGVjGNK01SNk/Lv8AvHt7+A/Yf3SH+hW38E/jemXzfdeW394fFb7j+Hfeen7q3k8v7l/7Htz+v3IH9Rf3H/rWL/wHv/JO/eWl9fi66fvTw/7X6Hx+z6ynjeN/jGuv6fWv3Vuv70+q/fZ/1xP7bwaimmn9hX4fE0Z8OunT20/F1//S3QqGCCqTKbI2RkJqXB0bzVXZvaMs6LUVlaAZMjQ0Ne50SZB0BEsobxUsVwD9S2BGzWdpuMfMns17N75Na8n2ksk3N3OEkiia4uaF7q3trlu17pl1ePMGMFhCSqnVlpLuJZIWs+YuYrVZNwkULt+3gHSq8Ed0GRGDTStNUjZPoOicFuLAFkl/u50htxS8kqmWCp31UU0gJ/cGmplxE9QvP+7ayU/8kVduSufOR2aK4HL/ANzXl1dTupeKbmSSF85FJW295Rk5n3Cc0FSf07D95bVudGT6v3FvOAwy2asPT4RKF/2sS/8AGs9RkY6umoN670xkuN27RvDD1v1tHDF9/k6sDRQVlZQL6ZKyZNPhgsUp4zqb8all9vtvum37J7we7/L0thyHaPHHypymka/VXc4Gm1ubi1Xta5ddP01rQxWcR1vn42obV4Jbnl7l67Eu7SBjf35J0RrWroj8QgNdb11SNgfLnVVGRw+SodxbioV3J2jnjJBsrZtKVkpNp4+YEPPUOW0wJApvV1jWLEFEP6mD25X/ADByrzFs3P3uBsicw/eT3sPHy/sMJDQbLbOKM8jVpFHEvdf7g1C5DQwMFDuKwxWd/Z3G1bTcm05MtqG7u2FHuXHAAcSTwiiGBhmHAHhBSZbB5Ctwe36uPcnbW6QtTuvdtWGlxu0ca2gLHEunRS09JG2mjpVAaVwGcW0r7ZtNs5p5M3/d+S+Rd2j5g+9JzKqzb3vcylrPZLQ0Cqq0IhhgQ6dvsQFad1WaZdOhBuSey3K0g3Lc7c2nI1kdNtbKaSXUg4kn8TMcyymoUEqprU9YaemasFfsTYuUlpMPQSvN2h2fUujVldUFTJXY/H1j/tTZCePUJZQ3ipIyQOblke3bfJu6b37Key/MMttyrZStJzfzfMym4uZ9Oq5tra5aiSXci6hPOGMNhCSq93xOSyi3NtzJzJZq99ItNv29QdCLwR3QZEYNNK01Stk/LJGcNmsKv27LtnpPbAfyECSnqt71VK+nUrXWofEvUryeZayU/wDJCmD+qHN/J8f0Try79zvlwNqNGil5hlhemDiU2BmGTmbcJjipP6dW/eG37gwkBvPcS8pTgy2isP8AeRKFP+liX/jWaprEq4KPeW9Me2P27RvFB1311DGorcnWKoTH1lfRJ+3JWzrp8MGkx06HU3+1LNy3eLc7LaPdz3g2N7HkGzkjTlblVEH1F3PQLa3FzbL2vcyDT9Na6TFaRnXJU/E3DbmCW42Dl668XdZATfX5PZGv41RzwQZ1vUM7YHy5Sy5PGZCj3NuTHw53tXNRS0+0Nn00plodq0Mrm7yOWEcIhQ6qurNixBVTwSN3M/MXLm+7R7ie4WxRb595veYni2LYoZNdts1s9aszV0xrGvdf350tIVaGFgoZxpEs722n2fabk23JVuQ11dMKPcuPL1NeEUQwMMw4A4oIclhcrWbdwFYu5O19xJ93uzdlUvlx2zsfMBoijspWnhpwQtLRrZpCA7i2lfbFjb8w8pcz7tyFyNuq8xfed3+MTb3vcy6rTYrV6aEUUpFFEKLYbetHlKrNMoTQnV5ZLPcLKDddzgNpyRaHTbWy4e6ccSf4ixzLKcKKqprU9YqejM6V+yNkZKWhw1HM9T2f2ZVyD7yunaNpa6ix2QlJjkr5ULCWTUYqSM2Bvcsl2/afrIt99mvZrmGWz5UtJml5v5unYfUXEpUvcQWt050PdOuoTT6jDYQnSvd8V5p2je15j5itFkv5AF2/b1Hai1ojugyEBppWmqVsn5Y4f4RuDEhIS22OjtrqQzOJKes31WU81yVdyKmXCSTjk/52slP/ACQxaf1U555UFvaH+rn3MuW1ozMHhm5kmifNGJ8ZttMoyaePuM5oKnEVpDf7Xf63H1vuPemoAoy2asPT4RNp/wBrEv8Axp0/iu/vF/er+79H/o78H8O/0ffaR/xX+6fj0/x7xaPH97b1fZ/p+24tf1exN/Wf31+h/wBdD+o1r/rD+H9L/Vj6dPrv3Lop+8vD06PqNOf3d8H0fZp19/ST6Hlnxf3L+9X/AK06vE+t1Hwvqa/2Na101x4vHxM18uv/09z9qfA5zBGlsNrdI7VLCobVLS1G+Kumk9aMw01MmJkq19RuZaybjk/owFksuR+c+S229QOW/ub8tEiU1eGXmOaF+5ScTPt7TjvOZ9xuDTJP6cmiTctu3ISk/W+4t78Iwws1Ycf4RKF4cFiXP+mlVtZTS09DvHedA9DtmikpqXrbremp0FTk6tVVcdWVWOjQCSsmXT4YCpiporMw/DLt33awubHZvdr3c2V7L27s5IouU+U4oh495OAFtLie1QUa4cafprXSYbOGjv56mbe3lSW42Hl+5Em8SKzX9+zHTGpzIiyHggzreuqRsD5cWOXxOTp9z7npYNx9r59JINnbNpXDY7Z2OkZlMjEtaOOBfVV1bWaRgUQ/VhSU80cscx7d7i+422Q7/wDec32N4tg2GFw1rsdo9QXZiaIkQ79w3BtLSkNBAwUMw8osb6zm2jaJ2tOSrYhrq6YfqXUg8hjJbhFEKgCjMOAOWmpsphslU4LD1Sbj7b3HTLNuveEsGvF7Vx7H0RR8FKWnpwdNJSAB5GAZxbSvtTt9jzJylzHuHJnKW5x8wfel5gt0k3rfXjJs9ltSRpRVI0wwxA6bGwWjzMFmmXSEQVmls9ws4dy3CE2nI1o5Ftag0kuZPM+rM3GWU4UVVTWp69T0KVUNds3ZOSlosPBPJUdj9jSyr97X1IUtX0VDXyHQ9fKgYSSAmOmjuAfqWtYbHFuVpvXtD7OcwzWnK0E7y8181u4NxczU1XMFvdNVWunGoTThjFZRVVO7LeluTBJa8wcwWiyXzKBYWAHYi1ojugyIwaFVpqkbJ8qYXp8PnsOsCsNt9J7Y5m0+Smq98VVNKCUMgK1EmIkqVux/ztZL/wAmI5rDlLnjlGOzikHLv3O+XRWSheGbmKaF+BYUlO3GYVYis+4TmmSf07rNf7ZfmRl+s9w7zhwZbNWHplRKF4fgiX/jXOtrIJoKPeO9qB8ftqgmip+t+uaWNTV5ecIqY6rrcbGuiaslGnwQaTHTx+pv9qd3fd7S6s9p92feDY3sfb+xmSLlTlSFAZ72YKFtbi4tFFHuX7Ta2ukxWkVHk/p6t4JI5J9g5euRLu8qlr+/Y9sa8ZESQ8EGdb11SHA+WaplyeJyFJuTP0Sbg7PzyGn2fs6F1ah2rRSfWWQltES0oOqrqzZmIKIRywW391zFyxvm1+4PPO0Jv33kd9Roth2GNwbfZrZvidjWiJCKvf37UaQhoIWChnFIUs761n2na7g2vJtqdV1dEd9y44AepbhFEKgCjMOAOFP4pisnV7YwNbHuHtzP06VO6t2yU6yYvZ+PmIEdlN46eKBeKSlHqkYBnH6V9o4f6y8s8xbn7d8j7xHv33pt9t1l3re3i1WexWr/AA9vwxRxjFhYCjzuqyzKE0J1Zvor20h3fc7Y2vI1qxW2tgaSXTjjniSxzJLwUVVTWp64UNCkkVdsfZeRmpMNRyPU9l9mVTotZk6sxtJkKWiyDHxvkJVv5Zb+Oli4B+pZjZdljubffPZn2e36a15TtJHm5u5ulZRcXdwVLXUMF01Fa7da+PcAmGyiqiZy17m5KPbcx8w2qybhIoXb9vUHQiVojPGMiMGmlaapGyfIDEq4fcuH8SW270ftm3lkfywVO+6ulk5AJ0VEuHkqFuW5krJf+TE8aco+4PKZtodOwfcy5cHe7a4peZJoXzk0lbbTKMtmbcJzQVJ/Su5v9ov9b/437jXnAYZbNWH+8iUKeHwxL/xrPVVkVVTUm8t84tqDbmPqIafrfrqmjD1eRqF0R42urqCMaJq+f0mGDSY6aPlv9qV7lu1vuO37X7ue8/LjWPIFjcRx8p8qxIDPdzABLS5uLVBpe5k7TbWukxWcNHcVqXbgt3hluOX+XLsS7vKpN/fMeyNeMiJIchBnW9dUjYHymfwfsL7v++X8ap/7+fb/AHf+j/7pf4T/AHV89v4H4/Jq+/8AJ6vu9NvuPTf2df1R9+v3j/ru/wBcrb/Xs8Hx/wCrHjj6H9y66fu/Tq1fU6u76/Tp+r/Troz0n+v5V8H9wfu9/wCrWrT9bpPifU0/ta0popjwuOjNOv/U3S6qshqaSi3lvPHSUe3KGSGLrvrqGFTW5OrUBMdW1tCo0S1kwsYYtPjp4jqb/asGN03i23Lbdo93vd3l6S05CspY05V5VjjBuLucDRa3FxbKNL3EnabW30+FaRESPn45Hgt3hnueX+X7sSbrKpN/fE9ka8ZERzkIMh2rqkbA+WeWoyGKyVHuDcdJHnez8/G0G0toQP5qLa1G4b992uRTRQgk1VWbFiCin9RC25vN85Z5g2jnvn/a03v7yO+xtFsexRNrt9mt2rqdjwijjGb+/bSZGBhhYKGYNJFa3tpc7XtNwbbk21INzdMKPcuPIfxE8IohgCjMOAOCnpcjhMtW4bBVkW5e29zRpNurddUvkoNp4wkeOCONVKUlJSBgKWlAVpXAdh+lQisNt37k7mfeOUOSt2i5i+9JzFEsu9b3Muq12SzJGhFUArBBACFsbBdLzuBNMunQgvLNabjZQbhuUDWfI9oSttbLh7mTzJP4mbjLKahRVVNanrlRQJVx1+zNlZCWmw9JLNL2J2TM6GorqxQWr6OhrnbxyV0i6hJKCY6aO4B+pa+z2MO5wb37Qez2/S2/KlrLJJzVzZIy+NcXAFbqC3uWOl7phqE82ow2UVVU6st64mMD2vMPMNor37qBYWAB0onBHdBkIMaVpqlbJ9BgH8K3BiSI2/u10ptkSCU2lpq3fFbTSepQw0VJw71C/Ufu1kp4/wBoRj+rHPPKxjt3HLv3O+XFYSGjwz8xTQvwBxKdvMoyRWbcZzQVP9k5S92u+BcfWe4d4RTgyWisMHzXxdJ/0sS/8a7qamOrSg3tvWhmx22sfJBB1t1zTxFavI1OkR0VfkMcg0zVsot4YCpjp4vU3+1e3DcbfdYdl94/eHZpbH29sZY4+U+VI46XF1PpC21zdWi4kuXGn6a1KmK0h/UcVJL+hheF7rl3l64WXd5VLX9+T2RrWrokh4IM63rqkbA+UirqMhh8nS7hz9HHuLtDPI8GzdlwyK9Jtehk9Lys4BFPDEvqq6trFiCqn6sDHc9w3vlPmLbOfOedqj3/AO8pviNHsGwRuGg2e2bDuW4RRxjvv796FyrQwsFDsGYIbbcLOba9snNpyZamt3dkd1w44Cn4ieEUQqBhmHAHFTR1uKzVbgMHWR7i7bz1LHPuzdUqNJj9oYmVwYqeMaTFTRU+q1NSgB5SA7i2lQmsId55Z5u3jkfk7do9/wDvTb5brLve9Opa12Oyc9kaChWGOIGljYgB52VZpl0iNBeV7a92+33PcYDacj2rkW1sDR7qUDLHzYt/oknBRVVPE9d01GlVFW7O2TXtTYWCWWbsnseaYfe11Qqsa6joq42WWvlUMJJQ3jpoyQPyWtt2zRbnBu/tH7N729vyjFM78282SSD6m5lCk3MFvdHD3bjUJp9RhsoiVXu+L01wYXtt/wCYrYPuDKBYWAHYik9jOnERg00rTVI2T8ujFhc7gzAP9+50vtxbSPqkgqd61FPINS39NS+KkqE5P+drJDb/AIJV7bk7nXk17IBdg+6By+tHarxS8wyQvkVxK1g0w7jma/mJGSf0/eJuO27iJT/jfuBdnAwy2gYenwiUL/tYlz/puq2rhqKeg3tvHHz0W3Ma8cPXPW1JEBVZSq0LFj62uxyKEkrJBp8EBUx00fqI/wBU3vG52t/ZbJ7ye