Linux文件权限;ACL;Setuid、Setgid、Stick bit特殊权限;sudo提权
相关学习资料
http://blog.sina.com.cn/s/blog_4e2e6d6a0100g47o.html
http://blog.csdn.net/aegoose/article/details/25439649
http://www.linuxeden.com/html/unix/20071031/36892.html
http://keren.blog.51cto.com/720558/144908
http://blog.csdn.net/scutth/article/details/6980758
http://blog.csdn.net/trochiluses/article/details/8810010
http://www.cnblogs.com/lcnewstart/archive/2013/03/06/2945638.html
目录
. Linux文件系统权限
. Linux文件系统的特殊权限
. Linux中sudo的作用
. Linux目录文件权限的安全配置
1. Linux文件系统权限
文件与(或)目录是文件系统的具体表现形式,在Linux系统管理部分,文件与目录管理映射了Linux文件系统管理策略的重要方面
0x1: 文件系统的默认权限(umask)
当我们在系统中新建一个文件或目录时,系统会自动赋予该文件或目录一个初始访问权限(Value),我们称为默认权限,默认权限与文件系统的umask值有关。可以在终端下直接输入umask来查看当前系统的umask值。例如:
umask
linux会在默认文件系统策略的基础上,将默认权限减去umask得到最终的权限
/*
假设默认的情况下,umask是0022
*/
. 新建"文件"的权属是-rw-rw-rw-,权限值是666
则新建文件最终的默认权限是-rw-r--r-- . 新建"目录"的权属是drwxrwxrwx,权限值是777
则新建目录最总的默认权限但是drwxr-xr-x
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0x2: Linux系统权限的表示方法及文件与目录的约定权限
文件和目录的权限
[-dcbps][u:rwx][g:rwx][a:rwx]
. 类型
) d: dir
) -: file
) l: symbolic link
) p: pipe
) c: character device
) b=block device
) s: socket
. u(属主owner)
) r:
) w:
) x:
. g(所在组group)
) r:
) w:
) x:
. o(其他人ohters)
) r:
) w:
) x:
. a(所有人all)
) r:
) w:
) x:
文件系统的权限表示方法有两种
. 直接用r、w、x来代表文件的所有者(u owner)、用户组(g group)、其他用户(o other)、所有用户(a all)对某一文件或目录的读、写、执行(x)权限,称为字符表示法,例如
ll
-rw-rw-rw-
. 用一组(三位)八进制数来间接表示文件或目录的权属,称为数字表示法,例如
chmod test
注:所谓数字表示法是指将读取(r),写入 (w) 和执行(x) 分別以4(读)、(写)、l(执行)来代表,沒有授予的部份就表示值为0,然后再把所授予的权限相加而成
0x:3 文件系统属性的修改
chmod的命令可以用下面的正则来表示
chmod [ugoa]*([-+=]([rwxXst]*|[ugo]))+
example
. chmod /dir/file 设置文件为读写执行(x)
. chmod -x /dir/file 删除文件u(owner)g(group)a(all)的可执行(x)
. chmod ga-w /dir/file 删除文件g(group)a(all)的可写权限(w)
. chmod u=rx /dir/file 重设置文件u(owner)为读(r)和执行(x)
. chmod +x /dir/file 增加文件u(owner)g(group)a(all)为可执行(x)
2. Linux下的身份标识问题
在理解suid、sgid等知识之前,我们必须要先理解一下linux下的身份标识问题
