奇怪的现象,关库时发现很慢
![](data:image/png;base64,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)
vmstat 中 procs 对应的 r 为 0,但是 b
一直有13个,结合memory的free看,剩余内存在减小,swap中没有换页,通常是 r 比较高,b 小于等于 r。
可以man vmstat看说明
vmstat 各部分详细说明
-
procs
-
r :运行和等待cpu时间片的进程数,如果长期大于1,说明cpu不足,需要增加cpu。
-
b :在等待资源的进程数,比如正在等待I/O、或者内存交换等。
-
-
-----------memory----------
-
swpd :切换到内存交换区的内存数量(k表示)。 如果数值不变,说明每次没问题,如果数值很大,且不断的在变更,说明内存不够,或者内存溢出
-
如果swpd的值不为0,或者比较大,比如超过了100m,只要si、so的值长期为0,系统性能还是正常
-
free :当前的空闲页面列表中内存数量(k表示)
-
buff :作为buffer cache的内存数量,一般对块设备的读写才需要缓冲。
-
cache :作为page cache的内存数量,一般作为文件系统的cache,
-
如果cache较大,说明用到cache的文件较多,如果此时IO中bi比较小,说明文件系统效率比较好。
-
-
---swap--
-
si :由内存进入内存交换区数量。
-
so :由内存交换区进入内存数量。
-
-
每当将内存页写入交换时,so 值都会增加。这仅在内存压力下发生。如果此值长时间不为零,则系统处于严重的内存压力之下。
-
更重要的计数器是si换入指标。理想情况下,该值应始终为零,因为我们从不期望再次需要分页存储上的逐出数据。这里一个舒适的小值是可以的。
-
-
-----io----
-
bi :从块设备读入数据的总量(读磁盘)(每秒kb)。
-
bo :块设备写入数据的总量(写磁盘)(每秒kb)
-
这里我们设置的bi+bo参考值为1000,如果超过1000,而且wa值较大应该考虑均衡磁盘负载,可以结合iostat输出来分析。
-
-
--system--
-
in :在某一时间间隔中观测到的每秒设备中断数。
-
cs :每秒产生的上下文切换次数,如当 cs 比磁盘 I/O 和网络信息包速率高得多,都应进行进一步调查。
-
-
上下文切换属于cpu的一个范畴,简单讲就是cpu不能在同一时刻去处理多个任务,只能在一个时间点处理一个任务,但是每个任务分配的时间片是有限的,所以,任务任务1走完给它分配的时间片,就该任务2占用cpu了,这时候任务1到任务2就是上下文切换。
-
-
-----cpu------
-
us :用户方式下所花费 CPU 时间的百分比。us的值比较高时,说明用户进程消耗的cpu时间多,但是如果长期大于50%,需要考虑优化用户的程序。
-
sy :内核进程所花费的cpu时间的百分比。这里us + sy的参考值为80%,如果us+sy 大于 80%说明可能存在CPU不足。
-
id :cpu处在空闲状态的时间百分比
-
wa :IO等待所占用的CPU时间的百分比。这里wa的参考值为30%,如果wa超过30%,说明IO等待严重,
-
这可能是磁盘大量随机访问造成的,也可能磁盘或者磁盘访问控制器的带宽瓶颈造成的(主要是块操作)。
-
st :steal表示被偷走的cpu所占 时间百分比一般为0,不用关注,如果长期很高有可能是虚拟机超分cpu。
-
-
https://man.linuxde.net/vmstat
vmstat -s 看着
也不错。
再看看top
![](data:image/png;base64,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)
有几个状态为D的oracle进程,D代表不能中断的休眠状态。
这个状态的进程一般是因为在等待IO,例如磁盘IO、网络IO等。在发出的IO请求得不到相应之后,进程一般就会转入uninterruptible sleep状态。对其kill -9也不起作用(重启主机可以)。
有两种方法可以找到有关 D 状态进程的更多信息:
-
-
1. ps -e|head -1;ps -eo ppid,pid,user,stat,pcpu,comm,wchan:32|grep oracle|grep -
-
这将打印所有oracle进程的列表,其中在进程运行时在最后一列中显示“-”,或者如果进程当前正在休眠,则显示进程正在休眠的内核函数的名称。这也包括可中断的过程。处于不间断睡眠状态的进程可以通过第四列确定,然后将显示 D。
-
-
2. echo w > /proc/sysrq-trigger
-
此命令生成报告和所有处于 D 状态的进程和完整内核堆栈的列表跟踪到 /var/log/messages。这显示了比上述第一个选项更多的信息。
-
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAe8AAAFkCAYAAAAJ/rPWAAAgAElEQVR4Ae19vat9P1Pv+ROe0sqnEkHERrjCBotbCBaCjWAh2Ii7EKtrpZ2VVrobreQ2FxvhFhfkYCFYWFgIFoKNx0a00Uq7p1uXyetkMslkvey9ss7+fOH3O2vlZTL5ZDKTZGXPfPz7v//7gn9AAAgcj8Dn47bcHl/HEwZFIAAE3h6BDxjvt5cBAHAgAo/bx/Lx4f+73R8LTPeB4IIUEAACCQEY7wQFHoAAEAACQAAIXAMBGO9rjBO4BAJAAAhcE4Gvx3ILp1HxVKr8e18+z+zZ7Pw1sIHxbgCDZCAABIAAEAACsyIA4z3ryIAvIAAEgAAQAAINBGC8G8AgGQgAASAABIDArAhcznh/fd7T95Pb/RO3eRXJetzuyyd9x7mf+iVJ4QxJQAAIAAEgcAQCqvH+etzCz11uy1Q/U3UXCyJPXwv9LCfap8hzfD8CnLU0vr4+l8/HfbndPp70+97P5R5/htQcmM/lfnssbpHTLLO2Z3OV/7xH+aSfZN2SDEQuSRbw++qIBv4CASDwHRFoGu+zlJ/bNTaQrpQy7cKZgaL8ZxvvHn+JbcFXSj/oocKB0w077ldgwZt92TP173bvnrh08XkZo2gICAABIPA8BFYZ7897cD7x+PI7TNoF0hFt4u9rebBd0e32YHlUqJPvdtXZwUX8KQE3xrTj8raadpeZl9i8M1gP9rOEgjejfUdE8He/LdQHn8Xosp89cP58wWVZTjLecXwidu6vymDiND145yK35UEnB7F/t7s4eengkyjtePjK40q8Sycnav/i+LBm28ab0SfZeNzdCVNcAEb69O5OUKR8d/gbw48xqT4KfMX8Mfn7fKR54U4kHnlmqs0hEQgAgcsisMp4u15+ksK7ue+pX+Q+6utzcX+XZXnconENeDhll71MWflUq7ezjcablNidrLgwkqS0Pz7oe69vn8pHxexp9/nzSj9/R6ej5w9hHHr8hV5XfKV064H64wzGw2Pa2GW2jVNeOESsrCZ5PhkgZzCTWzD6NJEXZyP4cHprnx93saMm+bmHxVMk5jARaTEv/G3h4+QvCseX/+zC5cNV78m3wZ+Fn2Czeh2ZHyTzrflHi+M4F4m4myew3xXOSAAC3wGBTca7UniEBClVZZeXjIiVH9DkxkICHGl5JZwNVSxHSrtggRv3ofbZzox2fmS4kiHzrfT4i3zIRUVK7z58LfePsLgIhkX7nkskWsbJkQ99jlh1mxSZlfEIbWVMbXwESfaav9cXJwO02KJSND5xx1/8zYsHR4zKiQUVayQUKRdtzXpcPiIRLY3yBviz8YuNKH+H5LOW+YLSF995k/zmOyFFObwAASBweQQuabwLRcoU+X7jzcbz62v5omNVRp9yn2e8WdvGY8t4x2PVwjhmy2tQVU5OKuPNSDTwYSVWPtLCoL+jdgTPMt6Lzd+5xpsWR7flwVab1XxYOSIoDgSAwLwIHGe8Dzs2z0fbZDxvH/kotWW0IryVshK7qEq5Ksf6d678qL4wfpyG5C/ysW3nnWqbDz0cYh7n0yQYCljHvkTTwme0La0cnRbcrO+0W423lM/Osbl6suQ2vX3+LPy0PvO0asyEfLqyQqZTfYfLPR2bf4Xv30J8U3E8AAEgcG0EVhhv/dizVA79CzfdC2sBR/47bncZjh9bk4JK37TpmyU39PnnQ44n921QXmrr80e76ju7cFe1TztRUp7xWFccq6s735Hd5EoZigZaq+a/c9JY5UWPVk5Lc3h+sqNx0b8RfDS642lfCxnwdHJwC3crAgEyjikvjkEpgK5kGx/RN1ocpl8rjMl3nz/a+Yo2uPyaQPTk0+aP+h3xobsLFJKUPr2kLprtowAQAAJXQWCF8Z6jS363G4yyorjn4PK5XLSNUzjWp0XOBmz4Yui5PXgu9R4+vOWj421/F/w4RngGAkBgTgSaxtuv4LFqn2vY8u4r7xiP4bDY1T7htOAYLseo9Iw376f8KdoYdb0UpyvvSeg1kAoEgAAQ2I6Aary3k0NNIAAEgAAQAAJA4NkIwHg/G2HQBwJnI+Duiij3BeK9gfhzvbP5RPtAAAgMIwDjPQwVCgIBIAAEgAAQmAMBGO85xgFcAAEgAASAABAYRgDGexgqFAQCQAAIAAEgMAcCMN5zjAO4AAKXQ6B3q/9ynQHDQOBiCMB4HzpgzEEHxZmuvGOwaFVK1CxyYsOdgGi/1Zb5q3yAmH3dy//e+iaDZgHnB8A5c1H8mxu17Xjs9vj0mrDpW/j1qL86T3MEND//lnxY+RbKVn0r/2z6VvvInweBlxvvId/g8+CzihNy0pHchzr3m2WgFL9TyWGepJMQyucG373n4i5aGf2GOEWO+vpcPnn+Km7rwnv531u/5mhlinQd+nkvA9WMkpN0Qj1zfHbSt/AbJd8rd9T887JcLh1fwX+vb2aeHFcpH1a+1YBV38o/m77VPvKnQqAw3tG9JzkAUeMZ9+Jxu2513Ds2fq6ywRHYVAD2mKmMryisGm9mjKWCrOnRTmcgmIdod/S1bq+sKfkvc330s974WvUlPeudTiWKw46NnuZavuklHnJ8PH8UHY5+liWioXHmpRLneexZtseyqkfvJKYTj31o/on5y+PZFy1qu+6igHtZw39d+/gUSz6sfM9Re3yt+lb+a+j3cGUnJ+QaGfHue2CdnlcYb8dNJ14wraxL5eiNR1x/W/lE/6iV/+nIWQyQsqRdclXOx5EmD3b1sTjheXOhHCkcKcWyLurT2KSdNy2wyHd1x0hUba9I2MQ/o7+3PiM1+qgqxy2Lm6ZxNcbHMdpW7qkfTfqphA9BqsoPKyMeyYD34rFT8d7884uRfjx7oqEvWgQzzfEX5V74asmHle9ZbY+vVd/Kfw39NuBOf8fATJ3APa148g/Eu2+D+4Qc1XirrjdpMirbqCSQVn5gvqc8ntC/c0i6uMqGUaXJ4aJoMfNM9Yqd971cLAXFyYNP3GmFfHQvt/If+dhbP9JZ+TfJYqwXDEh8Hf7bMq4D4zPURot+rDyCXyzL/laLZyWka3/+sZ1XI579QqFRrQXjRv5ZV57yaMmHlW8xZdW38k+lr80VTU61NGKc6ienP9whUNZPI/LZxGDQvrROzRxdJ5eZt6vHu4fxbkrLtgx3IeWedy9dKmLCVJO7NVESUX/ykV4PeNjDPzW/t/6eLviIaoxCY8KzEvpjA/f146OT7ymYVfgJ8iPKsW+8GcFGvHZr172Hf9b6Ux4t+bDyLaas+lb+qfSFLnK8aPNAS/OFzU94I/LZxKAxl8fnJC06v1e8+3HjLeMhE8oi3nA1OCKfqvAybqJvCF3ZHOBTM/xOunfhjPqeLrS5m+UfywfbavtvhHkn7t6L7xR0Hz3+8zefrfDXsbT9dy//e+vbHJolaGXN8KKJzeA1q6cCDQU1Mj40Qtu+edv4Jf4aD2PH5vnTl5x/pXyG8LcFgNS3vJMq2djPf0nvCW+WfFj5jqXO+Fr1rfyX0G/jynUz3Yp18sTmk6vZmBuUR/Pt1lFII/LZ5q60Ha6cYl+aC2O3OPle8e6Z8aaVST5SiEezxdzdc2EtjEovHnZv4KbPI+Gw8AtH5RFb+gyRjTH10CtAnl/0+zO3Qd/E4+eposzWl738762/lW9RjwxSwk8qHlFWvtLOKNZNf4tv5sb4OIJxHtVGrkt/BD/JsHh3yteIJ96bf7Qr78Wz7+66D+BfdOcpr5Z8WPn+swHJST2+xLBV38p/Pv0erOyzSbiwlj+hRrku54i0D2TA89y5uU+tUceNyGePu0o/3h7sk6HNH8lv5O07xLtnxrsPG3KBABCYG4Fi53Q4q7QTy7v2w8mD4HQIHP1rEMjPsUMM430snqAGBE5BgI4k466CfpGAf0BgCwJcjhDvfguCr6sD4/06rNESEAACQAAIAIFDEIDxPgRGEAECQAAIAIFLItC4r5FOshr3G87uK4z32SOA9oEAEAACQAAIrEQAxnslYCgOBIAAEAACQOBsBGC8zx4BtA8EgAAQAAJAYCUCMN4rAUNxIAAEgAAQAAJnIzCX8XZBUfxPXrJzgLMhWtF+dfGhduRAThrIp65z7i+ciNjxnlm0NzUe+ApeTyhq928/Uz18+9SFk4cn/dyqy9+A/PT7sORogBeUD6tvR+R38Y/ufRvz02x/YPy4E5PaSZPZQigQZLX0kOKcPKVokBj/UTDnKbfS/s1lvAOMXU9O80Bdc0KTt5pQrJh0LSjjCceislxI97jkMCRHO1GIzT/9b6N/u9uVdFv49hqiMSTPTTK8aK/OaJ7FnyU/VjtEP8kfeYP7WC65CLb6uTXfwt/Kt9q1xq+ICki29nP5zNPZoh7yg7Mc8raYxtpnfRv9MIjEdy02av+E8RbuHwv3c+S7Nu+K0wqPR7X6fCz35CzittwrP7feH3e6gn+j8rXXpibzzpdtdkZxpBOBQwTBmLyVQWiVl0qkwRyMdwnMML5lteKNZM/pRDEGlE5yG/UlnwuZQO1ekupEA2ry15KH3MC6p6PprWt9utIW/la+71Dft7k0qByEJFspUQss1KEf/Ic7GRwY2/X64dn6P3W8evDOYVrx6MNJA7nvdfblvnzS/CR31Nz+SPfSzH7F+Xu7h3pV3YolJWEnPi6eRXbRSs6UVtk/wVFhvCv3dQ3H7614ruR79is6snWClpUdtUuTIwfm8CtPF+mF1aFyBHRUeJxfK14sL3vKM00o7t9c+B9XlYN2PCsMR9mXXjzwsuS0b93+bed6GN9mE4TtPfib/3JRkrhoVspX9MPNn+hwXgnsYPJnyE+T7UZGax41in/7ZAt/K98D1DGu1vgVO2/6BEaKXH5aa9N34xlXj03jvV0/PFv/WwLWDVzisPUbPfr04XD7ijbFU7b4J/ycsQ+TmsZbszMtPi36rp47+g4+3amdr89kE6m9PfZP8pWNd0MYKoEWCqsgSFFz0s77w33bjbLmHO5rhqog4F9UpSMnRjKSUvgVgmclCUwrLClfw6SHceyLFg885s3+d6R/G/owjG+LNvGVBTYsNnNhkkuWTZojT35tLHl+WLwW1xy0Ork5HyO5aJBndp4dXaEoOsXfJcuSDyt/NU40DmL8nAEJuotODu/FzrHfQjztSSeX7FSnqrlWPyi8Es0KEyHTRbtd/V+UVF8q4xg2cg5CPlfIQAZc05wc4D+Vja33+hLLxL8D9F3RJk3tlCUSL/8SnyOLigONNx1t9OKleub5TqZkOb/pzI93PlM6+6nkmSZfMZcbAlEYhV4XuED3ys2W1xTwfYwO49toRlOOUUlQle7k18ZC9HM9f6X8NNiuk0W7dYH3TLHwt/LXo2aNn5XfabGlO3gVTSZ5Pn9u0Bs33pb+543pz+9gvLfbvxqzbLxFrG1XtHFsrq4KnKD046XS5OB16fYx7dQLg9Y5NidB6sWLrbv32hQSPs6fOxbjnRuK5+uWuwVOsRdEPx+70P2BMh54LDf932cZl1F8VYC8Ii0nlz9Gj3eK+KLyK4Rn5fJcKB/l2Hwx+DPlR+UbicMIGPhb4+PbaR9rj4xfli9//6e6FjQSD54YUYztXv1QyK9rQ5kTrbk7oP+tcTKPzeMppbbzHrBf3cW3xdwAfUeihY9T6/vsn2SxMN7Pj5dafvD/oMtq8RvhEi4lpOPweDGNH4vLC29lvFjZude/l/3TLtT57zX54h/n0Rlj2f8osFQwHIXFYzM6ksvKgFOa89ns3wFs9/BtkifFk3CPFyi5PIY0fmGSjjtD7PBswP1i1I1PyM95vvU+f7b8NPuQMiLfsR8pAw/O5vXjvffHhyCM+HK9FKE1xi8s+NwlRnEfJlLo0/el+Dwq5Gu3fhD8swtfma+ol/3fcm+SL2OR7vPf9Mfl0C0e1Hj0EfOwWXHflb0hJINMeHo+2vzHcqlsoOHGoviWlUeifmrTH8FH2tf19q/kSBjvMhNvQAAIbEdg/W3f7W2hJhC4OgLVzv/qHXoy/zDeTwYY5N8LgWfFQ34vFNHbd0OAzxvEox8bfRjvMZxQCggAASAABIDANAjAeE8zFGAECAABIPANESjulJTfzOmbc/1b9xdjMDt/DThgvBvAIBkIAAEgAASAwKwIwHjPOjLgCwgAASAABIBAAwEY7wYwSAYCQAAIAAEgMCsCMN6zjgz4AgJAAAgAASDQQGAu473ph/ONnp2RXF18qB05kBOIzfG8B+if0e3RNhHPmxxjtcffec1KzmK2XeRJ0f4Qz1kVyy7+wYlLa36qBEVil/5h8zc4LeEeUgo+rPyi8Fu9dMfnbCRW2r+5jHcAj7uhPBvPVe3T5GxOKMXtaSvedMvFnkV/FbMnFm71by9Lkm4L3147hDHiefcQum6eJR9WvtVzq/4h85dc9pJnypausfKtTnzjfGt8Jun6qP0Txrvn/o0izPhr/uSSL63weVQcxPPuGu/KyX9rMkshi0LVKh/zr/K31b+d/A/j22mHJo5bfwkeo3vFuDbjcyGTq92jcveLJn9Hj+/R9HJHL/lk4W/l+063fZub9YfGo02f2qc2nAw2aFn5/YF7tv5vt+6dtLTiecd6gj+KdRHcR4/UN8cnNtP8K9ov3McO2EfE82bIkq/p+4MlnPxIE4ofewr/xarwcN/lkX1hOGJydawq6Kdysz+0+reT72F8m+34QCTeXzzieTdhumiGJR9Wvu9227ia9Q39YNF3O7K4elSMt5VvDVvlnrQRmOrjQ49XTb67v1iwBVrgRnattimfDLCLB5FoaIGBcjyHLzpmZvrTqm+Oj8HkXnyo/RxYir7R0OeN2ve7G8cBf+t5560IA/Wl6nBP8VLUHsTzziIgMK2wpHwmfKliD+NUyH2g6+70edGpnkf7t5LpYXxbdIkvpm38ZMuFaVKxbJocOfqbNpY8X5tLWp3cnBo5imc3nx1doSiahd8nw5IPK99CanV9GqdCoPotxNMe79gkn4LGWlZ+LKf+bfBS9UnIdEGrq/+LkupLZRydiuNzjp1s0Z0OsXmx6ld9seYf53I3Pj5CGyfZej7BeIdVRIoSJuMfe+bToqrFeRiwIlqOKzve+Q7pF2eVPFcr0YZAFEahy3FJv1t0psyeAtjB5zC+jTY05Yd43g2wLphsyYeVb3V5ff0d87elOyKTVn4sF/82ylcGrzl3Lf0fG2r/tYxvUfPry13+LHfe+i42ro/Wjw9r8Qh8bo+hKJDrjffeeKXUuRvieT87nneXPpO1qR+bCmAn11a85i55r0jLxaV2bOdLIJ53F8w5My35sPJdr9rH5lY8cDJO9vzt0OeoNoxJKmLlp4L5oTKejWPzemMVTgEN/Z9b0p+sY2/ijx8707E5P7mw6lvjo3OVU3fh407eEM/bxW91R0c0GaaKaS0uNNzrlRb9VCEee8lJQCvDmJf+FsfqNv0savM92f3bz3MP3yZ1UnTprkJcvYef27j0kOaUWRgjOrJDPO8mpLNmWPJh5ee4zfXPQKnP/foj8zfKnU6f2uDzSOqQkfz22Aj+igtZka9SR8Vdre/7s+J5e44ft/tyv+c2PrRjczUeeO5xf3xyOf1pHz6I562jilQgMB0CiOc93ZCAoYkRqHa2K3ndW39lc6cXzxfWTmcFDACB6yNAR3fx1MTdnL1+l9ADIPB0BPi84d+xRxveW3+0nZnKwXjPNBrgBQgAASAABIDAAAIw3gMgoQgQAAJAAAhsRKC4U5JPpuIJFeJ5b8MVxnsbbqgFBIAAEAACQOA0BGC8T4MeDQMBIAAEgAAQ2IYAjPc23FALCAABIAAEgMBpCMB4nwY9GgYCQAAIAAEgsA2BuYz3ynim27r8xFrVxYza0QI5CWjFC7biXRc/hwhORTQnDU/s4S7SVv92EScHGV+fPtodBTgYcOxftiecUBTOccqSe956418Fnvmo5cdqO0X7QzxvFaou/iLqE/fepRITibb8sWiMG8bHpm/Eixf8Xu3VO6eJTpSuxv0Avyvt31zGO/Rv1LfrAByvLWK5JJRuQVvxpmW50AvyMPTJenRZnBr9Y13b97iHPo0h4nnvw3/W2lIuxPyj+XRniz73zifcaL9kO6Gen6+Z4GYnPg36VUwE0b9R9mcuZzlikTpy5r60eBvV68J499y/Zbd8tKtJK3xuUBDPu/C1KwencvLfMvatySkIXlZQB/snujv+uoN+UtiCBqXTT1uiO8joorLc4ZN/9Lb7VHP8W/Iw3vOy5NH0SuqXe7PwT2MfeqYr0QHf40J2WkDpxns7fat/LT5y+rP1f25JPsX5RHPMzSm2C+VOW6LxjvPR/dyMAn6QrCcXx/nnaH6+hlM1cq/q5ud9+aQxovLcfkmmqved+IiTHerX/VafJOhyVzGzFMY7ApOKNRzTb43nSsLFHcuvjWf6uN/LqCzE3zvF804DEwIBREvC06/wPKjcNndlM33E896M+QUqqsat+DxCi6+b+6xFQZZIt5SBaqiT242rh4hkzBsX/Vh+O327f/1Berb+77fuo1AWi2Gax0LHRR7d5lH4Nif6zQ2NM+7eUHr/5veFAmB6m2Rx5vNj26n0Svu41/6ldsNDNt6NVXolED3F2I3nOh7+Tl15