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技术 2022年11月9日
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20150505 Created By BaoXinjian

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有三种类型的对象统计信息: 表统计、列统计和索引统计

对每个烈性来说,有有紫烈,表或索引级别的统计,分区级别的统计和子分区级别的统计

1. 统计信息类型

(1). 表的统计信息

(2). 列的统计信息

(3). 直方图

(4). 扩展的统计信息

(5). 索引的统计信息

2. 建立测试案例

--创建表
create table t
as
select rownum as id,
round(dbms_random.normal*1000) as val1,
100+round(ln(rownum/3.25+2)) as val2,
100+round(ln(rownum/3.25+2)) as val3,
dbms_random.string('p',250) as pad
from all_objects
where rownum <= 1000
order by dbms_random.value;update t set val1 = null where val1 < 0;alter table t add constraint t_pk primary key (id);create index t_val1_i on t(val1);create index t_val2_i on t(val2);--对表进行分析
begin
dbms_stats.gather_table_stats(
ownname => user,
tabname => 'T',
estimate_percent =>100,
method_opt => 'for all columns size skewonly',
cascade => TRUE
);
end;

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select num_rows, blocks, empty_blocks, avg_space, chain_cnt, avg_row_len
from dba_tab_statistics
where table_name = 'T'

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” alt=”” />

aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAATCAIAAAAf7rriAAABHklEQVQ4jc3Tv0sCcRjH8Wc4/wL9H4T0P3CpXYQcHQpuFIQayjvXQrnulhosHDpQsBZB8Q9wuWu1QVBcbMtNyaAm3y0e/fC4Lmvo4bO++D6fB74CLJdPm0X+MRaRn2HuowziDFNMVBFhajDvsHB4GYXBMQZxRikeVBHh0WDeDo+jKzz5gJ8dXjfAU4NZm4UbEse+4uC1qVYplSgU2Ntf4aHXeXrGLBjX65TLaEXyeTIZdrYjCskEIpLdRdMwTWybOxc/3GpxfsHpCUfH5HKk0xGF5JaHi1gm9jWuP3Ycbm+o1bAsDg9Q1U9YC8b9Pt0uzSZXl/LdrOHxmF6PTodGg0oFXY8oJLzOuveyf+f1vB8si17EDFj7zz5GyPwKvwECQrZ4yvBSdAAAAABJRU5ErkJggg==” alt=”” />三、列的统计信息


aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAATCAIAAAAf7rriAAABHklEQVQ4jc3Tv0sCcRjH8Wc4/wL9H4T0P3CpXYQcHQpuFIQayjvXQrnulhosHDpQsBZB8Q9wuWu1QVBcbMtNyaAm3y0e/fC4Lmvo4bO++D6fB74CLJdPm0X+MRaRn2HuowziDFNMVBFhajDvsHB4GYXBMQZxRikeVBHh0WDeDo+jKzz5gJ8dXjfAU4NZm4UbEse+4uC1qVYplSgU2Ntf4aHXeXrGLBjX65TLaEXyeTIZdrYjCskEIpLdRdMwTWybOxc/3GpxfsHpCUfH5HKk0xGF5JaHi1gm9jWuP3Ycbm+o1bAsDg9Q1U9YC8b9Pt0uzSZXl/LdrOHxmF6PTodGg0oFXY8oJLzOuveyf+f1vB8si17EDFj7zz5GyPwKvwECQrZ4yvBSdAAAAABJRU5ErkJggg==” alt=”” />四、直方图


aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAATCAIAAAAf7rriAAABHklEQVQ4jc3Tv0sCcRjH8Wc4/wL9H4T0P3CpXYQcHQpuFIQayjvXQrnulhosHDpQsBZB8Q9wuWu1QVBcbMtNyaAm3y0e/fC4Lmvo4bO++D6fB74CLJdPm0X+MRaRn2HuowziDFNMVBFhajDvsHB4GYXBMQZxRikeVBHh0WDeDo+jKzz5gJ8dXjfAU4NZm4UbEse+4uC1qVYplSgU2Ntf4aHXeXrGLBjX65TLaEXyeTIZdrYjCskEIpLdRdMwTWybOxc/3GpxfsHpCUfH5HKk0xGF5JaHi1gm9jWuP3Ycbm+o1bAsDg9Q1U9YC8b9Pt0uzSZXl/LdrOHxmF6PTodGg0oFXY8oJLzOuveyf+f1vB8si17EDFj7zz5GyPwKvwECQrZ4yvBSdAAAAABJRU5ErkJggg==” alt=”” />五、扩展的统计信息


aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAATCAIAAAAf7rriAAABHklEQVQ4jc3Tv0sCcRjH8Wc4/wL9H4T0P3CpXYQcHQpuFIQayjvXQrnulhosHDpQsBZB8Q9wuWu1QVBcbMtNyaAm3y0e/fC4Lmvo4bO++D6fB74CLJdPm0X+MRaRn2HuowziDFNMVBFhajDvsHB4GYXBMQZxRikeVBHh0WDeDo+jKzz5gJ8dXjfAU4NZm4UbEse+4uC1qVYplSgU2Ntf4aHXeXrGLBjX65TLaEXyeTIZdrYjCskEIpLdRdMwTWybOxc/3GpxfsHpCUfH5HKk0xGF5JaHi1gm9jWuP3Ycbm+o1bAsDg9Q1U9YC8b9Pt0uzSZXl/LdrOHxmF6PTodGg0oFXY8oJLzOuveyf+f1vB8si17EDFj7zz5GyPwKvwECQrZ4yvBSdAAAAABJRU5ErkJggg==” alt=”” />六、索引的统计信息


Thanks and Regards

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5m770cl0Z3OUTTdAEAOIoETuj3mpc3G4xbauOWcn6dP2kQDk7KbmtF0ZFxl86m/vhF6refkj/7KPrkx9fOfBkXdykjJoyURyrKTy3OTy2uLKipKKAVZOdTC/NVcl5DPfvWLXZbO6+7n98zyL7/oErbVartKuvTcWb1ijmjbHCK3tpb0NJR2NpFu9NS0dbOEYsLS0tjmIwUiST3xo3SgWHu9JJoxnBAoXdbCRLjunE41n00eD2oufcxT7QcWxFC71RtRN/TUpiKY9E7RBx1LWxcDcq5BEIPAMFEwIR+9eWNpRf1+k314s+yh2bBvFk9qFNIFczEOHL0lfyfvsj4/q/Zf/1N9MmPEr/4Y+QPn8Z9dzwy4qf0iNOpcZcyijNphRkFeRkZdcxylZKpUlU1NJbfukNr7aR39jE7+2va+yru91eOzvH1G43mZ03Tq7yOwdK7XYXtvZU3b5f19Irv3GFXV6eWUWMF/Ozm5uq+Qb5uTjCxyD3IneCsfEAYdeOLae9hTQLPHhKf/emyFmRIj8Obj7+OsfNa7m8GiHFaV5kdgwEAABxdAib0S09V+s16/QvVtJk3refrn9waHFfRawszyHmkqJIfTpC/+yTrk9DY745l/e03MZ/+JvLLP8Se+pT8w6cJUWezK/LZRZnFGSlJnFoqnZ7BYpNFkozGGwUt7eUdfTXdg8zOQfqDMcbILGdpTWF+Xr9gEQ1MVXX0Uzv7a9ruMzu7BG1tQrG4mFoaw6olNzfTu3rZQxOc4Ycsv28D3/rGHYz1Set9knJPhrMuBkeOkfOeXFE3ToMdP+rGdmv2rLwvZ3aw4CIAAN5BAij0cvNOg/GlanyVNbHMM/7c0j+qKClNpWQXpMQWffNJ7N+Pk//6m5jTf6P87Texf/6XiH//x4vHfhF57NeXw7/PqikU5pMp0VcvUYtTqNRYJitRoc5uaaV29jG7BhjtvVUtndSBCdbANHNiqW7pkXhxTTQ6R+8eonX0VfYN8rV3a1tb+Y2NNeVlcVWVCRpNRVsHvW+U3aej+3cP+Eu9WwmjbpwuESIfjhfPjC8hN8RCb0UsjIM3MxabLXZmFnqtNBTYGKGWwgCu+QMAwJsmYEL/cI21/Ew4a6lbWpesrquX15r6R6QFRfGlhfl55NKUiNIrP+T/+An5i98lfP5v8Sf/PfVP/yfm43+O/ttv4059lhJxOjU+PCk1MTYnM6qOkyGSZNy4VXy/q7rjAeNeV1VrZ2X7g+qhqbrxRc70KmdqhT25zBqbZ/SOVGo7SlpaK1rvsbVarlxeVkFLKCmOEIky2zsZPUPMB2MM38vv0StNGF7pPRQdqfIom9q3cV18Bwv+YKxnoScI5MclEDOBAQB4ZwiY0M+ts5efCacMzBkTb2lNsbzWNDSuoNGSiinp2anZSVezrv6UfvbzlO+OJX3zUdLXf0j98/+N++SXpK//lHbh6+zo81lJESkZKUlFlEQmM00szb6jLe/sYd7rqmlpr2jvYQzoBKMzvGm9cMEimjPxHxrYE0u1Q1P0roHqrl52Rxf3biunvr6CzUqj0xNksux796t6h2v7xpk+Fx8Vd2jD3UXuu/ARdhuocdFUj/Y+Ih8iocfJDRn/7pfQuy+wDJOkACBICJzrZoOztMEbma/SLbNm9JIF0/WRCSWdnkrJTcgiJydHpUSdJV36hnTmROL3xxK++WPyX/4l9pNfJn71p5RzX2ZEnE6LD0/OSE4upqRWVKQIRbnN2qr7nazbrbQbzaX3e1kT8+qxWeGsSbayrliwCB8a2JPLrPE59tAku3+I19nNa9GybmiqVcoShSJfc7O0vbPqwQizf8IPi54Qp/vbvxgbj74OtEvdI1jXDaH0Y8ZRD7p6gTPiCHw1ABA0BM6iX+PMmDj90xXDs7UTC5LpBfXgsJTOSC4uSCgryCzKyEmLyYg+k3LpG9LZz5J/Ok4+8Zukv/46/m+/jf3uk4RL35PiLidnJKcW5adRS5PZ7MyGxvLbzVUNmmJ1U2FrB3N0Wjk0xZ9elSw/Us6bhZPLLN1irW6+bmyG1z/Eu9fOvHmr6uatGq2Wee8eo6OT2TvAHNDVDk75btEDAAAELQET+rFF5tgCq2e0anCSMzwhGRqX9/SKa2pSaGUpdfTiukpaUQYl8RI54sfk8K9SL3yZ+f2x9BP/Fnvs1xe/+Cg87O9x8eEpmcmZhbmZpcXpVZXpPF6uXFEkVebL1HmaZtr9B+y+Mc7EknjBrJg1CieWWLrF2okFjm5OMDjCu9fO0Nyi3Wmp7uhg9z7gPOhnPRiiD0+xRmf9j7oBAAAIOgIm9N2jVX0TtR399L4xQe+gqLtP1tUt4dbllhbEMypymeXF+akZcRcSr/6QGP5V6rnPyD8cI534bcSff3X2xB/On/4yMvJcYnJsSjaZXF6aSytPp9dk8Xi5AkmeUJqtaKA0NZf1DNeNzglnDbIZvWhqhTu1wp1a4o3P8nVT0u4HdS13q+/eo3d11/X0snr7GL2DVeOznAPG0QMAAAQXARP6uz20jkHGvW5mV7+ovVPU3inr729qUNcU5ESXF5Gpeenp8QmJl5NIF7LiTuVdOJn27Z9jT34UefLjqz/8LfL8N9ERZ+KTolJy0jKqaCVVFXlMRj6PV8AT5nKFmUJptrwx/35fbZ+OMz4nmFjkT61wp1d5uvm6AV3txENJ3yC/vYPV3lHb1c3q7mU86GcMjtGnlnjTq4Fa1AwAAOAIEzChb26vaeup096va+8Wa+8J29sUoyPae1pZeVFKZWlWaW5GDomcT6KUplfnxdfEnyv48dO4c18mX/0pKzYsL/ZCVvzl9Iyk/LKCMjqNxqwp47HLRcIyPr+wri5LIMyR1+drO6s6B+n9utqRGbZugTOxyB2equ0arByZEvYMctp7att7ajt76N199MHRuvFZ/vSKYNZ4uI+DAwAABAUBE3qZskRZT2u8UaNurBbwS9gsikrJ7Gi/wawuysskJ0VGxV+JTbxCSrickng5K+VqQXxYYez5otNfJJz5Mi45oiAtpjAlKrM4k1qYQaEVF9dVVzCriyrLs2oqM8VCquZGVeOt/LbekgEdY2ym7uGyaN4gm1gU9I7Sh6a4d+6XNLbkt/ZWdgwytN20jkHGxJJ01iSbMx/sC1MAAABBRcCEXiQtkcipCnWFTFHBZuXTysn06nyRoKaSWlCcn0NJzylIp+SlFCRHpkefT7h2OjEzjpZ4ufDS96RL3yfGXcqIv0yOuZhIikyKuxKVnZxCK8pl0Cg15dl0WhaPVSCVFCjU6U0tWfd6Sh+M0kcfcnVzguFJbu8os3OwuqE5V6HJuNVZem+gpqW3on2IMTIvmloVTev5ga0sAACAo0jAhL6Ol8MV5AnEBQJxUS0zt7SERMlLLMhPrqQWlBVRyilFNEpZcVYJOSYj8mzsxe+upsVQIs+Rrp1NiA9PiQ9PSo4iZSaRM5NIyTGReenxlaUZtdXZbHoOpzZLxMuTS/LqG/KabuW23i/rH2aPTQqHJviDOt7gBL+tt6qxOVd9K+tuD613jN07xu6f4E4siadWBSD0AAAA1gAKPZOdxmSnsThZdbw8Nju3siK9ID8pKyOuhlZcQsnNI2dlkzKzSTlpsZnxl0gRp2MSwtPCf4pJikjLTqIkXk0mx6aWU0rK8im0wvxqaj6jIp9ZmVNbnc1h5kn4xWo59caNsps3y9raGYPDklGdbGBYODDMH56QtHVX37pXfLu9uGekdnxOpFuUTC7LZgyyGaN41iTy6xbQU2HfyudSbWsPvIlL2z5PSDQFDDMrONBrIfh7m0RLsNlywN+LmPCFdwB8UwV4nwicRc/PrK1Lp9em0WszWLV5DHpeaXF6dkZiRWlhTlpawtW42Msx5JiMHFJBRmxOwmVy4pXsqHPkzLjSvOSyqPNJUWHxucmUgnRKWX5xRWFJZXEhrTC/vDCnqjSPXV0srCuTi6iNKlprM/tBr2xgQN7bJ+p5wO8bEGpuF2lailruU7uH6SMPuboFvm6Br1vgTa5wp/Qcn4uPLxZvfLEXrAK2FB62DEQ5EAs9gaoGcm36NyH0H7h9TgC0HnhvCZjQ80V5dbysGia5oopcU51VU5VXUpSeQU7Ky8hIjku6dj7y6plI0rX0vJTi3KTilIicqHPkyLNppKuUlGuUiDOJ4T/FkK6lZyflpcWl56XmlOYWUvMKSnJyS/NyqkqK2NVljIpcuYimvSXoapN3dyp6e2RdnaK2+2wOP1GhTr/VWtTWU94zXNk/QR+YZPTpqkYXGGOLvi6B4LYOjEMa3rQWIBXQvvjM4T9U65fQ46ygcKCPannkYELveRFQ1F70WkNuB8AXz4H3jAAKPYXDz6czs2iV6VUVeTWVRSWFuRmp5NT41PiIpPBTUWe/Dr/8Y2zS1ZzM2JL06KKoc+ToMHLEGVLU+WRSRDbpWnpqdGZBWnFKdGpOclZxNqU4O4+SnlGUnVlDLRHU0ouzU6Wcau1NufamWHtLeO+u+PYthlSaV1EVIVdl3Oso6xyo6B2pHJqij80yh2eqJ1fZU3ofZ8bi6chK23Fc7cCat45zEeuLuQQRvegY2sDEfNrJJjrOXeglxvCWMHO4JogKgJcDAgKhd/ugFfLe0bpJt1eIrIWwbI4L+VQDHjxmfgs9eo1P9wMO34kCwFEigIOxeXVcCqM2r7Iql15VXEuvoJVSc9LzSNFpcVdSL34f+9Wxsyf/cu7Ct/EpV4ty4mmZ8SUZcZRrZxMiz8dTyKUUcklaXHpRZmE2KZOSnlOYmZOdnJIaF5OVnEgvK1EIuJlJsQJm1a0GaYO8TiGqUitreNycgoKLVTWRjTdy+4dZI9PssZm6mVX+olm0YBEub4iXN3wLr8SsHowHzseePH3BA0f7EOtBHkzo3S+EPMW9AAcSeqIV+VHfHURf0VPZiFYAxXlxcXPIIPHsTcIRevQXXcCiB953Aib06gY6T1DCYFLojKKaypLSwqL8rAJKVllmUlHEuZTLPyTHnM+98mPat59cO/tFQvKVwsI0WmZCTvSFuPBTEUnXSIUZBZS0PFJUfELEtaSoawnXriREXs4gRZfmk8sK0guykguzyZUl+WJOjUpSy6zJy0wPJ6eephRcvNfOGBkXTi/KJuZ5k4vcebNw3iyYWGYsPhYurvsWdUP4vREH6A9no5drR388BKkghP2HL0Jv9Wh1IncRF+AArhsvn15BCT3B8paIi2L01PXlE0Ru6CvifzLFJ6F3T04dBx898L4TMKGvv14jklA5vGIOl8ZmVpSXlOZlUrJSilJjKVfP2oU+6mzumS8Tvv8k8swXseE/kiJOJ187kxJxhhR5jhR3KTXucnLk+ZifTp6KunAtPSElLT4pKTIq8VokKSqaFB2ZQ06kFmUxKvKLKKT4mFMJCT8wa1Pau7jDY5Kxh+KpRfHDVfGCRbLyRGZ8Jtc/k+ifSVZ+9u3j4F6FHvttJqQrA+PrQKo2kU19GKFH5YkQek8FCIDQ41j07uawW9nc6s2B6zZRDjGsguMcj4fXoBq8A+C758D7RMCE/s5dVtPNGnVjtaqeKRUzq2nUnPTclPjM+Kvpl35KOPd1zOUfkiPPZIX/QP7pxLWTf7p87NcXP/5F+H/8+tpXf0o6/Vn6xW9yIn4qiDlXGHehkHSlODGccvVUyvlvoq+cSkyJzM9PLSQnxaSnXSUnX0xKPJuZeZHFyWjv4k4vaqbmVQ9XVIsW1eqTesMzlWFTbXqhNL9UPN5RrW3JfCs7nnIhffTehR5XtZFbPEgz8l8PQk+0y0MBDjAY64ePvgV7llvZ3qjQY5bjd/+2+1uJlwWAd4KACX3fiLC7n9/RI7zbJrjeyGYxS7PTU2MiYmOvJF05G3v+79fOfRN57WxyQnhWzHnyha+Tv/xDyq8+DP+H//T1L/7buRP/lnrmRNGV78pjz9LjzlfFh9GSLleSr1VlxFSTI2nR5/LOfRcRceVUYvKpnPxwWlWCsoH6YFg2PtMwMCnsHUdUvbwAABSqSURBVGPPmVTmFzeXnqhn10QLT6QLP4unzeyNPdXGnsrHwrtF3TjUGT0KSuy68SD0dtz6Bkdu9pgWHPe9rVS2w/Ck1nsBkDng3LKnqBvELWCjbrC6SVg2XNeNy6eP47ohwL/BWLfAIRB64H0nYEI/syKZXpSNTUt7BgR3mmt53KKcrPjIqxejwq9Gh0dHXYi+di46PjwpLS49LSYt4VJW2JclH/0T6X/+5x/+13/57tf/cPHj/xf9+e9I3x/P/Ppj0sk/xX715+jv/xp7+ouEU5/H/f34lc+OfZNIOk+jx8gbChvvlN28V9kxwB6cEvRP8xvv5ej04uWnDQ9mqluHC4ZWmFOPecPLVfpN0dq21Ofie4mj9zYYi6ezrs9IYTJ0H370JPT2axHm5l3ocZX0EHH0brpJWDacejsutXgbjHXvmTxHyhO9YXgarQWA94qACb1+Q7LySDqzIh7Uce/dr1Eoi2m0ZHLK1air5xKiI1Jj49LiE9ITSOkJiSnRMXGXEj7/45XjoZF/+Ofz//qP3/7iv3/+y//x2ce/+v6rv1z68bOr358I+/bTM3//9MfvPvv+8qlL+eRcLquiua2uuaPy5r2yBm3hjfbitsGa/mnu0Dy/oS1raJmnMwtuD+Sq7yd3z1XM/CyaXuc+XGOuPvNvmWLPM2O9hFfa/0Vb9IRBhy7lOi7VEfjosV8cdBWvUIc/sOleAOJvFh5iZixxlAu2bNissCGhqDITqbzVf6HHvIWA0APvOwET+rWXQssL0fIj/vhcbf8Is62Drq4vYbGyiiiJBbmkkrxUWlEmrSi7ODeFkp6QR0668OPpuPCYtPjklJj4xMgIckJUQVYSrTiNUZkh4OTcaKi4f6+uu7Oup4s1PiZeXr3x6Hnb+JL8/jCjY4wxvCCaNikfWhRTa/L+BZbOIpx6LBlYYfbMV46Y6+Y3Zfpd1dw627gJyxQT4lnoAQAIJgIm9Bs7wvVdsfGpYEbP1s3XjUzxuvrZN1sqrjdViMT5nLosoSBfKikSCSlCQb5MWtjYQLvbyunqFvc+kIzpVCt6rdGiXdJfX3tyZ1Evn10WrZilxnX56pp4ycRbtAgXH8kWN1SW7eYX1o6n1jbD5g39VtMTa6tl/+bSS5Vhu/GJVbthvbP8Srn4UmqxNpq2pI+tysBWVjABQg8A7w8BE/rHO6JHO5K1V1LzC6n+iXz5sXzBrJgzKMfnRIOTvJ6R2q4hRu8oa2iKq5sXTy1J5kyKeYti