0x1: 标识和有效标识的关系
在linux系统中,存在着标识和有效标识的概念,即
我们知道,uid、euid、gid、egid这些概念属于身份标识,是进行ACL访问控制的基础,所以,我们要明白它们是被用来进行"判断"的,即在判断ACL权限的时候会用到它们,所以,理解它们的概念其实就是在理解linux上不同场景的身份判断的场上了
. 标识: uid、gid
用于在进程创建时标识并验证用户身份,也就是说,用户只有符合相应的ACL限制才能执行某条命令(启动进程)或者查看某个资源 . 有效标识: euid、egid
用于在进程运行时,当希望访问其他资源时表示并验证用户身份,也就是说,进程在运行的时候要去访问别的资源或者启动别的程序,这个时候,进程的身份是euid、egid
一般情况下,当一个用户登陆系统时,系统会将UID和EUID都赋值为/etc/passwd文件中的UID,一般情况下2个ID是相同的(即euid=uid egid=gid),但是某些情况下会出现2个ID不同的情况
为了更好的理解这个概念,我们来一起通过几个case的实验帮助我们理解
以root身份编译下面的代码:
/*
su root
gcc test.c -o test
*/
#include <stdio.h>
main()
{
printf("getuid(): %d\ngeteuid(): %d\ngetgid(): %d\ngetegid(): %d\n", getuid(), geteuid(), getgid(), getegid());
}
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" alt="" />
以root直接运行一次
aaarticlea/png;base64,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" 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因为默认情况下,group用户和other用户也有执行-x权限(注意看上图),所以,即使我们使用非root并且非root组的用户也可以执行
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" alt="" />
主要到现在的uid=euid、gid=egid(而uid和gid都等于1000则是可以不相等的,但相等也可以,这个不影响)
我么现在去掉other的执行-x权限看看
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mnwBW/vdA8i5VdXqJ+Fmvnm7T2z+wS9V+rip5c2z/EU0yQlK3H5C1Xs9/UAABAbcGtE18Pkkl1w6Atxb6gQRchokI1dl7Tf6D9ri0Vn1oEuXuiOzXuQHQYDH2IGu4ESdm5x83++XqWeumy9m3G+Y3uLixh2Pksva7/EHx/qi97RzGdC1lK/P7QNfvvvVEBQE3+vYxygEdf9JWwlXJ3Sdx9MuNNJQAA1FUW59w7PtaPtRRjkxEVIvuQMXgt4q4x28/nVgOAqvDBtrF9bEnKzmPS6rOP8qo0g+bVwwv/mxTUcPMjx0bJfxkvawGgJvdGw5fI2XMGXRjqQzbiSalFADm7ZTTrDIylCFLy2YR9l/NUAFD75v62OM0hfh3FVKpj2L7nqozkfhJCPDWtsur0RJpVMlpsesiHrv89PUf9TVEofXFn67i+tnxzBsvMJktYmvYwT/0l7ZqizKup4bTvJ/TxDjhSDK/1f25i55mw7sLjl+rviFbm3zq1Y6S/B81zgGE5g3H6Yup5liHKXKEOAq+O5t9vqvuQpRlQfX2VazeKcHT/yDfEycOL8RnfqugSm/YWXn0dzm9LidYWhg6SHssfQW36SGlz7efRnE02TfBMEbbcvjIW2lEYy6bhOcOciByGbPtXBTlp/wvqI7N38uzq7de++XZ6MB++oSdKIXePzKW5T2QNYfSMTFy1PGZc/OcjJkQu/PFyOZT8MRvxJVTLarLpg2eM0LpzhlmvMsYSaJHnDJIiSPH7Q/93KFPzjARvDvsbsXOAhWAjmXykDJQcF2dbexj2vef/9LBQfYFVxdkXU7/0ETfXtqAmb7LJg0dEaNU5w5xXGWMZtFjOUCN28Arp6R/4oQseZxgMBmP5tMzaFAaDwWCskRZ+zsBgMBiMFWE9OQN7+lpNhJbfGxgMhoHmzRnY04c9feY/F/b08Shl+Z4+RISWH3xronlzBvb0YU+f2c+FPX28Slm+pw8RodmDb8u0TM7Anj4zgT19zQT29BkNT0+fgZvyYkyOwLsj9vQ1iRB7+rCnD3v6Gv3dQjx9OGe0PA05A3v6sKcPe/qwp8+CPX3MEbIewpgOvZyBPX3qhmBPH/b0YU+fdgawEE8fr+AxJoc9Z2BPH/b0YU8f9vQZ2lEm9/TxCx5jcjjmDOzpw54+7OnDnr6W9PQhImQ/hDEdXNemsKcPe/qwpw97+rh3lOk9fcwRsh/CmA6BrBP29GFPH/b0YU+fGkv29DFHyH4IYzLYnzMoAnv6sKcPe/qwp88CPH2ICNkOYUxFQ84wI9jT1zbC0AF7+rCnD9M6aFibMifY09cGwsCePm4RWnfOwJ6+NkfL5AwKe/pafRjY08cxQqvOGdjT1/YQyLCnD4PBYDDcaOGcgcFgMBgrosXWpjAYDAZjdeCcgcFgMBiuNMoZ/KR1hpbCUi0MBoOxUgQ+nd6v/z/8BEQGl+Ip1eoeMnLzmRuvqgAAqgtunfgqULtNP+Hk57fg4Pmst7UAUFt47/TWQV5ctzzDYDAYDGdaImeoMXhDMafAmN2HVi+cHTZ6yuhVvz2ohbI/ZnwkpAiSajdg3T9vso5sXjJ8zOSYlUcf1UHV3ykk/pI4BoPBmBiBj3ptCqXV4yfjQ/rRCGM3oZSFnauC7J0e3dX/V2Tfrf7bul79DxRC8QmaPcAxGAwGYxTanIGQ1vGT8RHMfjQ1/HOGk8wl5qvzpXVPdsU02eibIhz9R1+qggfr9PbyxGAwGIzRsK9N8ZPx6aMrXFPDK2eIP515Q/3kUnnrGz+q6bY27r3mXyyCnC2N5RAYDAaDMQUCn84N35uiVyTxkvFRCOGaGn7PGXZUiPuQ8cMX7L1QCDX/bvXW3XFEKPNa/ncRFPwyW97ekDoxGAwGww2Bb2eW5wx+Mj6UcE2NkVIth6gjBVCyP0qjXyUcfft9dacCnu+dEtiu5bsVg8FgWiUCX53nDFppHT8ZH0q4psZIqZZD5OF8KP05Rp0zJMIZ59/Ci70JA+xbvk8xGAymtSKQ6eQMemkdLxkfyo+mwUCplr3X5EWbFHETE4JjEkam7EzLA8g7HKIOwzV2ez4U/7Gkn9o9J49wlw91EeOfaGAwGIxp0ds7hFlaZ6iMD+1HI0jKUKlWu34Ld1zOzKtWf6H35Y20bZF93dUvut/xX3sP9P+7Oqc/tnRhMBiMSWn0DhyDwWAwGAR4j0IMBoPBcAU/Z2AwGAyGKzhnYDAYDIYrOGdgMBgMhis4Z2AwGC1dJl5t8g3Exv9VXQilWj5OTMvBkDPa95+v2PPNIE+xqc+HwWAsly4TrwK82DV32pDxU5swPelIAc4ZbZ5GvwNvoMvEqwAZyf2kpj4fxoTw8ypaNW2wyWaly8SrAP/N9KP9Paxbr/9l4ZxhCtwkG59B+dkhkqa7rFo+OGcYigU5AXnarqwZK2my0NtjRXoJwOOvhtRvl2krGT33+KM3dQB1Rf+eWN9fWv8QL3KQL9l1/VUlANS+ufP7xgD3xs/3jjLRxI27LjzMKVNV3l7hbES+pBPeQP5PsZ20/6DLxKsAT1dHh/UaENqEIaG7nhuQM7jcKXQdhYC5D3lViFB/klT7kO2ZjfrpZqybiab47hErn0FJ2uT3hGYckyYD5wwDsSQnoJVMoG2uye6iJZeLqosazVxOwZOvVEHZjQ1zkiLmfP9XGVReXtrNiSJIytZjxi/FUHHr+zFR0QMSNp0ogNrba3t109Rm4zok6eSrirzruzcsixo9xifAv70RE41tL7nPsNH+w9XERW75txoKfpzor907zpTvMzjcKXQdhYC5D/lWyKj+JEiq09ADL+HZ2rEjNNsRBYd0MdFt3l6+MwtKD8Xx3J61pWnIGSKHoEU7rr2qAoCa/LsPS3VyhviD4YpvT9/OyC9V79wBb2/OC3Ajek36rRyuz/tcd4uODyZfqyk7HdJL4jjz/Fso3J/Y346kCFL8aeLJN/ByR4x6WxGGClGBmrlCBPycgKgImTSIiENor6Jl0AabTBGk+MPRB7PK7q+ISUotapi5Ogz6XgmVJ5P81cP102l/VUDuuoHuBCn6eNo1FWQt1KhlRO+PO1MCr74O8yBIihDK+u3Ofnt9vWdP0y9i2Hl9caQYcn4Yp/tp15TPGSx3Cn1HIWDuQ/YK7bym782urc05NsKL6R2tnvqTcog9U1p7baTE5CPE3Wt7LhSnyUUmr9k8CHqr90K385z5SxGoMo/NTZoybNbabTfKdXKGm3jDM4Bnu5fPjRg9PiA6YXjS1F6uFOESuf553ZOvh7YnRR085K7enjaktMeKjJrsHe7dKcLRb2DqS6i8NnOAu71vyu+ldRnbYxw0o5OhQnSsZq2QGwY4ARkjRGkQ+RoSLYM22GTKXjb36Js3R6YF2LvG7WuYucTOix4A3IrzDZ15paTk1ka3Pgv/AbiREmhHip0WPgC4G6+dy+x6L78JkD7L34akbD3n/FEFxY8f55TUQm2Z8saRaWE+ptlFTegTkFoARWlD3Rp1YHO9z2hypzB0FAJEH7JX2Cni5zwAgDe7hnnSVE6j/hR9POO2qvxiXFD/97qZNGG7jPjqBRT9Gv9uc47D5kTQu/N7FEFKXJY+BHg0t79mMarx2pSbeMMzKP9D3ni3c8Kx//hbqrdHxzs49h97VQUPFC5Onn1/LKi6mvyxkCJIysZ1xPIHKnj6+65blbUPNns0TOIMFWoHR0fK931J7/clvd+jPOx0DpmxQi4Y5ARkihChQTSNIbHlaHtNdgqccLH4xeEpXR0potHM5e69/QWUngz2GPnVc4CCQ/5eE4+Uw9OtwzqQVIdBu58C3N+e4OgiIpxk3WJ3ZQDcSAmwIymHmFMlUHx683x5+HDvyOS11yuh9GyUKb7NaN9nxT8quL0q9J3Gf/9wyvVmyBlN7hTGjkJVguhD9gqd/IOWfbfuy/hP9deXmNSfbj2XpmcXldcCANRmp6eOGeBpEvVnx/DUXCj6cZSlPR9zR/OcIQtJK4e8/X7aW5FTziC9Pj9UpLq1kPSac7YSQHUnsbf/qPSqlz9G179Sa9d/dXotAGR9qbsLOnqKd43bV6Rdeyg80r/xPG6uCtkw2AnIFCFCg8jbkGghtLUmiz9JOPPm7flo9RMDbc7oSdmLA50lbkQvnflOKPNdeV5Zpx2iNQBQnTbOhyDFn35xB+Beoo8mSbQL3JIBqvNT+hg9ebl7bM2Bij+jPPTSj9gx5b6p3mdooLlTEB2Fipm5D/lVqAGl/iQpwsnbefiS3U/qoOBXuQm+5uTZ54d8KPyVw2q2xaLNGWoZX19tf3HLGWKnhQ9qnu8dPOdy/p1dG+6XXF6cuOZZVfrs+k3IpS7z/y6BulqAjB2j321Y9kFO8Y4+1PD4kJgJITETgoYP7uKoe9RsFSLh4wRETqD0GkSehkSLoY01Wdh3NN3745pby5yctOsq2kcEW6+F/wDcbHh+oghnX7LfwG5efSSKDID70/0kBCn6KOkGwNNlgZo3OjbS2X8B3F