1.实现struct数据结构例子

1.1创建student表

create table student(
id int,
info struct<name:string,age:int>
)
row format delimited
fields terminated by ','
collection items terminated by ':';

1.2向这个student表中插入数

aaarticlea/png;base64,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" alt="25be91abdc42f3e5ecd5a78c87bb6d3a.png" />
aaarticlea/png;base64,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" alt="e0f15508ca1d863249b2e3a0f22066d4.png" />

上传文件到hdfs,并加载hdfs上的文件
上传前 根目录下的目录
aaarticlea/png;base64,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" alt="e42cf29238eecfd0662d3bfd514f4c59.png" />

1.3上传文件到hdfs根目录

[root@node04 ~]# hdfs dfs -put /root/data2 /
刷新网页

aaarticlea/png;base64,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" alt="26c43472604a88f69d417d5aa31a8025.png" />

1.4客户端执行上传

hive> load data inpath '/data2' into table student;
Loading data to table default.student
OK
Time taken: 5.294 seconds

根目录下的data2目录移动到远程目录下,改成copy后缀的名称aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAA/wAAAFRCAYAAADJvKbiAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAFKISURBVHhe7d3vj9zGnefx/RfuX7h/YR7pgQADezCQB35k+UEEBIgQYNcIoAEMnGHAQh7ECJBVsMacHhi+INHiFgqMaG3czmR9kW6zCpyF9qxTfBlPbNmy1xrHjsdaySMrHlmRRhq7jt9iFVlVLP7qZneT7PcLKFvDZrPJqmKRnya7+y8UAAAAAAAYHQI/AAAAAAAjROAHAAAAAGCECPwAAAAAAIwQgR8AAAAAgBEi8AMAAAAAMEIEfgAAAAAARojADzS0e+Wyunzpqto9MBMAAAAAoMd6H/j3b++pvdqyb+bGUtmP9YVIuWvmn9i+2nrxiFpZWUnL4y+oLbocAAAAgJ7reeDfUms2ZNWVw4+qY987oy5+uGeei7Hb3ViN94VYSfrH0f96Up3Z2FI7rcN6sR+ubZqHAAAAAKCnxhP4s3JIHf3BBbXDbdej1yrwe+URdeyH6+pq4/eGdtTZb7vPP6bOfmweWjbsVwAAAMBgDCrwH/rGUXX0W3458pduEMvLI9+/oLjWP26TB35TDh9Vz53fMUursXtZnf6v0ueeVqd/u2smLof9navq3Msn1dOPP6JWN5Zr2wEAAIAhG1TgLw0bd3fU1svPqSPOvHKl/+QlPmg9Zn7gX0t6S4mDfbX3cRpaV79xyHlOWo786CJfxFdqV60fz+uKwA8AAAAMxzgCv7F7/oQ65My/8sOLisg/Xo0DvysJ/zuXTqsngztDjpzaoq9EEfgBAACAoRpV4FcHV9Xpx/L5V46vJ3EFYzVR4Lf2ttTp77hX+w8l/avh7f1LhcAPAAAADNW4An8QTgj84zZV4Bd3k/71uNNfDp9QF26bx2AQ+AEAAIChGlng31Hrf53PX35L/57avnRZXTZly/mdtr0PL6qzP3w6/VLA755QZzarv/ov/UKzF9RJ/YVuSXn8UfXoN9Pnrr18Tl2t+Q24vQ/y9bi8uVN/W/nu1Vbz73+8lc9/ZTc+v9zmfuWcOvv8CfWkbMM3k214XLbnSXXi+TNq/dK22mv4GfddWY6pv0cPH0rrYuKfw6s2deBP7G+uqceyZayox35y1Tzi89rp92X13l2/6rweD2Td1tUZuw7fOqKO6DY+qp7+YdLG0pdsG+/vqK1sO86ptW/l9XP0+XPZ9tmyXfcmie1fL55UT+vXPqqOfONR/f8nv7emzp6/2nib9nec/iz90kxXB7tqa+MFdeK7dpsuqJ3b2868fnvUcvezS933XQAAAGAexhX4b59TTzvzP32+LFTFlruvrv7dMf87ALLHIuRb2596tDB/rDzy3TNqq2RV9n51wpn3hLpQnQOTdXysxfx76sKzdt4krP1820zP7b13Vp2IfJFdWGrr/uNz6rlv1iynzbfiN9BF4Jc6OveMu47JciJvbmydcuYpvXOkg37VdT0mQf/qxnPq6OHIcoKSrdONdbUaebysrG2mT4vZ/e3p6BclFssj6sm/36p9Yyna5jsX1HPunRr2sf3L6qSz3Yd+dLn2DTLr6k+c/ezbZxUf9gAAAMAQjSjw7yeh7Eh+kv74aXW1NDwUlyvBOxbeY6+5f+W0OtYgQHnl8Kpaj6WGIFyd/LeqSLKtzjpXW2vn37+oTmbzHlVnPzTTjZ1fhb9sIOURdUSuwAZfaldV9/ubL0QCZbqcRwvTu/usfDeBP1zOY+r0e+YBx6SBv1W/6roe714NvqegumTr1Engj7/RUVcOPbWudipCf6HN5Xs7CmHfPJbMv3XK2f7DJ9XlJon/IGlHp77L3zgEAAAA+m0cgX/vqlr/wdE8XJSF60yw3J+vqzX9ZX+H1NFnz6hz5lbeixtrau188Jo7SRjywtcj6smfXFTbu36SkFvpz7rrJOXxJITcNTNk/M9IHzpVEVs/PquOucurm/+90/nt6o+dVt7N6rcvqBPOdhz6zgvq8sdBGjrYV7sfXlRnnj1aXvdhfTz+nFqXjw44oU1uwz7zzCP5PCtH1Au/b5K8qnUV+NWHZ9XRbDlJf/hfxW2dKPBP06+mrceDHbX+lB/2D33zOXV2c0ftuU/Z31M7m8l6ftf5jf0ObunfSdrG6/t/+aQ6/Ztt5e0mcqv/5tnCHQ1Vv5gQtvm6/TtZ/trGRbNO55I+eybtD1ecfSAp1W+opfYvnXTGkoZvEgAAAAA9NKjA/9hTJ9ULL77glJPq6W/6t9U/8t3T6vIN8/RS/nLlM78Snp77Vc0V0/Bq4uFVdfaD6jQQXkV/LBJmtn8ur2/mCYO5Iw87j6nH7K8RVMzvLjd8Y8APTs+pi4U3IgKxq64H2+rst+0ykhJ9Q8MIA2gHX6jYWeDfu6BOZMtJ6urF4pImCfzN+1X39Xj175y7XeQNhxcv194uv+e9E2BN8KV97532+vyhp86q7ar+lWzThe+76/uYWtuM71d+m8vn9eXNqmQfKF3+jl+3tT/Vua8u/jCfv83HAAAAAIC+GVTgry6PqtUXL6irwZX2uOJyjyQhr+6Ze+efdp5zqNHVQgkQl593P3f/tDoXXhH1rjA/WXJ3gvN5/MNr6oXsVuXirfopN6gdKtx23SzAVvNvV6+7qyLh3aFwTJ392EyfUGeBP+wPkbsmJgn8Uhr1q67rMfgui0O1IbdK28AffifCyfo3k8Tdy+ZuCFOeOZd/IZ/Db/OkHF5V52re4PP325rvvfDe/HlMnb5ipgMAAAADNKLAn5dHvn1Srb9XdVYfLjcSwgv84NPqi7yCW/GLoemqOu2EnRO/iqy7+3n8JMDt/dvJbP5jL0fWxAsuSegKEt/Wi85V4oluW/aDXbMrof53EMRunW+j/4G/Sb/qvh53Xj6WPdZsHaq0DPzB5/+jfbOEv96raj0S5MPAX/arCp7gDZDo/mV4bw7wZX0AAAAYuEEF/tjnhy9unFEvPH9CHSt8E3jVrdRBMGtyhTu47bvRrc2Z4Mv2IldcvW8Fj12R3VzLrgLrOwvc9YmtvzN/bHn7zhsGUh555qy6WvUeScj7QsDiHQRxwe3SkVvn2+gs8HvbkpSuAn+TftV5PQZvTE11dV+0C/z+r07EQ3up4LsUYnfQ+G3evL4u/8gZH0ruHgjffOHL+gAAADB04/jSPmPvyln1tPft8sdKbnf3l9soeLpfgFfyTe5VagOjG9AjPw2Xf9u4vSXZDWLF25Tdn++LXtGMfbv54UfV6qlz6mqTK8JBfaz+yP1uhfJywv08dSRYt9FZ4N9ZV09my4n3s0kC/yT9aup6PLjs7zNT3kXRNvB7PxtZ8f0ScfX7u9/mq+pc083zvryv5K4H706cae+MAAAAABZvVIFfk287d54Tv0V6guUmgdzO3/rKZcK/hf6FYjj1rvSGbyg4t/w7VyfdL+Xzr4a6dxRUrKv8fnn0N98PqUefWlPrmxX14tXHhOXZCyVXWpvpKvCHdzus/dY84Jgk8LfvVxMWtx6DW+qbXQGv0i7wN6unMlvqBfeXIyJvmEze5v7HZmLb4X6kgC/rAwAAwBiML/AHtztLKLhc+Hby+Qf+nf/5pPP8WFDx1/voz7fN9IRzq7O3rs7VYe9b+HfP5aGvLnQd7Kqtl5+L/P57WuSn3M7Fvlyvi6DaOhD6ugn8we3eJV/q1uvA767PoAP/jlr/a+f5kTtApmlz7zsCCuvmvknGl/UBAABgHEYY+MNQEAvn8w/8XhD66/Xol4F5n39+6lwWSPLtCV73INkOG9Sd26fdK9beGwdVDvbU9m/OqBPfdn/n3ZYjSXAMrnd69fGkOvventq73bJEfwauuU4Cf/CFbmV3Hcwn8HdQjwO/wu/W35P/s7iXTNXmXlsHv27gfrTiW2eT+A8AAAAMH4G/6XKDLxSL3fZdzvlJPSllt7J7gcR+s77zRWKFIOJenc5/ni//vH/77xoQex9eVKe/GwR/eUPBvVNiyu806ML0gX8/qatmv/8+s8DfdT2GXy4558/wux8zkTYp3l1TIVj32HdPTNfm/l007i8IuF+a2eaXBQAAAIA+G2XgzwOvlNgt2hMsN/gm98f+rsXXkblX4pNSftXdDVfmG8idEBR7nns1P90O57PKrb80zRWG4UPqhd+bh0RQH03bpkvTBv69366pI842HKr4ToGZBf7O69H/rPq035PQNvD734fQ8g2MTeeLK503sFzTtvn+pZP5a9if3ZMvsMzqjC/rAwAAwHiML/DfTQKU+3n06G9pT/JGQvDdAIdPqot3zUM1vJAR3koccK+QypsKeYAqCU/uVVEJd843znuf659EeLXYqyc/CC7iN8unCX+7vznphf2Vw6vqXMXHNGYW+GdQj95PPJb+UkVT/vrVvtEVvIFxqPHPAgbfpVBSD1Pf1eGF+/RNBXf/5Mv6AAAAMCbjCvwHO2r9KffqftlzJglmSTDYXHNuv15RR5JAXRsO7iav5fz8XdVVZM396MBfr6t1++3+4S31GTeQralz5+33ABxSJy9VrF2TW62D8Bb+Lvre+aezx+T1VjcaRtWDPbXX8M2SKhOFvxtb6uwPjjpvwCTl8DF1+kp1S84u8M+gHr2fl0v63FPraqfNrfWe4A2J5y+b6WXkzhD3DYfI9z9EyL6VvwFzKP5TkompA3/C/fK+oz+/6rzRULPPAAAAAAMz/MC/n4SeG9vq8saaetL7Df6kfPus2o4GncmCWRLN1IVn3TcUDqmjz19Uu2Vham9Lnf6OM//hVbVem+XcK5BPqifNt5ZXXa3P7wp4Uq0et69nvwMgbuvFY2rt/FW1VxEEd5JwlQfjyHchFH7L/4h67nz1BtrvB5j+y+TC8Jdsb+wL7ZKy++GWurjxgjrxnUf9oC/lL59WZz+oD3mzDPzd12MSul90P46R9J/vnFZbFbeq7146nfSHkq1yt73JnS23L6gT7l02h4+qtd+U18Xe70+rY878VW9QdBH4vS82PL6qVt0vvpz4jREAAACgfwYV+FuVx9fU5dJL6ZMG/kRwxV6Xw4+q1R+eUeu/uawuX0rK+bNq7XvH1CPuPEmIO3mp2aep/VuypZjP85fxvvjNlJo7CbIQ95dH1NPuupv1P/mUH46PvBi/m2H/9y/4t8Yn5dA3VtXJl8/ly7t0Ua3//Un19OP5FwF2H/jbl0e+e0ZtNWuS2Qb+ROf1GLnbZWXlEXXse2vqzMZFs7xz6uzzJ9Sxb6Tzla2v/5GUZL2+eUK9oJeRrM+LJ9QZ97sdDP+KvXmebM/fr6uLZnvOvbxW/FWIx0+qy1VvTHQR+JM9I/siTKfwZX0AAAAYmxEG/kPq6A/O1dzCPEXgF3evqjPht9hXlcPH1Au/bfEa3peXSam+Wh9+KaCUp89XJ1kvwNaUI9+/UFmf+1f8K7T15RF1OhIS25o08D/y7ZPq7Ga7Np914Bed1+PdbXX2meb9tHR9D5LlfDv+HCllbzrsXzlTvOumohz6zgvqck2VdRP4i29i8GV9AAAAGKNxBP7Dj6qj33panXz5otpudNI+ZeA3di+V/W69KXLl/yfJOjW8ipzZv+x/8WDtF58FXygY/SlC395msu6xW9yd8si3T6gzlxrWzd5Vde7Uqnq0KrDK3QSnzqmrHQWrZoH/EXXkW0fVk99bU2fPbzXsH0XzCPzaDOqxUT+V5VX1072tkje5gl9vCB3sqst/f0Idqwj+cuX/9G+2Kz9eYnUV+P0v70vKM+em/DUDAAAAoH96HvgH4u6u2t60t11LSYLljT21P4TPA++nn3HP1z0pV3Ym/1K9g3219/FVf3mb22r3dv3n5OGYRT120E/393bU1ez5V9VOi36yf2NbbWXPTYpsz96C+oX3phpf1gcAAIBxIvADWDreLyPwZX0AAAAYKQI/gCWz430nwWN/d9VMBwAAAMaFwA9guVxxf9XimDr7sZkOAAAAjAyBH8DykJ8rPJ5f3T/0o8s1X4gJAAAADBeBH8ByONhVF390JAv7K4dX1bmaX7MAAAAAhozAD2C0tk6lP8t4NCn+Tx0eUqsbO2YuAAAAYJwI/ABGa+uUG/KdsP/zbW7lBwAAwOgR+AGMlh/4D6lHv3NSrb+3Zx4FAAAAxo3AD2Dc7u6pvdt7ap/f2gcAAMCSIfADAAAAADBCBH4AAAAAAEaIwA8AAAAAwAgR+AEAAAAAGCECPwAAAAAAI0TgBwAAAABghAj8AAAAAACMEIEfAAAAAIARIvADAAAAADBCBH4AAAAAAEaIwA8AAAAAwAgR+AEAAAAAGCECPwAAAAAAI0TgBwAAAABghHoZ+D///HMKhUKhUCgUCoVCoVB6V4aEK/wAAAAAAIwQgR8AAAAAgBEi8AMAAAAAMEIEfgAAAAAARojADwAAAADACBH4AQAAAAAYIQI/AAAAAAAjROAHAAAAAGCECPwAAAAAAIwQgR8AAAAAgBEi8AMAAAAAMEIEfgAAAAAARojADwAAAADACPU68H9NoVAoFAqFQqFQpi4AllPvAn82MCX/kfIVhUKhUCgUCoVCmbjY82pd9Bk3gGXRq8DvhvwDKV8p9TD5Q8oDtyQPUigUCoVCoVAolEgx58z2PFqKnFcn/8vOtwEsh14EfhlzsqBvQr4MVvtJuffwa/XnB365S6FQKBQKhUKhUKLFPW+Wc+n7SZFz6zD4Axi/fgR+E/Zt0JeBSQarO/tfqS/uf6X+dO8rdTspn/+ZQqFQKBQKhUKh1BU5d5ZzaDmXlnNqObe2wZ/QDyyPhQd+N+zLFX15J1IGJRmkdu8eqBtfHqjrewdqZ++h2vniofqEQqFQKBQKhUKhVBY5d5ZzaDmXlnNqObeWc2y5sGZDv5yHk/mBcVto4JcBRgYaGXBk4JGwv3f/K3UrGZSu3zlQH//pofrw8wfqg1sP1HufPVBXddlXV29SKBQKhUKhUCiUaEnOmd/fTc+h5Vz6j188VP+RnFvLlX8J/XKlXy62cZUfGL+FB357dV/ebZQBSMK+vCP56tUv1Y/+9XP1/Qu31F/94w0KhUKhUCgUCoUyYfnBhZvqwqU31b/+3031fy7/Tl367f9Tl5Py2zfeUG/0tLzzzjvq/fffV7du3UrDw4LdvXtXffDBB+p3v/tddH3nWWQdZF1kncqwvpOXJus7FIsN/M7VfflckdxqJFf2/+ndL9XJJOxvvP0n9cUXX1AoFAqFQqFQKJQJy5/+9Ccd+uVKv9ze717l7/sV/k8//VS99957Cw/9EvwkBN68eVMdHByYqYsj6yDrIusUC6Ws73Tq1ndIehH4ZcCRgUcGILmNX67sb7x9W925c0fdu3dPPXjwgEKhUCgUCoVCoUxQ5HxaAr/c3i+f6Zcv8pO7a7Pb+s25eV9dv35dX+lfJLnaKwGwb2SdZN1CrG83ytZ3SBYW+GVgcW/nl4FHBiAZiOQ2fgn7+/v76quvvlJf8+EiAAAAoDU5j5bQL4FfPtMvX+Qn394v350lv9U/hMAv3n33XfOvxZArvX248hySdZJ1C7G+3Shb3yHpReCXAUcGHhmAZCCSAUneiZSwDwAAAGByDx8+1OfX8kV+8l1Z8jHaoQV++Vz1Ii369avE1o317U6f162JhQd+GWhkwJGBRwYgGYhkQJJ3IrmyDwAAAEzHBn751Sv5mWv5tn4d+A8I/E0RoLszhvUdkt4Efhl4ZACSgUgGJBmYAAAAAEzHBn75eWv5jX4575YvzCbwN0eA7s4Y1ndIFh/4zTf0y8AjA5AMRAR+AAAAoBtZ4L9J4J8UAbo7Y1jfIelf4E8GIgI/AAAA0A0C//QI0N0Zw/oOCYEfAAAAGDEC//QI0N3pbn131frxFbWy0qasqS3z7Kb6XJdNEPgBAACAESPwT2+a19/dWC0Gz1NtY2e57gK0L1/vVbV+w0zsQHfrS+BvgsAPAAAAjNj0gT8SrCYIrFunJnueWHToav36N9bVqltfTcvx9aS22+kuQBtl6z7BusV0t75pv1zbNH/W0dtF4J+b2Qb+G+r8s0+oE7/s8K0oAAAAYICmCvwm/K1u+FFPrv6G0+oQ+BuUhQf+mqvmHdyZ0N36OoE/qe91Hfzj62/nIfDP0UwD/9ZP1RNP/FS9Zf4EAAAAltXkgX9LrSVhqW2wL0Pgb1AWHfg31+LrFS3tw7Pobn3zwK8/fiB9q6zes8cI/HMzy8D/1k+eUE/8hLgPAAAATBr4dYhqEUDDz6qHbxQsZeDv4Ip4ne4CdLENa8tC36Dglv4mRhj431I/feIJ9dPZ71sAAABA700a+CWgN726r8O8F6aKdwcsX+C3X3aX1kU0MNeUJmG2swBdcnVfr0Pplf/2X+jX2fpyhb+R0QX+G788oZ549rzi0/sAAADApIE/DVN+4A8+H22v7pqQVQinOiTmAWvpAr/d1la3yTulYV11E6Djb0p4bRrdjn4E/kYI/PM1m8DPl/UBAAAAru4Cf8673T8I9hkdsPJAmF2FncCiQ1fr17+xpbb0dgdvkjQuzYN0JwHavGnjrkMWpJP2df/tztOXW/q5wl9uXIH/5nl14okT6vxN8zcAAACw5CYL/EGoDxD4GyoLoHWlRZDuJkC7b0w4bzY4AT8L/c42Nb667uhmfQVX+JsYVeDny/oAAAAA36SB3wa7WKDyAn8Q7DNlbwRMYNGha9LXT7/boH1pE6S7C9CJ7M6ERHg1v+V6lelufZ3An/RBfpYvbkSBny/rAwAAAEITB/6EDvaRoKeDrHMVmi/tizBvmIThs7a0uLovugvQjtJ1b/5RgzLdrS+39DcxnsDPb+8DAAAABdMEfi0aoorBKbyaHX2