7GxT2nIO3OkfKnKkMYE95MVCWtxc2igB7hxp+mtipis4qSOK/Ha3hkhluuXNgukk3aYE39+x7Y14uiSHIQZ1vXVI2B8uNTXZHCZPH5zc1LFuHtfc/kp9l7Mo2MtHtagfVeWU6rU9PSoS1XWPpLsCiH9RGr/AHbfuTuYdj529xdrj3/7zvMOuLl/YYGL2+zWrV1O5rSKKBatuG4PpMjBoYWADMvobe13G0uds2ic2vJFnRru6YUa5ceQ82LHEMQrQUZhwB5/wCg/iv8ADv76R/6afH/G/wCLapf4f91o/wCPe+2t4P4T9t6ft/8AO+P9y1vT7c/qTsX9Zf3D/rvp/wAGFp/eH11X+m8XRT91+D/Z/QeF2/SU8fwP8Y0U/T6r+8rr6L6v+r7f63tfB8LGvTX+31fF4urPifDq7K+fX//V3RpKvKYfIUe4Nw0kee7X3JFNDszZNPP5MdtfGlmtNNyUp0p0IasqybuwKIf1MME7ndOZuVN/2rnrn/a0337z/MMckew8vxSarXZrUk1kc10xJCp1bhfMQ0jBoIWoHcSQkFlf2k+17XMbXkq0YG7u2FHuJPQfxFjiKIYAozDgD6OLM4bIy7ewFRBuDt3csKz7t3fNEZ8Xs/GvZmVARaGmp+Fo6QWMjWZh+lfdYrfm3lPfrvkXki/h3770/MMKy73vsiF7PY7RqEBQf7OGLCbfYDS0zhZZlChE6872O4WibpucTWvI1oxW2tQaSXUg8/6TNxllOFBKqa1PXCkx8NRFk9j7KyEtJhIHmqez+zppkFXkKwprr6Ojr2bS9dNGW8sgbx0sRsv5LJto2O1vbfmH2Y9n98ltOUIHkm5v5veRRcXVyV1XUEF0x0tdOurx5wxisYToTNS17i5eNrTmTmG1WTcHAXb9vAOhE4IzIMhAaaVpqkbJ9B3owm4MCscTttjpPbV1lYeWkrN71FLJayt6apsPLULyR+7WSHj/AGi6x8m898krbWsh5c+51y6CHb9SCbmKSBxgHEx29pR3NmfcJTQVJ/S9Xcdr3ItIv1vuHecODLZhhx81EoXgPhiX/jWeuqqeaPH703pRvj9s4+anp+uuvKeK1Vk65gsWOq6+gX0TVjgjwQaTHTodTf7Ur3vcrK8t9i93/eDaXsfbywlii5U5WiSk95cEBLWe5tVGmS4ft+lttJitIj4kmR3NW0MsbXfL/L1wJd3lVmv75j2xoMyIjnggzreuqRsD5ZpXyGJytLuTcdOuf7Nz6PTbO2jDIXoNq0Lk6pH50wCNfVVVbWLEFVP6iF1xJvvLHM22+4PuBt6b5947fEaLYdijfVbbPbN8TnJEaxjuv79qM5DQwsFDsG0FrfWU20bTKbXk62Ia6uiKPcuOA/pE/wChRcBhmHAHhFT5LD5Kqwm36mHcXa24lE26N2VMfkoNpY1yGEQAuIIKVGC0tKtmkYBnFtKhuCy5j5T5i3Pk7kbcIt/+85v6LJvO9zJqtdktGIIQAYiihUhbCxGlpmCzTLpCJ1t5bO/s4dx3SJrTkm0JFvbKaPcyDz+ZbjLKahRVVPE9YaCCmrVyWy9jZFqbC0U7z9mdkvIgqchXBS9dQUmQYmOavljDeWUMY6WI6QfqWQ7JZWG7DmH2h9l9+a25VtJmk5t5sZl8a5uaarm2gum7Xu3XV9ROGMVlCdCnV8TlzLLbm05g5jtQ+4SKF2+wAOlE4I7JxCA00LTVI2T5U7LYbM4eRT/v2el9sAM813p6jetRTyA2XSVqZMU1Stj9ZKuU/wDJDrycoc28o3EegcufdA5cUFpKtFJzDJE1TpIpMbAzDJzNuExoKk0j1p3Cwv0NfrPcK9PDDC0Vh5/hEun/AGsS/wDGuVbkKaenx+9d5UMtDt2jkih6667giUVmWqimigrKzHKAJq6ZdJgg06KdDqb/AGre7b7Y7hY7F7w+7mzS2PINo6JyryrGg+ovZyNNrcXFoopJcuuk2trp8O0iOt85b0FrLFNdcvbBcrLu0gJvr4nsiXi6JIeCDOt66pDgfLnNNlsRXU+49wUqbh7Q3AkkGztnQuDj9rUMoOlpeSIEpl5q6tuWYFVP1IeurvmflXe9v5/5721N++8nv0bx7DsMbf4rs1s1cua0jSId24X7ENIweKFgoZxWOOxv7abaNrmNryZakNdXRH6ly49PUtwiiHAUZhwBx01DkMHlK3EYGoj3F23umNJ927uqF8tDtSgOnTDCLFaSjpkOmlpFsZGAZh+lfbNhs/MHJvMW78p8lbjHv/3o+Y4kl3vfJl12uy2pppRFpSG3hB02FgulpnVZplpoQWluLTcbOC/3KI2nI9mxFtaqaPcv5k/xM3GWU1CglVPE9NuvrPzf3H11ur+If8zM1cf3+/zmj+N6v+B1vxr8F/2/r6vYe8X7uf1H+srrvfqP3jX+t9f+dnpr0/vCv+5fnp8TwK/4t8Xd0spzho/rJSPT4P8AyT/+XLhXwv4PnTX+P5df/9bdECZXEZOp25t2rTcncG5IFl3Tu+pgEmN2Vi5OUAWwWmpqcHTSUa+uVwGcW0qMDFh5m5U5l3LkHkLdY+YfvWcwQLJvW+yoHtNgs3oVAFNMUEQ7dv29aPcOFmmUIEQSSz2V9Zw7rukJtORbRqW1qppJdyDif6TNxllOFFVU1qeuqKkaoWu2NsvIzU2EoWkn7N7RqpI/vMjXBdWQx1DVOQj1kqFvLKGMVJEdI/JZvZ9qfcI969lvZ/f57flGzkeTm7nCZ1M91cgarq1t7hjpa6dS3jzhvBsIiUSrVLWuJ/Ca25j5htFfcJABt+3KDpRPwO6DIQGmlSNUrZPkBkAw2cxEkYUba6V2xcNcPTVG+KmmcF2B9NTJiWqF5/3ZWS/S/GhTHHyfznypPbog5d+57y2KMaNDJzFNE1SQcStt/iilQDNfzmgqf7OhbcNuv1cn6z3DveHBhaKwx/REun/axL/xrJVVcVXBR7y3nj5KPblFNBD1x13DCq1eRqAqrj66toVGmSumFjDCR46ePlh/qn9y3W13Oy2f3d93tiks+QLOWOPlTlVIx493MAFtbm5tQKNcyDT9NbEGK0ho7itddYIJIJLjl/l+5Em7yKzX98T2xrxkRHPBBnW9dUjYHyyV1XkcPXUefztAm4+0c8jQbO2bA6vRbZpXDXmkdjopo6ZfVV1bWYkFUP1IU7xue/cp73tPPXO+xpzB95PfFaPYdgicNb7RA1ayOxOmKOId1/ftpZ9LQwsAHYN28Frf2s+2bZcm05MtiGurphR7hh5AfiLcIohgVBYcB1xpoMrh8hV4TB1NPuPtncKRT7u3PPqkxe06GYDRHEtj9tTUqWWlpVCtKQHYfpX2zt9nzNynvu6cncl7lBzB96Pfo0k3zeZAWtNjtnFVVVp+jBCuLGxUK87Ks0y6dCC80llf2kG47lA1nyRaki1t1xJdOPMn8TMf7SQ4UEqp4nrFT0QrIMhsjZeTkosNRyyS9k9l1DoayvrAPJkaCjrGIR66WPUJZdXjpozZTe5ZLYbT+97bfvZr2f5hlteUrSVn5s5tldfqLmcd11bW9waK1066hcT6vCsoWKIdVS15ZzBJa8xcwWavuEigWG3qDpReEbunEIDTStNUjZPkBhijwmbw4gpli2v0ftkHWVD00++KqFrSKhGiokw71H1bmWsl4/4Imgg5M5y5R+jsEi5c+5jy4DqIDQycxyxvkA4lO3Gbi2ZtwnJGSf0nGbcduv8AxJS157j3hxwYWakYPmol08B8MK/8ayV1XFUwUO8t6Y+ah21jZ4oeuetqaFDWZaqjVY8dX1lFF/nqmVbGGnK+OnjszD6Bn953S33Gz2f3b94Nimsvbzb5o05U5ThjU3F7OoC2l1cWyYkncaTbWhXwbSOkklT8bdtA8Ulxy/y9crJu8yk39+xOiNTmREc/CozreuqRsD5Z5ajIY3JUG4dyUUOd7VzsU0WztnQS+Sj2tj5CdU8pJK04gjN6uqNixBRD+pgtuL3feXuYdk599wtmh3v7zO9RyJsOwRvqt9mtX+J3bIiWNc3981DIwaCBqB3DaRW13Z3W17RcNbclWxBurojvuJB+Efxaj/ZRDAwzDgOs8FPkcTk6rD4Soiz3am4YY5d1bqlQvj9rY5raIolN1ggp1NqWmWzSMAzC2ke19pZb/wAr8x7nylydfw7595nfoUfet5kUtabNan4VVTURRRA6bKyUBpnCzTLp0IGpJbS+tIb7cI2teSrViLa3BpJcyeZJ/EzcZJDUKKqp4nrhS0kVRFkNm7Nr3pcPSSST9jdiTyr9xW1GlpK+ipa92CvXyRavJLq8dLHwPySn23bbW+tt+9o/aTfXt+VLWR5Oa+aZXHjTzFS11BDcsdLXTrq8abV4VlEdK93xXnneJ7Xf9/tA9+6gWFioOlFrRHZOOgGmlaapGyfKjb/eDbv8C/hf9zE/0Hf8WH+NeKXy/eea/wDeTwW+4/hX3no+60+Xzfuav7HsO/189v8A+pP9XP8AWhj/AOAw/wCSd+8fDfX4+v8A5Kvhf237v8f9P62njeP/AI14n+h9LP3Vuv7y+r/rAf8AXH/tvBqKaaf7j1+HxdOfC+HT2U/F1//X3RqCiWohrdj7JyNRR4Wkklm7L7MqJQKzIViqz19DQZGQ6Ja6UFhJKGMVLFcKb3LYG7Ns0V/BvPs37N79PbcoWszyc283SuBcXU9C1zb210/a1y4LeNOGMNjDVEOqpaSbm4aJ7bmLmK1WTcXUCwsAO1F4I7oMhBjStNUjZI8h6E4PM4JkjH91uldsM6NJIXp6je1TTyetwzEVMmJmq1PJvLWS/wDJlrVuSubeSpIYVHLf3PuXCQztqik5ikhfJqf1msHm4saz7hMfMn9P0g3Lb9yDMfrPcK8oQBRhaKw/3kShfL4Yl/41IrKyOeCk3nvGikpduUTQxdd9dU8C/dZGrACUNbWUSi01ZOCvhhKmOnj5I/DL923a3vrPafeD3Y2eW15As2jj5W5VjjHj3c9NNrcXFuuHuJBp+mtivhWkR1vn427e3aOSfl/YLhX3aQE318T2xrxdEfyQZ1vXU7YB9MdXW5PDV9BuHcNANwdqbiRqbZuyKaQy4/bFLJq1zSvylPHTIdVXVsQTYoh+rBPuW7cxcpb5snPvP2yLv33meYI2i2Dl+J9Vrs8DV1O7/DFHEvfuG4NpZyrQwsAHcbhgs7+0udp2q5NryVaENdXbCj3LDgAOLFjiKIVAqGYcAc9PDlMTkKjA4ati3B2vnqdJ90bsli8mO2pQSfSONLFaeGnUhaWlADSkB2H0X2tsrTmTljfdw5H5S3ePfvvPb7Asm9b28eq02W2alFVaaYoohRbGxGlpmVZpl06E6bkks761h3S/tza8kWrkW9sDSS5cep4sW4yy8FFVU8T1BpccsiVmyNi170WDglnq+z+y6iYNXVtWU1VtFQ17nRJkp11eWXV46SLhfyWKNs5fSeLdvZn2W3yS05Phlkm5v5ukkBubmfSWuLe3umOl7yQavHn1eFYQ9qdx7lE90Ue35i5ktRJuLBV2/bwOxFrRHdBkRjGlaapWyflzRsJmsLIoD7Y6V2uCJJpPJT1G+Z6drubtpq5cVJULyT+7WSn/AJItBLydzhydcRoh5b+59y2p1O2qGTmOSJu41xM1gZRlszbhOcVJ/S867lt+4qWYXnuHecAKMLNWGP6IlC+XwxL/AMayVVdSVNJjd57xoZKDbVHJBD1x11DAqVWSqgoXG1lVjlFpa2VSDDDYxwRkMw/1Sjct62u/2zYPd73Z2aSx9vrSSNOVOVUjVZ7uagW0uJ7RRR7lxp+mttPhWkRDuK/G3BbTQzXXL+wXIl3eQMb++JOmNeMiJIeCDOt/ikbA+WWY5DGZWk3PuCkXOdo52B6XaGz4pfLQbUoXJ1TNY6YREpvV1RsXIKIf1MFV02+cucz7V7j8+bUu9/eT3uFodi2JJNdtsts1dTsR2xqg7r++NGkKmGFgodw2gtLyyn2fa5jbcmWzBrq6Io9y44D514RRDAwzDgDiiXJ4bK1O3cHVR7j7c3FTpVbq3XLF5MXtDGMQoRQRppaaAemlpFs8jWZhbSPaa1j5i5T5mv8AkLkzc4uYfvTb/Asu9b28eqz2O0YjSAp7YYYh22NgtHncLNKoXQgddrO/sod03KFrTkW0YrbWwNJLqTNSfNmPGWU4UEqprU9ZKekiqosjsrZtfLSYWnMs/YnY80q/c1lSVLV9HR1zNpkrpE1eSQMY6aO4H5LPbftkG422/ez/ALR73La8pW7PJzVzXJIPGuJqFrqC3uWNGumXV404Yw2URKqdVdVJZnhe05h5gtRJfuAthYAdqrWiM6cQgNNK01SNk/KMP4HuDBNGn+/c6T24pEz3kgqN9T00o1BGFqibFTVCeo8y1cht+fQXL/Unnnkia2hA5f8Aud8vijv3RS8xyRNkAikzWDyijHM+4TGgqT+k+f3lte5q7H6v3Eu+Awy2YYefFRIFOPwxLn/TOX8Z3n9j/e7+70f9wfsf4f8A6PvtI/4p/dW2j+M/a+LR919vz9p9Pt+Lf2vYj/rZ7yfuP/XV/qHH/rGfSfS/1Y8Bfrf3Ppp+8PB0afH8LP7v+H6Ts06u/pH+7+XfqP3F+9W/rP4mv67UfC+p4+DqrXTX/RePiZr5df/Q3SD/AA3N4qRZCu1+lNsqfLIxenqt8VMDHWWuVqP4Oagfj92rl/2yYJu3LfOXLM6SaeW/ud8uKdTMWim5ikibuqcSjbzKM8Z9wn+ZAikj/HNtvVKg3vuHeHAHctmrDH9HxdP+1iX/AI1hrq6kqafGb33vj5qDbtBPHS9adbQwgVeVrNIjxlfW4yMFZayZLGCEr46aMhm/AZFvO87buNly97ye8exTWPINjOkXKXKcaDxr2egSzubi0UUe5daG1tivhWcJEjgH4721vNFLd8u8u3Sy7tKpbcL8ntjXjIiSHIQGut66pGwPlnklyuKydJuTc1NHn+1c/HJBs7ZdPLrx20aGQkGaQX0wiCP1VdWxBdgUQj1MF0txzLyzzDtXuD7i7em+/eZ3xHj2Hl+J9Vpsts9QXY8I1jXu3DcHIMjK0MDBQ7BpUsr2zn2naJjbclWpDXV2wo9048h5mpxFEMAEMw4DrlDT5LDZKswGArV3H2zuKNJ917sqE81BtGglAZQqfopKaBLLS0i2aRgrMLaVDtrZcwco8wbtyNyNu6cw/ei5gjWTet7lXXa7JatQqAnwwQxL22FglGmcLLKukIg9JLa39pb7pulsbTki0JFtbKaSXTj58WYnMspwoqFNanrugooposhszZeQlpsPRzST9j9jVEqmsyFWEMldRUle7aXrnQsJJdRjpouAfqWvsuz213b757Q+z++yW/KlpM8nNnNcrgz3M+ktc28F0xo10y18efUYrKE6FOqpbV1cOj23MHMNoHv5FAsLFQQsa1ojsg4IDTStNUjZPkBivg89hPQ/92+lttlmlks9NPviogf1KG9NTJiZKlfr/nauX/kxIW5L525M/RkHLv3PuX6mRu6GTmOSJsiuJmsGmFS2Zr+YgCpP6Tmncts3KjL9Z7hXfAYYWYYf7yJQv+1iX/jWLLVlFLDjN9b5pJqTbWPeGn6262p4ganL5F10Y6srMdGCtTXyppEEJUx00Z1MP9Um5n3XaLy15d95/eTaprX2+sXjj5T5SjjHjXt0RptLie0QUluXXSLW1KmG0iPiOK1L7s4LiKS75c5duFfd5QTf35PbGnGRFkPwoM63rqkbA+XOorcvhq+i3DuShTcna+4w0Oy9j0rhqDaVDL9Zqh7laeOkU6qysaxZgUQ/qYOX27c08p75s/PfuFs8fMH3neYFaPl/l2Fg1tsts3xPI/CKOFe7cNxajSMGggIUO66igsr+1uNr2m4NpyVaHVd3bYe5ccAB+ItwiiHAEMw4A80hyuFzFTgdvVEe5O2tywpUbt3bUqXxmzsWSqrGigWp4YR6aSlUBpWAdxbSvt6G25l5Q5pv+SORb6LmH70fMUKS73vcy6rPYrI0ACqBSKKMdthYKFed1WaZQgRBV5LPcLGHct0ha05HtGK21sppJdSDiSfxE8ZZTUKCVU1qevY+gieGu2Psivlp8JSyS1XY/ZNROGrMhWOXkyFFR17uVevkTV5JAxipYjpH5Le2LYra4tN79mvZrfZbflG3kkm5r5tlkBnurg1a6t7e5Jo1066vGm1GGyhOhe6urdzdOklrzFzHah9wcBbCwUUVE4I7pxCA00rTVI2T5U6DYrNYhjddr9KbZVi7lpKer3xUU7erWLLOcQ9QvH+7auT/AF/RrVyvzdyq5Zl5a+51y4p1MS0UvMUkTZrwl/d5lHDM+4THzJAi9S92++Aob33DvT8mWzDD/efFC/7WJf8AjWOqrUrYKDe+88ZPQbaxsqRdadb0sINfl6jSI8fX1+NQBXq5VsYKcqUp4zqb8Bk+5btDu9lsnvL7vcuzWXt7t8qJylynDGPqb6bSFtLm5tForXDrQ2tpp8K0iOuTPx2hge3lueXeX7xZN3lUm/v2PZGtauiSHggzreuqRsD5OX8K7C+7/vf/ABym/vz9v/EP9H33I/hf91Nen+DaNfk/iHl9X3WnT9x6b+xJ/Vf36/eH+ux/XK2/15PC+p/qv4w+j/c1dP0GnVq+p19312nR9X+nXT3dJPreVvB/cH7tf+rerR9dp/V+ppXxfTRTHh1r4eadf//R3S6yogq4aDeO86JqbbVFJBD1115Tw3qsrVaVFBX19CotNVyLpMMJXx08Z1MP9VgzvG5WW7Wuy+7fu/s7W3t5aSxpyrytFHWa8noFtbm5tgKSXDihtrYr4VrERJIK/HI1vDLBJc7By/ch93kUm/vmPbGvF0RzwQfjeuqRsD5ZppchisrS7g3DSpn+z8/E0G0dpwkSUO1ce1yZJHuVgjhHqqaprF2BVT+pgsubnfOWeZts57582yPffvIb5E8exbHGdVvs1q1dTM3CJIx3X18xDSMGhhYAO6tIlre2U22bVMbXk62YG6ujh7l/IAcWJ4RRDABDMOAPOKHI4jJ1OEwc0e4O0dxRrNurdUyB6HauPcAoqgi0MFODppaVbF2AZh+lfb1ta8wcq8x3/JnJV9Hvv3k9+jWTet6kXVbbLanKqFpSOKIdtjYrRpWCyyrpCJ1p5LS/s4tx3KM2vJlqSLa2Bo9zIOJr5s3GWU1Ciqqa1PUemo/Mtfs7ZNb9jh6aZ6nsrsmqdDU5CYIzV9FQ1rNaWvdLiSUt4qWMkD8liuw2kXY3z2k9mt3az5Ut5mm5t5smYGe5l0lrm3t7hjR7t1qJpyxhsYSVSrfE9NP4Ztd/5itxJfuoXb7BQdKLWiO6DIjBppWmqRsnGBijkwufwr6B/dvpbberVIfJBU73qKR7totpqZMVJUr9eZayT/kxuKfk7nbk2cRIOX/ufcugkv3xS8xSwvmnCZtvaYcczbhNgVJpHZl3DbNxXW31fuFeUxhltFYYr+HxQvl8MS/8a5V9bSVFNjd6bzoJaPbtFJDF1z1xDAgrMnW6QmPq6rHIAJq6VCvigIMdPGdTD/VW3zeNqv7DYPeD3d2aW05CtJIk5U5USMC4u7jTS1nntFFHuXWn09rpMVpEdbivx6tbeeGW75e5fuVk3aQE39+WOiNK1dFkPBBnW9dUjYHyxs+TxeYpdz7lplz/AGtuKmaHZmyIpRLj9m40lg80liVg8eq9ZWGzOwKIeGYMGbmHlzmvbPcb3F2xN8+83v8AA0ew8vRyB7XYrQ11SMeEQSurcNwajSMGt4GCq7jYWzvLGfaNomNryVasDdXZFJLqTFFHrX/QohgAhmHAHJG2RxmXqttbeq4dx9uZ2COXd26pIvLjdmY2YKRH9CKaOBCBSUgs0jAOwtpX2/DJv/LnNG6e33Im6Q8wfej3yFJN83pk1WmxWj0KrTIhjjUgWFgKPOwWaZQoROqsLO8soN23SFrTka2Yi2tq0kupB5/0iT/aynCiqqa1PUGhpqeujyWwtiZOelwOPlkm7R7QnlX7nI1elpMhjqHKSNokyMqavNMGMdJESoN7libZtttN2h3/ANkvZXmGa25MspXk5w5wlkHj3U9C13a292x0vduNX1FwGMNhCSiHVln7mWSB7PmTmW0V9xlUDb9vUdqJwjd4xlYwaaVpqlbJ+UuFsLn8IY6df7s9KbZOjzeumqN8VFO5DCM3WpbEyVK2Lf52sk+nP6DKxk5O535Na3sEHLn3OuXRTxO6GTmOSFs6eEx28zChbM+4THFSf06SruO2biHlP1nuJeZphhaBhiv4RKF4D4Yl4/0smRrqKWHHbx3vSNjtuUlTT0nXfXscS/cZWuKqmOqqzHIpE9dMAPBAQY6dPU3+1Kt/3rabqz2D3b95trex5AtZ4oeVeVlQeNe3JAW0nuLVQRJcv2/S22kxWkf6j+rN2ltcRyXWwcuTiXdpFZr6+J7Yk4yIsh4IM63+J2wPlyrKjIYXKUu4s7SLuLtPcETUuzdlwShqLbNA7HXPKNWiCOnB1VdW1i1iiH6sL7tf79ylzJtvP/Ou1Lv/AN5ffYmh2DYIpK22z2zHukc10xxxDv3DcGoz6WghYAO41bxWu4WU21bbObTku1YNd3bCj3DjgB6luEUQqBUMw4Axf4Fiv41/Cv79r/ptt/Hv4n55Psvu/Df+7f2n+Y/hH2vH23+e8X7mm3p9l39R+Vv62f1c/wBepf8AgyKfvL6zxG8DxfDp+6/A/sv3f4Pb9FTx/A/xnRp/T6e/ed59B9b/AFZ/5h3/AGPh6Rr01/t9fxeLqz4nw6uytc9f/9LdMknyGJytJuLcdOm4Oz9wxyU+zNnU51UW1sY/63lXUUhWBTerq2ILEFFP6mGDlzc77yrzRtfuB7h7eu+/eS36N4tg2KI1t9mtW+Jn7isaxDu3C/ahdg0MLBQ7iRVjtr+xuNq2mU2vJtowa6umHfcyDgB5nVwiiGBhmHAHnTU2Ww1fWYHC1qbk7T3EoqN0bsnjDY7adBJYJDFGAwp4KVCFpaYWaRgHcfpX2/t9hzRylvm7clcobynMP3mN/QS7zvcqVtNltXpoRFoRFDCvbY2S0aZlWaZQuhBWWWxv7aDc9xtjacl2h029sp/UuXHEk/iLHMknBRVVPE9R6WmFUK7ZOx8hLS4eimkn7L7KqZFaprqoIXraChrZDolyMqXEsgPipo+BzcsW7Xt67ku9+znsvv8ALbcp2c7yc3c2yuDPcThdVzb29yx0vduKiecEw2MJKqdXxOzzGA2vMfMdor38igbfYKO1Fr2O6DIjBppWmqRsn0Hi+GzWHlDW2x0pta3knJkp6netXTyAkg+mokxL1C2/46Vkpt/wTTzcoc38pXKuRy59z3lod0hLQy8xTQvmhxK23mYUJzNuE5oKk/pbCbht1+mPrPcO98sMtorD0+EShTX+GJP+Neqcgs9PSb13vj2oNuUUsUXW3W1JEv32UqPGqY+srqBQFmr5gQYYNPjpkILf7Vrct+jvNv2v3g949jax5As5UTlPlOFAbm9l0hbWe5tVFJLqQFTbWoUxWcRDyZy+obUxzXHL3L1yJd2kUm/v2J0RrxdUc8EGdb11SHA+WaonymMyNFuLcFDDne0s+kkOy9mxProtqUMn6553vpiWmQ6quq4ZmBRD+pgsvb3mTl3ftn5+592WHe/vK74jR8v7Cj6rfZbZh3ySNWkaxDuv746WcgwQMBrcUjjs7y1uNq2q4a25LtSDd3RFHuXHBVHEluEUWQB3MOAOCOkymFyldhdu1VPuPuDc0EUu7N31MevHbQxbWEaLFytPTU4NqWkWzyuA7i2lfaWDbuZOUeZt45Q5D3GDmD71XMUKSb3vkqVtNjs2poAj4RQQjtsbBNL3DhZpl0hEF3mstwsrfcdzha05FtGItrVT+pdSDia/iY8ZZTUKCVU8T1hp8ZDUQZLY+x8hJjsNDK9V2j2dLIi1mRnEZevo6LJOdMldNGGWSQMUpIiQDe5ZHZcu299ab/7N+zO/yWPKUMzzc4c3OwFxdTaS11Bb3bHS93IuoTThzFYw1VTq+K8t1JFJacx8x2ok3BlC7dt4HYi17HeMZCA00rTVK2T5AYgNu53bkkaK+0ejdpOS5AkpKjfEtFKGcqABUz4aeqWx+stbIf6/oTKvIXOnIE0EKHlf7mfK7HU3fBJzG9u9TT/Rm255xk5n3GY0FWb9Jyu67buyuxF97jXwxwZbMOP95EoX/axL/wAayT1lPkYsVvvfFDJittUEscPWXW0cZjrcpUsojx1fkcagCzV8sekwU+kx00ZDN/tT97u1lv1vy171e82yybb7eWUqJyjymiabi8nKhLS5urNaB7p10/S2mkxWcRDuK/HSK3ltZL3lvly5E27yKTuF+TVI14yIkh4IDXW9dUjYHyn1dTksRk6XP56ii3D2ln1MGzdmxSLLRbToHuDVzMb/AG0UCktV1RszMCiH9TA43O/5h5Y5h2znnnbZo+YPvKb6pj2DYI3DW+y2rYaV24RRxDuv740aRg0EDAB3ViCG0vrObbNsuGtOS7U1u7oij3L/AMIH4ieEUXAA6mHAHilPlsRkajBbfqoNwdsbhjim3Xu6piMmP2njJWBKxJp0wxU6WWkpFsXYKzi2lfeobHmflbf9w5K5F3SDfvvRb8iSb3vkseq12SzfICrTTHHEtFsLBdLTOEmmXSETrzy2V/aRblukLWvI9qSLa1U0e5kHqeJLHMspqFFVU1qemn7brHX/AHI11v3H8T8v+k/jzf6Qr69X8b+n39uNOrwW/a+vq9hj6D7uOv8A1mfEvvr/AN56/wCuNRr/AK0fF/yUf+Uun4Nf09P8WpXu6W+Jzjp/rHpj8Lwafu7y+h4f2P8Avv501/j+XX//090nAfxr+F7y/h1v9M3738T/AI94vuvsdY+3/u5p/wAm/hX23/Aa37Xlt5ONPvBnkn+tv9W/d/8AcNP+C77/AKz95aPF+n1/o/uqn6X0HhU+k0/o+Po+p7fD6kfc/wB3fWbB9VX+oGPD8GunXTu8f8Xi6v7SvdprozXptH/MsZ/7kfxW/wB2/wDpK/zn+kLVb/cz4/Jz97+vT/zY/wA3zq9hzH/A33X+s1+9fE+sb+t1a/1prU/vCmv/AIlU16fL6f8A3Gzq6V4/rgn9ZPA0+F/uv/5Qqf6Fw/Bwr/T+P8PU7O/wX+AbM/hev/QzeD+L/wAD833vn8n7P95b/wCVfw37i33dv3fLfyf2PZzzp/U7+ovtF/Vuv/AgUj+v/d3ieP4mr9P97f6N9D41PrdP63ja/qM+H0m2394fvLmD62n+uDnw/GpppTP0/wCHxdP9lXt000fi6m5z+H/3629/fH7b+4H29H/cD7PT/dT+M6U8H8et+197p/4Cav8AJ7W0/wBr2b86fuP/AF7eQ/8AXb8D/WM8GD+rPgaf3L+8KL4X7xp2ePpp9Br/AMU06dHfr6T7b9T/AFa3X9w6/wCs+pvrddfqfBqa+DXOmv8Aa07+NfLrhifvv9Imf/vj9v8A3++3qf8ARz/EvJ/dP+FeJtP8D8f7/wB55rfd6v8AKbX0+2eVf3n/AK/vPH+uz4H+vf8ATzf1V+q1fuX6HQf+Sdp/U+o10/eGr/HNNfD7K9bvfA/qrt37h1/1Y1r9f4dPqfEr/o1caKV8Kn6daV6x7Z/in8P3l9jq/wBMvr/jX8d0/dfb6x9v/dy3+TfwfwW+20ft+TTr40+0/t1/WP8Aq97ufuev/Bd0b94fvLT4vhav0f3V/oP7v8On0ej9HxtH1OPD6d3n6P6rYPqaf639R4Xg101p3eP+Lxa/2le7TXRmvTfT2/0byf3H/iWv7+X/AEneS/8ApB12f+L28nP3mrXo/wCmf/Nc6vZHZeH/AMD7P/rM/vHxvr3/AK4aq/1n1Z+vpr/4k/Ho8vpqfTZ1dKZv+VtX+sfg6fC/3X0/3Bp/oXD8HCv9P4/LrNuT+Cf3f2Z9hf8A0J6of4//AAXyfc+TV/k395bf5V/CvutP3ej9zy38n9j2s9wv6mf1E9n/ANx1/wCA6qn7y/d+vxdVf0v3t/o30Hj0+u0freNr+oz4fVNo/eH705i+pp/riZ8Hxqaf6X0/4fF018Ovbppp8+nXMfZf3427/e37X+4X29J/o++x0f3U/injXwfxjT+3934v+Aur/JtNrf2vYl5q/cn+vRyF/rp/T/6x/gQf1Y+m0fub67QPC+v09vj+H/uDq/xPRp8Pu19IrH6j+rm6/uPX/WbW312uv1PhV7vC89Nf7Wn6la18uo+M83+kfMf3x+3/ANIX29f/AKN/4l5f7p/wnS/j/gej1fxLVb7rV/lOm9vz7QcufU/6/wDzb/rueD/r6eBc/wBVPqtf7l+hodP7u0931dafX6v8c0V8Ps1dXu/C/qpYfuHV/VfWn1/h0+p8So/ta48OlfCp+nWlfLqBtP8AjP8ADt6/aW/033P94P47o+4/h/k/yP8Au1o/yX+Dfaf8BtH7flt5ONPsm9sP61/1f94/3ZT/AIMyv+7P95aPE+n1f4v+6dP6H7v8Cn0Wj9D6jT9Tjw+lO9/Q/Vcu/U/9O5/0Hwa6ddO76j8Xi6v7Svdoro8+sdPp/wBGsn9yP4vf+IS/6SvufJ/pA1aj/F7eb1fefq0W/wCUf/N86vbNh4f/AAPM3+s3+9Nf7wf+t3iav6z6qn94fH/xJ+PT5fTf7jZ1dOTV/rcv9Y/Ap4X+6+n+4NP9C4fg4V/p/HinS2/35f8Ac3/mHv8ARN/Av+mn+IfxT7n/AN2H/qz9z/h7mL/mDv8ArQ/86/8A8C/+5f8Ahn1f1nif9X6/9Rv1n9LoO/8AIh/f3/Ev+vP1P9HR4en/AI5/1T8Pr//Z';

var piePatternImg = new Image();
piePatternImg.src = piePatternSrc;
var data1 = [{ value: 100 }, { value: 100 }, { value: 100 }, { value: 100 }];