0mN1Ys1iNqyysoPp7QRf+Qu9f2F1B9a9Wc5NHTmjI/+cRrw3IG7Z2C6ihEbcx9yLNCffTVnzp0HvZzHpQejKY5ZBiuo3cWQP6BOAcj62lJNGtTYqeUOwDZa0I91Ae45Qyqc+SRguonxx+9ufhFYLf5t95mXnpY+eqbcHUlIoewb+/WVv31ZYQ45UoZFOwZV2/IQC8lMWHOChHwcwKiF2poNYg8DYkWQ1trsvhdv8HiwHANYQuOl0HOvmnufr72JNUh9HslVKZN6ad+f/vJVL33t2pEHQNW/FEOxSdnfuJIESTVIXRPNqguz9U0v2PY3mwo/zXOx8hQOwzarYSK38Y1+d6OsM+ov1WQtUXcjbagoWtTTHcKqqNQYTP2IYcKnfwDl+6iW5tqoLH6U+/QIe45o53/oJmnpm49FTNwgMSG5hSvdw73MteYbA6078BtxPHbcwEK09enzAgdnThm5zMuOcPWK+UyAJRfiHQT2XrNPVsNUJse5SYiSMpGNHZLDhSdnPOZE0U4fT76TCkU/j5M8yzMZ4o3b4XM8HQCMkaI0CDyMyRaDG2wybrjpPEKiXPIlCtVUHrtf7OnDpm962IpVF5ZpvmeqNBTGBIdOGFhyt6/n9VB7YM98vpfCXQbPO9uHZSlf5kQ6zNywbePVJCzr5+xyxqSbksfAtyZ4N1kqPcct68ISn6fyPB61sCcwfFO4b6UhOhDtgo7RRxs+g4cpf7sOXLO1k0JkxNDYhJGpuw6mQec16bETosTvrs547ubM9av6N14HUIWcKio0dKrVSLwU+cMgqTayRKWpj3MU78PqinKvJoazjojdx+2JhvyD4x1IClC6DvoaDE83tjLmSKEsr7f5ULRyUjtg6R978UXqiD3x7h3hcgKmTB3hYzwdQKiIkRoEHkZEi2ENthkHZrMXHbSMfNOZBQBABTf+33DgPrfo/UY9c0LgOqixzfPbFo0Xti9UT32XhOXnXr8pg4AqpSX947qa8hbN3q8A44Uw+tD/ZrMXO+O+u01VJ2e3JfhfYkbtdaAnMH1TjHk9QNjH7JVaOc1/Ycm37VFqD/tPBPWXXj8sgIAACrzb53aMdLfg+NrpPafD553ccZ3f8ZFBDV+zqDiU4sgd0/D617rRPucgcFg2jROwVOv1sLbtME0n6bFH0cu/GLl5p33aqA0LciK39+2JF1i097Cq6/DLfXJmCsCP7yvLQaDsXWLX3fjxV/LQ2m/1uEQeegVQF3x02MrIw37DRNGg2/oiVLI3SNzafFIjATnDAwGo0Fki/NB82AjmXykDJTbIzu0dCRGo/M+A4PBYDAYJDhnYDAYDIYrAj8HvDaFwWBIisCePgw7DO8zsKcPg2mDYE8fhg2GtSnsz7AG2qC0rg022axgT19LY/kKP0EfB5wzDALp9jIvFrz5UhtvMvb0kRw8fUJPanbac3izm/NeGiyePt4dRXO92C5KM2EFCj+cMwwF6fYyL1Yygba5JmNPH0WwePqkXc5s+tAAACAASURBVMNT1p1/AQAAhVxzBtLTZ0RH0Vwv9EVpPqxB4Sfo4/CB+n9hTx9HT58u+m4vZtqgtK4NNpnCnj4dmD19LsPXZBTcOb45OulQLuecgfL0sXUUs6eP9nohL0ozYhUKP+1zBvb0Gezpo3F7IWiD0ro22GTs6WOgiafPRigiSKpj2L7nXHMGytPH2lFMnj6m64W4KM04fqxD4afJGdjTZ5Cnj8nthaDtSevaYJOxp48eRqOlITkD1YfsHUXr6WO2+yEuSvONHytR+An6vos9fYZ7+ljcXjS0NWldG2wy9vTRgTRa8skZdJ4+Xh2FtPsxXpTmGz/WovDT5gzs6TPA06cDwu3VmDYmrWuDTcaevqawGS35rE3