TYIkCv32zpG1p+ssIVncBOiJr++mDvtXd+nJLfxOjCfx8WR8AAABQNHXg74FFh67Wr192pbm2dBNIO6uvAQT+eD2WFQL/3HQd+PmyPgAAAKCIwD+9Poe+7gJ0RK8D/3z0ed2aGE3g57f3AQAAgCIC//SGFkhZ3+70ed2aGNGX9gEAAAAIEfinR4DuzhjWd0j6F/g/I/ADAAAAXSHwT48A3Z0xrO+QLD7wJ//5swn8O8kA9N5nDwj8AAAAQEeywP8ZgX9SBOjujGF9h6Q3gf/2vSTw7z1U7+8S+AEAAICu2MAvF9bkApsEfjn/JvA3R4DuzhjWd0gWHvgfmsD/pyTwX987UB/cIvADAAAAXbGBXy6syQU2udCmA39yHk7gb4YA3Z0xrO+Q9CLw33v4tfri/lfqxpcH6sPPH6jvX7ilHjx4oL7+egjDDwAAANBfNvDLhTW5wCYX2oYW+N955x3zr8X43e9+pw4ODsxf/SHrJOsWYn27Uba+Q7KwwC8kzx98pdT9JPDf2f9K7d49UB//6aH60b9+rl59d0999VXyIAAAAICJ2cAvF9bkAptcaJMLbnLhbQiB/9NPP1Xvv/+++WsxPvjgA3Xz5k3zV3/IOsm6hVjfbpSt75D0IvDbb+qX24uu3zlQr179Up1MQv//unpHh36u9AMAAADtyXm03Dkrgf+PXzzUF9jkQptccJPA3/fT7OvXr6v33ntP3bp1y0xZjLt37+orvRIA+3AlWtZB1kXWSdYtxPpOp259h2SxgT8p8q6iva1fBp9bySAkny36p3e/1Ff65fZ+GaAoFAqFQqFQKBTKZOUHF26qC5feVP/6fzfV/7n8O3Xpt/9PXU7Kb994Q39GuY/l3Xff1Vf2Fx32LQl+crVXQmBsfedZZB1kXarCKOs7eWmyvkOx8MDvXuWXzxLt3U9Dv1zpl9v75dYj+byRfKvoVV329W+IUigUCoVCoVAolEhJzpnlC/rkHFrOpeXK/n8k59by7fzu1X19O7+ckAMYrYUGfiGDjL3Kv29CvwxEcnu/3HIknzOSLxeRq/7yMyLy26EUCoVCoVAoFAqlvMi5s5xDy7m0nFPLubWcY8tdtXKhTS64yXk4eR8Yt4UHfuGGfhmAZCCSz/TLoCRfKiLfJCqDlLwrSaFQKBQKhUKhUKqLnDvLObScS8s5tZxby5V9G/a5ug8sh34Efikm9MsAZIO/XPGX8C9X/d0iAxaFQqFQKBQKhUIpFve8Wc6lbdCXc2zCPrBcehH4LX1bkQ3+Ukz4128AuCV5kEKhUCgUCoVCoUSKOWe259Fh0CfsA8ujV4FfyPijixmMZGCiUCgUCoVCoVAokxV7Xq2LPuMGsCx6F/hdMiBRKBQKhUKhUCiU6QqA5dTrwA8AAAAAACZD4AcAAAAAYIQI/AAAAAAAjBCBHwAAAACAESLwAwAAAAAwQgR+AAAAAABGiMAPAAAAAMAIEfgBAAAAABghAj8AAAAAACNE4AcAAAAAYIQI/AAAAAAAjBCBHwAAAACAESLwAwAAAAAwQgT+CX300Udqc3NTvfHGG0tVZJtl2wEAAIA+WtbzdMrsypAzEIF/AtLY165dU59//rn64osvlqrINsu2E/oBAADQN8t8nk6ZXRlyBiLwT0De4dnb21P3799XDx48WKoi2yzbLnUAAAAA9Mkyn6dTZleGnIEI/BOQ2zqk0b/66iv19ddfm6njJ9sq2yzbLnUAAAAA9MmynqdjdoaegQj8E5CGlnd6lnEQkW2WbSfwAwAAoG+W+TwdszPkDETgn4A09MOHD81fy0e2ncAPAACAvln283TMzlAzEIF/AgR+Aj8AAAD6h8CPWSHwLxECP4EfAAAA/UPgx6wQ+Lt2Y12trqyoFVtObZkHEptrybQ15UyZKwJ/Tzq77gerav2G+RsAAADtVJ1zz1sH5/gEfswKgb9LZuBZc371YHdjNf+bwL9QM+/sTduXwA8AADC5unPueSPwo8cI/B3aOlXz7iKBf6F6E/gBAAAwsdpz7nkj8KPHCPwd0oPP8XW1a/4usIOBdwtS5EpveIuSs8zCAFfyDmdsPaYfSN5SP33iCfWEKSd+6az4zfPqhPPYE0+cUOdvmsd6or6zb6k1p95XN5warGk73S7Oc23927bYkv/LdGm72EEhaHP/HepdtX687DEAAIDlUnvOrVWc1yX0OVr2uH8+Hj1/00qWWXuOnz4vXAcXgR+zQuDvkt3JywYgPRi4j5sg585v5nFDnTeohWHRLtN5E0Dmjw0o0w4kb/3EDfFp+P9pNv79VD3x7HkVvncxaz/4wQ+cNxnSItNiKjt74Y2TdGDO/m7cdn6QtweT6JsH5s/0b+egoNcleDPBbd8N5zUBAACWTd05d915XfL4mnNulp6v5edm0fM3swx32m5yTqafU3ueSODH4hD4u2YHoNhOHQY74YU/Mzi4V/A1Z5CKhMHV4+m7kPmAEryG0fVA8tZPnKv8Evh/8lb67zl68803C4FfpsVUdfYwVAs92NtptW2XCP9OhAcQLdLmYV/J37SJPw4AALDUKs65a8/rQsH5dez8TU8re4OhyXliDQI/ZoXAPyPpQCGDkLOjx3Z8b1rw7mPGDX3hv2VwcUK+HrDig0u3A4l/hf/GL094oTu78j8H7lX+sqv7oryzp3WatldQ7MBe23aJyDzRg0OkzaOvbQ5K0b4EAACAyHlSg/M6oc/H3MeDwO+dv7nn3xFNzhNrEPgxKwT+mTJhzrtKXDUYNAn8ZhCSZTrhXt7JlOdlj0V0N5DcUOefTQJ22RV9/Xn++X2G373KX3Z1X9QF/tJBXDQZyCPzFA8YiUZtHnIOXuHyAAAAlpp7zl1/Xpe+SeCcs8Wu8BP4MRIE/hnzAnjtYFA2mASh0AZ9ea5Ztn0dG/xjOhlIzJfzeV/YF+Hd7j8HcmW/6uq+qOrs+tavqiDdZCCPzFMf+E2QL3mTpiA4IAEAAMA/564+r4ucb9cGfrPMsvO1JueJNQj8mBUCf4eKYTsN6tmA0mQw0H/7yykOWrLcVbWaDFbemwDHk2kVA8vUA4l8Tv+Jn6omn9Sfd+CXK/tVV/dFZWfXA70/+Mtgn9Vv47bzw3h94E9E29wuJzkonXKeH1sPAACAJVJ7zl15XhdebDF/1wT+2DK3Tplzstj5mTctWL8IAj9mhcDfMR3Okx3aFm8wqh0MDD3NWU7k3cT0ddznmcGq9N3MaQeS9Db+ss/m37jppFz9xsAAf5YvqHdvUG7UdvaAkbdDo8Cf0PM5r13sN/Yxru4DAABUnnOLqvM6E97Tx5Jzq035uybwC+95zmvWnicS+LE4BP4lMt1A4v8Gf1bM5/j9L+3rX9gXQ+3sAAAAGDcCP2aFwL9Eln0gIfADAACgjwj8mBUC/xIh8BP4AQAA0D8EfswKgX+JEPgJ/AAAAOgfAj9mhcC/RAj8BH4AAAD0D4Efs0LgXyIEfgI/AAAA+ofAj1kh8C8RAj+BHwAAAP1D4MesEPiXCIGfwA8AAID+IfBjVgj8S2Rzc1Pdu3dPff3112bK8pBtlm2XOgAAAAD6ZJnP0zE7Q85ABP4JfPTRR2p7e1vt7+8v1WAi2yrbLNsudQAAAAD0ybKep2N2hp6BCPwTksaWd3jkto5lKrLNhH0AAAD01bKep1NmV4acgQj8AAAAAACMEIEfAAAAAIARIvADAAAAADBCBH4AAAAAAEaIwA8AAAAAwAgR+AEAAAAAGCECPwAAAAAAI0TgBwAAAABghAj8AAAAAACMEIEfAAAAAIARIvADAAAAADBCBH4AAAAAAEaIwA8AAAAAwAgR+AEAAAAAGCECPwAAAAAAI0TgBwAAAABghAj8AAAAAACMEIEfAAAAAIARIvADAAAAADBCBH4AAAAAAEaIwA8AAAAAwAgR+GP299TtW5+pz3Zvq727B2aiUgd3k+m7yfRbt9XdfTMRw3XwQN2/f0/du3dfPXj4tZnoOHioHhxEpqM56rhfaI8i6gSToN8sF9p7PGjL7lGnvUfgj7j7h4vqzI9/rH6clHNXbqs08h+oz95c19N+/OOz6vUdEv/QPbxzXb3/zjvqnaR8/Pl95Q5FXz+4o/5jO3ns3z9RX9xnkJoUddwvtEcRdYJJ0G+WC+09HrRl96jT/htk4L9165Z67bXX1C9+8YvKIvPIvG0R+JdD6QD18Ev12R/S6bpcu6729hmkJkEd9wvtUUSdYBL0m+VCe48Hbdk96rT/Bhn4Jci//fbbOsxXFZlH5m0rHviT6Te31btX3lZvv/vv6j/28lv9MUzRAergz+rWx+/mg5Mtf7ipvnzAINUWddwvtEcRdYJJ0G+WC+09HrRl96jT/htk4N/Y2FC7u7uNiszbVtkV/r1rl9WFX/2z+mddfqN+9/Fd/UgnNtfUyspKsRxfV7tmlnnb3VhN1+HUlpkyma6W07XYAHXw58/V9U/+qD7edgapDz5Sf/zkU/XZlw/TJ3ZiS6257dzD+unCYus4qeVTQR1LWeA+tWgLa48b62o1bIeVtWQvEHZfWFXrN/SEuVpInWTjva2DedtV68edtoiNPV6bddE2YTuXtbs7NiaPXbHrMV1ddX0cWmy/CcosxrSs/ee7n9oxe3WjX6N0r9rb2xdm0C6Ftm8otr6mb/bpPHDRbVns2/PZt2ZpYecWaGyQgf+VV15ROzs7jYrM21b9Lf3Fq/9TKx3Yk7KggLKMgd+qemxaWX1Ey6ICwGwsqo7jAdMUAv9826P2pHWxJzuLrZNZ7O9N6jMI/JH18MepLtomXK/YeobrlTw2oMBvzX9fSkrX49rMA398eUMK/NZC2nuW4+cEgb/0vGYggd+aT1uGbTWDNpyzhdQpWhlk4H/ppZfU9vZ2oyLztrXYwO8MsNm04Q4CfbaQAcoNou6Br2z6wC