NFZWp//AXyLK3wWmFZaUXyiPULmHcShCGAm55i3P/TzQv10d2Eqf6jFQ5cSuMOftaGPJ8xHPe9eQHlHZnH+kv/Kptgsywk7Rx1kQ465W/PK7uMJYqQWVxAZ9s38KqZQkdFVMr2g22nblu/o/Uuz9/VruFJksFKmMpTPOFMf7Y6FQvbEcp9g13lHX0q4+DHQ1pzkx/rwbn532j/MSng803nQ0cVseiOfNYC4HjI6GuHJwF5SKhFC1N0FckTJUJWvwGo9m/3Z2YyN9fnSXvD+x8akmOm9nyHgPjn/qfik/Kdl64HxZZd8o35p/qwxVD7dR/DWZ6dGNeQ36Vv9idfXvEcapq//VVqvENMeoj2zuxYJ0anG/06Xf8v5PztfTna6dwHhrC47Ie/xLGIws6rLxRjzviN3mv7RS7MbrHYoX7LZo/cFrTLTNjL+6YkP5HMbGJvreUJaTq1wk8UmFeN6HjdbrCBnzzxuOLAHuvdp6bz/WJv2QPxt++dCelYHaTv/UeNVuIXJfvgJ8ND/o+3LVPXO0/TzUdt1UNaXTHFcMeMoP4VlvH2EnzxdKW3bevO3Yh8axecvw0uKK59GvBzSMuJ6JTWl/C+Mt4426W7eplvgpTbgcwAeHGo07FoqoRBcy6Pt4lv/yg/8HfaxPO3WdfnksTgKf26D6tDrL0y0xe9JD2T8tqpT/3hK+eWVgHL/qzi+uFlmPvJJhCRd5HO3f1u5spk8TO112ifLK5TGkhcnmL8kgnvfWcTqzXm/+VfqPK7fEdJSLeodnyl84Ks86UtNdO+gHg5XoC/2SutB8EPrrxfG8I1vOjijYe3z9XORYFwaRjHqcy+mbeMTUH7fTrXzCiOpFm6U0F9lhf/fhI+Vrvf1jrCxLeWGtzMIbEAACexDQbxPvoYi6QAAIAAGPgNh5AxYgAAT2IBBvEruVvXpbeQ911AUCQAAIeARgvCEJQAAIAAEgAAQuhgCM98UGDOwCASAABC6FQHGnJDtQid/my3tNJ/Rsdv4akMB4N4BBMhAAAkAACACBWRGA8Z51ZMAXEAACQAAIAIEGAjDeDWCQDASAABAAAkBgVgRgvGcdGfAFBIAAEAACQKCBwFzGm0WS4T+8b/A+X3J18aF25NCPJ+w97viLHGV4QursSDzf+UDJHL2C/z6+mZf6iTlycNGGHnWRA1K6/A3Ij8VCiva3IV60Rfs75Hfxj165XOCQMReVEpNn0/ftBVmVnkUOkB/Zn+/2bo3Pqf1daf/mMt4BOfJ6c1njLScUlwbptlPE2y3cJ5I3JudOkRMIz5KOUmTqpGfxL+kKfIcwIQWIeN5DUF2ukCUfVr7VYau+lW/Rd/leLzw+H7Xvb5Ldnv4Zov+NCx2C//PxGbV/wnj33L8hnrc5bMbkqQIfGOVpENW5KIXQZGyyAk/ify2+GioJc8EjpdOJSByP6J6xXGSykxNyzfjIbhipLZM/Qx40frtpR9PrNjZ/poW/le972PY9btW38i36lE80nAxqY6ulrRqWZ+t/i5n+/HEhpEM4VekEKc7PGwUt4e5RWZNj+LMK1eNOfBDPmyFKvqa/Yzxv6iJNRAoyz7qbHoVhSelXeXgS/+rkVHzDt2HygUg85hSesMQ/GfZIQPTDBUWIvvrdyUkZiMDkj8Y8Kh53dO9jDsfm1v4lfsvFxVoK36u8hb+V79FYabyZ/O2l78Yzrh41Q71TfnhQD9fXRuANilfhYkrQRPn6TMFIyHd3DExC9WmBG9kdkSRr/jzuOVxo4o/pf2fAkz9zv9Dh8j+Gf5vTvfhQ+zkwjcfOReIUSn503uadtyYM2m5BKKyiq914rrSqGvuOqDIvBTMpufq7csHTmS8C02HhcTh2+tUbgzP7O9r2k/gfxrfFJ/HFtI2fbLkwySXLJu2QjSONtZRvnq/NJa1Obs4v4IoGeWbn2dEViqJT/F2yLPmw8i2crPpWvk2/dnDCjVNVX+ifKp8nNMpWPAuZ5iRcVDO+M14TVUybC7wtyk86n+OQ9WR3fm6Zf7xzu/HZaf84L+H5QONNlyh4lDDSPVzZeebFIkNhyderhXK88yrRUxJLnquVqCIQ7kKFFSmNC/Up/drZ6JP4H8G3x3k8Cs+en0IUolCplGenDVYab7ETUca/5K+UnzKv8/YkfDstXiLLkg8r3+qkVd/Kt+gX+absUOkV8tOgN268Lf1fcF+/UPvdxa/dl+78dNN17fxjbB6BjzjJY9SLR+pHbf+KIu4lG++98Uod+P14riS8nKm18UxJkHi87Lo756bQsQrnz4VE5Tunbjxh/z3lzsL4VcIYu3d15fws/rv4RvBaf71yKBeXiOfdQuuS6ZZ8WPmu0+1jczOe9l76HMIQmEoAACAASURBVHTFmJj6h9dXnkePhbkOT2QG9H8q23go2m98duL6VZKp9KXUM0P4S6r5veCPkhufFVR8wuKB5621f5kT/1QYbxlv1N26TTXET2nCEUZpm3KsbcTz/lhWxfMm4VeOhTi+tPgpdoVUXq5W03jN9/AK/unkImLEJ0oXjQJ7xPPuYnXxTEs+rHy3m3XzNB/Xckis+la+RZ/a4vOolHFxoWp1VDtR/+XxvGkBHXRcuPAp+0cbuDi/KR62+/burgjldKczGz+7svHnoymf9+Ej7SvieUt88Q4EJkEA8bwnGQiwcUkEMH/6wyZ23v3CyAUCQKCPAOJ59/FBLhDoIYD500OnzIPxLvHAGxAAAkAACACB6RGA8Z5+iMAgEAACQODCCBR3SpR7Ox/6/YGX9Xh2/hpAwHg3gEEyEAACQAAIAIFZEYDxnnVkwBcQAAJAAAgAgQYCMN4NYJAMBIAAEAACQGBWBGC8Zx0Z8AUEgAAQAAJAoIHAXMa78cP6Bu/zJVcXH+qLGOQk4NaMF8ycFHzU8bzpR/5XjteMeN7k+rcz/gPyYwn9leXD6tsR+V38nbOPzvgMMNCjv1/++/phP/2BDr6sSHAKpjihkp46X8bSsxtaaf/mMt4BnFHfrs/GcjV9Ur7cJZokIN31iXjT5H4vRZ1R4nl7XD4T1cs6MZA4pB7tfJB0Bb5D1GkMEc97CKrLFbLkw8q3OjxaX5az6IZ8Sz8kMhvpp/rTPHiXxdOw8yJGRu2fMN4992/ZLR+5rEsrfHJjFzv1+cju7dzOMeWEEl8uHm12b0flozvKSKQVmCT6ks0/NdDcj2YqJzwZxrty8m+Ur3z1ii7BeJeArMW3rO3fEuZCAVI6yW1cm0UXlaX7RrYzQjxvDd5T0yz5sPKDhCz3hnvUsfrOv2kR46EEpeM7vSwoAj+xTCG7LMd4fLb+t5pn84fsx6cw3tbO1LQ/jL4yPw3uyAAtD+aetXQfPmAfEc+bQfyW8bwpWIZfwHR3+Qym6R43K5d+T1TlqRy7takgnncbm+vnWPJh5XsE2sZ1rP5BxjucEJWBdMIYbZxfo4E3nhPPmwwrj18fNnrK/G3vTPvxxF3/PgNiSuATS8L34kPykU5WqTGyXxSJUwxiu38lh3nn3dgFVgLZEwyK2hIdy398uG+7caeyJjydyjzxpwTu+Dj7B/4lnuWbwLTCMkzAspL78OYFucpgCSR8LsqaGHlWZNrHngztYHoY31YbxFcWWHdKxF7rnQ7vhzaWPN/pbDFRtTqcNyE/PKv77OgKRdGt8B6ZlnxY+RZKw/WFXFh0q3ynZ9mJpyywhX5D1qo+9Wh39b9kUrxrdBvzQ7UPRK7XvkZLa1OwlV534yNOERLh+qHZP1H0QONtxXP1zI+YGp358c6LPp74WvJMR63cGJCwcWNBjLoLL1Y879gjTSBj3sx/10yaFf0YwbdHLh6Fp886tFhkA0ZyyV7pnCwff2pjwfNDNKiivjL+JX+l/JR5nTfRbqfkW2VZ8mHlW2AN198xPkP6YQv9hiyOG29L/xvoaTxrc8rpSC3etdG+Rktrs8XmEfggnrf8jt5C+/XpdKzC483SN2mu/Pvxfv1OuhfPm+jnYxc6ViqNy+t7vLHFNZNmTRO08mZnUKR4CmPZpaUtLhHPuwvZ1TIt+bDyXX/bx+b9+c3A6sp/i76tH1ILXfqpVPUweixc3vMIZJxxvC9f8VQ6fH9eN/92HJsPtF/074nH5io+YfHO8xDPe3SXWonqMxLEhQYlni6tnOPOjg+k24UrnwUK4Q9H5an+VH238XSLDdlH5ZuWTaldoolvu4o7bsufZOLRNq3k4+XIkEbfqOJnIfXCS51fjHE4WUnjxxYanj1bfnrd8HmR79gPu8Y7lbDkw8q34m336o/Jfxw/cSxOxinJY5TL8iRvjH5vtIX8vTqeN59f8cIa9dnpiIhL7rufRxknOhlLc+v+WNzmqfimbM/PHjr9C2s6f4X+FhfeEM+7jzZygcBpCFz21wCnIYaGgcDrELj6/MzfvF+HGVoCAt8WgfhLANoBTPdTxm+LOjoGBMYQ+E7zE8Z7bMxRCggAASAABIDANAjAeE8zFGAECAABIPANEWh8r4/fp0//ue/s/DVEAsa7AQySgQAQAAJAAAjMigCM96wjA76AABAAAkAACDQQgPFuAINkIAAEgAAQAAKzIgDjPevIgC8gAASAABAAAg0E5jLeVtSYRiemSa4uPmQHApFHcuKwOZ73AP3Yzox/XxFvuI9vDxXhZOFg5zGx5S5/B4xvivaHn6pFyIu/Xfyje2LniEdzwVmQUl/69Fk0xo3j06V/gPyonTolMczHMA+9A5pv7nhopf2by3gHIdF9m58iQesapclTutQp60u3hSLedOH+1LnvE+49Lfpla/O+SRyO4lTSFfgONUMYI573EFSXK2TJh5Vvddio7/Vadu+82kmIQV+LlWCxPHe+d1kceSzcm8bEb/h31P4J491zjzcQr9SMp4p43oVHTMMY0yAWawGj/GXkWCqhgxivgihswCthLnikdPppSxyP6IqydH9au190zlrCoJv8beC3C93R9LqNzZ9p4W/l+x62fI+TfhQ7QwN/3XjvoG+0Z4/Qs/W/wYHmHpWdgDnjzW1MEUK0Z5/iLv4e3Bvfl0+a3871an062uZyJz6I582gpcG+P1jCyY80ebj/4Uq4lMnNhLPgnmjJKDQG/aL+zC/CMB7Fqqo8W/iqjSKetwrLN0m05MPK9zCsNK6V/JGMef/c+indDvo79UO1s3XG9LEUkSDd0e7NnTC6ICRfnykYCfn+joFJCCta4MbFri1CtPDtByZxuJFOjAw5/oTxbfHnsPH6lz49uN+Wf/kF1yiPe/Eh+cqBpegbDS0qhE1oRk2rEcw7b+qc0otKoHuKtxdPdSmPQGpWcop6bCAFMxlJMXiZzPlPAtMKS8qvJrcbPTueN/VO0D+/w4Mc9GRokIRWbBhfrTKlEV9sDvjJlgunXXlM4v3QxpLnO/Jiomp1Im36u3V8HV2hKDjdN3225MPKt2BbVT8EGSpPbvotrKJPpNbIT6Ns1aaQ6YLjrv4vStYvGl0nx3lzVhlP10VxOqnRiVhEXUsGPszzak7XnPmU3fjstH8KXwca77CK+IzLIpIdDqxnPucq3IQk1XivMP5tyq/OKQesWokqAuEupAxHCyvpv7p3m9trTbDNBH3FEXx7TcSj8Oz5qQy5WspzMPbxO4hQNK4d0c/1/G0cX9Fur8/vlGfhb+VbWK2ur8lMp5HV9NfoTEUXESvjxtvS/52O+YaWaiEj8PkOxnu7/avxy8Z7WZYKnMaxSQUy0XVA9+O5kvDxumvjmZIg8XjZdXfOTSH8OH/0TSuu8Bxn3XjB/nsKj0ctjYVJ/9zuj7f+LOPSxddiT1tcIp63hdql8i35sPJdZ9vH2qQD+fwlfcUOcpx+zcemdP+nXBx6LPfR7+ofY7Cerf/7zdP8W3ds/vVJJ5fi5LWlW/hCYMvOe699dAuhffZP4lcY773xSsnYxF0LRVRyxqs40y8/+K+PZyovvIVvL7JXp72X/dOiSvnvLeGbV9y1Eb8kXOlTQI5Zyyd/NT5KvPDTuj7QsFNWso/xKGug/kiRJr69ygX28Wg7XHJx/IY0t5gNY0NKI8RmzwtSUkBlfs7zDPT5s+Wn1w2fF/mO/bBrvFOJPv40Del7qDI/E0gRX2E0Qn63fjgqT/TVE7Yd9EW8aE3/pG6oD0L+Jorn7XXHbXmQwY46pDD2EbesOwlnrz9ZHiW47+LekEabVepZFRxS0svjzmzcSnxk/fX2r+RLGO8yE29AAAhsR0C/TbydHmoCASAABCICMN4RCfwFAgcgEG8S06p//c7nAAZAAggAgbdAAMb7LYYZnQQCQAAIAIHvhACM93caTfQFCAABIDAbAsWdkvKbtP/+r98feFk3ZuevAQSMdwMYJAMBIAAEgAAQmBUBGO9ZRwZ8AQEgAASAABBoIADj3QAGyUAACAABIAAEZkUAxnvWkQFfQAAIAAEgAAQaCMxlvMOP593PbLgDkwbz0yVXFx/qixjkxGFrPG/+MyR/0aP02DMdHoIhxPP2TkCa4z8gPwLS6hXxvCtIioQ9868gpL6MxusOTkPGPIOklqz5Y+UnQpd4CBgpTpykp8413emP/xpKTyi70v7NZbwDHuT1RnqmegJUx5Mk5dubkNJ1n4g3Te4Jk/tEJZ73Q7gCvCxOEoejRkLSFfgONUNjiHjeQ1BdrpAhH9b8s/rr56MVr5tc7gZPYT1d0WtM9kOWtfJl+WnfN/r2b/VH4rJFP7RoH5g+qteF8e65fyOvctltYFrhc4PCY61+3Jb7Iwuy75t0b/pY7iTIwlt7k3nunnJGJxiG8a6c/BvlCYfe/JbG/ED5eS4pOYkOam0tvlqzCXPBI6XTaUccDz4XMp3aPSo/RTL5M+QhtzP4dDS9wWZnLWbiLxhPslCkd3yPF+UW5x5abkKIBydDzbEZoC9kUzTro+NJpVoV0hKerf+1Nllaod8JJ2G8rZ2pYX/Wjj/jLDzuxAfxvBmkNNjvFM+bdX1VuD9eb4ZnS/ls5FGdnMqxW5s84nm3sbl+zir5IONKsaOrblvGtR2vmxYD6WRuQuM9Gpjk4+OceN5xKByO6uKkH0981fjHxtjfvfhQ++lkleiS/Spif/jG2v1jzCzLknfeDWGqOtxTvBRVJwZmoJ3xLe9UlhXh6VTmib/okL74W39XLrt44pvAtMKS8jXj4nDs94swirvAE3u4remeDG2j6GoN49tqg/hioPrJlgtXmPN+aGPJ87Xwilqd3JwPVsP44VndZ0dXKIpuhffIHJaPgflnIqbE646nNfG+Cj+VMenxAkKueJZ7tvKrCiEwkiJrFWY92l39rzXK0jS6jfmh2gciZbRf9aVBn3GVH6nsLnzEKUKmXD01+ydKHmi8wyoC8bwZxOWA0eQtxl8RCHehQo02xMhSdBv+uYJnXeFZm6gH8D2Cb68ZTbnykK77jbc9/iV/pfyUeZ23J+HbafESWSPyMTb/BrvbMw7K3B+kah+Lbxn/Bj+VwWvStvS/0TuNbgM/3bjZ7Y+Mf5PLI/BRT3LqFvX+1eWy8d4br9QBjXje3Xi6tDJkxz00MbIx999TeH5lLOL4NQQpZk//V5uoRzDdxddqwBvK8pi0XCTxSeViCdPpEhvP4ljNXTgs80fiPXflx+oC8vsIdOVjdP61j81p/POxaCted2CxOYfb9FPnrPlj5SdC5UMhv5TlvkGLTwct2gP6v2xNvtH868fzjjX4PIxp7jPirW9/rPmXaDUeduGDeN7ywtu7xfP2UtU06g2hmyVZ3dlqnw12MEw7p3gsyQ1rlyQpnvQpJl6gpJV89MOMeN5d/C6U2ZSPQgbiuIuTEtfPKBfKZ62heN354q9+bN6mb80fK98ept6FrMhXxob4z5sPOrVmsa7vD3dhj76Ps/VtnwXtwhrNQacj9PY/PvI4jLTfHP8+ZyF3Hz6I5z0EMgoBgfMRQDzv88cAHACB74pAcWz+XTuJfgGBVyHAHekgnverUEc7QOD9EIDxfr8xR4+BABAAAkDg4gjAeF98AME+EAACQGBqBBr3CeLdFP7d+pR+zM5fAxQY7wYwSAYCQAAIAAEgMCsCMN6zjgz4AgJAAAgAASDQQADGuwEMkoEAEAACQAAIzIoAjPesIwO+gAAQAAJAAAg0EJjLeFtRYxqdmCa5uviQHQhEHp37Ref/XQt7Sl6GohMEispW+vsiGuSVLV70IF+7dYnY0nx/XxFvuI9vDxPhBOJg5zGx5S5/A/IT6bT+pmh/M0bdazH9wvQu/s499t3FZHDBN5T5Z7H6VPqWfFj5FvPIPxeBlfZvLuMdoFPd350L61jrNHm4yyFZS7oWFPFkC/eKSjzvhQaX/ONGi/31uXzKqKuyzRnfJQ5H8SjpCnyHmqExRDzvIaguV8iSDyvf6rBV38q36Fv6xcq36CN/CgRG7Z8w3j33b9mtH7mdTCt8HiDDiKdK7uH4zpEMEeJ5t60vDSJfC8j3NZHappDKyIRUYjF9598qiMIGZZYwFjxSOncHGV1Rli5Y2ckJzYvgqjWWMfnbwG8XsqPpdRubP9PC38r3PWz7HrfqW/kWfee/mysECfnu8X62/pcMx/dw6nW7h5PH+/JJ88+5RqXTSys/0OnYnzh/b/dAN9GOPIz83YnPXvsnWCyM96jj9a3xXEl4s+P+4Phe8X1LQEeFx/l93O/lMfG7xfMudt60gCKDUh/Nc8ymfBaG8SgeVeW46vgb8byPGosZ6VjyYeX7Pq003kz+9tJ3xjv52yef3zyQhw+JmX30K/nGoDxb/3ebp4VHsAX06cHptS//mdCtV6x8R7wfz9sZcIYZjYdmZ1p87sWH2ttj/yRf2Xg3Vm2VwPUUbzeeqo/aJBnQ3lXj7QYvfg/mfyc2XgLTCkvKZ5M7YeFw1PsVV5C0CyT3my4ST6p4kYeeDO3owjC+rTaIL7az8ZMtFybsWTZpljz5tbHk+YjnnYE86cmSDyvfYtuqb+Vb9Kt8oV9W5/MKDVoVz0KmOQkXtSvd2flwdweK+VIUFi98/tAmJVRMc87KJ3Jd++MDpxT89Poi2Gudeozjs9P+SX6WZTnQeNPRxm15IJ43g7kcMDpqLYRHmTDuwsvwRbSSPmt47sc1k2ZFT0bw7ZGLR+HxQqD7ywYsKZJIhPeDKxctP4QEZOScsuGLhVgt/904vpyvTOztnyz5sPItAK36Vr5Fv8635MPKZxQVXUS5q4xTV/+ztrRHPn82GW/L/sxhvON1JQ2CmEZ6ZuREIBtvxPOO2G3+S8cq3XjMB8QTzoPv7w882p/MN/fj6RWfZVy6+Fq98oou40vlEc/bQu1S+ZZ8WPmus+1jc7fzYzfUyfDJxRr/BUmVb9C39IuVb43V6LGwalic8TXiafcY2Gu8B9rvLr57vIW8XfiExTvHjn59Q78uKmTEHSBsMN4y3qi7dZs6FS4N8G8uq+O5lh/8P258p67TL7/pygtvbxbP+5O+C/lPBjf27SYN0eQPtPModrXu0sjjUK7997KAEVOk3UZo4ie5jvGHuTwinncXvwtlWvJh5btLok5WWp+1+vHk99Ev9Wcdtc7KtwZK1KdfXaQqfD7kecwNDxnHOL+JN38nJ86nREh5YLSJIO286bPg46uIEZ5OwpR8qtZrn+c5ngON2I7ClJK0Dx9pX9fbv5KlYuddZuENCACBPQggnvce9FAXCACBHgIw3j10kAcEViKAeN4rAUNxIAAENiEA470JNlQCAkDgJQj853+8pBk0AgSuhgCM99VGDPwCgXdCgIz3L//Csvzd375Tr79XX4s7Jfl7efw+Xt5rOqHrs/PXgATGuwEMkoEAEJgEgd//3WX58R8sy2//xrJgJz7JoICNsxGA8T57BNA+EAACfQTIYP/Ej3kDTn//6A+W5Uc/6tdBLhD45gjAeH/zAUb3gMClESDDTUfmv/4r3njTDpz+u/3MsvzVX166a2AeCOxBAMZ7D3qoCwSAwH4EyDj/zV/7HTUdkf/qLy3LL/58aayj0ZZ/qey//PN+HkABCFwMgbmM96Yfzk+EeHXxoXbkQE4abs143ixamxKP+RXxsJ+J5iv47+Pb6x1zFPEE5zGx5S5/A/IT6bT+pmh/ivy06jw9/Z/+0e+e/+xPvYGmXTQZXWmI97yT0f/v/zK70sXfebfqzU+LvPeY5S9i3RbuTc3XLJ1M9V3j9toKsso9pBTFrfyi8KQvoQ8h9oN38DTi8KXfHWv8+7WfnLvS/s1lvAM25A2Hu5F7MmTHkSfl25xQzj9e2S8Rb9r3m/k0auHwLPeixyHRp/Qs/iVdgW+fqZBLY4h43kNQVYXISNP36N/5LW+cf/Ynxwz0D3+wLPG/PQb8p3/Y34Vb8mHlVx0uE8h9Zooa9UWudUv3qDS/uUF373m6l8Sab57ug7wtqrrGym8SnjCj9M1euSddy/HO8V3b3Nbyo/ZPGO+e+zfyWpfdTqYVPrnpjFx24qn6IuXKE/G8WxPQo9X00CWFMOJ/lb9P4r8KomAtphS8kkIVPFI67aiivuRzIZNhOy+aF+8Yz/vnfqo22NEw0989xrlXlxYM//aveSiUJ0s+rHxPsuPbXLSZZCmka+/1JqVPP/lDb8i2lS9YFK/P1v+iOfkafH2nk4tPxXhzG8NcREfnSBzPOEfJztC/sfGVTPH3nfggnjcD81vG86aVc1gkRUvBuuwehWGR2dO/P4l/dXJqIVebABH2MWb813K/PYr48VL5FiFBY2CfGFXP7by8f+bYnMkfKeTkY319PObYTvxL/HJlFtNP+Uvftek/umRGu3O+Q6cjdNo194xzK2/AaMf+Wvhb+Z5O37jGtlwISSE/zi86BS+6UbjM+3K/l/Jl0XfjGXWCYryt/MRb46Ha2TpjKnh0R7shpgRF8fn6XL5SNJ9+PO1GsyGZDDWPTx42emz+Or1ImMb2HH9h86jgQYT5mPJn1yjVYfT7/C3uJKUIl7ASH2o/ncxQY1Q/xDDnbY/O27zzHui8a6CneCkqTzOea7mK4szKZ5V54o8rtvTMdv6S0NnvAtNVwkPKvxUsvjcGZ/d5pP0n8b8KX41P4isqxzDx2asLfMDfC+OtKQLRz9X8CfnRWFbTHC9CUagFJ03UDD05auEGfIXRjr208LfyIx3zr9ODil6i9HRMSYE07kthDAzCaSeZdJ9cHNYOUIYXbw1ZqzARMl2w3NX/Rcn6RaMr5lS1uAgRuCKmceGdjPxSLsCrvgj6NVMsZTc+O+0fYyU+Hmi8wyoi7jwEsH7VKVZxkQvxVzXey3jnBbkTX0ueafJFQXNMNQQiMdwSLk3QU6ULPDyJ/9X4Cqg05fjBBozkkr266EdJOWpjJfq5nr9SfgS77VfRbrvgRXLo52JxZ77BaMdeWvhb+ZFO76+7EHX/LE5sYvnKeOwZpxHdUQhr5KLxt0FvnGdL/zfajckaFmJOWcbb8+rnjHt+lJ8ld43vEfhUJzGx8+Vf3f6VZegtG+947BePJCi3cSyQFBan54Dux3Ml8HjdtfFMaUB4vGze/AzPJFycPxcSj08gWpmypTb1h2dT/XysQsdGHws3HqmPmqCnzAs8PIt/A98+Mn7Sc/FHPO8+Yi/LpdvpO4x24tOSDyvfEWodm/uTMj6/5WLPv2cJc+9MH3g+W/RTL0Kx0jCJXNrWF6dIVb6SUBnHg/W/0iRLovm37tj8iy7tUZ1IhS6o3u/expCOERcGzXjrkU7j7y583EnePvsn2SqMt4w3injeEi7rXVxoUL5p0co8+vTlCxlHORyVp3yxgnfGnB2ZuXIrvtlY3D87/xX8d/FtdZAUXcI1/hwl/FTFpSOedwu6p6fTrtu4iLaGB0s+rPxmPO9ChvLxNV+cV/q1zAzdiHLHjJLoIJ9HlQ4JRiLpkGpxIIgVr0J/vSyed2DCLRYidrSRCVi4X39Q+m1xt+zjXC2MvTvqXW7pGzItguJczp20xzeXrZ/24SPHH/G8a4SRAgSmQKD5a4EpuAMTQAAIXBkBsfO+clfAOxA4H4H4SwHa+dyUk5fzOQQHQAAIfAcEYLy/wyiiD0AACAABIPBWCMB4v9Vwo7NAAAgAgRcj0LgPEL/LI573tvGA8d6GG2oBASAABIAAEDgNARjv06BHw0AACAABIAAEtiEA470NN9QCAkAACAABIHAaAjDep0GPhoEAEAACQAAIbENgLuO9Mp7pti4/sVZ1MaN2tEBOArbG86Yf+adobhf8KRLieXt/1s3xH5AfS3qvLB9W347I788/Y3xMBuz5abVvNuEKBOclipOXY+iPcfHcUtlBC7XjHdPUTlfW8PAK/bOGn6rsSvs3l/EOvRn17Vp1/uwEUr7KhEpsSbegIt6073dy9rdIJx9Wfmpn9geJw1H8SroC36FmaAwRz3sIqssVsuTDyjc6bM7PnfR985143YfQNzr50uzSt3/lnnQrLxKnrXSeVG/U/gnj3XP/Flc/3j9rWuEXvmV5VDEKPJ8Nke8n4nkX3goNYy+Nt5QVK1+Wn+b9SZPHByZgvTTwZSXTI00ct/4SPFI6/bQlrs2ii8rSPSUpm+DekebFO8bzTkjO92DJh5XvezToe5x2iyIk6xH0iYaTQUW2x+j3xuXZ+r/XdoylIdyjMvfPznjviOedWhdzO6WbDzvxQTxvhjD5wr37QOss9bxHmlDR7y79Fb531cnFhNMzbsXztvLP6/5wy5snT7+FMXx7NBDPu4fO1fMs+bDyff8t492en3vpux1ZXD2OGu9Kv7RHsdrZNgKTkI9xOmF0cbUvFM879Xyj/tmLD41/DjwVFiuq/3UKcJUD2CS+xUPeeSvCQGUrget1nKLyxJ0HfZO95Z1KDAkq2ldf1WMDaRiTkay/K6tEz0gUmFZYUn5rcvXieVNfrPwz+jvaZk+GRmko5Vbhq9R38bmjcgyyz14Rz1vD7EJplnxY+au6qszPvfTjaU92blJGqdpFX+iq2NeKZm/udvV/pNj4q9EV+rEyni4WSTiJcFEx7y4Uayued2pZaytlNh5241N+Ami04pJV+6dUONB40wUDivqSVwzERFZ+nvmcq3ATknTmxzvfpvzqnJJnmnwZDyd5/W/kQngr7q38qsIkCVsmzwDrq/EVNDXlyEOylvLsrHteIWtjIfq5nr9SfgS77VfRbrvge+VY+Fv5q9ESMnEofaJdKBP/WbNIUso0+9AoO268Lf3fbNlnaDIr8LOMt+fVzxn3LOJ5Jw60tlJm4+EIfBDPW35Hb4B9QjIJ1zPjeRP9fOzSifd9Qt9XNbll8ow0MBSPuUXIT/pycemP0aPE8UWliyVMp0vseKtQLrTzupX5VjxhU35arCN9DAFLPqx810r72NycpCyz8AAAIABJREFUnzvpF53UjMkQ/YJK8VLIL+U0js25zCcCztDe/VG6q+pPYYvFRCqsPdD8e3I879jsRv2zCx+31i/1Ad1+p5NqiRHXM5Fl7W/eebvc3gf5cHU/HVf7iwW8YWo0HulQRCW6sOFisCaNWNJfH89UXngL3160np2SVvZPiypFP+VIGDHF7+GX9T/dMVDqSjiKS/VFvO9UbtIH2nlE3tPf1meDjX3o4tuiSYonyXX8OQqXd8TzbkF3tXRLPqz8ZjxvAmJgfu6iH8Dm80gaUpt+b8SE/vlm8bw5btv0zz58EM+7J3vIAwITISBvG0/EGlgBAkDg4giInffFewP2gcDJCCCe98kDgOaBwJsgAOP9JgONbgIBIAAEgMD3QQDG+/uMJXoCBIAAEJgPgeJOiXLv5ePkn/vOzl9jRGG8G8AgGQgAASAABIDArAjAeM86MuALCAABIAAEgEADARjvBjBIBgJAAAgAASAwKwIw3rOODPgCAkAACAABINBAYC7jvTKeaaNP5yVXFx/qixjkRKEZz9mK1z1A/7zO2y2/Ip5uH98ej9wpCwWVeU7Amy5/B4xvivZ3wXjvvdE5Kq+Lv/NY3JufFhf9eN675d+Qj930re69ND/MxzAPvYOV6EBpKyPeo5l30EJRL5P3sK0Ej6230v7NZbwDFKPu4Y5F7gBqNLm4yzlJUrrlE/Gmfb+jM846pCC51+zSl+3N+i5xOIpPSVfgO9QMYYx43kNQXa6QJR9WvtFhc/7G+rKdmG79HZ3/W+lb7b8837ssjs1W7kljxuDfwn2tc1/MY28MEnlBsVH7J4x3z/0b4nmb42ZMrsrJv1VexAOG8e6PwFp8NWo0cdz6SyhASqcVe1ybRVeLpXtKtrJHPG8N3lPTLPmw8j3zbd/msnNND3tCtsp6HfqGvkh0uvRTKeXh2fpfaZInBV/faWf8qRjvI+J5hzbTXOc8dJ934oN43gxdGux3iudNkzf54K7jhTNk5n7crFz63VKV76rjb8Tz7iN87VxLPqx83/uOcXUF2vG8E3pd+e/QH53/XfqJi+qh2tk2ApNcPp439ZywHIzyFYHaiw/JVw4s5aK3+Eic4vR+/c67saqrBLonGBTVBvG841h7AYlbNS02ehCgXIE9hSAH5c6O5dNjY8xEqfleezK0g9tKVnv4au0QX2K82CvieWuYXSjNkg8rf1VXe/P3KPlvzf8t9Bu0Kkx6tLv630BPoyvmb2U8nQrMR9+P22A8b8dnfR+py+FufMpThF5bJxhvumCAeN7loJQDRket3BiYxlcIb0mb3kr6df6kKdpEPYDV1fiKNuNReIo4RKccbMCqYzbeD22seH4ICcjIDSy+No6vaFd0821fLfmw8lcDp8kEETlsfBrysYX+Ecapq/8N9DSeBX6W8fYLDY+Je1biebsLi1uiMR6Bz+BOf73xXpalAqdxbKLuBh3Q/XiuNDl43bXxTGlAeLxsQxxenk34cf5cSFSurY14u1Q/H6vU8bpN+i/v8cYGtYm6kVRRzcC3KFu9+ElfnmAhnncF05UTLPmw8l3f28fa1vxN0HXlv0+/q19iA136sVD9l/gvLmAfrP/rFnkKzb9nxvP236v5DfNqMc7ZUZ534RMW73vsn2RpxYU18VOa8O21tE2I5/24lxiUxoA2WzvieS/iwsT9Ucb7lqM72bu6s131TdruUBffVnVaeKa7BFGBcXlHPO8WdFdLt+TDyt8Tz3tM/qPcace6/fk/Rr83YoL+d4rnXczx7F+d268eMj5vHz6I520jjBJAYAoEmreNp+AOTAABIHBlBMTO+8pdAe9A4HwEEM/7/DEAB0DgHRCA8X6HUUYfgQAQAAJA4FshAOP9rYYTnQECQAAITIZA43tz/lWH9n3/hX2Ynb8GFDDeDWCQDASAABAAAkBgVgRgvGcdGfAFBIAAEAACQKCBAIx3AxgkAwEgAASAABCYFQEY71lHBnwBASAABIAAEGggMJfxXhnPtNGn85Kriw/1RQxyArE1njf/GVK87ME99pzX8bGWXxFvuI9vj8/oHCM4cDjYeUxsucvfgPxEOq2/iOfdQsand/F3vrJ787NPm5xw9PEnL2LRQciGeNKGfFxdP5Tohvl4aDxva3xKDl7+ttL+zWW8A1qjvl1fDq7VIE2unsse6bZQxJv2/W7H8ybH+zmXvLWRO1bpw81icoJ8icNRLEm6At+hZmgMEc97CKrLFbLkw8o3OmzPX+b+eEs8aUO/fBv9kHD2Lovja+WeNGYM/rXGZ5DM04uN6nVhvHvu3xDP2xw1Y3JVEXqs8oZxlpPV5G+WAlJJHsTXWny1ZmniuPWX4JHS6bQjrs2iK8py8cR2VojnrcF7apolH1a+Z77te1x2zvKwl2StqNihb+iLgoyLVVEu9mV+/f5s/V+3WKQ4X+rsZOLJ8byt8Sl4cy878UE8bwYpDfY7xfNmXTcjkvGysz0Lw3gUe6ryXXX8jXjeR43FjHQs+bDyfZ86xtUVGIjnTeXIEKtRpjr0qU7ywf+xfBSBPATiKw091a52to3AJNeO5z04PgLOI/Ah+cqBp0gG6NNAjKWQG1y/824MdiXQPcVLUXnSN50P92037lTWhK9UmZeCm4R47eoyg/T0J4FphSXlt4xLLx6wiGP79H4c3UBPhna0tQpfrR3iKwvs4idbLljtlHg/tLHk+S6qkJioWp3c3EDIUF6YPTu6QlGw7Hd9tOTDyl+FW2/+Oj15gN6icWbyyvmrZJVnas8NWhUmQqYLUl39X5SsXzS6Yn5UiwuhB4fjeVPrvfGpuWvOxXF8yk8AWhMxTbV/MZP9zcfmuwcvrCI+8zfYUoA88zmXcSEedebHOy/Infha8