Web页面精确定位
Web端页面定位相关
一、获取宽高相关属性
scrollHeight
:获取对象的滚动高度;scrollLeft
:设置或获取位于对象左边界和窗口中目前可见内容的最左端之间的距离;scrollTop
:设置或获取位于对象最顶端和窗口中可见内容的最顶端之间的距离;scrollWidth
:获取对象的滚动宽度;offsetHeight
:获取对象相对于版面或由父坐标offsetParent
属性指定的父坐标的高度;offsetLeft
:获取对象相对于版面或由offsetParent
属性指定的父坐标的计算左侧位置;offsetTop
:获取对象相对于版面或由offsetTop
属性指定的父坐标的计算顶端位置;event.clientX
相对文档的水平座标;event.clientY
相对文档的垂直座标;event.offsetX
相对容器的水平坐标;event.offsetY
相对容器的垂直坐标;document.documentElement.scrollTop
垂直方向滚动的值;event.clientX
+document.documentElement.scrollTop
相对文档的水平座标 + 垂直方向滚动的量;
二、JavaScript中建造迁移转变代码的常用属性
- 页可见区域宽:
document.body.clientWidth
; - 网页可见区域高:
document.body.clientHeight
; - 网页可见区域宽:
document.body.offsetWidth
(包含边线的宽); - 网页可见区域高:
document.body.offsetHeight
(包含边线的宽); - 网页正文全文宽:
document.body.scrollWidth
; - 网页正文全文高:
document.body.scrollHeight
; - 网页被卷去的高:
document.body.scrollTop
; - 网页被卷去的左:
document.body.scrollLeft
; - 网页正文项目组上:
window.screenTop
; - 网页正文项目组左:
window.screenLeft
; - 屏幕辨别率的高:
window.screen.height
; - 屏幕辨别率的宽:
window.screen.width
; - 屏幕可用工作区高度:
window.screen.availHeight
;
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cf5Wj3S4AkrN+1OTEyS7wsEXt6fHxYwvXV/nZo7eV/HZm6+Ut/y1hONvYvtf1YSX0tTm9DsipTY7FvS9vL5uryXVp6O14n9q+1pRvlrD/VtyS/pJOylerL2Y+yW9tH2ZWdpbmmxpbijWMp/VRfSi8ll+tb6rexuxw1SU6N7l34Ms/HgyTslmeB/vWjkq9Ue9vvhN0SI5OGAASmI/DfP1baObNafbk9yo7sUfZJgCSsz3U5LaqfF7btdvlkK7ZPC+NSw7ldgkuDwjkEVghw3q4AOmD4649o7zdUqy/PR9mRPcp+CZCE9bs2h0f2wl/kPpwpBiEAgZkI/Pitngsn1kscFyK4iWuSsJss9Nc0ubBvtdxMFgIQgAAEuiZAEtb18tQH9/WTE/V2jrBg/8q6p3iOmFNrGzD8Ij4Lh1nm0fo62OMP1nuooXM2AZKwswlfbP/nd8AuDubvr/RfH8XYEfS2plfRnIXDLPO46jzY4vdOrH///v2403y3nAc9yf76+PqNgp5iIpYKAnbR2U9P6OKz0i7GHg77simnW91KwPCL3ywcZplH3VndRvtOrF9fXz/v+/45YN8J5v7b5lzb4oWdsC20BpbVxXj1FHqJ42oONf5h+EVvFg6zzKPmnG6lexRrs2Nvbi2x6/H484fv//a4LqmY+LNFKSr0QQACEIAABC4n8PT3r5hcHggBnESAnbCTwPZq9uvPEj0etl2teq+xEhcEIACBWxL4/efx9LC/7/v+9dUS+ztz7/b3fTlmI0ASNtuKFsznqC35AleIQAACEIDAEoGn359/y/f93Xa9Ho/Hk32h/vXx/vr1R7v/U336TSL2H4x5KiRh86wlM4EABCAAgREIPFnC9efxlXV9BfyZgP2N3XbB3km6RljJ6hhJwqoRYgACEIAABCBQSMA+arQEyw7b8bLNL7VlQkna+9Pj/fVFvZQTEiAJm3BRz5zSs/3iYTje3t4e1u/LIHJYM+c/5eCsmGQ3+lS/yjjesm0x+MPW5uwj+jR/LfyePa+U/dQap/qibolM1KE9D4Gn37b7ZQnY++P99es7Xk9LPyFksr8fj6e/ydo8JJiJCJCEiQRlMYHUgzXVV2xwo+BWX5Jv9QCUv43TOkw8Nc9U32EOnaHWc281LzdFqhDYR8A+b7Sk6t0SsOevfxj1+++bI0uy/v7G41eS9u3Cdslst+zBjtg3lIlq/ETFRIvJVNoQsETDHv7+6D0ZaJ0ceTbUIQAB+8jxz9fHj/aFe0vIlIC9Pn995Pj5ZfyX5Jfvv/6lJBRnJEASNuOqXjCnmJRYCNanV6uQ5M/Hk6ufFVP0p5jkL46n+tV3VqmYfCxn+TK7KX/Rt2/n5L2M4vV9KT3vXzotylwsMR4ff4u48HENgffPjyDt+11PjyclYJ8/QfH5pbC/X9J/+tr1iiH6b+3HMdpDE+DjyKGX75rg/UMjt8NiMn7M69RG7W1FH7EdffnxOHZ0O8WgpX+bT4rVmXGl/Fkcft7Rf+Qex33b25Ge+ryc5m5jvt/Xpb+3NFu5I/qJbdPzsaXGc7bpH5TA348Tn378mv3T4+lP4fc1Pz/K5LfCBl39bNgkYVk0DOQI6KGXG1f/0kNKMnvKUv97bJfqlD5Alxjowauy1PcWObFaimOLvTVZ+YtyKf+lDKOtpfaan1x8SzZzY9FW9B3bOTv034iAfTH/80dYbzRnprpIgCRsEQ+DNQTWHlI1tkfRjQxGifvIOC0Z8RzOTE68Hz8H649x+PEz6rlYzvCFzREI2G+D/f1piv/CtS/p//2I0j6a/Psr+f8N/63Yb7jaF/o55iPAd8LmW9MuZ3Tmg/eqCW99sItB1Ivto+cjv0fbPcLemXPXvFXK1xFxb7WhGLbqIT8PgfRPUdifI3r/+sL+3/LzR/Ofvn5LzJI2+0L/5w+3zoOCmTgC7IQ5GFSPIxAfeLFd4yk+0My2HWs+NC75mhhKdOVPslf69cxaxxX9iUeujPJL3CRrpeqyKz3frz7JnFV6n+Yj5VdrYmVq/KzYsHsBAf08RcK1fUn/vz9R5P/VpPvY8uuvSCaU6RqeAEnY8EvYdgK5h4X6VVpUvn5UlGs2U+O+z9ePiCllz/f5uvcX+2Pby+6pR3tr7T0+ok704ce3jqXkU33mw/f7eql/L1daT/mJfbGdipUErJT42HLfH0N+/j7+z8nYr+P/+fj8Adfc98XeX/jV/J/Q5mmRhM2zlqfPRO/co6PUwybKHNHO+TfbrWIwX73EkWK6FFtrTkusWq5XilNNX2+Ma+aCbisCX3tZlkx9/Wr+57e8gvNUn31Saf8Kl++DBVjTNEnCplnK8ydy9YPzav8i3EsciseXvcXWWzye1d76EXM6wsbe+NG7gMB/nyd+/Vr+4/PvR1pnOvH6ivD98bUDRgJ2wYo1c0kS1gw1jiAAAQhA4I4Evv4kkf0RyL9fxH99+fyy/dfHlH8/ovSJ2vsr/xryJicKSdhNFlrTfP37R2PVpoQABCAAgXMJ2B/g/u+X8j/rlmP93RU71zXWOydAEtb5Ah0d3hN//uJopNiDAAQgsEjAEq7He/4vLCwqMzg1AZKwqZd3fXKfN4d1scMkWvs7LPCODMHwazFm4TDLPDq6RLKhHMXa3sz++vXr8fFh/6qxr8Pi4hiHAEnYOGtVFWnu5tN6Z6y1vyponSrD8GthZuEwyzw6vVx+hHUka/vHFbn76g+njRu9xtUYwzDuSMKGWaq6QH//jn8u48te63dNa/+8v26W99CG4dc6z8JhlnmMcPXdhfWfH38kfISVuW+MJGE3WfvcO7aW/1TeboAt/c24tDD8WtVZOMwyjxGutTuxzt3vR1inu8XI346824ozXwhAAAIQgAAEuiBAEtbFMrQLwr4TYS/eKbVjjicIQOB8AnZPO/I7X+dHjAcIPB58HHnDs4AE7IaLzpQh0IBA/MjP2jpm+yqCn5vmqHK2uWpelMcTIAk7nikWIQCBHQRmeagtzSOFxeRneGhrHio1V/uS+MtEf4Ba62s/T6HdN1/auGRmWFetI+U5BEjCzuGKVQhAoJCAHlhL/6JLMqM81Ep/P0r/OtnmN8rcUsvq47d5+HZKftQ+zUtf6UiVNjdjYImZ5EedL3GfT4Ak7HzGeIAABDIE7CG1lHxJTTKzPtQsabOEbMREzK+J6krEtH4zlJqbT7yURPv5aQ1Nzs5b6XkZ6hAQAb6YLxKUlxCwGxTHvwTu8L09W3slV/8SSPfooZYeHbvXErHRrgefYFjdz0HJyNir8hW95ukTMF2jNk//8vP1iZjvpw4BESAJEwnK5gRGe+C0BqSbfGu/LfzZ2m9NwBTXXj3pX12+vtofc/552I6KdlVGuS6UmNhMrK6PYGMiNsv3wWyOdk0qEfPz/7matCBQToAkrJwVkgcS8DftA81OZcr+ysHMidhUi7VxMj4Rs6TFvzaaukTcJyCpazkmYpcEeZBTzdV2u6xu16SVJYeStpl3cEs4IJMnwHfC8mwYOYlA6qZ9kqvhzepdt5WzHLb+cTfL/1ktn6Dk+o2F2RnpIy8/L4s/tkdZX8996Vq2REzfc1MCM9J6pdYjNw/jEA87x3X9xjHaEBABkjCRoGxCIHXTTt3AfDCj37j9XFTfssOlG/lMiZg4qLSERAmXlb5tMqMmLKn5aS42z9E+qrNrVddj6lrWfFXOmohpflYaByVculbt+ra1Vf+W693bpj4/AZKw+de4qxnaTdkfse3HrK7vycT+GdpKOkrmopt7ieyoMj7x8myUtIw6r1Tcfn6p8R77tiZgmsMMiZjN3R8+EbVEy6+n3ixZvxIxr0sdAp4ASZinQf00AvEmdpqjwQxveYesm/tgU9wUrk/ETJEEbBO+04V1Ha+9eYqBKBGL/aO0LX67VvVmyCeka9eldEaZK3G2JcAX89vyvq03vXO8LYADJq6Ebe2mf4Cry0z4HQULIrYvC6zS8Qzz0DW8NQETOunJjvpHKH0CZtefzUEJ6dr1qOt2hHkSY3sCJGHtmd/aY/x40dpLr5lh2S6P3aBzLz93PQSsb9abuk9U/A6Y7/dMRq37uY06h7vFrd0sXyqZjNdjbK8laXdjyXx/EuDjyJ88aJ1MwG5clnTpXbG5083sZNddmbcb89LN2R7UuuErAVuS72pyO4LxiZaSFCvVb6X6d5jvRmWGOaRgxjdXJuOv8ZTOKH3+nqVrUaXNISZdsc/G7bthd7zPjbLGV8ZJEnYl/Zv69je1myL4nHbq5h156GavhCyOj9i29bePcuyLyzpyyUmu3/RGe6j5ufi6GIxe+vXQR3Wjz8nHr2vRl0tfvrfEyxLRVILq7VK/NwGSsHuv/2WzVyJ2WQADOLYHtSVfMyVgA2A/LUS/m6cdPntQc/RPQG8crNT1aMmYdrhSSad2AknE+l/fKyMkCbuS/s1968bWGkPqhmmx9HboQW03+zOPK3ho7f1uWOkcR05cfCJWOl/k+iCgc9ZHY312fapUgmal/9qFEjGT44CAJ8AX8z0N6s0JXHFTij5juzmEhEO7idtxdgJmPuL8YzsR3iFd5mdrQqWdh0MCuMiIkuuL3OO2goC/NuwNhK7PWOqNjf8o0hIx9VeEgOpkBNgJm2xBmU4ZAbuZ2g3R31TLNNtJ6cbewuNVPOTX5ri0K6Zkref1arFO+LiegM7BpYRKMhat3xG7Pnoi6I0ASVhvK0I8zQj4G2Uzpx07uoqH/JY+1DpG+F9ofgfkv85MZYtsxkTT7ly8cf1yck2DPdGZzts1FyYnFqU6azYZn4cASdg8a8lMIDA0gVkeUFvm0ftubDyhtswt6t65Dbc7r/7y3PlO2DIfRiEAAQhAAAIQgMApBEjCTsGKUQhAAAIQgAAEILBMgI8jl/kwuoFA/E5IzRb8KB/TpL48r3/ZuAHdYaIWz5X+Sybiz5Oac6TE19EyPnbZLp1D7Tldq694S8uUv1Rfqb0R5Gx+OkrXVfJby9lZbuVxV3mSsLuu/Enz9jeuu9xkUj85kErOTkL+j1lLwq70/09AriOeE77t606lu6o/xy24krhLZLqb6M0CimsU2zfDwXQbESAJawQaN3MT6DXp6Z16TGh6j5f47kOAc/M+a33lTEnCrqR/Q9/27tIOf4NTX+wXnlHfkfrETB8Rqk+7Vb4/VxcHP259sS25kUu/1qnzwvd52Z7m7GOM57m1Na4xtW0O6rO6+n3fUv8VDBSjjz32qe3noT6vd0X8W3zmYk71q09zVjs1X41JdktMyI5PgCRs/DXsaga6oVhQqZuK+kzO6io1ibW25Hoq/R9j9omR1dXW34G0uPXxpSVkNh4TM5NRf7ShecuG7Ho/kumx1JorNp0Psb10HsiGL6XforTY/OHnsBa39LyOr0tfpcmX1GX36NJ85w4fl8n4tubk+1RXKbuxrf7WpcVssejQHKwdY/TtnJz6vWy05cd8XTFQzk+AJGz+NW46Q914zGnqpmJ9S8ea/pLuVWNKiOQ/lVTZmBIrq0tGdRtTQiU7GvOyccza3q4f77U+4hp7lj5+64/n+do57m1JP/aZD9n1/nw96pzRjv62zi0X01F2cvb39vv5ir9s5WLO9Usvlt6Hr0c52vcgQBJ2j3W+fJa6Uemmo/ZSYCZrctJZkr16LJcolcalREql6ZlNa9vLDr/jVmoXufYEtp6vOfmRzv+tlHNz3mqnpXwq5nh/KrmvtYwZX/0T4HfC+l+jW0UYb2J6EM0IwZIrv/sV2zZn67NkrDbJ64VfXN9e4jorjq3zlbzKmc9/Mddc1b6q3BLHFtk4nxrdaIv2+ATYCRt/Dbuagb/B+HeOepj4cQtc/ZqE1/F9ppcak0xvpRIqxWXt3KFES+NqRxsa92WJjJe/ur603hqzUnXFa20dOod6PCeW4lb8sdR8rF/z9HbUF/WubvsYfexrce3VW7NbO74UV24s9qdiiDLW5oCACPz6+Pj4UINyfAL6CEs7J1bad5bU1gNeci1n3OND84j5i2nKlsMeWXMAACAASURBVI3piGug/qifakvW/hCw3cSXZExWvqQ3S6lzSOXo85plHj2sg53z/l4XY7oT68jC2i8vLw8e9/GsuL7NTtj1a0AEgxNYSnhSY7Fva9twrekMjpTwIQABCNyCAEnYLZb5e5J8ufubBbXxCPBRznhrRsQQgECeAElYns2UI/7jsSknyKQgAIFbEogf0d8SApMejgD/OnK4JSNgCEAAAhCAAARmIMBO2AyrWDCH+B0iqbAzJhKUEIAABCAAgbYESMLa8r7MW/xVdwVi/9qu5WH/QomjjgAMv/jNwmGWedSd1W2078L6z58/bYDipZoASVg1wjEM5HbCWl6s9k+kj/B35907e4jw5fR//1TQGFfhv1Gynv8yOavnTqxz9/uz2GJ3PwGSsP3sptBsndAc4c9uMJbQ3fW4y7v5tfWdhcMs81hbrx7Gt7JO/SafzcPuQUu/SdbDXIlhDAIkYWOs02FRKgnyfy7nMOONDd3xhwft4+M7zjueWrNwmGUecX16afsdIUvAtuwib0nYZrqv9rJ2d4mDJOwuK+3m6W9MrnvYaulvn+W+FzfsxAkcAhBYJaAEyQR9fUmx9J7ibcx2X/Vzo34eAZKw89hiuSGBnwmW/WMD/9e4fj3e398+/1j2T7mGAeIKAhC4jIASJJWXBYJjCAQC/E5YAEJzZAL6l55KwH62LQHb8w53ZCLEDgEIQAAC/RJgJ6zftSGyzQR88mX177b/ZQz+kO1msChAAAIQgMAJBNgJOwHqDCZLvpSak8n1n8/la+fLPnr89fr638va9mX2j49H8Rdz7QvT/pWK3cbXDsmoXJNfGj/CRsr+WXZTvuiDwB0J5O6JuX4xWhuXHOW4BEjCxl07Iv+HwMfnPx1/fn9/fP9U4cvD2l/fBdHO2D+KPzosKflK2ixx+3qdlaicZffHhHY2eo5t55RQg0BXBLb8a82uAieYwwjwceRhKOcxZO++7OagcpyZ/Xo8v/95vD09fSZej5ffj69s7OXx/v7n8fRkv9b/tms6/CzELmwoQaArAks7SyREXS3VbYJhJ+w2S33MRO0mppe3qD5/k1NfSm5Pn9dJ1792uuyfoVsi9vjz6/Gw33R9+Xh8/bZr2U5Y2vZXr98dssTMt6VnfXqpT2WqXzY0FtvSVenlJJsaU5+V0vF9sZ6SkX2NxXa0QRsCPRPIJVq5/rPnovulL1WPvmO/tWNf1KHdPwGSsP7XqGmEdlHrhmSlv8g1Zv2SseBy/TYmOdmRrtped6mvDIK+E6aPHx9/d8Kkvf4dLknmyrUdMUtS9BFmlPVjSmbMj5eTbk5WcUnOStnyOrl+ycqOSq/rZcyODvnMyUqOEgI9E9A9STHGtvpbl6l7oWLQWGxb7LpvaoxyLAIkYWOt1/DR2g3D3zT8TUQ3w1Rf2cQ/Pj99fH5+erzYR5F2fJavf9W/E4q/HdWFT3bWjPmEZk32yHEfYy6GXP+RcWALAr0Q8Pea3mKK8cQEzMb33yOjddpXEyAJu3oFOvSvRMknS0eFaTcPvWTT31CW+jSWL3/9/UXsv0nXi3093+ovj7e3J/tQLq86+YhPxCafKtODQBEBu++McKTujxZ3rn+EORHjNwGSsG8Wt6/pHZdd3P51RjImmyr9DSXVV7Y4H59J2HfC9fmFsM+5fP25kv07Yf4juhhL7wmOYu89zsiVNgQg8EXA3x+tZ/89EqK9EeBfR/a2Ih3HE28ECjXXr3ErJeNvHr5fdZVRzvrXD9vp+krEvj5e+2p/61l7/d1vKln5svf1BXfVv+1+11K636P/1iS/ZPNfra841C9d2Vrql6y+1yXZVCl70knJ0AcBCJQR0D1N0nZP3HLoHmql6qa/1c4Wn8ieT4Ak7HzGw3jIXcy+39f9xFL9R/d5f+m6drqUfKXa72nV0JtLPEr6UzKxz7dVV2mhpOrW53e1QsifTa/nx2O/b/v6km/Z8/K+rnFKCEDgJ4HUvdAk1K9SWmqrjP1eV2OUYxIgCRtz3Yg6EPj5h3ntHaZPtmI7KNOEAAQgAAEIXECAJOwC6Lg8loD9Lcg7Hew+3Wm1mWstgddX/evox9+/nFFrEX0IHEeAJOw4lkNY8jekIQIuCJKkpAASIhC4IYH4Payz3rDNeF+94elyyZRJwi7Bfp3Tr38leJ3/ozzbdyV+fgR5lOX+7dx13nFlZuEwyzzi+vTQ9t+psoTMt4+Mb5b76pFMsFVGgCSsjBNSHRH4/fvvD7F2FFPLULjhf9GehcMs82h5Dez1Beu95NA7iwBJ2FlkO7Lb01b5Ee/6j7DR0fJsDqWn9dwc/IEKs3CYZR4HLu1ppo5kfaSt0yaM4e4J/PrgCzXdL9KWAC1BsXd7SlR6eudX8ttUW+Z6R1kYfq36LBxmmccI1+IdWes5YKV9H47HfX9nKjth/a3JoRHpIjzUaIWx3uKpmMplqjD8Qj8Lh1nmcdkFscExrDfAQrQJAf5sURPMOIEABCAAAQhAAAI/CZCE/eRBCwIQgAAEIAABCDQhwMeRTTBf5+T98XSq85dn+xNB/x5/3vQng36OnR3PT29ztmD4ta6zcJhlHiNcbXdj/fTjL4eMsEL3i5Ek7H5rfuiMfbJlCZlvH+oIYxCAAAQgAIHJCPBx5GQLynQgAAEIQAACEBiDAEnYGOtElBCAAAQgAAEITEaAJGyyBWU6EIAABCAAAQiMQYAkbIx1IkoIQAACEIAABCYjQBI22YIyHQhAAAIQgAAExiDAv44cY52GiTL3kxXDTIBAIQABCEAAAo0IkIQ1An0XN/xExV1WmnlCAAIQgEAtAT6OrCWIPgQgAAEIQAACENhBgCRsBzRUIAABCEAAAhCAQC0BkrBaguhDAAIQgAAEIACBHQRIwnZAQwUCEIAABCAAAQjUEiAJqyWIPgQgAAEIQAACENhBgH8duQMaKt8E4k9SqM2/kvxmRA0CEIAABCCQIkASlqJC3yeB30/rIH5/fKwLIXEYgZfH41GyLoc57NRQ7xx+/fr1D7mPxLXS+zz+mcTAHUewtnVNreMSlvf396XhxbHn5+cHb2gXEQ0/SBI2/BIyAQhAoDcCelDveWj3NhfiqSfw9FTwjja4eX19DT00ZyRAEjbjqjInCEAAAhA4lIB2N/cm1jU7YodOBGNdEeCL+V0tB8FAAAIQgAAEIHAXAiRhd1lp5gkBCEAAAhCAQFcESMK6Wg6CgQAEIACB3gjoo0jFFdvqp4TAVgIkYVuJIQ8BCEAAAhA4gADfEzsA4uAmSMIGX0DChwAEIACBcwnYv3bVv3j19RqvSsBU1thCd1wCJGHjrh2RQwACEIDAgARi4hXbA06JkHcSIAnbCQ41CEAAAhCAwFYCuYQr17/VPvJjEeB3wsZaL6KFAAQgAIGBCdgPty79eCvJ2MCLuyN0krAd0FCBAAQgAAEI7CVAorWX3Hx6fBw535oyIwhAAAIQgAAEBiBAEjbAIhEiBCAAAQhAAALzEeDjyPnWlBlBAAIQgEBHBPhj3B0tRmehkIR1tiCEAwEIQAAC8xB4fn6eZzLM5HACfBx5OFIMQgACEIAABL4I2I+7vr29ff7Y654SjnMTIAmbe32ZHQQgAAEIXEjA/iWk/STF3vLC0HHdgABJWAPIuIAABCAAgXsSqEnA+CmL+c8ZkrD515gZQgACEIDARQT27oBJ76KwcduIAElYI9C4gQAEIACB+xFgJ+x+a75lxiRhW2ghCwEIQAACENhAQDtae8sNrhAdkAA/UTHgohHyGAR+/fr1X6D2L6TsSPX5fsn5Pqun+kv7vH6t/7P1LdbUobl6/15O/ZKzMfVZXf2pPi8rOd9Xq28+Zfds/xarHWv+/opdWngWPhDF7vtGrtfvhD2NPH1iXyFAErYCiGEI7CWQepik+sx+qj/Vt0U2pZ/qq7V5lH7uoWz2dSj+KKt+yVlZ2rdFNmVzSd/i9Dq+vifWLfo+rsjL+76q7ucSOV0V0xl+9+6AfeudERU2eyHAx5G9rARxQODmBOyhrJehUN0/rG+OaPf0YbgbXbVi/U5YdQgY6JgASVjHi0NoEIAABCAwNoHvHa19vxc29uyJfo0ASdgaIcYhsJNAjx8B7ZwKahCAwE4C7ITtBHcTNZKwmyw004QABO5LgDcE1609O2HXsR/BM0nYCKtEjEMS4Hs4Qy4bQUPgUALshB2KczpjJGHTLSkTggAEIACBXgiwE9bLSvQZB0lYn+tCVBCAAAQOI8Cu7GEoNxtiJ2wzslspkITdarmZbEsCfA+nJW18QaBPAuyE9bkuvURFEtbLShAHBCAAgZMI8IbgJLAFZtkJK4B0YxGSsBsvPlOHAAQgAIFzCbATdi7f0a2ThI2+gsTfLQG+h9Pt0hAYBJoRYCesGeohHZGEDblsBA0BCECgnABvCMpZHS3JTtjRROeyRxI213oym44I8D2cjhaDUCBwEQF2wi4CP4hbkrBBFoowIQABCEBgPALshI23Zi0j/l9LZ/iCgBGwHSL/8Yh2jFJ9Jq9+yfk+2cv1+f4r9P1cj/LvbfY+/738U/Py/Gxch/p1nli/+qyu/lSfl5Wc7ztC32zY0cK/92E+bU6+T3Pc2hf11PbzKu1TXF7X6v4ojc90JJvyb+Opft/n/Z5Rr98JezojLGx2QoAkrJOFuHMYqRtiaZ9xK5VNyY2mbw+cOI/Y3jKnLbIpP2fpp+x6/3rwpuS29G2R9f5NT0eqX31rcZoNycpers+Py67pen1fl7z1xfMmJycdlVEutk3uiD7NJ+c35yfXn4opJyufZ5W1O2Hv72dFVm/Xn1e+Xm953UJrf+sRpSXW4uTjyDQ3eiEAAQh0RcASCyUXvl4SpPRKZO8iYw/HFkf9TliLKOt9HHWOtVqX+hmXWVjjQhJWxhGpAwmsnZQHusIUBCAAgUsJ1O6EXRo8zk8nQBJ2OmIc3JXAbO/o7rqOzHtOAq3eDM62E2b3Nb38meHvd75uMrEtPdnRuC99XfJbbHkdX/c+vQ/152TVH3V8v2xIxsZiPcqQhIkgZTMC/qRs5hRHELgxAa656xZ/pp0wO48sedWrhmrKlhJjb9/qOn+lE/2qX3qSj3JqS062Yzsnp37vz/p822wtHdEXSdgSLcYgUEFg7WKsMI0qBCAwCIHZdsJKsNu9T4mQEpSUnmRSY1v7zJZeW3Vz8rIX4zzy3s6/jszRpx8CEIBApwTiQ6EkzD06JXaPkmkR3xE+jrBxFLOtdrbGfmSyEWOVbcWkdpQrbdfqRz8Wl7epOKNcbZskrJYg+psJ+BN7szIKEBiMwBk379muofjAO2OJo4/YLvG5R8fs1nwk+f7Y/zthT4+v37cw/y8vLz+SipL51sjYOZriFfskt+RLMqXnffQR20u+Wo/xcWRr4vi7DQG78DkgYA+OpReE5iZQk4DZR5k9HUqG7N5We3+TDSt9cuV9lM7d60R7pTaiXLQZx317i6zXszpJWCRCGwIQgMBkBGofmJPh+JyOPThbHLN9J8y4+ZcYpngu9aVseFspXY1bGcfX7Ek3paexaNfblJ5KryM9yfsxL+/r0iEJ87SoNyHAA6EJZpxAAAIdEJhpJ+wqnEftbp0Zv8WoV0y2lvyShC3RYQwCFQS2XIgVbqZV1Q0tVU47aSbWjICdVy2O2XbCWjCLPka4l1qMesX4l9okYUt0GDuFwAgX1CkTx+gmArqh5cpNxm4uzDV33QnATth17EfwTBI2wioR45AEWr3THhIOQUPgJgTYCbvJQu+cJknYTnCoQQACEGhJQB/Lmk9fbxnDTL5a7Q6yEzbTWXP8XPidsOOZYnGFgD1AWt0AU6Foh8rHsNRnNiQrOd9ndfVLTn5jv9ol+ntkvf+UfqovF39KNtWHfnr9xcpKrYv69qy/2VjTN7t2RFn1fY3y/5YE6nfC+vqZipbs7uCLJOwOq8wc/yGgh6IGYtv6S/u2yEab/qFqdtQ2uSh7RKxn2KyZ/xFz6tm/radn7uuae4v4dV55n9TbEKjdCXv/+r3VNsHipTmBLj+O9DcMX6+h4+34eo3NWl2Lo5dYaucykn7uQXjFHCwWvcy/r18RDz7nJNDTOd8L4Vb33vqdsF6IEccZBLpMwvxEz7h51NhMXbipPj+HVN10/AN3j42U3RH6aviPMD9ihAAEICACtTthskM5J4Huk7A5sTOrKwm0Snhb+bmSJb4hMCqBVm8G2Qkb9QxpE3c3SZg9sPTyU/cPMl83mdiWnuwsjS/Jen1vQ3WNy8ZSKVnpmqzqcUztJXszjGn+M8yFOUBgBAJcc9etEjth17EfwXMXSZjdIPTRXO27k2hr6eazJOvjkQ3FprG1Bc7Zj3Zie80u42MQ0LqOES1RQgACZxBgJ+wMqvPYHOpfR9pDTYmNyrWlWHsQKsFas7N3vNZ+rf7euE3vpUZ5RffKeVloZ/hfO9dWkDAMAQg0JGD3gBbXbO1OGP86suFJcYGroZKwM/icfRHW2t+q7y944/X+2P8bM7/3q56xVF3bPCqpO8pO17AIrjmBrfeR5gFO7LB+J4wb8cSnx6OLjyO3ALabSXwHs/TgWhqLfrfIRt2S9tn2S2JAph2BPett5/faq90M8AQBCNQS8G+M9yRktf7R75tAF0mYEit7aO15cHnE0Za1c8cWWdnwOuqzUrGrtD4va/2lsXi71I8nUHuOHR8RFiFwLgHO+X/5Lt2P/5Xe37Mn8fKJ237PaI5AoIskzEDZBeFfgpe6UGJfqi1bKTteXnKxT3qKLbajvLeTG4s2fFt+vG4cn6XNA2GWlWQeEIDAGgGfUO1JyNbsMz42gW6SsLExEv1IBFoluq38jMSeWCHQC4FWbwb3JF4+ceuFF3GcQ4Ak7ByuWF0gQHKyAIchCJxAgGvuBKiFJn1CtSchK3SD2KAESMIGXTjC7p9Aq3fa/ZMgQgjcl8CexMsnbvcld4+Zk4TdY52ZpSNAcuRgUD2FgJ1jOs98/RRnGN1FoNXuoE+o9iRkuyaH0jAEbv87YcOs1ESB2kOp1Q3wDGyv72mrqf5Un9d+ef7lm/89uP+85f9V7w+FiRtr7Hqeemr9eptPPPeMZyrurZxb/b6gktwYX2/3lj2Jl0/cHhW/9RjZ0O6PAElYf2tCRJMQKHmglchMgoNpdEZA554lY6p3FuJiOD7Z6vmNnU+o9iVkixgYHJwAH0cOvoCEv52Av3lv10YDAhCYgUBuJ+3oue1LvN4f0js6Huz1RYAkrK/1uEU0JEG3WGYmCQEI2J+Oe/9OqJRYbSmBODcBkrC515fZJQi0egeccE0XBCDQCYFWbwa3JFyphK0TXIRxEgGSsJPAYjZPgCQoz4YRCEBgLgKpxGpLYjYXDWYTCfDF/EiENgQgAIGbEUj9S8m9CF52Kta+OavV3xn2qtqWhCuVsPGvI1cRDy1AEjb08hH8HgKtPobYExs6ELiCwJH/OnLPT1RYAlVzXe7R36OzZ21SidW2xGyPV3RGIcDHkaOs1ERx1txsJ8LAVCAAgRsQ2JZw/fsl/hsguvUU2Qm79fIz+T0ESn5XqURmj++ZdeJHYmofuUszM7+tcxNf01Md1lsprsuzE7bO6M4SJGF3Xv2bzr3VxxB7PpZZW5JU7Nbnj7WdxiX5lH2znetfG1sa9zZ93c/F+sUxysS216P+LwFLBvzx9vbmm3/rP2Uk8Pz8POQPuir+VLl2naR09vTV74Q97XGLziAESMIGWaiZwuTheexqxofJGt+t8sdGi7UrCVhCsPV4fX0tUtFumv9ifjzXigxNJsRO2GQLevB0SMIOBoq5/gkc8WDQA8fPNtXnx6lDoAcCcUfsqJj0UaZdB0dcY0fFlbOz9mYlp7e1n52wrcTuJU8Sdq/17mK2I9yg10DpgZOTa5WQbX2QrMnb2kSZ2I5zXtNZGzd7JTIpv7GPNgR6I8BOWG8r0lc83f3rSLvh6/B19e0tzZa3F9t77dbo9RBDTfzoXk9AyYvOJSutL3eUyEeZJXvys6azNm52SmTkz0qbKwcEeidQvxPW+wyJr4ZAd0mYn0zJzd/L5+p6MMlebOf0cv3x5h/bOT3fH2PYY8Pbo15OYGTWOof9bK3Pv/xYqu5lU/ZMx8ukbKT61nTWxtf8xlhjOxUTfRDIEWh1/tTuhOXip38OAl0nYXMgZhaRwMhJkM1l7aPIUpnIhTYEriJg//qR4xwC7ISdw3UWq10kYfZQ1suD9Q9rXzeZ2FZftCM59ce2/MXxUnvSz5U5uyn7ks3Zoh8CEIDA0QSUgKk82v7d7bETdvczYHn+lydhlniUfEyxPI3v3zGSLbNrh7ac1R/bJpOKIfbl7C3FVWojFdOSXcbqCIh3nRW0ITA+gZh4xfb4M8zPQPf0vMQxI+yEHcNxViuXJ2GlYO3BqYtGyU2pbomcbHtZ69PL92+pSz9lf4udmWRJgmZaTeYyKoFcwpXrH3WeV8fNTtjVK9C3f36iwu2WKVFSkqCyZglrbSimmhj26vofXdxr40y9vWyN6V7dM+eDbQi0JJD+xfyWEVzrq9U9oH4nbPsP7F5LFu9bCAyVhNlFEx+gsb1l8lFW9mO/tY/ws8fG1huFf9dlcb8/9l/A+nMxKR41fXs4RH9m447H0rxT58oaa40v2RVnXR8pP5JRKbvW9nWNr5V7dNZsMg6BKwj4e/K+hOyKqPHZisDlSZhu7LUTjnZKHhTy6R9A0luy58ck722YXev3cuqTz1h6WdmMMrQhYARy50dN4hJtLtlaGrP44rWwZ9ViPHtsoAOBHgjsS7zeH9J7VLyR7mH+xLBMoIvvhNkN178UcupGHPt8O2XDbHmZXFu68i25VL8f83XJen+pPulY6Q/J+j7qxxPw63O89ess2ryOSICumwGeIdCOQKtrpXYnrB0RPF1B4PKdsCsmjc9rCcyaBF1L9cu7ErEzGS/50C5Z7QNOdjzTaHNtjiXyXmbNno9l1HrpH+MedX49xq0drb0lO2E9rupxMZGEHccSSxCAwEkEcklZLnEqkY8ysX3SVC4zy796vAZ97U7Y+/s1ceO1DYEuPo5sM1W8bCVgD6UZj5p51ehexdJizr32xqTdMK9vPnJJkZc7qr7Vl5dPxZqa01Gx9mDH/jWkzXFv2cMcjozBnw9H2o229u6ASS/aoz0XAZKwudZziNnYA5CjHQF72ORe7aLA09UE9FDfW14d/6j+a3fCRp03cZcR4OPIMk63lTorYTrCbo2NGt3bngxh4pbYGUdfBpHDmvLhDVpf7tgqn7MzU39tMjDbx2I6d89e471Jr/T4TtjZK3StfZKwa/l3733pQdd98CcESPJ2AtRCk/FcXHuIbpUvDGNYMT3U95YkA/uWnuR3H7e7aPFx5F1WmnnegsBaYnILCEwySaA2GUgapXOVwN6kV3qrDhAYmgBJ2NDLR/B7CMy6m3VFAqaP/eKu0551WdLZumZr8orb+7yCn/d/dl0P9b3l2fG1tn/2Oav5kPyKBGWKAElYigp9nwTOukmtPSB7xn8Wky1zNn6pVw+x5eaRinfLeWBzizaW5lsiH2WW7OXmNVI/ycA1q7U36ZXeNVHjtRUBkrBWpPEDgQMIWKKQe6XMryUWufEt/SlZ32f13CsVs/V5fclEG+rPlSXyXiZnZ5Z+PdT3lrNwaD2PmZNf/0bK11szjv58LL4e5UrbJTZKZFL+SMJSVOibmkDqAT/1hJkcBB6Px8zJwJ4F3vvQ3Oprb9Irva3+rpLv/b6aWu9UX4pf7dyW/JCEpYjTdyqB2hP61OAwDoFJCeihvrecFMvp0yL5PR3x0A5IwoZePoLfQ2DpXckee+hAYAQCJAM/V6nVm8G9Sa/0fkZ9fcvun3r5aPx91ddNJralJztxPNUvGY2t2dD4llK25Uu6qXZKNtdndjQmmypJwkSCshmBeEI3c4wjCNyYgB7qe8sbo6ua+kzJr927LXnVqwZMzlbs988LP2a+fdti8rKp2Gzcv7xMqa0o522Ii4/F6nZozMtb/bQkzAKtPY6wYTF4O75eG99efYuhhzj2xo8eBCAwHoGZkoGR6O9NeqU30lwVq09C7FmnRETjKkueg17X12VjS2n6/hV19WwuiSvq7m3f7hfzaxYxnkyxXbIIUSe2S2wgU0eg5hyo8zyOdjwvYzvOxMZzR4p3iT3TW7Irf5JL+ZGMSu/X1zW+Vu7RWbPZalwP9b3l2b+YX7LWS6xq9Zds+7FWfrzPo+pbYy+5pvbGJtuKSe299o7QuyKG2yVhRywUNuoIXHGi10WMdgmB3LraTTY3tmY36i3ZWhozP7rZr/lcGo/xLMn2Nla7E3b2346sYbu29qm1aKVjvmvYvz+eUuEX9T093j/lzP/Ly8vu67DIWRCy9Uwxjn2SC+r/NaP8fwMnV1r5Pe3jSONjk9DL81KflfFIjUW52PY2UvpxXO2UrO/zflTXuGzkSslJz+RUj2Nq52zRD4GRCazdZEee20ix790Bk95Ic+0p1poEzNj3dOhaPuKZJRtWml0d0Ycfk4zKLbLSyZWltqJczp7v9zq+3+qnJmHmWC8DbYeAx/7U2KfC3y+0RX2N+XLJtpez+pKsYrNSfq1uh8aiPd/O2Y42YtvboH4eAa3peR7Ot2xz0CvlTWNLcy2RSdne02fn+lIse2xGnSUf5lvXW9Tb0k7NwXNMjW+xf6bsTMnAEZyOOB9K4lASu7cs8dFSxrj5l3yneC71pWx4Wxr3far7UnLeV6ru+6Qf+6ytl2SsLJFLyUQbUcbGT03CfABX1FMT9nH4m6fvP6J+pu0j4rvSRs8Pqiu5lPo2fnZu6xV5ro2bnxKZ0njuLBc52prE9eiFz94kQHq9zGO0OEh+R1ux9XjtGtdrLc9Ys3br74TVwluCe5TtM27of96+t36X5jDr2FFrcwUfOx9i/L6dG/f9vq45mI1Uv8bPKM3f0UdqHq3n5dfj6PnVT9netQAAIABJREFU2KtNBs7+TljN3PbotjovlMTuLc/+BxF72N1d58hrfJgkLHVztRNh6UJaGosn0RbZqLvWrrG9dbH9jdbiil/qfHk+/sG3Nv84vnVOUZ/2HASWzgO7ZjiOJbA3CZAeycC+9fD3ZLHcVu7zi9YYBE79ONJupHrphmul+qxUv+GKY1sRRn1vO9raIitdr6M+Pxer2+Hl4hylp9LLqo8SAhDYT0DXlFlYu/72e/nSlC9/H6i1eZZ+bTJwVlyz292WcL0/ovzsfO4+v9OSMLs5+ZcHnes3GT9m9bUjynh96XqZWJd8Stb6vLza6pOuL70d9atP+r6tPtmMY7SPJ6Bk+XjLWLwjAV3nKns9v+LDfWt7trVtdc8l+Z3tzDl2PqclYceGef472qPjxV6eQK8PqXzEjNQSsDVv9dCrjXVWfZKBa1Z2a7Ib5a+JGq+tCAyThHEDb3VK4KdnAnYdxCTWt3Pj/vopkYkMvH4cW2tfkYBpjjVxr83Lxj37EvkrZeLDfWv7ythH9k3yO/LqnR/7MEnY+Sjm8PD8/HzIRHr4Av8hE0kYOfvBnHB5aJcSDEsAUgnO2rgFUyLjgy5JNhRPLHvmHWNV2899qR45mn6v8yUZ+LmStlYtjq3JbpRvESM+riNAEnYd+9t67vUhNdKCGEO9UnFrbIn1kkzUi+3o09uK9Shr7RJ7W/RS9tb6Ypy+nfKdi9vrpXzmbLXujw/3re3W8c7ij+R3lpU8Zx7D/ETFOdOf0+raO7yZd7lKVrTn3YqS+JGBwB4CtcnAbL8T1iph3prsRnl+GmTP2T6ODknYOGtVHKndXOyGa0f8nbBSI2cmaiRBpauAHASOJfDffUH3h8LSrtm7/8jz3pUg+d1L7h56JGH3WGdmCQEIQODzN6i2Ynh9fd2qgrwjEHe2trbZCXMwJ6yShE24qExpmUCrjyGWo2AUAtcQ0G7YNd778dpqR56dsH7WvMdI+GJ+j6tSEdPb21uF9rfqmR89kAR9c6YGAQjMTWDrzleUn5sOsyMJ4xyAAASaELCdB3/Eth+zuo3nXlFW8ql+9clfzqbvL7EX7W7RkS7l/ARqd8LmJ3TvGXabhOmGacvj6y2Wa6+/Uj2TK5VtMd+7+YD9OCtuu6apV80aRntGI9Vn/Wt+1sbHIX2/SG3NWxxxZ2tru0WM+LiOQLdJmEdy1MXSww3TYtAN3+bYQ0yedYv6HefcguudfNg1xHl0pxUfd67shI27di0iHyIJawECH/chcFRSfxUxSz78KxXH2vgenRKbJTIp33v6WiRiSz5srqOfS3u4z6Jj69fi2LrzFeVbxIiP6wh0lYTlbuD+YvF1wxbbQhltSU79KV3JyIZK6eTGJefLlI7045jaXn/mOg+u/atr54rx8y+dV7IaZeK45Hy5prM2brZKZLxP6hC4AwF2wu6wyvvn2E0SFm/g+6f078PAbOnBr4eX+syvHfL/2XD/U7/0JO9E/qnmdGIMsf2PITogUEBA55GJ6tzzaja+dN7mdGQjN+5tlsjI3pmlxZF77fWb4pea71776M1NIO5sbW3PTYfZdZOElS6FvyEu3Qht7KjD39RLbe7RKbWNXB2BI8+NukjQPpqA3R9yr6N9YW9sAnaetDjYCWtBeVwfU/5Yqy4uPWzV3rtMe/T36KTi0xxSY2f3vZzt4EL7a1yPWr+jp2hxxdh7jfXouV9pT9x9eWU8e33z6/d7ye3X27rzFeX5xfz97EfQHDIJS90I7cEUH0aSW1oIyUTdnE70E9spvRKZlJ71lcYlff+uy/r2/u1I0/39JKvHljU8johkzb+N93zEc2JtPj3PhdjaEXh+fm7nDE//EfD35JhglbX/M0VlQgLdfBypZMgeKLUPQdmIDyfvo3QtvU60l7OxRcfL5uzRfywBY84xPoHS63H8mR4