3mIGAPnlLCE5YkUJwi8M+zPbK7LIJAsnWq+cnkLC2kj8bG+65kY0nVcSMM1itqbdM8pJnHj682WFZTTU5qZ3fiO67AP4fzhAlCXyuN+ml/9Le9+xD4nfHE27/6ebxdbFua4h0PCfyYPQJ/RNln+LOf5cvKbXV7r6Mv74sN7Nkg4J+M+bcpO/O7g7Rdngy+3uCdLzN7rjsQOYNQ9AQpW5Yt+esX3uE1zys70Srcbh19nXCduxsQFzFAlYUfzTuQx9o+n5Zd/YjWkzzfP6H3T+bDtnLr1FnGpll2bF0bWkQd59uW980y+dWkLVNfTl0U+rpbT3n95nVbnOb1/ZL9bJ7m3x5lJ4Iut9+67RcUt86CtpnmauAi+mh8vHe4fcWUcB8Ox09dB5Hnxfua01dPmefE6jd5zG2bXD4W2RKuXzjP2qbfzmG7R9dd6scb43LlY1jKezzZti13X+xAb/pNVj9BHVTsI43GpUK9h+2XKuyvtn6r+nBFP83HZKfXBttSug4zHGf70t7ZtmbbFm+XujpL+ftoNk+h7d3zCX8/TOXLKRuLvTZKFM7/bHH2T79vxdZ/Mgtty+PJmFo4d4i0YdX+kyjt85H6LbRJxdgwqYXUKVoh8Ec0vcIv5aV/+0jd/UrPMJ2qgT0bBNxB1y3mOdlOvKpW3ZPs2HRbsis4ebE7fzhAFw8gUtLX9gdmU8zzCssp3Y6k2INY5Tp3cxCf/wCVb3d0gHXqVwb2wolPZFDPpum/84NGoc6cfhU/0No+FlnGFPXduzoOZHWc7AdePUQOtrakB938dfKDcHFa1vcj+1mXJ6NNzb89gv6WjQEu/2QnOpZIsfVV0jaTnrQsok5i470rXgf5yWBsH9bbH6ubaD9z+2rxZNO+fuyx+HEgLXkb5MsvFrusYNnRdk3qJ3u9pmNYomL/jffB9vrSb/K+4vSlku237dNoXCrUe7EvRNvB1G9lH67op9mYbPtSRVs2GWcnHRdCi23voHh9OLKPNqiz+H5slhG0fbSPefz9PVbn2TLMusf34aRUPu5s4xQW2pbSzxvsW5X7j/t4rM9n5zO21PeNafeThdQpWiHwRyw28EeKHdzdASOdkg2KehB3BnBv53Wm28HeHUwL08IDdsXrW/a5TQb6fFudQShcx8i25ANg2UGnnfkPUHZQLxtc88d1HQT1rbc/G9z9A3HahvnzS+u6cKDJl5GuU2QZU+hHHTvbZEpxP3D7lHPy4tRBNq9uj2K4d59np+V9NnbAdabNyfzbQxTr3+9b9vFifeT1Z+s0Uu+2T0fGpSYWUidZH2g2lvn7aKzvObJ9vKp/+cvwx2/7mKxbsW38/SCVt5PZnkgfL+4LsXaPTAvHrNoxLN+2vJ85fbCDcU0stt+Exa3D+n2k2BaJ2mNF0DbZ424/TF57I16/fhslsue76573r/K2zOcp357486bRr/ZOSrb/hftMszqL7cdqc73Y9tF2jnDmsyVr60TWRpH2yNaltO/lz3eXOamFtmVY/7o+YmOhL9z+vM+H+2d8Wtp29WPDpBZSp2iFwB9Rdkt/9rN8WXlX/fvOXvb4VEoG9uiAGSl6vmyQDAaNyOAZDj4iHJDDv4sDev46hXVrs1wtH4j8bXHWOTZtCvMfoIJtLAgGZ297zXNPJQdkvQype7u8cHB32z+YVnUC4R14ag7uDfWjjvNtssVum3/QtWL1mMjqzmkPZ1nua9tp8b5esvw5mH975PKTOlOyMaKuvqvbMi+TjQsLqROvL0UUxtq02Hoo1KXbv7LnVvWvoK+6xwP7b288sMuK9ftE8JrN+n2s3SPTwnHf6ReFEl3nVHydJrfYfuMXry2y7Y+VtA4btU9Y7+Hjbp/Rjwdq+nBZP7V9O50v3pbh/hPbnnG1tzNOOPWatntYR03qrGQ/tiJtl4/BVfLlZsXUf1l7ZNOTkq1LST/XpYP2XGhbRo97kTar2X9i9envOyJsZ/s6seL0sQkspE7RCoHfsX/jbXXxwj+rc6/8NL+Kf/af1D9f+I3a+uOeuu39LF9efrP5kbo7beqPDeyBwkmeW2SnzwaIYBmx6YXBpziARAfowiCUD1DuwK2LWXa4nGw73OU6A5MerGLrXLZ9LVX9VMgt81Mhsxqgsm2PnSQV+oA7WKcDtdSNrc/VjfV08I4eQPSEhD+t0EZu0cuJLaO9ftZx8SSneIBMZP0sqAOvfYrLii0/ug91VMdtLLI9CrJ6DE9CnPpw5om3Tay0q8+F1klhX3fZ+sgfy/f5vC4KxwPbx8r6ryfsq/lrrpvXireN/dvt94ngNeNjfNmy3PWMTAvG/doxrGT74/tie73qN4V9KdFgH2k0LgX1Hj6eLSN2LMvmrejDJe3kjckl84T1ENueUba3lu+7aV2WtVtVndnnBPux5Sxj0o/2ZfVv1qOyjZLiroc7vVBaroerF23prn82zd65adusfv+J1WfxfCYY57N2jZWgvzTUq3MLVBpk4H/11VfV66+/Hg34bpF5ZN7G7v2H2vqlE/Zt+cfL6qO9u9Fb+nX53++qvTkE/mwHLxvwsp05WEZsemTwCQeQ2IDiioYlreTEwC4n21ZngAkPUrF1Ltu+tg7+rG597AxOtnx4U915kA5Fsz+AJ8Wt12zb/Om27tLPZAV1Yw4Sef0HB34tmFbbz2LLmEBf6tjbV4qBPN6H8/nctghDTPi324Z2+Vnfd+o7Nm3mFtYeUpfBdhbqqayPJsXdRzQ7r3+COJFe9NFIHyiMc+EJfiCcP/u7ah8u3xf89SqOB9l8sWOHmZb38fx5xWmxsSYyLdy+xmNYUrL+E5s2oZ71m2J75Ntato80GpcK/TBom+xx93WSfiW39BeeG+nDJf3Ubk86X/48t93CsTdbd2ee2LSJ9G2ccOo9raNwn2lWZ7H9uHhLvywz70/R8UdL5vGOtYls3dP1Ctsj72+R5dbu4xPqQ1sG9ZS1gy7hvlW+/8T6t7/viPx5/rG2g+Ontcg6RSuDDPzXrl3TQV6u3lcVmUfmbePgyx11+R+dMP/yRbX9haT5+Gf4dZlT4Hd3Vr+Y5xQGCSM2PTL4lA7IdkDJ1tEt6QDlD1qmmGUXBybngBQWO09sncu2bwJfP/hS3fzQGZyuXVd7+/kwNMsByj3QFUp40My2WYrdbrcf2IO8sNOrppXVvX08tozJ9LaOkxKGnPITjrDk9VL1Gnb5VfOUnzzNxmLao2JfL/RnqduK+cPxJCiT1OfC+mhp/0rqxNvn02K/hCndxpI6ysZXd3xISjimaPkyshM/Z53yuoyMB5H1syU/iQzWQUrpVSx3rKl6Pdtf6saweB/Jvsgqq6fJLb7fuMfAvK5tu9XtI43GpUK9h21T0Q9r+7AI+ojpp4Uxuc1Y7LRtbNqk+jdOSClrl0SDOovPYx7P2s/87cwbD4pBW7oleh5YMb9+vH4fn9TC27LyHC+s/7yE+0+sf9cHfud5Qcmf097C6hStDDLw37t3T+3u7qqbN29WFplH5m3r4IttdfHlJMifuaDevdXRz+7VyQZU90AeExkI7QBSOEAbsemRwSccQAoDSuEAkQ++hcBfsdxUcTu8ASe2zmXbN6Gv9/fU9WvJIPT+J+r2ff8dm5kPULEBPTrgOvUUGdj9uogc+KPTIu2VLSc+/6T6VsdS3HouHiAdhf4e9ju/D69tVhxck7bz6tzbF+ZnEe0RPcHwTnrcPhcZ32xxn1Nom7IT0XoL6aOR9U9L2sfcOpO+af9O+2mkjsL+5C7fq2ur2Ffj+37JeFDYtyLjhTePPB4uq+HrlYz75WNYKtzf4sehyS223/jb6vaXrD0r9hG3LkrHpUK9x/tC2A52LK3uw0akn9rllc6nS8n2O+sfmzaNPo4TqZJ9tKbOtMJ+bObJpufLzNs5eB0j7Ae6lLaHXedIcZ5TXGZkGyaw0LaMjMf5vpLXbT4tvv/E+ndx34mN84lIv5r0+GktpE7RyiAD/zwc3NtTe1N/MB999/XBA/XgYWT4Sabfv3dP3bt3P/44GlvmOo4dlBeNPl9EnWASQ+03fRyXhoBxYjxoy+5Rp/1G4AeAGeHEGkDfMC4BwHIh8APAjHBiDaBvGJcAYLkQ+AEAAAAAGCECPwAAAAAAI0TgBwAAAABghAj8AAAAAACMEIEfAAAAAIARIvADAAAAADBCBH4AAAAAAEaIwA8AAAAAwAgR+AEAAAAAGCECPwAAAAAAI9TLwH/t2jUKhUKhUCgUCoVCoVB6V4aEwE+hUCgUCoVCoVAoFErDMiTc0g8AAAAAwAgR+AEAAAAAGCECPwAAAAAAI0TgBwAAAABghAj8AAAAAACMEIEfAAAAAIARIvADAAAAADBCBH4AAAAAAEaIwA8AAAAAwAgR+AEAAAAAg7R1akWtrATl+LraNY8vOwI/AAAAAGCAdtX68RW1tmn+FDfW1erKmtoyfy47Aj8AAAAAYBg214pX9GvK6sbyXu8fZOC/deuWeu2119QvfvGLyiLzyLzDtaXWkg7qvWMFAIOTjmXNDrrpO/XuQXplZVWt3zAPj8juxuocbjksr/voLZCmlB539FUTZ97Y+gfzVB7DKpan68d9zCnLe+LWZl/C8DF2ApjeIAO/BPm3335bh/mqIvPIvMNF4Ec78wkQQBvpOJadqJqAVz6upSet7oltGvzGd2ve7PfXtnVft07SNm6AMAHDnT98DX0Vpix0NFheSC9vWW/TbN+eGDLGzvFI2mbtnFr9denIhkmYfcJ/kyteln2cHGTg39jYULu7u42KzDtcBH60Q+BH38T6pL6yfKrsFLR40jrWsXDW+2v7up+gnvUJVx7ai8uPtWeFYHm+lssamfbtiSFj7BwTAv9MEPgbG2Tgf+WVV9TOzk6jIvMOhtdx5YQnGKjtlQ37uZXjP1M/Cwf3yNUUe4DQ//