var data2 = [{ value: 5 }, { value: 0 }, { value: 0 }, { value: 10 }];

for (let i = 0; i < data2.length; i++) {
    if (data2[i].value === 0) {
        data1[i] = {
            value: data1[i].value,
            itemStyle: {
                barBorderRadius: [5, 5, 0, 0],
            },
             label: {
                    show: true, //开启显示
                    position : 'top',
                    textStyle: {
                        //数值样式
                        color: 'grey',
                        fontSize: 15,
                    },
                },
        };
    } else {
         data1[i] = {
            value: data1[i].value,
             label: {
                    show: true, //开启显示
                    position : [20,0],
                    textStyle: {
                        //数值样式
                        color: 'grey',
                        fontSize: 15,
                    },
                },
        };
        data2[i] = {
            value: data2[i].value,
            itemStyle: {
                barBorderRadius: [5, 5, 0, 0],
            },
             label: {
                    show: true, //开启显示
                    position : 'top',
                    textStyle: {
                        //数值样式
                        color: 'grey',
                        fontSize: 15,
                    },
                },
        };
    }
}

option = {
    title: {
        text: 'Awesome Chart',
    },
    xAxis: {
        data: ['Sun', 'Mon', 'Tue', 'Wed', 'Thu', 'Fri', 'Sat'],
        axisTick: {
            show: false,
        },
        axisLine: {
            lineStyle: {
                color: '#BDBDBD',
            },
        },
    },
    yAxis: {
   splitLine: {
            lineStyle: {
                type: 'dashed',
            },
        },
        axisLine: {
            show: false, //y轴线消失
        },

        axisTick: {
            show: false, //y轴坐标点消失
        },
        axisLabel: {
            textStyle: {
                color: '#BDBDBD',
            },
        },
    },
    legend: {
        itemWidth: 15,
        itemHeight: 15,
        data: ['可用', '不可用'],
    },
    series: [
        {
            name: '可用',
            type: 'bar',
            data: data1,
            stack: '使用情况',
            itemStyle: {
                color: '#4DB6AC',
            },
            // barBorderRadius: [5, 5, 5, 5],
            barWidth: 20, //柱图宽度
             label: {
                    show: true, //开启显示
                    textStyle: {
                        //数值样式
                        color: 'grey',
                        fontSize: 15,
                    },
                },
        },
        {
            name: '不可用',
            type: 'bar',
            data: data2,
            stack: '使用情况',
            itemStyle: {
                color: {
                    image: piePatternImg,
                    repeat: 'repeat',
                },
            },
    
        },
    ],
};