zA/trGnbu7y2PiaIfK3b+tDjKEq33z7/rmUrYWsSIj+sIdJOEGQK7QfiXsKQemrHPt1M2vC0vq35fxvE1e9L1ejkdL+P1Uv0an62801yPXru1B4exjTJryUpOR7Hnxv06lsjInkqvr77Scm1OpXa2yGmONXFv8Xe0LMnA0UTL7KUSqy1rUeYFqVEJdJWEXQHxipv5FfPE5zeBmKR8j/RfUyJgc9ArJgVRJo6nZrmmszZuNktkvO+SddAcY1kyJ++rZT3GqnbLGFK+SAZ+Uml1Dm1JuFJr9DNqWrMRuH0S1upCnO3EqZmPPZQ49hOwc9a/UpbWxvfolNhckrExf8S2H7O6txXrUVbyqX715fxt6U/J+j6r516K46qSZOAa8qnEastaXBM1XlsRuH0S1go0fvoisDcR3KvX1+yJ5o4ESAauWfUtCVdqja6JGq+tCJCEtSKNn24I+J2LboIiEAicTIBk4CfgVm+oUonVlrX4GTWt2QiQhM22ogPMp5ckyG7CqZchTPW3umkPsISEOCABkoFrFm1LwpVao2uiLvPq74m+Xqa9LKV7sKRiW/0ty5I5lsj4mEnCPA3qtyKQ++7OUv+tADHZqQjMnAz0vFCpxGrLWvQ8Nx/bkW+uLZHRfdh8xLb3W1KPiVFsy8eardo5pvyShK1RZ3w6AqkLYbpJMiEIBAJ3SQbCtLPN2gdq1nAY2JJwpdYomKM5GQGSsMkWdITp9JAE7b0B79U7al16YHfUXLbaiXOP7a327iZPMnDNiqcSqy1rcU3Uea923enlpfz16OsmE9vSkx0/rnocU3tNNyWnGGRbNnKlbET5VDslm+tLxUESllsF+qclcHUiVQN25Nhr5o1uPYHZkoFaIvGBWmsvp78l4UqtUc7uFf3GzO5BetXEEG1pPXSPk4/YNp9RN9WXs6eYbdy/fL/3LTsaV2n9Xk79Vvp+6afmYbIkYZ4c9SYEdDI2cYYTCEDgk8BMycBIS5pKrLasxUhzVax2j1fyoWRFY0eVsu/tWZ9evj9V94lSfCbJRspHylZN35B/wLtmwuhCYGQCdlNI3TD8nOK4H7N6vLGk5L1MajzajHZTOiU2S2RSvulbJ1CbDLy/r/u4UsKfO6VxtNIpjedsua3zTV3HZ8dYYl9xaT5qqyyxsSRzlJ0lHxojCRMJytsQsAu35UV2JtjUXFJ9iiE1FvvW2rLlyzWdtXGzVSLjfVLfRmDL7ksqYXs8nrY5bCzd4pqO52jJFFMst6zFa0Xy+/T4UrYYXl5emt73bD1SvFJ9JRxTMvKRGjvKz1F2UjFaHx9H5sjQfxoBO6k5ziOw9WHk5VM3nKUbnc0ip6MZ5sb9eVAiI3uU+wjUJgP7vKK1JeFKrVFPBHUvsOvVX797Yoy2/H1ozZ78+/vGkj0/tmbby3r7US/KxfFU2+tonCRMJCghAAEITExgpmRgpGVKJVZb1qK3uVoi4V+Kz/risdaXsmM2ol6qLV3vU31RXjbVrzLqqp2zE/VScikZ2Y1xWJskzNOhfgsC8SIZedI2F/+u0OpLx1b5JVuMjUVgtmSglv7atVJrX/pbEq7UGskOZX8E/L1373OFJKy/dZ0+or0n6/Rgdk7QePrX2sPFy1p9TX5nWKh1RoBk4JoFSSVWW9bimqjxWkLA30tL5FMyJGEpKvRNTYCkY+rlZXIZAiQDP8HYA7TFsSXhSq1RixjxcR2B3UmYHmQqW07hCp82v5xf3+/rLZmM5AtGx63WVpZr8qmdMdNZemDldDTL3Li3WSIjeyq9vvoo8wRIBvJszhxJJVZb1uLM2LB9PYHdSZhCP/JGuPaAkM+eyyN59DxPYuuDgJIXu3b0WjoHS+SjzJI9UVjTWRs3OyUy8mflDPcLP5+z6yQDZxNO29+ScKXWKG2V3lkIVCdhs4BgHvchUJJU9EojFbv1+dda7F42Zc/0vcyaPY2v6ayNr/mNsca24qBMEyAZ+MmlVRKfSqy2rMXPqGnNRmBTEqZ32v7kzdUNlB+L4KItyao/pS+ZNVtxXLZkO9rJ9Uc9bzen4217Gd8vO2vjkput5OE524oynxEIkAxcs0pbEq7UGl0TNV5bEShOwixhKHknWxJ4ypYezPJhdqyu5EU60b76pSf5KCd7KTn1eX8mH23LZq5f477catvrUocABCBwFAGSgaNIbrOTSqy2rMU2b0iPRqA4CSuZmE9ilKjk9JaSpZxOrt9s6ZWTWeqX7pExLflj7FoCrPO1/PF+DQGSgZ/c7XnV4tiScKXWqEWM+LiOwCV/O1Invx6Gau/FUKNvMXh9xbQ3lqP1rozn5ejJdGSvBdct/Pw52BEmQpmIQH0y0Pffjux1qVKJ1ba16HVmxHUEgcOTMHuYxMTGAk31SXZpIpIpfUh5P76+5KPnsdJ5aw7+gre+94o/uvv7pHvu6OtS+gd1S/kZDw4InE3A3xu2JQHvjy/5syNsa7/VfWgfazG3P8B90o24LW68ZQgUfxypZMhO3NqHhmzEi8D7yMT7T7fXifaicMpv1Pc6ubFcv9ddqx9hY81Hr+M2d459BPw5HOspiyazdGg82kq1zY7kl2xGuVIdb3OPjten/i+B+mTgX5v0rBOoTX7XPSAxMoHiJMwmaQ9P/1JfBJB6yPq+aMPra8z3xbq3ZWPSSfV73SW5rWNe3vvN1RVnSTxehjoEIoF47qldk7jIhkrzqbpKxbHmZ21cdpZK88lxLAGSgWN5lloj+S0ldU+5TUnYFYjshj7rDdnmptesc7zinFnzeUSSsObjinE7h2ad2xU8Z/NJMvBzRVvdc0l+f3Kn9ZNA90nYURfKUXZ+4qtrWUx61VkaS5tE4bz1svPpbL5LPsy3jdceqTlYn3+t+fCyKXum72XW7I0+TjJwzQqS/F7DfRSv3Sdho4AkTghEArkHf5QrbR9tr9RvD3I2d71hUbnEo0Q+yizZ64FBbQwkA7UE9+mT/O7jdhctkrC7rDTz/I/AETs1/xkboGLJRe61N3xjGJMWa7dku9WXl0/FmprTXj496pEM/FyVeP7+HD2uRfJ7HMsZLZGEzbiqnc/JPww7D7U6PLvRr73MyZpMzQPDeOde1RPEwDAESAauWSqS32u4j+KVJGyUlSLOwwjUJDRbg8glP3v6t/o+W97mIJZWWvusQ77Mj15LvrbKL9maZYxk4OdKnnm+ek8kv54G9UiAJCwSoX06AT24T3eEg6kI2EPTv9bOIy9r9TX5qWAlJkMykIDSoIvktwHkgV2QhA28eIQOgUjAEg1LODggEAmQDEQibdokv204j+qFJGzUlSPu3QRaJSlH+1mzd0UCZjG18Lt1F2tNXnH7k6jFPLy/1nWSgZ/E186Rn9L7W7Mmv56fr+8n9fMvchxl86h4UnaOiJEkLEWWvlMJrCUTpzqfwLhd+KlXz1xT8W65gSlp8naW5lsiH2WW7E1w2jxmTQZ6X5s7JL9nXDs1NlP3ltI+fz4dHYO3rTpJmEhQQmAAAnZTyL1S4a/dRHLjW/pTsr7P6rlXKmbr8/qSiTbUnytL5L1Mzs4s/XdIBnpcK5LfHleln5hIwvpZCyJpRCD1jqiRa9xA4DICJAM/0acS/Z8Sx7RmSn79TrSn4++pvm4ysS29nC0/7uuST/V5H6pHeenlSslL3+RiPSejftmWXuzXuC9JwjwN6k0I6ARt4gwnEIDAJ4GZkoGRlnSW5Nfu20ftHEdbS8+EJVkfj2woudaYP1dMxr80tuTDZOK49KyUHytNTn0qFc/nQOJ//0v00QWBqQmsXRRTT57J3ZaAJQN27Cmfn58ff97K/9WtHkZbYO/R8fZr9b2tpXorP0sx7B3bGvuee6WSEV+uxbvmZ2vcOX/Rj7fr6zn9M/pJws6gis1FAvFCWBRmEAIQOIyA7YZtPV5fX7eqJL/Tt2TEHoA194U9+q10anfCXr9y5yV82bGnx3fi/fLyUsU466TBQM25URpeCx+pWEjCUlTogwAEIDApAe2ETTq97qZV/zHw9sT5agiW0MQkN7Z9jEtjXs7qW2Sjbmm7hQ/FwnfCRILyNgTsAuNYJhAZxXbUtvHcK8pau8Se5HJ21S+5lJ/Y5/36epTLtffo5GzRfy2BVjsftTth11L69q7Eyl9336PbatHW0lpskVUUXkd9S6WXt/nFeOL4ki2NeR31pUp2wlJU6DuVQOokP9UhxpsQiDcuOa1Z72hzydbSmMVi47VHjKfWHvrzE5hpJyx3/qf6Y99a284EL5Or64zx41G3pB1lor2lcd1Los5a22zGg52wSIQ2BCBwKAG7MemmdahhjEFgAAKz7IQNgPrUEO0epldMtmocsxNWQw/dIQkceQFdBcAnNan5rI1b3CUyR81PiVgq1hY+bK6Kocaf7HgbnqP1nzlH77e2bv/iMXe8vb3lhqbpT63lGZObaSfsDD6j2DzrumYnbJQzYKI4zzqZJ0K0OBU9PIyjvWISsDZuxktkFoNg8JNA5Jhaj15R5RKtXH+v8+g9LnbCel+ha+MjCbuWP94vIBCTlgtC2O1SD31vwCe1uXE/5xIZb/+susWRe+31mUqCUvPda79Ez69HifyVMjHhiu0rYzvbd6t1qt8JO5sE9q8kQBJ2Jf2b+raHIgcE7CGYe0GnHQElXirbeb6HJ3bC7rHOe2dJEraXHHoQgECXBCyxU6J/9i6YfJkfvbqEshIUCdgKoIphdsIq4N1AlSTsBovMFH8SsAcnBwSOIhB385QAHmUfO+cQaLVO7ISds36zWCUJm2UlB5oHSdBAi3VQqPbAY90PgomZoQiwEzbUcjUPliSsOXIcQmA/AUtk4jt4386N+wSoRCZG6PXj2Fr7igRMc6yJe21eNu7Zl8gjcz8C7ITdb823zJjfCdtCC9kpCFyRFBwJTgmGbMZEY23c9EpkZN/KEma5hCTG5+1eXa+NOXK0+fQ83z1/jLt0jV6ev//Bjbj2zKJVbPU7YeP97cjScwa5x4MkjLOgOYGSB3rzoAZzuPYAWRu36S7JxLHYjrjWxrfK5+xt6U/J+j5fj/Hl2imdVF9O/8r+pR9nPSKuP29f37X8Tc7wA2ftTtj7+w9zNCYjwMeRky0o01kn0OqhaTffvS9LVE3XDko46DyoOZ/sX0DWvNavrLEktFt3dtT1O2FnR4j9KwmwE3Yl/Zv6bpUE9YDXbsBbD31kVHvzRv/pM4GdhYOdRzXn09bzEPljCFjiXHcOHhMHVvokQBLW57oQ1UQEtJO1dUr1N+/amz/6dQ/P4/nZObT3fNp6/iF/DIHac+jx2P5G7pjIsdKCAB9HtqCMj64ItPoYonbStTdv9OfbCas9p9D/JtBqR772zdR3xNRmJEASNuOqdj6nUZKgqzHW3rzRP34n6srE9urzEf/7CNSeM/u8ojUKAZKwUVaKOKcksPTRUu3NG/177IQtnUNTXjSDTar2zVBP0619A32kfq2tWq5r/tfG5Z8kTCQob0Og1ccQa0D18LRkKXXU3rzRv89OmM6l1HlEX5pA6UMyrV3eW/tmqNzTvSRr7uNx7WPbSKb6POGj/JOEearUmxCoOXmbBNjASclDs/bmjf49dsJ0upacU5KlbEeg9s1Qu0jxdAUBkrArqOPzUgJr73DODq70YVl780b/PjthOmdLzy3J37ls9Waw9s1Qb2tk90+9fGzqi/fXVH9KxtuyekrPy3gbKVnfF2W9fW8zV/e2JBNt5mTUH/XUTxImMpTNCPiTt5nTjhzZTbnkqL15o3+vnTA7p37//r3rt8RKzkdk9hGofTO0z+t5Wpa86qV7uZXqszLXr6hSMhqzMmfPy6i+JJuKyfrs0Ji3Y7b08v2StdLG/RH9+7GUnvXZoTF+J8wTow6BRgSUIC25q715oz/XTtjaLpclYHasyS2dc4ytE4gP4XWNfiS2xq6E4eoZrMWxdV6p+UQf3qavp3Rr+kjCauihOySBeLFdNYm1REzjlHPtaO1dz6XzlARsiU56zB6se+4FW3Vq3wy9VvztyKfH95/8enl52TXfNL2+ereuydboz7TPx5FbVwP5agJnntDVwTU2YA/k3FF780Z/rp2w3Hmic4gdsByha/v3Jt3Suzb687zbcyAmwrkdp1x/Krotsin9tb6j7ZOErRFnHAInE8g9PHUTpmQnLHeO6NRcG5ccZXsCtjY113D7iJc9WhKil95QK6Fa61+2/D2as/ct8V3bIistr6O+XOllbX7W9kcc92O5utfh48gcJfqnJZC6kM6arP4Y9x77tTdv9Osefj3yqzmf9pyDM+vEh+lZc61JwOwc7OlvRy4xy43l+lO8vayvS9b35eopWevz8rEdx2rG7fkS9Zfahydh/gHn659Rnfy/Pf726JRM4yy7Jb57l7kLm+fn56qlqL15oz/XDlrt+VR1MqK8m0B9Mr/bddeKMz0HbC46UgmdxlLlr4+tGikrru8MsKU2S+VcuP98Ju3Haup7YqnxJ11/wVvf+yP/nSPp5Mrf+1VzJj/7r2KzGNSGwZovym5ws0v05fn7ZiADf95+bp+rnxICZxDYc9+ovSfs0W+lY4z9fXnrm6Oae/hdvph/xnncyubhO2GtAsfPuAQOzvvHBXFC5Eq4LBlT/QQ3mIQABAoJ1CRgXwlboSPEhiRwyBfz7R2FXp6C9enwdeuLbS/nbUku1ed1VPeldGTDj/n6klxqTPY0Jltqa1z9VqbGJKcxL08dAhCAAATGJ7B15yvKj0+AGSwRqE7CLIGwnQ29lpytjaVsadfE27e6T2Ak4+1HW5L3MqrLtrdrY0s2/FhKVrZTYz6WaMfrUT+HgOd/jgesQgACvRNIPTfOiLl2J+yMmLDZD4HqJKx0Kj7BUeKR0j3yAWm29Er5qunbegErjji/rXZqYu5FNzLoJS7igAAEIHA0gbiztbV9dDzY64tAV98JU0Kih7Tae5HV6u/1m9LbG4tYpGye3fdyooMr52XTutr/iWgxDQEIdESgdifs81cqOpoPoRxLoGkSZomIPfx8QhLbNj3JLU1VMt7Wkrz34+tLOmeNbfFfOj/F6i9466v5lzV7/pWT4lgqt8x/yc5VYz3/60gxSf0rSY1RQgAC3183OZvF1p2vKN/T74SdzeqO9qs/jlQyZA9We9UcshEf0t5HqX2vE+1FGyV+12xEf95HHLP2nY+7z//Oa8/cIXA3Av6NcUywStp343W3+VYnYQbMHqr+JYiph23s8+2UDW/Ly6rfl3E8Z8/LeRnfL7t+3Pep7ksvG235MelEGfVTnkvAEmoOCEDg3gRa3X9LEq2lRO3eqzT/7A9Jwq7AtLYzdUVM+Cwj0FsSZPHEmNTn+9VXNstrpOxjSH0U6evXRINXCJxHQNejrlG1z/O4z/JSglWSoO3zitYoBJp+J+xIKK3exRwZM7b6IBDPndi2KEv71mZkD4aUrTW9veO/b/5R915u6I1HoOV1VUOnJNFaStT4TlgN/f51h90J6x8tEUIAAhCAQK8EtIN2dnxLCVZJgnZ2fNi/lgBJ2LX8b+l9lHewt1wcJj0tgVZJx7QAd06sJNFaStR2ukVtEAIkYYMsFGGOSYCEc8x1I2oIHEVgKcEqSdCOigM7fRIgCetzXYgKAhCAwKEEeEPwE2crHiWJ1lKi9jNqWrMRIAmbbUUHmM+dPha501wHOPUIEQLNCSwlWCUJWvOAcdiUAElYU9w4gwAEIACBHgi0eoNUkmgtJWo9sCKG8wiQhJ3HFssZAq0+Bsi4pxsCtyTQKum4JdyFSS8lWCUJ2oJphiYgQBI2wSIyhX4JkHD2uzZEBoEWBEoSraVErUWM+LiOAEnYdezxDAEIQAACFxFo9QZpKcEqSdAuwoPbRgRIwhqBxs03AT4W+WZBDQKtCLRKOlrNZxQ/JYnWUqI2yjyJcx8BkrB93NCCQBEBEs4iTAhBYFoCSwlWSYI2LRgm9kmAJIwTAQIQgMANCPCG4Ocit+JRkmgtJWo/o6Y1GwGSsNlWdID53OljkTvNdYBTjxAh0JzAUoJVkqA1DxiHTQmQhDXFjTMIQAACEOiBQKs3SCWJ1lKi1gMrYjiPAEnYeWyxnCHQ6mOAjHu6IXBLAq2SjlvCXZj0UoJVkqAtmGZoAgIkYRMsIlPolwAJZ79rQ2QQaEGgJNFaStRaxLjHh7+3+foeW9Lxdnxd4zOWJGEzripzggAEINA5AXvI6mWh+nqL0Fs95JcSrJIErQWLWh9n7LLW2KxZ2yXdvWNLfP+3NMgYBM4gUHNxnRFPK5v+AvYM1J/qs9jULznfZ3X1S873eVnJ+T4vi/6H4fg8UqxSfSas/p75pWL8O9XLCs/rsiAaOC5JtJYStcfjqUGU87uwa8Cfc7m2l1miEvWXZJfGSMKW6DAGgUoC/oL2dW821V/aZ3ZKZVNy6N+DX27t/XlI/RwCSwlWWYJ2Tlx7rCqZj7o+IfF1k4tt6XpbqfPT66VkfZ/ZlA31q1S//PZW8nFkbytCPBCAAAQgcDqBVg/nskTr/ZGTOx1EoQNLaoyZXoVqSbFoSwlTSnhJVrFYKRtWt0NjsullZFM6apus+qRnbb18n2S9vOR8n3RyJUlYjgz9pxHYcoKeFkQjw3eaayOkuNlJgHNxJ7hKtdqdsEr3zdVTyc5aEEqccnJ27uqVkzmj33wqmfMxqq4x+VbbytLrjSRM9CghAAEIQOA2BEofkrVAcjtcpf21/mfQ98mN1Wc6+E7YTKs5yFxmu4jWsLe62a/FwTgEINCeQO1O2Pt7+5hrPWonyN/rtauUsr00FuW3yEbdHtskYT2uCjFNRcDfiKaa2KCTme0mXroMNm+O9gRKd7xycr3860glVkcQjLaW7pFbZBWb1/G21a++2JZ+y5KPI1vSxhcEIAABCHRBQA/is4Op3Qk7O74t9o2Zf0k3xTL2pdqylbLj5SUX+6RnpR9TO/Z5+ZK66dubF728jh/z/VvrJGFbiSFfTeBO78hrbwLVsDEAgb8EOBevORVyO1yl/ddEPa/XeB2UtE1GL0/G962UbLZNAAAaTklEQVTZ8Xq+ThLmaVCHAAQgAAEIHEhgpp2wA7Fg6i8BkjBOBQhAAAIQuB2BVjvypTteObnbLczNJkwSdrMF72G6cdu2h5iIAQIQgMAZBNgJO4PqPDZJwuZZS2YCAQhAAAKFBHgzWAgqI6adRJUZsabdPhZfLw1iSWfv2JpvfqJijRDjhxOwk5kb4OFYMbiBwNINdYMZRG9IYORzZ2vsJffpEpmrT5P4zMm1S+cS9WvmRxJWQw9dCEBgOAKlN9rhJkbApxPY8/Ct/TjyteLHWp8eX8oWw8vLC29+Tz9Dtjvg48jtzNCAAAQgAIHBCVhCxbGNgDHTS5qeo6/beGxLR2MpW6k+Ly8bklvyIVl74yU5K1Nt+ZCO2vKjfm9H9ZysdJZKkrAlOoydQoCdiFOwYhQCEOiQQO5fPZb29zIlJS92/669h6dsxb6Y4Hi/S7JH8Yo+ZFdz9/HYmNpW+tillytJwnJk6IcABCAAAQhUEqj9OLLSfVN1n4AoickFsJaomC0dvq6+WUqSsFlWknlAAAIQgEAxgVYP9tIdr5xc8YQGEjT29rJEbC0ZG2hau0IlCduFDaUaAne/6GrYoQsBCIxF4E47YbYySq5ikpu670cZv7IpeT++tR7jiu2t9o6SJwk7iiR2IAABCEBgGAJHP+RzE8/tcJX25+y27lfSYtxq2cmGlUrEon31p+a5RTalX9IXfXgdP+b799RJwvZQQ6eKwNLFVWUYZQhAAAKdEZhpJ8zu3f5lqFP387W+aENLlupP2ZJfyXv9VD3XF22n2vKRG1Ms8pFq+7FYJwmLRGhDAAIQgAAEDiJQuuOVkzsoDMx0SoAkrNOFISwIQAACEDiPQNzZOMvTTDthZzG6s12SsDuv/kVzr/0+wUVh/+d29Pj/mwgVCBxIgOsiDTO3w1Xan7ZK7ywESMJmWUnmAQEIQAAC3RFgJ6y7JekqIP52ZFfLQTCjEOBd/ygrRZwQSBOwa7jFR5KlO145ucfjKT0BeqcgQBI2xTKONYkWN76zicwwh7MZ9Wq/1cO31/mfFRdvTNJka3fC3iv+gHc6Inp7IsDHkT2tBrFAAAIQgEATAq3eSOV2uEr7m8DAyWUESMIuQ39fx6O/Y251877vGcLMRyTAdZFetdqdsLRVemchQBI2y0oyDwhAAAIQ6I5A6Y5XTq67CRHQoQRIwg7FiTEIQAACEBiBQKsdeXbCRjgbrouRJOw69rf1zMcWt116Jg6B2xHI7XCV9t8O2M0mTBJ2swVnuhCAAAQg0I4AO2HtWI/oiSRsxFUjZghAAAIQqCLQake+dMcrJ1c1SZS7J0AS1v0SzRdgq+9izEeOGUEAAqMRYCdstBVrGy9JWFveeIMABCAAgQ4ItHozmNvhKu3vABUhnEiAJOxEuJhOE2j1MUDaO70QgAAE2hGYdSdMSazKI4maTW83to/0tWTLxxDl9o5FO/zZokiENgQgMD2BpRvo9JNngv8R2HMe7NH5z+HFlS2xl75ZLpUrnbrF6G3GdqkdyaX0Y1+u7eOQvVQZ9VMyuT6SsBwZ+iEAgSkJlN5Yp5w8k6oisOdhW7sT9lrxtyOfHl/KFsPLy8uP5KYKBMqHEeDjyMNQYqiUgN3IOCAAAQjcgUDpd79ycj0xsnu3XorL38993cZjWzoay9lSv/TVlr7aGi+1J317IyZdK1Nt2ZSO2vKtfm9H9ZysdHxJEuZpUIcABCAAAQgcSKB2J+zAUKpMKVmxhKV2NznaUvIiu/IR2zaBqJvqy9mrAZDya/ZSMapf81A8Kf8kYSkq9EEAAhCAwNQElh6MR048t8NV2n9kLGfbsqRDXJW0nOFTPrxt69PL9/deJwnrfYUmjE/vHCacGlOCAAQg8IPALDthPyZ1YcPvLvlkTP0qLwxxk2uSsE24EIYABCIBfyOMY6XtI2yYL2/H10vjOEJuye/esSPiwsZPAq3eDJbueOXkfkbdf8u42nke+S6d+3tmFe17GyW+Ypyx7e2dWScJO5MutpMESi6QpCKdENhAYOkmvWYmnqNb2qV+o821mBgfk8AsO2FKUuy8rT13o63Sa8bOAPm3UnpL9vxYzRnk7cT5+7GtPkjCthJDHgIQgAAEIFBIILfDVdpf6KaJmCUb/mVOrR2Pkr5oRzaibqotXelYqb4o78e8vPp9X9RNtXN+1F9i1/skCfM0qEMAArsI+Hen3kCu32RSY/EdZmyX2pZ9yed85fqlL/92g1XdylTb+1Ld25G++lTGfmv7Pm+L+nEEWjGeZSfsOPJY8gRIwjwN6k0I2AOMYy4CeheYSk405h96Vle/lTpS+hrzZdT3tr2c1ZdkfQyyoXg0Fu1taUff0s35kE8rFY90KMckULrjlZMbc9ZEXUqAJKyUFHIQgEC3BJTU5AK0hEavnAz9EDiDADthZ1CdxyZJ2DxryUwgAIEMAb/DtJawZUzQPRmBVudBboertH8y7EwnECAJC0Bonk+Aj1nOZzyyB3s42jkSH5JL583SWGSxRdbrxrhi28tSh4AIsBMmEpQpAiRhKSr0QQACmwhYYqOXkiclKbHfDMexTc4S+vKZshN9LclK3+uob0/p7cTkz4/tsY1OHYG4HnXW8tqlO145ubxlRmYgQBI2wyoONoeSh+BgU7p1uLae/uVh5PpNxo9Zfe2IMl5ful4m1iWfkrU+L692qk/6kvHtVJ/8qvTyvm/Nl9ejPg4BdsLGWasrIiUJu4I6PiEAgSwB26GICUlWmAEIdE4gt8NV2t/59AivkgBJWCXAu6nro6W7zZv5tiNAAtaO9Z09HXmeLd0X2Qm781m2PneSsHVGt5fQDcbKI46j7BwRCzYgAAEIHEUgda8s3fHKyR0VG3b6JPC/PsMiqh4ILCVLS2Mlsdfql/hABgIQgMDRBErvXZJ7e3t75BKssv6jZ4C9ngiQhPW0Gp3Fou163Ux8eBrzfaV1s1ejX+oHOQhAAAI5AnvuQzmdtXtkzUeSj8dTbgr0T0CAjyMnWMSzp2AJk15H+CIBO4IiNiAAgd4I6D7p73E1CZjtlHHMTYAkbO71PXx2uskcbhiDEIAABBoS8IlSrdul+2LZR47v2Y8sa2NDv28CJGF9r8+U0aW27qecKJOCAARuT4CdsNufAosASMIW8TAIAQhAAAIQ2E+AnbD97O6gSRJ2h1VmjhCAAAQg8INAqx15dsJ+YKcRCJCEBSA0zydw5Hcxzo8WDxCAAAT2E2AnbD+7O2iShN1hlZkjBCAAAQhcQoCdsEuwD+OUJGyYpSJQCEAAAhA4ikCrHXl2wo5asTntkITNua5dz6rVdzG6hkBwEIDALQiwE3aLZd49SZKw3ehQhAAEIACBUQm0ejPITtioZ0ibuEnC2nDGiyPQ6mMA55IqBCAAgUsIsBN2CfZhnJKEDbNUBAoBCEAAAqMRYCdstBVrGy9JWFveeIMABCAAgQ4ItNqRZyesg8XuOASSsI4XZ9bQWn0XY1Z+zAsCEBiHADth46zVFZGShF1BHZ8QgAAEIHALAuyE3WKZd0+SJGw3OhQhAAEIQGBUAq125NkJG/UMaRM3SVgbznhxBFp9F8O5pAoBCEDgEgLshF2CfRinJGHDLBWBQqA/AkfsJhxhw5Mxe7Lp617m7Lr8Rz+5fpNbGot2aNcTaPVmkJ2w+rWa2QJJ2Myr2+nceNh0ujAThGXnlj1c7eXre6YWz9Mt7ZIHfLS3J0Z0+ifATlj/a3RlhCRhV9LHNwQgAAEITE2AnbCpl7d6ciRh1QgxAIF7E7AdHb0iCfXHXZ+lfm8j6mkspS9ZjZmsr/u2ZHP2NO71tbsmO6m2t+fr3o70VcqXb/s+2aE8lkArxuyEHbtus1kjCZttRQeYT8lHNQNMgxD/ErD11Ms/2Kyufis1Fvs9yJScH7d61Jdd07VDPmM96n0KZ+ylbEl+S5nzmbOv2K3UvLb4Q7Y/AuyE9bcmPUVEEtbTahALBCBwKoFcYmP9ep0aAMZvR4CdsNst+aYJk4RtwoUwBCAwKgHtMqWSLY2pHHWOxF1OwNa6xcFOWAvK4/ogCRt37YaNPLcbMeyECPxQAvZwtHPEPySPPGe83VTgS75ibLGdskffvQmwE3bv9V+bPUnYGiHGIQCBRQKWtOjlExwlKHEs9i8aTwxGfe8zIf5fl+Kw0uvk7Pn+/4xsrHgb5tcffsz3U29DIK7HWV7ZCTuL7Bx2ScLmWMehZmEPH445CNha+lecVW7M91t97YgyXt/rejlfN5mcztKYdHI+pOvHY59sqPSyvs/q/ohtP0Z9HALshI2zVldEShJ2BXV8QgACWQJxpyoryAAEBiDATtgAi3RhiCRhF8LHNQQg8C8BdoD+ZULP8QRanWfshB2/djNZJAmbaTUzc3l5/vWwVy9Hq+9i9DJf4oAABO5LoOVOWG/3+vuuevnM/1cuiuRIBJ6fn0cKl1ghAAEITEmgdifs/X07Fv+m++3tbbsBNJoR+PXRak+22ZTu7YhdpnuvP7OHAAQgkCPA4z5H5rp+dsKuY3+KZ3vXY9vfqWTsz9vPf321FsDvpzUJxiEAAQiMSWDPPwDZo1O7E/a6YSfM74BpVeyZYDG8vLyoi7IjAiRhHS3GkaFoC/r98dTV98GOnCO2IAABCOwl0GpXqP47YdvfDesN99NjQwa3FyR6VQRIwqrwjaGsC7KXaPe8m+wlduKAAAQgsIVA7U7Ylu+E9Xav38LprrL868i7rjzzhgAEIACB0wnU74SdHiIOLiRAEnYhfFxDAAIQgMA1BFLfmz0jktqdsDNiwmY/BEjC+lmL20TS6rsYtwHKRCEAgW4JsBPW7dJ0ERhJWBfLQBAQgAAEIDAjAXbCZlzV4+ZEEnYcSyxBAAIQgMAgBFrtyLMTNsgJcVGYJGEXgb+z21bfxbgzY+YOAQj0QYCdsD7WodcoSMJ6XRniggAEIACB0wi0ejPITthpSziFYZKwKZZxrEm0+hhgLCpECwEIzEiAnbAZV/W4OZGEHccSSxCAAAQgAIEfBNgJ+4GDRiBAEhaA0IQABCAAgfkJtNqRZyds/nOpZoYkYTX00N1FoNV3MXYFhxIEIACBAwmwE3YgzAlNkYRNuKhMCQIQgAAE+iDATlgf69BrFCRhva4McUEAAhCAwGkEWu3IsxN22hJOYZgkbIplHGsSrb6LMRYVooUABGYkwE7YjKt63JxIwo5jiSUIQAACEBiEQKs3g+yEDXJCXBQmSdhF4O/sttXHAHdmzNwhAIE+CLAT1sc69BoFSVivKzN5XDERs3auz/dLzvcZKvV7bOrzsqk+9OGn84Lz55uAmNReP98Wv8+zWptH6vv4zqpbImbH1tLP86zYsHstgf9d6x7vdySQ+higps8YrumnbmbWJz2Vfj1K+0r8y27KJvrr6we/LwIznj9Xz0nn1pmlfSS59Xh9fd2qgvyABP7nH0R74z/Cxhbfrf0ptiW/GlMpHco+CPgbPWvUx5oQBQTuREC7YHeaM3NdJ9DVx5H2cBz98A/70edC/BCAAAQgAAEInEegqyTsvGliGQIQgAAEIAABCPRF4PM7YX4Hyu/k5PptCn5MU7K+qO/bkov6JiN7KtXn9aN92ZOOtb28xqO/lFzOhu/39lI21acYoq76ZWdtXHKUEIAABCAAAQjMR+AzCfPJgSUG1lapKfu2r9u4te3welFGdiTvfUZdyZbYi35iW7bkQ+0o5+PRmEqv4+tRR2O+jDJqL9n2+tQhAAEIQGAeAkvfDdvzBf55yNxzJpd9HGlJyFGH2dJrr03pHxnX3ljQgwAEIACBOQnkEq3fv38/cmNzkmBWRuCSn6jwu0EWhNp7l6RW3xIvb6OnROzKWF72Lgh6EIAABCCQJWDJlt8RswTMDt+XVWZgKgKHJ2GWzMSkxoil+iS7RFQyPklakvd+fH1Jp+ex0nlrDnYR+wv8/bH992lk6/d+VZnosrTzggMCEIBAKQF/z1B96705+tJ9mgQskrlXO/vFfCU/wuFPuDgmmdJSJ7HJ5+z6/iW7MZYlvRK/3le0XTrm5XL1Jds5HfohAAEIQGAeAvr4kR2wedZ060z+t5S07B1LBeFt+XqUXRqTbJSJ7a1yJl9qQ7ZzOt6Or6fk/bhPEL0P6hCAAAQgcC0Bu1f7e7S/d9dGRgJWS3Bs/cM/jrQT9cgT9Gh7PS3XWRd1T3MkFghAAAIQgAAE0gQOT8KOTMAs5KPsHWUnjXFfb48x7ZsJWhCAAAQgAAEIbCVweBK2NQDkIQABCEAAAr0TsDfNez+Z4Y9x976618VHEnYdezw3JOA/+jW3arMb2XARcAWBGxJ4fn6+4ayZcikBkrBSUjeUe33fPumX539//uHP28d2Qwdr5GLYM8eDQ8McBCAwCAG7j2y9Z+TuPYNMmTBPJpBNwvZuu/p4j7Dh7a3V9/jbo7MWh42fZbfE95UyuuFYMqb6lfHgGwIQgAAEINArgcv+bNEWIJbQcEAAAhCAAAQgAIGZCAyRhM0EnLlAAAIQgAAEIAABI5D9ONIG/Q5U/AJzbsz3e8TW723EtmS9vv41io9FfXtsyUcso08/nhpT7BpTLGp7fdX9mJfXfExO/dKhhAAEIAABCEBgXgKLSZhPCpR4GApf9+1Uv9Ap2fClxlRGfetPyfu+lI7pxf7Ylk/5UNvL+Xq0uTQm2ZRNjdkcYl3ylBCAAAQgAAEIzE9gMQm7YvoxuamJwWyddSiJKrWfi2WrnVJ/yEEAAhCAAAQg0DeBrpIwJSRKWNTei7BWf6/flN7eWMQiZZM+CEAAAhCAAATGJdA0CbNExJIKn5DEtqGU3BJWyXhbS/Lej68v6Zw1tsV/6fwUq/0x2Kenp4f+KOz740lDTcvU74U1DQBnEIAABCAAgc4JLCZhlizo8MmAEqA4Fvs1XlqW+PNxLNmNsSzplfg1X0s2oj8fWxxbsuP1qEMAAhCAAAQgMC+BbBK2lijkxnP9OYRe3tej/NKYZKNMbKfkcjIp2aU+G1uylRpL9ckHJQQgAAEIQAACcxNo+jthWz6GW8N+pK01X4xDAAIQgAAEIACBowk0TcKO3Pk50tbRULEHAQhAAAIQgAAE1gg0TcLWgmEcAhCAAAQgAAEI3IVA9jthdwHAPI8l4P9VpOr8Ie9jGWMNAhCAAATmIEASNsc6Zmfx9HjPjp0x8Pb2ljDbNoZEAHRBAAIQgAAEuiPAx5HdLQkBQQACEIAABCBwBwLshE2+yvrR1tGn+fv37+8foH1nZ2309ewl/rPOK+z2ssL3jcOfg/el0P/MScL6X6PqCO0X9HWUJmVeR7o9lb3H1xMrYikncNZ5NZPdtXvIWXMtX0UkITAOAZKwcdbqsEjtHdL3YX8V4eO7+fj1eH9/+9x14mbqsFCFAARW7wuWoD0/Pz/S3w0FIAQgEAmQhEUit2kr+VIC5tvvD0vUXl9fP/8O5W2QMFEIQCBLwBKsn2/gvkVtbG2H7FuaGgQgIAIkYSJxuzKVfBmEX4/n558wlt7V2rtefyzJejnqEIDAmAT839rVDLZc97mdsly/fMSSe08kQntEAiRhI67aITF/7Xx9ffT4+p/Fp6e3x8eHfYfs62PJeKP7T9BV/A14643UmaEKAQiMQuDj4/F4/bpv/Lkg5tR9JtV3Zmit/W2Zi32VhJ3JLcSuk+UnKq5jf7Hnj8+L1C5Uu2Bffr887L/nZ32soJ2ybWFaQmY3Jw4IQGBiAn8TsL0zjPeI2N5j178Z3KM/i47dz+2rJBxjEGAnbIx1OiFK2+n683h5+f14/Pn1+PxN15evxOv5/dfjczPskfrh1e2h+BusbpTW5xM29Zv1lPx2r2hAAAJnETh790v3B4vf10vnk7qHxD61de9RWz58v+oxHtPRmNePfWrL9lklCdhZZM+zSxJ2HtvOLVvC9ffd0t/k6zNgS8heHo/Hbxuv/z0uf5My+76dqvu+KN85UMKDwC0ILCUULy8vjz9//qz+K0qzoWvdl0cAlD3Z8m3F7vt8XeOm6/tlK5aSj7K+LZmoe3TbJ2BW5xiDAEnYGOt0QpT2nbA/X7tgZt0SMUvA7NcrLAl72PgxO2G54HM3J7uBcUAAAv0RSH0p30dpCZglAD4J8eMz16+8b8UEzNp8J2yMs40kbIx1OiHKj8eLJVqWdOnrA587YpZ82XHMTthfY5uKXHK2yQjCEIDAYQT03dGla1MypQ9/szVTsrbE5rCFSBhKJWD8vFACVKddfDG/04U5P6xfj7ent68EzH8c+fL4+x0HJWPbIjn6pnrlu8ttM0caAnMTsGvREqxcaR9FliZga6SUoG25n7S4V5T6KJVb47A2nkvA1vQY74cAO2H9rEXjSD4e9rWBt8fb4/nzo8cv93bzswt7y06Yv+HEd4O6mWpycVz9KrfKS48SAhA4h4AlVpZg6dpcKy2Ktetcka7J5cYVg+x4n3EsZ8Prqp66l3l7qbr1+X4fi+yeUS4lYF/38DO8YvNoAiRhRxMdxp7tdFki9vT4sN/8+UzErNRR9p0wu/msHSmZ2Ofbvr5mm3EIQOA8ApaA2a/k65fyv+4Vj7/3jJ+ldsHWrt/ceK4/N7sl+dSY7yupe78l8l5Guqk+jdWUawmYjWs9avygez4BPo48n3GnHpRw6WPHXLvT8AkLAhA4nYDtgNmX8Utetot0RNJhdo6ydTqgCxyUJGD8TtgFC7PTJTthO8GNrPbzHZLtZPmfoojtkWdK7BCAQA2BI5Kqrf6v8GkxXuV3Cx8SsC20xpAlCRtjnQ6L0t7ZckAAAhCAwFgEtiRgJssxBgGSsDHWaXeU+i6HDOg7HWqPWMY5jTgHYu6PwFnnFXb7W+sRI7JPMHxytdYecY53jJkkbPJV//nR4xyTnXFOc6zM2LM467zC7tjnBdFD4EwCfDH/TLrYhgAEIAABCEAAAhkC7IRlwIzczb+MGXn1iB0CEIAABO5C4NfHDF8SustqFcxz7W+7FZhABAIQgAAEJiTA476/Rf1/tJ7ob/ZRqHgAAAAASUVORK5CYII=" alt="视图">
三、相关属性及属性值的使用注意事项
1、offsetLeft
假设 obj 为某个 HTML 控件:
- obj.offsetTop 指 obj 间隔上方或上层控件的地位,整型,单位 像素
- obj.offsetLeft 指 obj 间隔左方或上层控件的地位,整型,单位 像素
- obj.offsetWidth 指 obj 控件自身的宽度,整型,单位 像素
- obj.offsetHeight 指 obj 控件自身的高度,整型,单位 像素
代码实例
<div id="tool">
<input type="button" value="提交"/>
<input type="button" value="重置"/>
</div>
- “提交” 按钮的 offsetTop 指 “提交” 按钮距 “tool” 层上边框的间隔,因为距其上边比来的是 “tool” 层的上边框
- “重置” 按钮的 offsetTop 指 “重置” 按钮距 “tool” 层上边框的间隔,因为距其上边比来的是 “tool” 层的上边框
- “提交”按钮的 offsetLeft 指“提交”按钮距 “tool” 层左边框的间隔,因为距其左边比来的是 “tool” 层的左边框
- “重置”按钮的 offsetLeft 指 “重置” 按钮距 “提交” 按钮右边框的间隔,因为距其左边比来的是 “提交” 按钮的右边框
注:以上属性在 FireFox 中也有效
2、offsetTop 与 style.top 的差别
- offsetTop 可以获得
HTML
元素间隔上方或外层元素的地位,style.top
也是可以的,两者差别:offsetTop
返回的是数字,而style.top
返回的是字符串,除了数字外还带有单位:pxoffsetTop
只读,而style.top
可读写- 若是没有给
HTML
元素指定过top
样式,则style.top
返回的是空字符串
注:offsetLeft 与 style.left、offsetWidth 与 style.width、offsetHeight 与 style.height 也是同样事理
* 四种浏览器分别为IE(Internet Explorer)、NS(Netscape)、Opera、FF(FireFox)
3、clientHeight
- 内容可视区域的高度,页面浏览器中可以看到内容的这个区域的高度
- *透过浏览器看内容的这个区域高度
4、offsetHeight
- IE、Opera 认为
offsetHeight
=clientHeight
+ 迁移转变条 + 边框 - NS、FF 认为
offsetHeight
是网页内容实际高度,可以小于clientHeight
5、scrollHeight
- IE、Opera 认为
scrollHeight
是网页内容实际高度,可以小于clientHeight
- NS、FF 认为
scrollHeight
是网页内容高度,不过最小值是clientHeight
- 内部元素的绝对宽度,包含内部元素的隐蔽的项目组
6、scrollTop
- “卷” 起来的高度值
7、clientLeft
- 返回对象的offsetLeft属性值和到当前窗口左边的真实值之间的间隔
offsetTop、offsetLeft、offsetWidth、offsetHeight、offsetParent等属性简述
- offsetTop
- 当前对象到其上级层顶部的间隔
- 不可以对其进行赋值.设置对象到页面顶部的间隔请用
style.top
属性
- offsetLeft
- 当前对象到其上级层左边的间隔
- 不可以对其进行赋值.设置对象到页面左部的间隔请用
style.left
属性
- offsetWidth
- 当前对象的宽度
- 与
style.width
属性的差别在于:如对象的宽度设定值为百分比宽度,则无论页面变大还是变小,style.width 都返回此百分比,而offsetWidth
则返回在不合页面中对象的宽度值而不是百分比值
- offsetHeight
- 当前对象到其上级层顶部的间隔
- 不可以对其进行赋值.设置对象到页面顶部的间隔请用
style.top
属性
- offsetParent
- 若是对象是包含在一个
div
中时,此div
不会被当做是此对象的上级层,(即对象的上级层会跳过div
对象)上级层是table
时则不会有
- 若是对象是包含在一个
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