fe6U2Xnx487IFiS/9f7xz/EF5JSefxDjb25OxKuu7uuuiDlV2Xma77gBTqIT+Yp9uYl9jgVD6PaRvnscHVTYfcesr7WOzEJzhBsu0THESKbWH6nynFfhxr46CNbL/O2smun122sy+EBzXvJLDBdmXzFNdh1vxtNGwdmT994bon7DgTDYHDVTyh9/uVX2/xNvTqKdC27mMBo5bXNpG2S7jLTY8LZW2fqGrryn4zfu33JQwZY+dI3HxTrT57Tq04Ze2KPPCBWtP/Tv+fPvZrtX4zeejK6878rzvtbZ+TtPWafTwpL31gHl8yun/L/pD2fTkP0scY2W8ijy2zQQb+l156SW1vbzcqMu8g6I7pDtRpB5UTuqyT6oHePwCEJ2jpyVRxOeky0hNG+5j/XPt67oEhDBL2ZNQ52Mg6RU/kgufOdN0HJFIPdju97TH9Ia/7JvMMuF46VOxX6/E+qaX1mvU52z5uHeppzn5RqPf6vh5rP9vf8/ki+5cwy3PXW58IZstqsF3Zsov7dz7PLITrYehtCrYzU3xO9MR3BMK+unXKrZOwfYptmPahspP5tnUf60f16vuiv53pOpe1fbg8V8n2LI1J9iUMF2PnuCRtU7jCb4N+Hui3XjIBfu3N5BkifV4e6O1zzBsDWjptKe8eiIR6fYyRPh95bJkR+HsiPPHTwmChB/rg5M4b/M1gf9x0dpF1eCObX07M3GWlz/UPDGZ59uAhz02W7b5bLAeT/OCSz5/tcNZM131ASuuhuD1en2gyT+TvZVR+ghMLI5E+Xqhnf57Y8r3+HluG7svx5ebLStcv359EOI/lbkuD7You26z3TPtLuB6GriNn3/aYbU7WNy/Fvj8GdfXv97VYG8ba3mpX95P0Bf0c7/Xj69N02cXlOSr7zDKYZF/CcDF2jkvSNiWB35tm7gZI7wBI7f76184bAPFw78+zRCKhXh9H5LgZeWyZEfh7oWRgT7qpd/IUHejdeeTfyeNuUJbnBCda+iRSDgReiIivg3uiJv+Wx/OQH9mJ9GtHDjIzXfcBidRD6cmwM2+TeUTpfMtE10mkD+o+Fg76Qb+PtI/Ig1c6f34y5RRb7y3aOBbo/PWLTRPuejfYrrLllGxvd8L1MCpfN/IcM64U62HYiv0i0r8m6h+iTd2XzFsqX88m61M/LpUtL+fvK8uoTXti+CZp78hzRjp2Dk/SNiWB3w33aeB3r94nz4wEfu85Qn8EwL31f0lkmSHt+9LP9fFGjhWRx5YZgb8XSgb2pJt6J08lA30WwOVxfVIly0vDTvaYQ584Jcv1p5esQ2yHkdfxdiaHObgU1nOm6z4gkXooPRl25m0yj6g/sV4etq/k9RMLI0G/r+inadgo2U9cLdo4X67+q0Wgc9ejwXaVLadke7sU24/165b203gdZwfxEfG3KW0jd7sn7x+pxnWvx+2mVwLT14z3m7TtwvWpbruq5VnV27ks2u9LGDLGzjFJ2obA371IRsn6eyy/LDECf0/4J3aGPhl3Oqn+O3JSZA4AW0kntwN9eqCQL+ArudJeOMGLHyjs9PSLxMxr251IluWtc76MwvbMdN0HJFYPJXWjBy17YG8yT+RvuEEh1sfTx7Npup7DvuU/T/ftqjpu3MYm6GT7SSzUlO2XLber8HdqHv0l9hrR8S4T3+bq5wxTOtaZ7Yz0EX+bY/0jNi3XtO6b94O0barmLS6/rA+L+uVpJePfsmm/L2HIGDvHJGmbDgM/t/QbBP7GCPx9oU9o3A6Znsg1CvwmAMvn37OgIvMmf696Bwv/pF8fBLLH4wcKIfN5n63X88qy/R1I72R2/fQ6zWvdByRaD2nde9sT1l+jeYI2WFLeF5+Z/mX7Vthv9N9Ov0rbx5+nUKem3t19Reap7utmf3ZOuuxr59NKwptZJ3d6dDuqtsu+vvtmRqT/zEawXUGbFEXGormt6xyF9aDbOfy7rn+U9JlMk7ovH/sLatsuEd2ufH8oHidqlpfQ/dnZd5ZX230Jw8bYOR5J23hfvicmD/zel/ZFPve/NHT/luNJ2veln+tjjBwvIo8ts0EG/ldffVW9/vrr0YDvFplH5h0Me4KniwzqwWAfnDjl0s7shUFzoMhPkurmSR+PnvSZ9XJ3lvSkLTypq5hnpus+IHX1INukS+yg3mQeUy9ShlY3XTEnOLae/EHeqZ+k2J+hzPq9bR/Tn9MSaS/v8WC/KW3j8LXd78PIH48elILXK7ZtzXZly/bni77WLHhtEuu3rrCfp2Vu6zprTluG22TfqNElaWM/6Mb6R0WfsWrrvsEyrGDfcktxH7CP+ftCMfD7y7ElX17aH7zlL7NW+xIGj7FzPJyf2kvD+eSB3/8pvyUN+0LvH3I8Sfu+9HUCf9wgA/+1a9d0kJer91VF5pF5AaCR0rA+C/M8CLUIdQAAoIcibxIsNf8iRnnhzdFBBv579+6p3d1ddfPmzcoi88i8ANDIzAK/HJT85aZXc+f15gKBHwCAYSPwYzKDDPwAMBOzvMIf3r7sfURl1gj8AAAMG4EfkyHwAwAAAAAwQgT+nviLv3kjK9Z/+m+b2bTP7x3oaf/5v7+VTbt2+76etvI/3smmvXH9rp72X37+fjbtVx9+oac9sX4tm/YP736up/3V+T9k0368+Zme9sxrn2TT/ub163qa/N9Ok8eFzG+nyXKELNdOk9cT8vp2mqyXkPW002T9hWyPnSbbKWS77TSpD8tOkzIksfWex7RlEtt+pjWfBqCfYvtrbBoAAC4CPwAAAAAAI0TgBwAAAABghAj8AAAAAACMEIEfAAAAAIARIvADAAAAADBCBH4AAAAAAEaIwA8AAAAAwAgR+AEAAAAAGCECPwAAAAAAI0TgBwAAAABghHoZ+K9du0ahUCgUCoVCoVAoFErvypBwhR8AAAAAgBEi8AMAAAAAMEIEfgAAAAAARojADwAAAADACBH4AQAAAAAYIQI/AAAAAAAjROAHAAAAAGCECPwAAAAAAIwQgR8AAAAAgBEi8AMAAAAABmnr1IpaWQnK8XW1ax5fdgR+AAAAAMAA7ar14ytqbdP8KW6sq9WVNbVl/lx2BH4AAAAAwDBsrhWv6NeU1Y3lvd4/yMB/69Yt9dprr6lf/OIXlUXmkXmHa0utJR3Ue8cKAAYnHcuaHXTTd+rdg/TKyqpav2EeHpHdjdU53HJYV/dBfTdYH73e2TKrrqCY1z7V5BqLrEeknfVVGvtaSVn6WzTb7EsYPsZOANMbZOCXIP/222/rMF9VZB6Zd7jSgZ7Aj6bmEyCANtJxLDtRNQGufFxLT1rdE9s0YI7v1rzZ76/1da8/95itgwkMFQE9bAv/+b7sjYG6wJ9dqQnDSfgmgFm/pR3j2u5LGDbGTqBS+IZwRVn2cXKQgX9jY0Pt7u42KjLvcBH40c7sAwTQTqxP6pBYGgKLJ61jHQtnvb/W132kXnX4LgsIkfn1CVfZlflVtdrkDQR5vGw5oabzjVD7fQlDxtgJ1CDwNzbIwP/KK6+onZ2dRkXmHQyv48oJTTBQ2xMxezXk+M/Uz8LBXT/mnwzZA4T+v3cily4/PXjYA8VWegVFXvcfwhM/c3XFPdjYk68r6boX31k26zLTdR+QQj3kB/N0G/MSG5zK5zFt4zw2uLrpkFtPeR+LnfgEJ0i2fYKDSLEtTP8zpdiPY20ctJHt11k72fWzy3b2hfCg5p0ENtiubJ7iOsyav42GrSPzpy9c94QdZ0YW8oon9H6/8ust3oZePQXq6z5dltd35PEgZGSi7RBpL2dauA7pcSHS9k3beKR9oYn2+xKGjLFzPHZ//Wu1svamP65eeV2tPPu605ZJ+62dS6alZe2Kmax9oNbMdCmrv3aWZJej/588Hr7OmOn+LftDfizTxxjZbyKPLbNBBv6XXnpJbW9vNyoy7yDojukO1GkHlRO6rJPqgT5y8uScnKUnU8XlpMtITxjtY/5z7eu5B4YwSNiTUedg45wc+idywXNnuu4DEqkHu53e9pj+kNd9k3kGXC8dKvar9Xif1NJ6zfqcbR+3DvU0Z78o1Ht9X4+1n+3v+XyR/UuY5bnrrU8Es2U12K5s2cX9O59nFsL1MPQ2BduZKT4neuI7AmFf3Trl1knYPsU2TPtQ2cl8w7qX/pytgzynbHmJaLsVX8fdrq4Dv9/3l8kk+xKGa5L2Lj5nrGPn0DQJ/FsvJWH9pQ/MX8nfvzbz33xTrXpvAKThP/vbBn3nuUtDHzdkf0j7vpwH6WOM9PnIY8uMwN8T4YmfFgYLPdAHJ0Te4G8G++SELRvgsw5vZPPLyaO7rPS5/oEhOHjIc5NluydlcjDJDy75/NkOZ8103QektB6K2+P1iSbzRP5eRuUnOGlgqgzG0Xr254kt3+vvsWXovhxfbr6sMOCJcB7L3ZYG2xVdtlnvmfaXcD0MXUfOvu0x25ysb16KfX8M6urf72uxNoy1vdWw7vXffn3Hl5eItlvwOkH/bxw4ovuIT9dX1fqN2iT7EoaLsXNM6gN/0nZrwZV7I3wjQOjl2Wl6Ob9W6zfTP5dKlhPSvi/Hhux8LPLYMiPw90LJwJ50U+9kLjrQu/PIv5PH3aAszwlOKPUJmBwIvJOw+Dq4J6Tyb3lcnp/OF9mJ9GtHDjIzXfcBidRD6Um/M2+TeUTpfMtE10mkD+o+Fg76Qb+PtI/IQ0s6f34y5RRb7y3a2A9DsfWLTRPuejfYrrLllGxvd8L1MCpfN/IcM64U62HYiv0i0r8m6h+iQd2benXnScfYkraJtpv7OsX18ft4Bb0uZeEkr5ex9YHmGrQnRmSS9o48Z6Rj59A0ucKv55Er9RW3+XvFLi9YzlLJMkPa96Wf6+OqHHMijy0zAn8vlAzsSTf1Tp5KBno5odLPlcf1yaMsLz1xyh5zpCd04fSSdYjtMPI63s7kMAeXwnrOdN0HJFIPTcJ8k3lE6XxLyPaVvH5i4Sjo9xX9NA0tJfuJq0Ub58vVf7UIdO56NNiusuWUbG+XYvuxft3Sfhqv4+wgPiL+NqVt5G735P0jVVf38X5ZsczYmG/aS+bXy0ueW1bK1lPTy44F/nR9Zt1Ph6D9voQhY+wcjyaBP5W0oQ34ev7079iV/wyBP9n24Dgk/T3y2DIj8PeEf2Jn6JNxp5PqvyMnPeYAsJV0cjvQpwcK+QK+4ATKLqNwchU/UNjp6ReJmde2O5Esy1vnfBmF7Znpug9IrB5K6sY7GW8yT+RvuOEl1sfTx7Npup7DvuU/T/ftqjpu3MYmyGT7ibuuVtl+2XK7Cn+n5tFfYq8RHe8y8W2ufs4wpWOd2c5IH/G3OdY/YtNydXUfb/+qZUYeqxmPG7dbdDlpX5h1Hx2K9vsShoyxc0QioTy9ol8S1PXn9tPb9PUt/eGbBS4Cf7Ltad+XY5Peb6S/Rx5bZgT+vtAne26HTE+sGgV+c6Ikn3/PTpZk3uTv/MuYRLpMezDQB4Hs8fiBQsh83mfr9byybH8H0juZXT+9TvNa9wGJ1kNa9972hPXXaJ6gDZaU98Vnpn/ZvhX2G/2306/S9vHnKdSpqXd3X5F5qvu62Z+dky772vm0SJgSZp3c6dHtqNou+/puoIr0n9kItitok6LIWDS3dZ2jsB50O4d/1/WPkj6Tqav79PGwL1eNIfrxsK85/ToUPl66/Fi/qO0ry6btvoRha9veSzJ2DlH4xXvm7zyoJ233khPq3RBv5nWv8subBf6X9hH4pe9LP9fHGDnmRB5bZoMM/K+++qp6/fXXowHfLTKPzDsY9gRPFxnUg8E+GiRE2pndkzB7oMhPtOrmSR/3DhRWJHCkJ23Ogadunpmu+4DU1YNsky6xg3qTeUy9SBla3XTFnODYevIHead+kmJ/hjLr97Z9TH9OS6S9vMeD/aa0jcPXdr8PI388elAKXq/YtjXblS3bny/6WrPgtUms37rCfp6Wua3rrDltGW6TfaNGl6SN/bAc6x8VfcaqrXu/T8T7ri9czyrTB37ntZzi7XPLpNW+hMFj7ByN/DP6JuiHQV3/bR8PvoTPe6zkZ/nMn0tF7x9yPEn7vvR1An/cIAP/tWvXdJCXq/dVReaReQGgkdKwPgvzPAg1CIYAAACDEb5hXVZ4c3SQgf/evXtqd3dX3bx5s7LIPDIvADQys8AvByV/uelV0nm9uUDgBwAAWEaDDPwAMBOzvMIf3p7sfURl1gj8AAAAy4jADwAAAADACBH4e+Iv/uaNrFj/6b9tZtM+v3egp/3n//5WNu3a7ft62sr/eCeb9sb1u3raf/n5+9m0X334hZ72xPq1bNo/vPu5nvZX5/+QTfvx5md62jOvfZJN+5vXr+tp8n87TR4XMr+dJssRslw7TV5PyOvbabJeQtbTTpP1F7I9dppsp5DtttOkPiw7TcqQxNZ7HtOWSWz7mdZ8GoB+iu2vsWkAALgI/AAAAAAAjBCBHwAAAACAESLwAwAAAAAwQgR+AAAAAABGiMAPAAAAAMAIEfgBAAAAABghAj8AAAAAACNE4AcAAAAAYIQI/AAAAAAAjBCBHwAAAACAESLwAwAAAAAwQgR+AAAAAABGiMAPAAAAAMAIEfgBAAAAABghAj8AAAAAACNE4AcAAAAAYIQI/AAAAAAAjBCBHwAAAACAESLwAwAAAFioO3fuqOvXr6tPPvlEXbt2jTJBWXn2XC9KbN2GXKRPSt+UPjpEBH4AAAAACyNB6tNPP1W3b982UzCJWPheRBkj6ZvSR4cY+gn8AAAAABZGrp4S9qcXC9+LKGMlfVT66tAQ+AEAAAAsjNwyjenFwvciypgNsa8S+AEAAAAsjHxOGtOLhe9FlDEbYl8l8AMAAABYGAJ/N2LhexFlzAj8AAAAANACgb8bsfC9iDJmBH4AAAAAaIHA341Y+F5EGTMCPwAAAAC0QODvRix8L6KMGYEfAAAAAFog8HcjFr4XUcaMwN+lG+tqdWVFrdhyass8kNhcS6atKWfKzO1urM73NWUb3W2euV21ftyp75VVtX7DPDSVLbVmlrm6sWum+bZOua+7otY2zQMLZ+pkru0AAACwXAj83YiF70WUMSPwd8WEfTf4SeDO/h514HeCd5Og2VFdyPa5gTzd3ulDvw7zVdsRvrGht2fWoT+t47I3IHIEfgAAgFmbLETdUBf+9hn1zDN+OfO2eXgmzGv+7C3zd7/Ewne78ke1re6o9ehjzUt7eVvG2u/GvzyvnvnbC8lci0fg70ijkDjnwD8fcjU8Ddm1dWDNrC6ahuIqky2j8bZPrIttAwAAQBemCfzP/4sTA98+M+PQP97Av3btgVnKYgP/M8+cUWHtdhv431JnpugjBP6O6MB3fD2JZSVsyPVu+49cjQ4/FuAssxAqS+4qsM9x/+0GRr0cu/wwpAavv7aZ3t7e5Op1k9DrvbYUt84qtr2ZJqE4v10/Le4bD+Fjza/at952b9tsHafrb+fJtiOsl6To9bJ9ytxhkC4zXgflr+0/xhsKAAAA9ToL/Im3ftbfQD5rsfDdpKzfVGrv2rtq5Y07yVIWF/if/9kZ9XwSxsM2JfBPp9e39JeGVC+UCRPu3PnNPG7I1GHMzmMDnn4kYZfpBE2Z34a2WOD3lh++ntmGPPRFnlNBr2tN6NXC7RB1296EXkbFLf2F7TN15K1LPDBXMsstryNTj0E75X/bNxrydS9+PCGyXpH2L85X/dp+H5G/1/12AQAAQMGsAr8Nim/J/+XqcfZGQBr60ivKzjJuXtCB0w+D7lX9itd0luc+PxpW9Z0I7pVs8xqR57cRC9+tyqIDf1KvaV0+ry7cNA8lonVo2qpQZ2a620b6+bLMf0vvAMmL/zpNEPi75FyJLQTGWBj1gm8xmKWcK+x6+fkydLg/7gY2mTcIjWHgrwiHYfjTasNsbvLA32Db69i6r3j9+BsIfh0U/65jwnphuY7C9ib0+tpp6TL81wy3PbJesT4Vzlfz2o3bDAAAAJnuAr8/LQ16wTyFUO9e8Y0sU89vg2H4ePq3F0aD5TcJ/OFdCW/9y2RXs2Phu1XpQeDP3oxx6qxQh7r+nLDutZGZP6vf8Io+V/h7J706mwQpN2jFgpc3rSzcugEu/LeEPXmeCX1eiDTrEQR+P1SWLdtVtl5Fkwf+JtteLqvvytcuX5a/3s1eU9PbkTy3Kuwn8v4QFhvWY9sfTousV6xPBfPVvrbdhsIbBwAAACjTVeD3g17xbxG75V/PF9wVYJfq/x28Zhg8Dfc54fI0L/AXt2NSsfDdqvQi8Cd0/eR/V7aBIe2aT8vn0c/12pvA31NpYMuCZCycedOahV4d4GSZwVVaeV72mKH/Hnng16/ZaP3KlzVJ4LdBum4+4bdDTGz7w2mR9Woa+GvekBC2HovLAwAAQGiawO/fou2H+2LYjj3HFDtfgyv68SDqcAJ9feA38+j18Ne/rVj4blX6EvgT6a39sTo0dwDEihvszZ0WxTdkCPy95QXw2sBfFjSD4GeDvjzXLNu+jg3+lh/2Ysv3p0UDu17HJoG65PkxhbpouO0BvX0trkzH1y987bJ1cbSoE03PX7Weswv89a/tqq5vAAAApLq6wh8qC/xVz/HmCW4VD5/fVeBPpcvWwTW2zAZi4btV6VHgz4J9EuJjgb82sGeBP6xnAn8vhGHbhic/eFUF/oT+21+ODqneFVpZ7qpaTUJdNp+8CXA8mRYsv23gL75+ug2zCfxBCG207a4GwTyk3yzxn5O+adDkzYdc4+3MpMv0tkXWJVtGLGiH08wy3NcN+48Wrn/1a2+dcp6v64db+wEAAOrML/AncU+uHNcEavs8/WV/3u3gwWtGg3vwupF59OOR52mFNxmai4XvVqVXgT+h6y6Z/rduO5o3Rrx2CeXLK36Eg8DfGzoIJiHNFi/AxcJZ6TRnOZFgmb5OMaSG4bh14Bfe60v4S99gaBICmwdhs77yGu46N9j2nLOMsAT14DGhv3zeWD35wnbOSxi+XfmbJ7p4r9sk8Cec+tHTY/0nuv4Vrx3Uh78OAAAAiJln4LdXft3nyXxeANTznFFnkrDoB8PwNU34dF/DLD97XsnfeeBPlvEz5/klbyI0EQvfrUrfAn8ivbU/qGPzRoDbNm/9LH+TxHtDJax/E/ir+k0VAj+q6UBYFWQBAACA5TLXwC9MYLSlPGiGwTv2mib0Z8srXp1PA6h9PFlmGOq99Zns6r6Ihe9WpYeB3wb0sB39OnUCfeTNgHTe8A2ByeqawI+cXDH2rqqbK8ONrtoDAAAAy2GIIaqPYuF7EWXMCPzwpJ9pz2/xrrq1HQAAAFhGBP5uxML3IsqYEfgBAAAAoAUCfzdi4XsRZcwI/AAAAADQAoG/G7HwvYgyZgR+AAAAAGiBwN+NWPheRBkzAj8AAAAAtEDg70YsfC+ijBmBHwAAAABaIPB3Ixa+F1HGjMAPAAAAAC0Q+LsRC9+LKGNG4AcAAACAFj755BPzL0wjFr4XUcZsiH2VwA8AAABgYa5fv65u375t/sKkYuF7EWWspI9KXx0aAj8AAACAhblz547a2dkh9E8pFr4XUcZI+qb0UemrQ0PgBwAAALBQEqTk6qncMi2fk6a0L7HwvYgSW7chF+mT0jeHGPYFgR8AAAAAgBEi8AMAAAAAMDpK/X+2h4XDdPFIxwAAAABJRU5ErkJggg==" alt="eb001d9675545fe7530d62ea1099550a.png" />aaarticlea/png;base64,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" alt="fa9f9e36ac9a23f590a878672fd0de51.png" />