8ZFqZUOt/7nB9LzRstm09uq6ebPe9EJtfK7QP5WtPhXb0vJTsemV0rilNG3XW3btybyjNu+oTdsqw47CtKMw7iptybSnsuypzLtK8648sJUVTIDQA8D7Q8CEfn1Ptr4ne7yjeLStXNtSmTfrjc/V+p/Vq0/qF9bkDw2iab1wzixeXlfYgiBXn0tXX0r0r6SGLZlxW27aUZh3leZdpWFLpn8lXdkUL78QLT0XOpNxW2rclpp2ZOZduWVPYdlTmHfl5l25aUdmS7Z/EXuV5l2w6AEAAAIn9AAAAMC7CQg9AABAkANCDwAAEOSA0AMAAAQ5IPQAAABBDgg9AABAkANCDwAAEOSA0AMAAAQ5IPQAAABBDgg9AABAkBM4oV9uOvH70x/mDiI2GZnnTn/4e7rW0yl0LfKPwDJjDQ2xag6fj8YaEmJPyNzCfNw4Yw3FOxJzfEiINSTUOuP1LrwVhoqTBQAA7zWBFnqkXrtv8XTuuyr0M9ZQp3pqXFqsCbOGUq1Wq3WGag0Jsx+LuzHMcfoMFSXlM1RrSIg1DFE+2xaUUmvQmu6tMMiNAAAANgIr9PT43NPxHY4tHfQTuXSXgtt0/3enP/yd4xgci34w/vdk5jI2b89mslMrbUIZEmJXPeRZmF1+ZKtxSbbtFA36D2R3grNxxhqKUF7cs1Cg5TskxErVII7ELYzX/gxxU/ZOAu8lIyzEqtG4agm3xgAAOIoEWOi1HXSn90abS2Z2OBXcyDxn1/d5EfnDc03zVl9dN9RQHHOVGmoXYpeZjNRWr3/4ni0Sjdu1rFar02bH3Uhg0WvCEBcKcQh6qHUGUQY7XrsEjTUk1EoNI3TdhCE7rVDrDGILskhhIY5exNYNIP4OgPsLAIC3R6CF3joY77TNzzXN4yq4u757EHoC9cQ9ICyEUCI97PKarRVxmD0TNzvdLvTuGx1/Y1zwYc73DDeddflhiEtixci3m5SjTve4xb1D8vA3AABHkYALvVVr89500E+IjBgF1+baXTcf+in0IYjkFB1NmGujy7Nh2+JujeLt8jVbx/GursJ3ix7jVbcdgLCskde15e/8A/daOIXRYD0wWC8/RujRW6ihIPQAEOQEXuitHfQPcwe1uWTmMsb5fvqEyIg60n+L3kmY03dMYHoTOa89+7Xxs9XguER89dFrsIY8dcaxEV0GpOC6yzom6gZVGM9vJ2DRA8B7z2sQeutg/O892ezaXH8seqQzHc/VbjPANchAF7fDcHb5nC3KJEfga9QNrkXvkFqnhmrC7P2Bq1ROkDpOUBjnWbhDCyiPU4hVQ+yjB6EHgKDkdQi9VZvrCKjHbLSH3Dj8+P5H3bg7WMI0LhOYGoqNw7Ft0eDt8jFb52Cpuz/H1zh6ROQ7Vj0du8KodlcSTogLQuj9KoxLoN1DiQiibkDoASAogZmxbwf8qB6r1WrrbMLwdgAAAById13oMQYspLeVAAA4urzrQh/kEAf/AAAABAoQegAAgCAHhB4AACDIAaEHAAAIcgK9euXvXAm7ctlhwJ3fhBf/7hXCCahvCR9XX3hHOGylBe7W3pGfDwCOBK8ljh717zsm9DjLT75VjpbQH7bSAndr78jPBwBHgtcm9FYj8xxmFQSE1Y86cjDetvEcPd52ivu0KdvqLojZTFbMJztCrCGOOZ9UKuowK2bqkHP5yVArNQw1gcg1fzUMYTD6swsFZnHgGWtoqDXMbd5WGOK+kPObNG6Z4EzLCrWGORZO8LSqcKCWKUasnfA2F45GlwQAAK+8ToseOzl2MP73bisVW43Mc441cDroH+JNi7Va0ct4ua8VjF5txsP6ujNU11IBdi0Ls+cZGupy6Rx4FxLs4sC4t4AsMHKBBLdFN5ETrFALLGPWU/O86Obhlil21t5bXzjaWRIAAHzhNfrocRadt4u71WWzo7oHx0uAO25GLpFY4K4H6cS5cJj9D4dhqAmzUh3yfahdyAK7LyVGsA6a80S7qBF/tMR9jUzkUmj4PuvALWrmuv23vXA0trYBAPDI63PdOOx35KqWLqFHOHbcN7oTIKF3d9DbJIMaatXY5A8hggfb5bg23rrwnhe8dBaYYOVLTDeD2mh1W4fZQ0kOukwxcuFP3Eleb2zhaHDQA4BfvD6hdyxM//YseuynmjQIJwlivckwqjXUYZVrDr3LVeA3a9FbEYehRDBQFr3Gyzen3tzC0e61DQCAR16rRY+zJP1hfPQ+Cj2RHuEHVmqsoQ7XsCbM5XM/+C4H2MWBiYX+8D563HWYCUtyoGWKkZX2dheOhsBKAPCXNxtH7znqJreJ6THqxl0lMasQa3CDWBxShXXQW117kd/kwwS3+LuLcHFgYqE/eNRNGOqmPMUaYQJX/F+m2L3SiBwsr3vhaHDQA4C/vEszYwMRcf9+LZ7+DkfcAwDw7vDWhd5hzv/uNKHfBhYrhoSXAADwkbcu9AAAAMDrBYQeAAAgyAGhBwAACHJA6AEAAIIcEPo3woYhlDn3VsJjZoZ0IQrDmw5EOsz9vr26OjgbhlCmjrrxhq42M6QL0a4f8OSFubfQHnBYDztAjb0rhT96HEGh3zCEMvtDmP1hC74difNIvKQq+kPwd9nRaPt9bFIzQ7oQr03W9zIf7Hir1WorM/aO1sOYXu709WC/bujQS3/P1Gj7Q5j93qsUl4W5kINe11nnB6qrg9/vAZgZ0oUwPbdPQhklrF7H7RPdgv2imBO9NtQNQyh+ngeqMcfv69dzAViPstAjjT7CRuNonRgL0Sb0HqXEfhUddcjetgiTYi5M4X4JvNwQT6YXOcMc73a6o8WjL2rf6MrTcfuY9AZsT9sv4r9h7lTbg5l7BErkky7gtCvfcb9fhzHxGmrb9rPaWrvDznD06F5+aPthOBXi3sZwTnRk6HjrsjcwR9eIax5huiXHK+Z6mGujD8+jT4UECHnHhd75tHhLCoMG37LGbdm+NayFObfO4yVV4bwWoTHiEHEvKWzhJVVBkAm2QeM+xjhPLPqhcpzlyEej7Q9h6kKJLhpIDib09p/bVjN+Pc+OG7d1ut4rCgffhJ6g78RNOuoG8U/sPzjtSqFzmOEGRIWjRRmJrS/ErViPGop/146rYxPmlchpM21YnU+QS+hdXbsP71Ig9AflHRd6PA5kec0M6RCn+GxBYC/nLvTrYb6LCEp//XoDcDuF8Il1lcduXjn8VzaZeDO+Bdx7dIoFUXWhzEM/Hmn7j0LFmpMOK8FjJhqto5zOH3phzoe2gemKMPd70Bca33A25hl0O7Rf0dY28ETT1gbw699ThTszR96Xs1f2+mMhejtnu0Xqu6feBc9ThD7+zTbso8pRF3oibztGfwktYjwzBPUMzwzpCC0XV8J5pNH2l4664GrZYQvrYThlJnx9QdtrVqvVo2nmLLbzIXmdnk0fX18cN/ISbyDBarXi9d/e7tGKcRyjLEcfXcDOhjGncRXAF6+LT++ar8mVbBd6AuvB9t6GV3KP3Y89N8crEeI3QmboUlWUT8xeG15qGzkMgOt7xLlNn1sXmPkeORpCj/nJ7ULpfEQX5txbjEOAnDaOLkzrNH+QFj1e60c/86HauVC03UR1WlI47h0HC16c+56eCpTGvaQOzfkp9C+pCsdDuDAXwuwPGzrMSOMB8NekdRxvK+2CfavnlwB3U85unuM66/FADeFgexqs4wsN5qUQfb+Hcvd7B/E4OKxsrYGqQPRSeL+y6ywvhgvqncZ2lqv+7buQHnYPXQvyFOQmTDdJUFHuryY4Fr0/b+fvMe+S0OOKF/rJJ8bdL+ky9m1ODIS/xZvQO1+KtXOhDmPcJfTIrLwKPWHMj6emae+lvProMaO1mCfHqXcLBAPLr9EI8kvoUb8d9t5d/aXPg3W+9mfo8RviQX68G/HFog+g0KMvZ/dTuaxvjVYXahN6wkBPVxPy5LrBM5jcmzfBaxyutYTT2NA+GWfB3IoNQh84XrfQ+zyaStAm/PIMYJsFwpgNHXo544/Qu67u8Ce63je16zOvV+jRsu4cufLFose8RiD93dp1q1fjK2D4LPQ4+uLujkNWCH7hnT4c23ubL33YDGZEHVfpfPV6Ye43kGOw7uB5pV+iLHrcF1xHxxC2gFdCj28h+F4U394OMe8EjmpfR46g2B9zTIYg9IHjXbLo3cE68hCuQLTSEXp+EeaD/0K/HoZwR9r9y7aznFc/uOvG86uu7RmwP5l++OgR5SF4OA1Er/aHBN2F+OTKIIwH9zUmEtUjIlqFzvv0Jfc5Fnium7AFxGgt9ma9p8D76PEblT28B+WDwt6a8xh7qbCV74+7CRNV6cvBrjFb1DPosYpA6APHuy30NlyPPeJHdbl0PLcYlzPR49gOXvt2XsIm9Aq0sxLxZurJdkM/Pz5ECCDegewvE84oaf+EHlsG28GvbW6hx3EUPOEjnEqDhqgrJRq89eknxgvfxPulfBZrvI4NJxDocLg7plyajjLk0dE1TuMd+6Sg7Gj/hR77oxC0SYfQI+MpXYH/iKEvbIZ+RrL6UZHvIUdB6F3WIp7Qe3TLuk0tIbDoCR0syGE6vMM8WPTYwrtJG6GvwOFV991Hj1ceT1bna7Do8R9+5J0SXdTbqDVhT4zAbVQDVSrM6fj+K8TP4cyNqsX1b/iZAqD1jhY7hDZyCYQeG6iKmpeEGVnFNHLcqYU+q+0CTueNcd3YK98ZhGYbGbaNe6FbCE6LAov+oBwNoXcYCzZXBkroiVYgQMic+14vjcN1rq1JeXu8EW0R78GwR0T0uzzIjuQWZ+kwvg4cR+/VorfiRkH4OeaJx8GF3lueXoQSM+aMHfTDFy8PdrqftrwNYlcVZumeQ9YzbqfoJvQEzcPju6/vFr3j10TPTSHEKfSoYCHb86v1HmSJc2mvHSeiltx6NR82BiNHROgdgRmhGKEf8ujMJWy72DcDoplH3ifveLDoic8icuC4FiA7rNAbPM4b0IUSOi7eJaFHxcV7OMCZMyqam8jG94iHMBtfTvQhvPKQ9bxAZNHjvPO5/RaBEXrE+xAqyJIIu9BrkeFzXoaOCQGhPyhHReitGq1jZjxSoD3Lhy9CbyVYNwbZpA4j9B4SziQv5FoiBxD69TD7WIL3+YR4+PTcEhFoofdhsI6gDM5JA37FvTjtTR/O8tGhQaRfh6hnXKFHx2UR93CBEHpMg/fhLPeKRTlzfJgWhy0kCL3/HBmht1qtBIOxyF24c+7xJ+IjH8gw92cD2f78lmyr1erVosfzEeM8wDa8++iRblnso+7b4+FpfrwPeB8680fo8ePtvON5lpO3kh986MKPeQOHqmdc1w1uAC4OhxV6/B/F29wFrP/NzTZCzW30jI+9Agi9G++00PsdRI9uLi6hRz8eOCYbTsw74snxZtF7nNNPlHxYO9ND6Bu2xbs95z4NG7qOP6TKWz0HFPlr0fswPx4N0sT2dzoucbH9ycHHSx+2nn2w6InBFXr3SRvE1yUsOXY+l/vYgGv9JbyWgHzSvQdcvrYpx0HMOy307wqY8TQ/zvLHonc7Fx3K+a7HFeDGmx8I4sUXkWBtW5/rB9UFBqTAbzDwA2+1D6vV6tsrhQeHONEtIBTcez/tYYE/Vz6elrTzeglf58kDWEDoAQAAghwQegAAgCAHhB4AACDIAaEHAAAIckDoAQAAghwQegAAgCAHhB4AACDIAaEHAAAIckDoAQAAghwQegAAgCAHhB4AACDIAaEHAAAIckDoAQAAghwQegAAgCAHhB4AACDIAaEHAAAIckDoAQAAghwcoYcECRIkSEGZQOghQYIEKcgTCD0kSJAgBXn6/1yLWEdC/NYBAAAAAElFTkSuQmCC” 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