kxHrcVca2CeGBbCm9Ipupj4/p3zLvCkTdQD2F6Nr2gzHoXHy4DuLxuwUp5FXGZtrEQ/1/NXyo9gt/0q2m0XfK8cC38rfzVaiky4C3Nb4kmrjbfkY4N+aOiiVcbpAvG8CxiV8Sny+csR+KgnLbwR/6zbv7pcNt4rjk3K73yBqAMC8by78XaNeMG0sszHKnU87zR8DUFK+bM/PMu4GPj2YfGKsFxclkqQT6qvT3+EyedCsTNwF5LK+PV0VMrjCZNiZGsDd2zZlZ9+B5BrIWDgb42PJ98+1u7PX/+9lI9/tRh0DfTpD8nHRv1QyC/x0jg25zKfIB/Q/6ms+kDz75nxvP1ngSH9qvI3/llBxQfxvMmg5XjZH7ebOzYqFW4D+ZckiwsNSrxtWnnHnV01yOEoJ+U3Vuj6pH9JB3c1ou5sW58NNrbUxbdFkxRP+gwTj7b5T8cQz7sF3dXSLfmw8jfH8y5kLF7KEidxDswod9qxuq1fiMR2/SDof6d43g4Y0b+Gfm3LtKi/Eh/E824jixwgMBUC62+zTsU+mAECQGBiBIpj84n5BGtA4BIIcEcZN+Xk5RKdAJNAAAhMjwCM9/RDBAaBABAAAkAACJQIwHiXeOANCAABIAAEjkSg8b0/3u35+NC+7x/JgEFrdv4a7MN4N4BBMhAAAhMg8J//MQETYAEIzIcAjPd8YwKOgAAQiAiQ8f7lX1iWv/vbmIK/QAAILMsC4w0xAAJAYG4Efv93l+XHf7Asv/lry/Jv/zo3r+AOCLwIARjvFwGNZoAAENiIAO2+f+LHvAGnv3/4+8vy3/+1kRiqAYHvgcBcxntlPNPphqC6+FBfxCAnEFvjeVN/uZMa8ms8j4MaezQQz5scaHTGf0B+LJT78aSt2hPm/+hH/sj813/FG2/agdN/P/uTy/J//vdqhrv4OwcnnfExW7PiRZMXseigZUM878Wub/XP7MI0BYKzmkPjecfOBdrcvWHMOvPvSvs3l/EOwHE3lGdiubptUr49gZBuQUW8ad/vHLG7cvJBg0v+caPF/vpcPnPx1eyeVkHicBQjkq7Ad6gZGkPE8x6C6tBC//D3y/JXf7ksf/QHy/I7v7Usv/pLebcdDbb29xd/fvx7uCUfVr7RYWv+Fu5Tnfvc0j2uQd65z03uPbX6O/m32n99vndZHNut3LfGjFV/yeXxbXmQe+Oerl5F89jCo/ZPGO+e+zfE8zaHyDDelZN/q7yI502DWspbKdwmf7MUkErmIL7W4qs1mzAWPFI6/bQl4h9dvZYubtnOCPG8a3j/5Z+9oSUDTd+xyUDTDlozymvTBr6HW/Jh5fsOtX2Pyw5Xi29RIMlakT5OX9Yf479oTLw8W/+L5uSr86XOTiaeEM+bMHJz2NC9kjX/vhMfxPNmsNJgv1M872LnTUd0ZFDqo3mG0JyPwjAexaSqvFb5TveBSPzBxtdyF1GApLJcRD/8ij4ciyiBSUz+SKEkH+tGvOYB0IjfcnExUGlvEfo+TTfD/+xP/S6aDPT//B/HGGjLoBvfwy38rXwPjWVcSYa8Aeru7GishXyN0Q8DpNQf4789wNXOthGY5KrxvN18iKvvDcZ7Lz40PunkhIaB8EU877ZAnpojBGTV5ApBSqTyJQGMzg3I/aaLxHNqJzc0LozeBgpqlVX4ahSIrzi5w/0C9loHfOD9CMq0IMvzA71H/ORBBbU6nICQH57VfXZ0haLoVtiY+U//6A007Xrp51yWcZX5P/zBsvD/ZP7Wd9rN0y5f/LPkw8oX5PqvjfnrKlF0sz0hfRv1d/HfkLWKppDpAgTHV9w5f7i7PXz+FGXli0ZXzI/KeIogLFY873haFvUn/ZX6VbKV3nfjM35KOrrozsfmRzDXjefqmee6KwEjHnTmxzsvyJ34WvK8Ol6wEN66IyX9On/SFG2iHsDqanxFm9rk/mDah+SSvdJ3pDz5tbHi+SEkYFG/MecyWxvHV7Sb6T3h6ed+Sjfa3CjT81ZDvLYefS9v/JzMkg8rfzV6iky4C2U7Lpr26u/ivyGL48Y77CI/s4av5ksPQE1mBX6W8fa8+jnjnh+d79qN/jZZbJRfhY960lK3qNu/ulw23ojnXaOzMoWEqxtv14gnTPXzsYoez5tNDXfz/IELa3mUDHxzQe3JT/qML5VBPG8NqW5avB1OR+f0bZv+o535kd+3NYPeMdqJX0s+rHxHqH1s3p+//nvp9njeA/WH+E9oVA+VcWwcm6u7VWdo7+kyLcW7p5v1xWK1apEn0Px7bjxv3po79RpnzlXdhU9YvHPs6Nc3GkabjLeMN+pu3aYeh+v1/Jscu8BDxajReCRBR7r+m2yMj+xKLA8Rj/uRVmo6/fKb7pvH86YbkgH/WyHoaZCmflB3tqu+Sdvdo51JksHijLpTlxRPkusor1weEc+7g976LNoZk3GPt8vpd9tk3Ok/zTD30kaMNuPQkg8r/7R43oWM5qNpaX9s/hkY1WPvQhafD3r7tv6vGiwTgjHz85c2MqFN9+sPajPcEo9zVepAh1Gcv7TIis9lM1wPcWNaltLe9uEj7euHu/Uetws6vqX9K3kqdt5lFt6AABDYg4B123gP7W9fl76nk4Gn33LT7l1+U19ptL89Xujg2yEA4/12Q44OPxOBeNPYXYZBPO9joKYb7D/9Q78rh9E+BlNQuTwCMN6XH0J0AAh8cwTIuxqM9jcfZHRvLQIw3msRQ3kgAARehwDtuhu3x1/HBFrahUDje328m9L7rrur3dHKs/PX6AeMdwMYJAMBIAAEgAAQmBUBGO9ZRwZ8AQEgsCy088Y/IAAEKgRgvCtIkAAEgMA0CJDxJveq9LMy/AMCQCAhAOOdoMADEAACUyJAQUzot95rIohN2REwBQSOQ2Au470ynulxMBxEqbr4UAcNIScK7XjekY/wg33hgeEV8bAjB8/4+wr+x/DVeiecJBzsPCa22OVvQH4indbfbxfPmzpKu28KOhKdtZAzF/od+IZ/Xfydo6mR+dlq2IrnbeW36Mb0fn3+M8V4GWydE5LYzgx/s4MW4sY7VtGdrgxze8D8Gm5rS8GV9m8u4x06POoebgs+T61DwiEMbtGe9N+rxpseiDcr6RSNXODlWfxLuiq+Bj40hojnbYD0wuz//i/vrIV+LhaNd/w7EAa04NSSDyu/IFa/eL2V/RVLJz1Wfk2xTLHqU2CO3Lr3eHld40199y6LIwqVe9KYMfrX0s+jdJ5cbtT+CePdc/8WVz8+Ekta4XOBCf5sk3u7yvG2dG9K/m/r1VST+cJ93sdCLlijc7kn4zlG3hCOyom9Up7KOPuv5CUmpJJJGRd5eBL/I/haCJHsOfwFj5ROch3XZtHFYqkcva9iJ/80L4Kr1ljG5K835hbjWv7R9LQ2jkiL7lJjGFEy1NKjWjTY2t/f+19DF9ss/K1839W2b3MJhTTeY/nH0ZfGXLZfvz9b/9ctFimFfg/uUdkJmDPe3MYw96jx1CHONaIb5+hHpLF7PuzEB/G82XDTYH+jeN5u0RKtQ0/QhGFhiFzj8Un8q8o3TtwhZBDPewimLYWiu1NydRp9mR8Z59uI5U0sW/Jh5ftuW8bViudt59+d7+5yF50ht+qHkj39kYkVT9XO1hlTsUFyR7s3d8L4RTunr88UjIR8d7u0QJWMZ1RnRUPqy/rAJC4edtw8NvpbjCmViX7R6S8z/ipLInEvPsRLDjzlsdP8rzc3r4KfvPMe6TxV7ileimoTAtHT7oO+7ebBK49ABB/Fq8q8BD4NQkvIC5LnvAhMC0EijiifGZe0Ukx9a8Sb7Y3BOT1d1+qT+LfwNZkkvrLAOmXPXhHP2wKQBxuh3fCzI4lpu3Byo/onf7wsFN1M/LPkw8oX5PqvvXjeVNPK71M365MO5bJrkWtF2aow6c3drv43ONDoCv1YGU+nQnM/rXjeFQdCP1f5PKFRdhyfnfaP8xKeDzTedMGAor7kg+xSgDzzOVfhJiSpxlt8/2jXnimnHLBqJdoQCNeDXp4m6DN12+LlSfyvwlfhUVs8IZ63AhTtomkH/du/4Q00v0ymGVQt7dnxvn/2J6tLbZZ8WPkKEv0kmsNscV4VtvKrCiKhWd+fIPHv36Jm/drQN6uMU1f/100WKZpOEP2zjLfn1etc99yL5+0aL/VzwY98OQIfxPNeJZJyCJ76TsK1J553wVxDWFwZTdCLypO/PIv/XfGMtcVlqQT5opLiFdMRHP/GVigX2lndynza3fB4zqRg+O7IlJ+ZhvXnfqq+QEZG+tlGWVsIyDT6Zq7dRjfwt8bHw98+Nqfxy8eidL/nY+GLPyt/L/0kHj3dkQrVD4X8Unbj2JzLfKLiDO3c8bz3zq9d+IRv8Bw7xPO+f050aU1caFAu1NFPVfyFPqHY0yxgFy2EcVB3hr2VPaM5w+Mr+B/Bt8KCFE/6VBEvUPKfjoU0fqFGuZDmb8eGWMchn09WarfPny0/Fe9VQuQ79qMq8LyE+F37L/7c78zjt206Po9RwaShPfKdLrnR0X3nXx9/a3yIcMRX+VwXjsLT/Ja6ycp3fO+gH/pdnnh2wKiyhPzRry5SmchXjuVN/eSLT2o39/2x0IU9F4N75LiV2uHz64MWQqHNw+J5i/4p+jl1V30Q9Vfig3jeKqhIBALzIWDdNp6P4xdwFG+W/81fewNPx+/0ky8y8Lef0XfzloGHB7YXDByamA2B/M17Ns7ADxC4IALxJyu0A5nup4xXwZMum9EOmv6LPx/TfjpG37Vpl49/QOANEYDxfsNBR5eBwKUQIGNOhjruwOkInoy6cqP8Uv0Cs0BgBwIw3jvAQ1UgAARegAAZajLcdKudjtnJ6xr+XQeB4k5J+c3cfyNX7g+8snez89fAAsa7AQySgQAQmACBuOum4CQIDzrBgICFWRCA8Z5lJMAHEAACNQL/8s/LQpfc8A8IAIECARjvAg68AAEgAASAABCYHwEY7/nHCBwCASAABIAAECgQmMt4r4xnWvRkhpfq4kN9EYOcRGyN500/8k/R3C74UyTE8/ZOQJrjPyA/lphfWT6svh2Rb80/K7/PgzU/rXyD+tenn//Scx+rRl77sqOUmRxYMSaHHrODFiruHTwd43jIeUeMMTgGXZYOsby30Er7N5fxDp3nbij34vHS+qR8ucsh2bh0C6rGmya3muQjvqblcWE+jx7kjnXUfZFk5sR3icNRrEi6Kr5GYzSGiOdtgHTRbEs+rHyj29b8tPIN8jlb8hlzSPmTMYoqgYx9Vhex1IX+lr7HK/ekG3pCi7P7g0dC20DkyVVG7Z8w3j33b3H14916phV+DMlGHeKxVsm9HeJ5F8PsHeezJMXYJ3/XSh6r6R4v68GrpXxkB1e+j+BrkaSJ49ZfgkdKpx1NXJtFV6/l4omUTeke1TlrCQssk7+BMbf4L/KPplcQv96Lhb+V73vc9m0uEbHmp54/QF/IZmw3yW5MWB3M6dn6PzGmP2juUZn757ipKeZYWKhE50h8PsY5Sgsa949828cJrHNgpO7EB/G8Gb402G8Xz9sHvHBGYZcgMhxf/dhQPnvZUJVvnLhDxH0gEq8Pvpa7OFKrlKPoh1cuQZsogUlM/sjYJh/r6+MNyy4Sv1yZyfx3e7fwt/I9XpZxteannd+P5+3OkPVxLXbedERPC876011r3KudrTOm3yieN83XOwtbjXjeTBRoZRN3HvRNFvG8i2N0SzmklSJT4E3lG4IcNPPZsEz3KIzeUfxZ+JrtuMmdzxmJHl8fdY03GV65UBD9XM3f1p2z44VHuDJ7/hYFLPyt/FUgWfPTyu81JuSKFyUZzd+8SR8PGu+GrFWYdNp2Udma+p9zqTxrdMWcqhYXK+N5R2yyzvxaHg+xOFFYc0m78Sk/AbSaofTRRXc+Nj+CuW48Vy3kot4FnfnxzutUz0gteSbjzI0BCXvzG3kvL3aFykiDEfNm/qtN1AP4XYWv0p62eOIhHUkui/Hj/dDGgueHSzdFfXOMS/lRWNaTRLt6ofdLteTDyl+NmCYTnIiVz8vy5+HxXSE/DVkcN950wYzu6sQP7t4IFfLO+yCftT4JfCzj7Xn1fXbPIp63M95CX1b9k3zF9yPwESd5kbT8q9s/WWpZsvFeFn9RKmN/eDxXmhx51bMsa+OZEtA8XnbdnXNTSLg4f+7YikuvFU+Ys68IC9HvxQvm1ad+1ibqEQyvwbdqz096Lv4uhB/bufBJ9fbxvCv8LpBgyYeV77rYPja35qeV7xFs008Id+ZPll+KJ07GNNUyH4i/4v5r49ic6/BE1BnaueN5+/lMG6iAkta/1KH6YRc+YfHOsVtr/yRHhfGW8UbdrdtU44h4ruUH/w93qzqKm06//GbjBTIeC1F92rlGConV0x7K/mlRpei2Y+SfDyRnme8AizLhqC3Vn6rvvAf6M+9X7EO6TKJXWZ06gm9FlBRP+lQRFRiXx5DmJnv7Qtrbx/OugJ0vwZIPK//MeN7m/KFfqAQ5vq38nutHSuivlfGq3c42tn+fMZ63iBm+GqN9+Ej7ut7+lfNJGO8yE29AAAhsR0C/TbydHmoCASAABCICMN4RCfwFAgcgEH+yQicL2snLAU2ABBAAAkCg/OYNPIAAEAACQAAIAIH5EcDOe/4xAodAAAgAgesiUNwpQTzvowYSxvsoJEEHCACB4xD47/86jhYoAYFviACM9zccVHQJCFwegR/9aFl++zeW5a/+8vJdQQeAwDMQgPF+BqqgCQSAwH4E/u1fl+Wnf7gsv/jzy/J3f7ufHigAgW+EAIz3NxpMdAUIfDsEaOf94z/w//3qLy3LP/3jt+siOgQEtiAwl/FeGc90S4efWqe6mFH7FSYnEM14zom54CCEe2ejvAH6icSED4jnjXjeq8SSvnvTjpuMdjTg9Pc3f21ZaFe+4Z81/6z8fpOj8bob87tP3HmkdNEcO/G8icS08aqN/pXZAaPgztQ7qIkOlMqSo2/8Z5zRSVThBGuU0LPKrbR/cxnvAAp3Q/ksnJ5Cl4yrNLi8IenWUI03TVGH9HjeXV/ovJ3ZnyUOR/Er6ar4Go3RGCKetwHSgdnRQP/Fny/LH/2BN8zSWHPDzZ9/738ty3/+xzgzlnxY+UZLXm9lf6S6k57O/Dbop2zJZ8rwi8PZ41Uzdo3H0jd75Z7UqC2zH8zVMeXNamdG+RLGu+f+DfG8pTBU74bxrpzgK+WpjLP/Sh6Md4V4kTCCb1FBeaGJ4/AXCpLSabUe12bRVWW5cidl03afavKnjbnC43DS0fSGGxYF9xhobqy155/4sWX5w99floHb6Rb+Vr7v1YDv8dB9zXhTG8357eoN0BeymdAm3+xRQFPimodn63+DF+5++INwUoz3J4tcydybxl01n49xjrZcMEtjbnBH5n553FnUtsJ97IB9RDxvBjEN9jvF8yZlnHxw74/3zJB87WNL+ezkQlW+IopQvwnaFd2Dr3zE8+5jJXKfaaA1oy3T6GLbn/zxstAt9cY/Sz6sfE/WMq7teN1uRxWNa3NhZdHvx/M+M141GbcvFmiCjGfsbmNIWDIZ6vsSY4YQLRoPbnidgabIXLENZ+zDp8kGntWYxhYb5WO29rfa+bv2RUhRd/QdYm4Qn1+fiV/iJQVFoQaoPkVii/0Jja7feTc6U3W+p3hp5Rd3Hojn7b9RM+mtsCTMmXFJK0VmoPlKshKoxphV5WZL6MnQDl4tfE3SxJcYL/bqjtn4+8L7IcbStcXznc4VE1Wrw5ncOr6OrlAUnO7eZ7o0tvaImxvbH/5gWfh/PG/v88/+ZPNSmyUfVv4q2JR43avnd6tBIVexWDwdyjrjlfGq3Tl0R/9HLht/tT6J+VEZT9dkOMlwUTH9wjsZ+aVegMfWCatiLseM1t/GXKxkRuuHo1meIrSaofQTjHdYReSlk1B2nnmxyFD7oDM/3nmV6CmJJc/VSrQhEI7VXl7qS0k/Jc/+0BTwfYyvwldpSlOuiOetAEVJP/dT5SWyaHS5UabnmP6Kv7/8C8vyD3/fYNgfaxYKW8yxvfJTNUz02eK8yBdtF3nWS2P+OOMt2quMS4t2g58ey/CKAAAXFklEQVSqfqNtH21t7njeuev+hC3fTsg5zacj8EE871WQN8fiGRm0Mnx2PO8u/Wd06hk0mwpgZ2ND8ZhbbWiLy3KS80Ul4nkrONLNcPrvz/7U78x/57f8TXH6nfYzjTfttv/f/1UYEkmWfFj5jlz7WJvmfz4WpWPfj4Uv/gpuGsaAjovv7uSt/qVKqt+cP/7IPvGgHesmIvVDtbPV6rfapv7QJ6ewO6P5QaewxWKpbpKl0Pxbd2zub9UznOiC6v2+uJMH4tONB2siPjaxjwX0v7vwQTzvN4/nLS9M3MX3Fl3mpklVd7Zip7CXWTses9ICTeb0qSIebYefqrj0kOaUWftCGuJ5K9jKpCMNPF1Wo+P7zndu2bwlH1b+rnjegRk+D/IRd+Q0yh0zSkq9+FMn/k3YFZMyOnLUGZuW+qW4kBX5Kn2Tc+Psdv5hHtG3d7qw96F8003NyQfOe7ywRvTcrz+o3fArnDhXC2Pvj+1vqT1aBMW5XDZEfHK+y9zeW+/Cmo2PvPCGeN49rJEHBE5EQLttfCI712laGng6Dpc7d3KduuZnYtfpPTgFAkMIiJ+KDdVBISAABBoIxJ+sIJ53A6C1ybSrpmPxaLyN79pryaM8ELgqAjDeVx058A0E3gEB+n5Ohnv0u/Y7YII+AoFlWWC8IQZAAAjMiQDtum8/s/q79pydeWOuijsl5Tdz/+2+/r7/UrRm568BBox3AxgkAwEgcDIC//LP+K598hCg+XkRgPGed2zAGRAAAkAACAABFQEYbxUWJAIBIAAEgAAQmBcBGO95xwacAQEgAASAABBQEZjLeK+MZ6r26MzE6uJDfRFjLF5w+MG/8CTAf4YUnTTUTh7OBKDfNuJ5+5CNzXjuA/LTR3hZXLxn5ihjlY8Oi/g3yLfmn5Xfh+C58bxdsI7HPTkUIkco5fiOtt/vxRy5QQcGJ07esY3udGWc39LJF49jME7jiSVX2r+5jHfAhbuhfCJUx5Mm5SsMbtGIdC2oxpsmF4d6PG8Zwu6yOEkcCpB2vEi6Kr4GfRpDxPM2QLpotiUfVr7RbT8fs/tm3UlPe34b5EPAijb9sfatVmbKL2M3VO5JV7JK+NxZCC/3nuFcSe15xf04lssyrTVhvHvu3wbilfJYq+Te7iGRKVc+5PbuToZK8NlkvnCf97HUK0+tiy9MM4x35eRfKU9lnP1X8mRPpDGX+dO+SyV5EKMj+FpNpQkteKR0Ou2Ia7Po4rI8+SBl03afavI3MOYW/0X+0fQK4td7sfC38n2PB3yPB2g0401t9Of3Pvp8VLT2eX79/Gz9X7dYpBT6nXBSjDe3Mcw9ajyV5PMxztHoQjbN7dBo084UTPGXnfjEMKfJvetK+8dZkb/zrlY2DkxxNNOJV0rHOtExPbVD4EVl599pQJilJvqK/9kWqI97jLUcekH13ymeNx+8KytmYRh5t/Y8q8p3le90H4jES2gdTlBO/iIkqAtJyKIqUUjI24cPkhA6ZfJHYxonNv1lymkLLq15tIXWd6hj4W/lewws4+rH3XvYKzcvbjyiQmzO3+30I3/JkMW2Bgfv2fq/z8b6wCQuHjbNESLcwLMcU2rjttBnKwqiQraDWaM+e3F+8wor7SPxssf+SQbzznuo851A8AHAtPNAPO9KoEpBCgLHjEtaKTIFzleSfPAqQ8IzZ3+e1XgTX0zh+cmWwaww5/2g+cPG0tXi+d8pnneG5FJP9vwTp4DamI72+JnxvIkHhX7BmpVfFB41fnv0v2xQvIu54nIF/tXiwrEdTjJG4nlT1Di2nqL7DfLUV3CVX3fbx/IUIROun0YX3Qca77CLZjvrUtl55vnCpWbbp+jMj3e+Rff16SXP8iSitVp0fDaEJSC0XPbInDqgTdQDBmcVvkp72uKJh3Qs5Vn0QygaR170cz1/pfwoLOtJol290PulWvhb+asR02QiEunO71jI+NujT1WtfE6+wU+14GnKlqX/eWPKs0ZX8G8Zb8+rnzPu+VHeQRrvi8LfEfggnjdbOikYn5lEwtWNtz0ULzj0oCEsLreXdyYAo21rE3W0bq/cGnwrOn7Sl4tLf4weJY4vKhHPuwJw/gRLPqx818P2sTbN/3wsenw8b4u+lW8NENUvdqKNY2H1NNAZ2rnjefvFd57h7r3ocB+hXfi4tX75GY1+faPFPOd6psdR3nkHwXzc/cUc983m8Hiu5Qf/9fFM5YW3mzvmzMPR6+or8sr+aRfq6KjG+pkX3wFqE8UL4Sv6c2wbvF8Rg3iZ5KiWRvCt2iLFkz5VRAUWfqri0kNamGyOd/rWFsYyj5GfjDw/5/lW+/zZ8lPxXiVEvmM/qgJvndDH3/+UL8qmHDsPXMS3/hloPMpO9e+f6jdVPg/qNnbQD0flVvttARDyd7j+b7fscvj8eko8b9E/foZusOazRf2V+CCe9xDIKAQEzkdg/W3f83kGB0AACFwDAbHzvgbT4BIIzIpAvOlLux/t5GVWvsEXEAAC10IAxvta4wVugQAQAAJAAAggnjdkAAgAASAABJ6IQHGnBPG8j0IaO++jkAQdIAAEgAAQAAIvQgDG+0VAoxkgAASAABAAAkchAON9FJKgAwSAABAAAkDgRQjAeL8IaDQDBIAAEAACQOAoBOYy3ivjmR4FwmF0qosZtSMHchLRjOecGAmOGhQnAuTib7sThtTAKQ+I5+2dgDTHf0B+rIFDPO8+Qtb8s/IN6oPx1Nvzu0/fkB/nxeu6+qHse8Do0Hje5Jl5YnxW2r+5jHcYvVH3cOVgT/BGylcxuIkz6RZUjTdNLjn1eN7kE5w8kqXIbV+fy2f03ZkaucCDxOEoliVdFV+jMRpDxPM2QLpotiUfVr7Rba+38oTUnfR05rdBv4oJIOX7u+iHhIN3WRxfK/ekMWP070XwGbV/wnj33L8hnrcpI4bxrhzjK+WpjLP/Sl7tFrUUbpO/WQpIJXkQXyP4Wk0ljAWPlE4nHnFtFl1clu4ta/eozllL8J9s8qeMucVvN/9oet3G5s+08LfyfQ/bvs0lAprxpjZa89uib/GXZDcxslY/PFv/J8b0B809KovUFzc1KXIlC5kbnSPx+RjnaHTBfDo+iOfNxp0G+53ieRcrx6+FlMPHR300zxCa81EYxqOYVJUbm/x2Oz4QifeVj3jeNl7XKmHJh5Xve2sZb5Ih/1tmeQpHxiOlNRdWbfomfzv1Q7WzdcZUxLymNj5CTAmaKF+f+SRw+WLPfrMXF7u2pNBC477koJQhjgWbvw5XcfLo6hDxBp4FZifjQ7zkwDUeu/tHHYPAyclAwJS88x7pPIHUU7wUlScIrttx3PJOZVnGV4Eq88RfCh7Bf+g/sfESmBaCFAWOCWdaKbJ+8pWkr8K/2RDeE/efGNb+9WRIKz+YZuFrkiG+mLbxky3XqlbuvB801mwsXS2eH75HFnNSq5ObayokXkR9dnSFolALvleiJR9W/iq0lHjaI/O718YIfySj+U7MCv0gdFXko2pTyHQs5/529X9Rsn7R6Ir5US0unM0OJxkj8bxD+XPw2Wn/asSYh7Xdg0cXDOhbbY7xVSo7z3zOVbgJSarxXmH825RfnVMOGE1eZhv6yrkxHmUPSvpl3sRv2kQ9gN1V+CrtacoV8bwVoC6aZMmHlb+628L4FPWH5ndRY1nP3wr90OBn3Hhb+r/sS/Wm6QSBn2W8Pa++z+5ZxPOu2lxjU47AB/G884WQejDOTSHhenY877z48cdKj3nhaA+GNlHbpcdzhuIxt8j5SZ/xpXL+GD1CzBeViOfdwnHidEs+rHzXtfaxNs3/fCx6fDxvOhq+s6MbMlDFZsBJbMR/vX6ojGPj2FyeBnpY6ORp7njexGee3y/GB/G8PeDx2IPigdMxZx6QKLhn/RUXPu7ie5E7ttkRz/szfzqgicIOOc7q8Kp21Z2tPGpeRbEubMVrrmu4QWGfZOI3qPBTFcTzViG7aqIlH1a++/znZEL5XDUYT5vPg9oQRrlT6Fv6Y7d+EPprZbxqeWTv7+TE+TQgMdqFNcLa/fqDPpWGX+HEz4pSB9LuOH1DpkWWaPtkfBDPe0AGUAQIzICAdtt4Br7AAxAAAtdHIF9Yu35f0AMgcDoC8aaxu7CpnLycziAYAAJA4FsgAOP9LYYRnQACQAAIAIF3QgDG+51GG30FAkAACLwaAfctmv+8Vz7r3/dfxubs/DWAgPFuAINkIAAEgAAQAAKzIgDjPevIgC8gAASAABAAAg0EYLwbwCAZCAABIAAEgMCsCMB4zzoy4AsIAAEgAASAQAOBuYy3c3rvLzPUzgsaPZgpubr4UF/E6MYLNuq/Ih72M+F8Bf9dfLudi84xwmWag53HxKa7/BnjH2n0/iKedw+dfjzs/fJJXvriZaxb4Q3Nc1U6meJ+9Ptcx1yLvpUf6Uz69+r6fy+sK/s/l/EOneduKPfi8dL6pHylv0LOgHQLKuPxWvUjLUknpl/l77P4l3QlviP40BggnvcIUtcrMyofstxgTwv3qORtzblLzZVJr3H3pu49+t7NxZpPFn0rv0l4sozL6v+DcBztvzDePfd4iOdtjo1hfCsn/7K8fG81uFG5tMi9PP1J/Jv4DnQ0KVTBI6WT45W4NosuLssTIrbzIdeND+8KN5Yx+Rsd/4F+uCJH0xttd9JyJv6RbzH2Mdn/bfs2L8vRLr/0Pa69R9nIdbfTzzQCp6J9mV+/P1v/1y1qKYRTjQuVbM+v6ByJ14tzlNyrutr3fKqbTqhWRWXciQ/iebPh/mbxvF1M2ui31/n0bfgv7yoXhs+sj0/iX1XOq46/Ec97VpE5gq9h+ejK56BxpYVTFUWKjM9tud0+XBCPu+qBbw99hpLaPstXHmnnzuKeuFjdd9kHd7T7jHjemaGW8Xb8xYAO7mTjIxv5xkK1GvMu/5kH7WkvPsRLDlxDjupDJDYRnKPVf8lT3nmv6Dxf3RQEKepN+uZDApp3KojnTScXcnIoMaA5oI0x6cZU5/Vnfe4qx+1Mr8ZXNkV8xa11iL/NXqudVDEOQVkWJEU/V/PXGv+iEeXF8SIUhVLs3ZKG8Rfjthonpwfr+y4uKhg7Jqf7D4WxHG2oRT/Wt/JjOf63IWsVZj1suvqfN9Z/Vo3XwPx6UFQzF9fbBzP5Wr4WbfHRtF89tnbjQws3fwLQa4by1P4rlQ403mEVEVdGgYms/DzzYpGhsNRifrzzKtFTEkue6Rgn4+EAKoxFzWJZP+X3JlAqNPHDk/hfj2+JUTpm46cfbMBoUrFXWo2VK385OXl+CAlY1G8ohMxVY/xzAf1JtKsXer/UYfnYgZ+7kNiIdLjKEDaGp0efqlj5DbJUUdVF4zxb+r/ZcpWhGq8B4+159XPGPWvxvLeO7RH4yFOMquc+Qe2/UjYbb7dikTtDD0RhcFudd+D247nS5OGrHrrdSTv1QqF1Vh40IDxettKfU5PoWIXz50Li8c7RypQttak/PNusH3vXGoOYP/vfZ/Fv4NuHRZF1xPPuQ3a13FH56Mpn61jbfw/l81su9vx71qbunekDD+dW+nb71nCNHgtzHZ5oDuj/VNZ4aBmvgj95bE406YLqPSyoaQzFhUHXbHds+4wV7VNRZ79E2OcO/b32T3JXGG8Zb9Tduk01xE9pwu6EGx8CPcbavt0fSx3PtfzgT/G4H2mnrtP/+ODHT+VPLb5fPO8SH8IwT/V8YTBi7P7K3V4ar/ke1J3twfzTziPioyoZDRZSPGm3HRewXB5DWlhsetzrC2nahRrJQ5+//vhrrNdpke/Yj7rEO6f08B+Tz4gv10vhFC3JUPy5mNyYyPFlZ+hpUDbSL2S41X5qpPEg+HtpPO/Y78y7n8ccZ7/Z4/OvmF8Ogyj3tAiKz9RdnT63Xw1QWPI+fKR9XW//GCvLsgjjXWbiDQgAge0IIJ73duxQEwhYCLz7/ILxtiQE+UBgBQLxJyu0O5AnJyvIoCgQAAIKAphfGRQY74wFnoAAEAACQAAIXAIBGO9LDBOYBAJAAAhcFIHG93j/TZu+cfPv2if0cXb+GpDAeDeAQTIQAAJAAAgAgVkRgPGedWTAFxAAAkAACACBBgIw3g1gkAwEgAAQAAJAYFYEYLxnHRnwBQSAABAAAkCggcBcxntlPNNGn85Lri4+1BcxnPtC5/9diZxj1v9ykaqiQ5Gr/RRpf7xke2i7+HarCycOBzuPiU13+TPHP1Jp/03RkvBTNRWkLv7RvWhrfqoUc6It36WTKe5HP1PpP3X5P0B++q2fm+ud6HDHK+fyc3jrK+3fXMY7oNFyj3c4WEcTpMnTc9kjXefJeNNGfY9L9sp0WScFEoejxkHSlfiOtENjgHjeI0hdr4wlH1b+aI8lnVCP5m/PfapJXtKV8m3oD5P+BQpULkpX8kzBS7IGXVn5RcVH7Z8w3j33b9k9J7mkSyt8DsYnjypGgiphKleeFGeVQuRJ975N5rl7yhl3Fsbk8Y7zmQTI8vKdFdUeYbxLVEx8y+Lqm1OwJLZCUVI6/bQlrs2iK83CPWMn3jA1ZvK3cvzVDvDEo+lx2hd8tvC38n2XW77HGSBCdmJOkq2QoOu5Nn2Tv93j/Wz9H5Fo/bXtQzTecT56V6nR7tyWx+OeXR3fWNQ2wsZ0X9viK6bvxAfxvCOQwTH8fSzMGqv1vEcpILSwYc7J1cnHj2eN+p5xijnt/f92d/nP6+V+yg3ltpewia/ZAOJ5mxBduIAlH1a+73rbuCZomvJNvrm3x/M2+RvSH4nL6iEaxpTRCLzx8fGceN7UPyvedeTRbR6FfiW96D4lJp3r5zPfQu7Zece2t+Iz0j+irS/qUqvpIe+8aeDjtiJlK7uFpmB65/yI583AE5iak49VdY+ifpFNUXVclLUkqUX21C89GdrB+Gp8ZVvEF5sDfrLlQnLnVOzOaaz4QoyqiX6u5q83/pmt+snxIhRhXertUiz8rfxhwMS4p3oU1YxZEvp+LU8dU1nlYTV/a+SnUbZqs9U34pf6FzYWzj2wEjFS6VZI8lH92vk+xxloakMJu1oZ12AIOeabjfdufMb6R708wXjThR8eJcwzkYHzzI+YGp358c5bAvC6/JJnOmrNeHhh58ai5qusX+U7JT3RyUPFYCOhpwAaVUaS1+NbUo1H4dnzk1cSsdR+433w+EfG5N8n4Subudq7JR9W/nB/G/ivMoRKY+v5M/QHb+MI49TV/7wx7dnzatkHMt4u7Cf/XBvIXcF4W/2jruj2r8Ys77wRz7tGZ2UKCc8z43kT/XysRN+HSuOykt3zijeU226GRuM1qw1pyqM8duOT6uvTf0Pj37wL5aHFGzb4M+VH5RuJwwgY+LudI9sKk7EtFtuuoe3H5n7xl9W3e2ft+X506Bv875WfQn6JmcaxOZf5hL3bSNyXr9A9mh+0C6/xSzWqB9JnnDbd3pc0Eo+kQ4QBHzs2z3es3M39j3sRdrliiiWktmPaGnzcQZzdPyLN9UxsSvtbGG8ZbxTxvDXIemniQoOIx001SWDizo4Lqqdq1A9H5am+cnTU4+7sPLfYkJdG5FHzTib7+DaIk+JJfMXJzX86FtKCMnH4k+IIY5nH0Ssbnp/zfNt9/ozxb7BfJke+Yz/K3Hd/6+NvzU9CL+Jb31q25VuOLztDTwPTpk9F+vxL+o9hw+SbF/VfGs/b9c59Coz6rYx3TV+h6K6Pl2uOdZxjzrh+ijmY10qui19k9ONcF9/MPQa9/+/DR9rXsn9x3HvxzEvehPEuM/EGBIDAdgQu+2uA7V1GTSBwGgLVzvg0Tl7TMIz3a3BGK2+CAB3dxZ3D1ZzovMkQoZvfEAE+7+gnyO/wD8b7HUYZfQQCQAAIAIFvhQCM97caTnQGCAABIDAZAsWdknwyFU+oEM9723j9f4o+8a8qrQyoAAAAAElFTkSuQmCC)
主要都是dbw进程
(当时忘了按c),应该是在写脏数据到磁盘(SGA较大)。
以下开始偏离主题:
查看内存压力的计算方法
这种情况下,内存使用率应该是
(free+buffers+cached) / total * 100 == (122880+131964+1491888) / 3083104 == 56.7%
对于 UEK4 内核
阅读(3044) | 评论(0) | 转发(0) |