2.基站掉话率,找出掉线率最高的前10名

2.1排名需求

record time:通话时间
imei:基站编号
cell:手机编号
drop_num:掉话的描述
duration:通话持续总秒数

2.2建表call_monitor

create table call_monitor (
record_time string,
imei string,
cell string,
ph_num string,
call_num string,
drop_num int,
duration int,
drop_rate double,
net_type string,
erl string
)
row format delimited
fields terminated by ','

2.3加载实验数据;

123.txt 实验数据 (有将近10w行数据)

[root@node04 ~]# head - .csv
record_time,imei,cell,ph_num,call_num,drop_num,duration,drop_rate,net_type,erl
-- ::+,,-,,,,,,G,
-- ::+,,-,,,,,,G,
-- ::+,,-,,,,,,G,
-- ::+,,-,,,,,,G,
-- ::+,,-,,,,,,G,
-- ::+,,-,,,,,,G,
-- ::+,,-,,,,,,G,
-- ::+,,-,,,,,,G,
-- ::+,,-,,,,,,G,
插入数据到数据库
hive> load data local inpath '/root/123.csv' into table cell_monitor;

由于数据量比较多选择5条查询

hive> select * from call_monitor limit ;
OK
record_time imei cell ph_num call_num NULL NULL NULL net_type erl
-- ::+ - 0.0 G
-- ::+ - 0.0 G
-- ::+ - 0.0 G
-- ::+ - 0.0 G
Time taken: 5.268 seconds, Fetched: row(s)

三个显示null是因为,类型为两个int和一个double,而字段属性名都是string类型所以识别不了显示null

2.4创建结果表call_result

create table call_result(
imei string,
drop_num int,
duration int,
drop_rate double
)
row format delimited
fields terminated by ',';

从原始表中获取数据插入结果表

from call_monitor cm insert into call_result select cm.imei,sum(cm.drop_num) sdrop,sum(cm.duration) sdura,sum(cm.drop_num)/sum(cm.duration)  s_rate group by  cm.imei order by s_rate desc;

执行报错:

Starting Job = job_1547478544687_0001, Tracking URL = http://node04:8088/proxy/application_1547478544687_0001/
Kill Command = /opt/hadoop-3.1.1/bin/mapred job -kill job_1547478544687_0001
Hadoop job information for Stage-1: number of mappers: 0; number of reducers: 0
2019-01-14 23:17:47,747 Stage-1 map = 0%, reduce = 0%
java.io.IOException: java.net.ConnectException: Call From node04/10.10.0.14 to node01:10020 failed on connection exception: java.net.ConnectException: Connection refused; For more details see: http://wiki.apache.org/hadoop/ConnectionRefuse

jobhistory的主要功能是记录MapReduce的作业信息,默认情况下是没有启动的,需要配置完后手工启动服务。

./mr-jobhistory-daemon.sh start historyserver
[root@node01 sbin]# netstat -lntup|grep
tcp 10.10.0.11: 0.0.0.0:* LISTEN /java
hive> from call_monitor cm insert into call_result select cm.imei,sum(cm.drop_num) sdrop,sum(cm.duration) sdura,sum(cm.drop_num)/sum(cm.duration)  s_rate group by  cm.imei order by s_rate desc;
Query ID = root_20190117012907_30f64bed-26aa-4fa9-89d6-f270f7d5c78d
Total jobs =
Launching Job out of
Number of reduce tasks not specified. Estimated from input data size:
In order to change the average load for a reducer (in bytes):
set hive.exec.reducers.bytes.per.reducer=<number>
In order to limit the maximum number of reducers:
set hive.exec.reducers.max=<number>
In order to set a constant number of reducers:
set mapreduce.job.reduces=<number>
Starting Job = job_1547641212223_0010, Tracking URL = http://node03:8088/proxy/application_1547641212223_0010/
Kill Command = /opt/hadoop-3.1./bin/mapred job -kill job_1547641212223_0010
Hadoop job information for Stage-: number of mappers: ; number of reducers:
-- ::, Stage- map = %, reduce = %
-- ::, Stage- map = %, reduce = %, Cumulative CPU 3.96 sec
-- ::, Stage- map = %, reduce = %, Cumulative CPU 3.96 sec
-- ::, Stage- map = %, reduce = %, Cumulative CPU 5.73 sec
-- ::, Stage- map = %, reduce = %, Cumulative CPU 8.47 sec
MapReduce Total cumulative CPU time: seconds msec
Ended Job = job_1547641212223_0010
Launching Job out of
Number of reduce tasks determined at compile time:
In order to change the average load for a reducer (in bytes):
set hive.exec.reducers.bytes.per.reducer=<number>
In order to limit the maximum number of reducers:
set hive.exec.reducers.max=<number>
In order to set a constant number of reducers:
set mapreduce.job.reduces=<number>
Starting Job = job_1547641212223_0011, Tracking URL = http://node03:8088/proxy/application_1547641212223_0011/
Kill Command = /opt/hadoop-3.1./bin/mapred job -kill job_1547641212223_0011
Hadoop job information for Stage-: number of mappers: ; number of reducers:
-- ::, Stage- map = %, reduce = %
-- ::, Stage- map = %, reduce = %, Cumulative CPU 1.58 sec
-- ::, Stage- map = %, reduce = %, Cumulative CPU 4.63 sec
MapReduce Total cumulative CPU time: seconds msec
Ended Job = job_1547641212223_0011
Loading data to table default.call_result
MapReduce Jobs Launched:
Stage-Stage-: Map: Reduce: Cumulative CPU: 8.47 sec HDFS Read: HDFS Write: SUCCESS
Stage-Stage-: Map: Reduce: Cumulative CPU: 4.63 sec HDFS Read: HDFS Write: SUCCESS
Total MapReduce CPU Time Spent: seconds msec
OK
_col0 _col1 _col2 _col3
Time taken: 188.336 seconds

3.使用hive实现wordcount

3.1.实验wc文件

hello world hive
hadoop hello hive
hello
world

3,2创建wc表

create table wc(
word string
);

3.3加载数据

load data local inpath '/root/wc' into table wc;

3.4切分数据

select split(word,' ') from wc;
select explode(split(word,' ')) from wc;
hive> select split(word,' ') from wc;
OK
["hello","world","hive"]
["hadoop","hello","hive"]
["hello"]
["world"]
Time taken: 18.56 seconds, Fetched: row(s)
hive> select explode(split(word,' ')) from wc;
OK
hello
world
hive
hadoop
hello
hive
hello
world
Time taken: 4.82 seconds, Fetched: row(s)

3.5创建结果表

create table wc_result(
word string,
ct int
);
from (select explode(split(word,' ')) word from wc) t1 insert into wc_result select t1.word,count(t1.word) group by t1.word;

aaarticlea/png;base64,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" alt="863779a2aed96e4fde4e2c5effcedbfa.png" />

hive学习(五) 应用案例的更多相关文章

  1. Hive学习 系列博客

    原 Hive作业优化 原 Hive学习六:HIVE日志分析(用户画像) 原 Hive学习五--日志案例分析 原 Hive学习三 原 Hive学习二 原 Hive学习一 博客来源,https://blo ...

  2. Hive学习之六 《Hive进阶— —hive jdbc》 详解

    接Hive学习五 http://www.cnblogs.com/invban/p/5331159.html 一.配置环境变量 hive jdbc的开发,在开发环境中,配置Java环境变量 修改/etc ...

  3. Hive学习路线图(转)

    Hadoophivehqlroadmap学习路线图   1 Comment Hive学习路线图 Hadoop家族系列文章,主要介绍Hadoop家族产品,常用的项目包括Hadoop, Hive, Pig ...

  4. 【转】Hive学习路线图

    原文博客出自于:http://blog.fens.me/hadoop-hive-roadmap/ 感谢! Hive学习路线图 Hadoop家族系列文章,主要介绍Hadoop家族产品,常用的项目包括Ha ...

  5. SVG 学习<五> SVG动画

    目录 SVG 学习<一>基础图形及线段 SVG 学习<二>进阶 SVG世界,视野,视窗 stroke属性 svg分组 SVG 学习<三>渐变 SVG 学习<四 ...

  6. Hive学习路线图--张丹老师

    前言 Hive是Hadoop家族中一款数据仓库产品,Hive最大的特点就是提供了类SQL的语法,封装了底层的MapReduce过程,让有SQL基础的业务人员,也可以直接利用Hadoop进行大数据的操作 ...

  7. (转)MyBatis框架的学习(五)——一对一关联映射和一对多关联映射

    http://blog.csdn.net/yerenyuan_pku/article/details/71894172 在实际开发中我们不可能只是对单表进行操作,必然要操作多表,本文就来讲解多表操作中 ...

  8. Hive学习目录

    大数据之Hive学习目录 第 1 章 Hive入门 1.1 什么是Hive 1.2 Hive的优缺点 1.2.1 优点 1.2.2 缺点 1.3 *Hive架构原理 1.4 Hive和数据库比较 第 ...

  9. hive学习笔记之五:分桶

    欢迎访问我的GitHub https://github.com/zq2599/blog_demos 内容:所有原创文章分类汇总及配套源码,涉及Java.Docker.Kubernetes.DevOPS ...

随机推荐

  1. Netsh命令-网络禁用开启

    禁用无线网卡:netsh interface set interface wlan0 disabled 启用无线网卡:netsh interface set interface wlan0 enabl ...

  2. certutil在渗透测测试中的使用技巧

    certutil在渗透测测试中的使用技巧                                    0x01 前言 最近在Casey Smith‏ @subTee的twitter上学到了关 ...

  3. Linux内核分析第四周学习总结——系统调用的工作机制

    Linux内核分析第四周学习总结--系统调用的工作机制 内核态 执行级别高,可以执行特权指令,访问任意物理地址,在intel X86 CPU的权限分级为0级. 用户态 执行级别低,只能访问0x0000 ...

  4. 使用无线网卡搭建虚拟wifi

    1.首先以管理员身份运行命令提示符 开始->搜索框输入cmd,出来的cmd.exe上右键管理员身份运行,或者win+R打开运行提示框,输入cmd并回车. 2.设置“虚拟Wifi网卡”模式 敲入命 ...

  5. P1801 黑匣子_NOI导刊2010提高(06)

    P1801 黑匣子_NOI导刊2010提高(06) 题目描述 Black Box是一种原始的数据库.它可以储存一个整数数组,还有一个特别的变量i.最开始的时候Black Box是空的.而i等于0.这个 ...

  6. ios 替换字符串中的部分字符串

    1.使用NSString中的stringByTrimmingCharactersInset:[NSCharacterSet whitespaceCharacterSet]方法去掉左右两边的空格: 2. ...

  7. CentOS下安装JDK1.8

    0.卸载旧版本 键入命令java-version,查询当前JDK版本 如果版本号不是想要的,键入rpm -qa|grep gcj 键入命令 yum -y remove (后接查询得到的版本),移除老版 ...

  8. NOIP模拟赛13

    期望得分:100+0+100=200 实际得分:100+5+100=205 T1 空间卡到30M.. n<=2.5*1e7 若x是整除区间[1,n]每个数的最小的数,那么对[1,n]每个数分解质 ...

  9. 分块+deque维护 Codeforces Round #260 (Div. 1) D. Serega and Fun

    D. Serega and Fun time limit per test 4 seconds memory limit per test 256 megabytes input standard i ...

  10. 分块 (貌似能用LCT做,反正我现在还不会) BZOJ 2002

    2002: [Hnoi2010]Bounce 弹飞绵羊 Time Limit: 10 Sec  Memory Limit: 259 MBSubmit: 9844  Solved: 5070[Submi ...