R9CGvjuJi96O5KM02fqxG4afJGdjTx93T1wiE26sxbU1a1wabjD19erAbLQ3JGag+ZO8oGk8fR12g/kVhBeHpaxUKP0G/d7GnzxBPH8rthaINSuvaYJN1wJ4+lKdP1MFrsJs8ovf03wug9OjsaHd5mJD16wyIPmTrKFpPH+p6IS4KCwhPX+tQ+GmeMygCe/q4efoQbi8kbVBa1wabrAP29KE8fR6yXS8bHyk9MIrdto3w9KE7itbTh7peyIuChtHT10oUftrnDAwG06bBnr6Ww6oUfjrPGRgMps2CPX0th3Up/PBzBgaD0YA9fS2AtSn8BP3e/aDFg8BgMBiMVYCfMzAYDAbDFYE/fs7AYDBqsKcPwwbOGS2NrTh6xu6DC8PM8Vsec57LQsKwkCZbC9jTh2FD0L8Lzhktin3fNf8CXEwwx4755jyXhYRhIU22FrCnD8OGwP89nDN4YLhijIk2OIG21iYjLXiiTgPmfPWXsgQAoDL7+i9TBsm0v0ZEKeFYzHSmjJAi2p6nr33I9sxGnXEz1k3EKXhzIvSPuwHw75dOFqE0Fvjj5wwD4aUYY6a1TqAWEoY5z4Ww4NlQ43blQfnN78eMHOETvXDz3WooOj5IIiLQSjikmc60Ear/QVvz9HUaeuAlPFs7doRmd5PgkC5OrMGbkW5BIWMjP3KWBR59W3ImsYuzn3vsOMfm1wUi4bQ2ZXJPnzXDSzFGuIzYmNv43tNuqqGe1OoKiyoAAMoz//o+Ume3DHuPsclH7uZWA0Bt/oNTC6L6qm9vW4/ETX9lZL+tAgCA0ieX9oz0a9gsoZ3PlOWnHr1WAQCoSl/eu7Qn1F3Mdi7xZ1PTMorVW8dUPb95JClU80EYfS7cZFr0LHgdw3/Mhdc7tZsddYr4OQ9y1w9i8fShzHRGgz19BEk5xJ4prb02UmJI8My0c4zYKlp0R7JaKVUopSv+FsWPdXavf5rs7BS2jEq5L1UopSv+osZFO7npTIayAT0m/iz+8qlUoZQqMiTJm7r72JNUx/B9zwGg4PbRfwoKbl64UgAALzc1uy4QDaecYXJPn3VjuGKMIoTuXfuFiQPDxYFD+ySfKgB4um/Sh44UoZ3UlD+vGjUuYcjsHeeKoe726h7OFEFSNr1iN2ZC1cPDsybG9Y2avfTcG6i+PrWPpL7Uk+8XDR2TMCx514USgPvr1R9ObcTjtz0HeHF26cwpIbFTxn+fXb/dJOJcBEl16Dc5ZuIE/yHRA8av2psFkLdfvTc+4ly4yQxt17fg2fVell4HWd+Nfd+RIkgPt7WPVMWnh0hFSCUcykxn7DDGnj6SIkjRxzNuq8ovxgX1f68b8zajTYJnopPTpLtShVK68m9R8gWJQilVKKWzE5zEBEnZOw49oP6LZNFlTVL5YqKTuvN94qgVSqlCKVU8kSy8IF54U7psh7P6k4G4sywiYPp3/1QCVN7dMDPey8/H2J3wjUXQX+d9BpPPzuSePsS5LOcQC4blDC12ntNTC6DiH4VIu09A48UTSfdljwDuTvQWE6RYOPdWbVX6WO3+ozZuX5ytgbvLQuyblOq25CHA/cm+YoIUO867XQfZCu2nUd1t7ZnPpR/ne/GXquBJygCaUjrnwk2mh86C50GlnH4OUHT/3A+//1dSfm9NlOaZm1kJhzLTGTTquEVIEW3N00e69Vyanl1UXgsAUJudnjpmgGeT/RkZg2+KJmdI4mVCihD2mSZSKKWKWz0HdCKlvXsuU0oVmdSw7iRFkLIYaqVSqvi3Z0BnUvRutykPpAqldO48Z09tPhDVJzwbatTSm5Xl/2xa8Hd5xe2tfUUtLjPWzRmMPjuTe/qQ7jwLOcQGn5zhLJ98qQIKjg3TGc16C+4OY86Vw7Mvg9wI0jvoWKn+ajLAyx+iOzYtFftHGSiX15cq+LkfnT6L+VwUQUo+id6Qej37dYWqrqr41etagOyVwe40pRrOhZtMC50Fz6lPyPb7b19eWrNs/Ybj94sAnv02v7v6wYVRCYe0+xkF9vQ1xsnbefiS3U/qoOBXue4Wjcjgm9IoZ5AiJ5d5SqlCKRomJHtPEyuUUsWx7l62JEWQoq7d5yilCqV4lAspcXNdrJQqMin5ezR1it6L+vFhWeaawZ4d5d/cK8vaMqp38zrJ2dHNGYw+O5N7+pDuPAs5xIbhOcOdWnmnBnI2N/7Aoj89xZwq0cxcsuATZfD6WHRoeIMZJjDM1dPDBllKfrJC12SHmkAbSlHv+K+5poI3F7eNiRnlOSh6sOJmFdMEqlMKN5kGOguew6jfXkPWEo3nXPxBzIHnUHE0Xuf+p1HCcbD78QN7+ujoPOznPCg9GK3dkp0t+Kbo5QzSJVkpVShFwx3J3klihVKqOKrNGR93n62UKpTiKBdS4u66WClVPOklb3I51Ija9fS0JylCKHWguGgXmptGa1NMmNzT1xowNGd0CPrqpgr+2zKyc+O/M09PYsf5d+rg+cYh3k0HCnMpaa81mQD/zdH4srhOoO+Ou1QF2atCNNOiQ9SJt0ZPoG2wyQS9BU/ivPghVF+KqH/XKpl+phZuLwlGK+G42f0MBnv6aHGIPKSTM9iDb0rjtSnvEdRKpVRxv2dgZ+3a1BNqiJCkCLL3BGq1Uqq42zOgMyl6r1vSf1KFUpo8x8ndBG+qmh3jcgZfT59Vw08xJp95QwXF5xKGD9N+q0/+vjNFIKcnG1Hc10qA8vt71iwYHpcQnrhozvJpTmyl7H0XnqmAmoe/zJoyJWL66k1XSrlMoO0GbLwLkJu2YWRUtE94TOjq68Z+6G6DTSYpJgteh4G7HgM8O6oICx8qDUuc9dtzgKer5erv/DAr4RBmOv5gT199e0fO2bopYXJiSEzCyJRdJ/OgYW0KFTwj2nfgikzxwgvilUqpQild/KWzlCApe8eInyUKpVTxTLLoiub1uPYduNAvkVL/Y8VjycIL4oVXJMsvuvpb6ja3xuUMvp4+q4aPYszOZ+l1/YXh+1N9G74MyjQ92bnHzf75epZ6kb/2bcb5je4uFFsp8ftD1+y/90YFADX59zLKAR590VfCVsrdJXH3yYw3lQAAUFdZnHPv+Fg/1lK4yXowWfDce0z5/nSmulWqN0/+2jBZzkUJhzDT8QV7+rR/9ExYd+HxywoAAKjMv3Vqx0h/Dxv24BnR5oxlF8TLlVJFpuSLVd19tVO/qLNT+Cpq4UOpQildeYWKH6PzXVsboU9Ij4RDomWZUvV3q5Ycdf28M1tvtBCCAfh34K0aSY/lj6A2faSU1VjeamiDTTYF2NNnNI3fZ7RWcM5offSMTFy1PGZc/OcjJkQu/PFyOZT8MRuxjNsaaINNNjXY02c8bSRncFmbwlgT9r3n//SwUP0LZlVx9sXUL33EreA1Em6yGcCePqPAOQODwWAwGF0En+OcgcFgMBhu4JyBwWC0YE8fhg2cMzAYjBbs6cOwgXOGFSPq3HdMxMTorm3oC0JtsMlmBXv6MGzgnMEP03n6jMCj95583X2W2gCW3WRWuRtaJCf09liRXgLw+Ksh7TlWaCDY06eHdXj6LAtB4Ps4ZxiGiT19RmDZE2jbazJa7sYmknMXLblcVF2kmzNMbovDnj49LN3TZ4kIPueQM3h4+nhVyL8ZJq+QGX6ePmSE7XynrjzzpBAA6orunf423LchcqZDdB8Yyw/HyFpuJOEmUyi5G4tITvzh6INZZfdXxCSlFuk8Z/CyxXEEe/oIU3v6bD0Sv05/mqfejKSm4ObxTXIvaf1RxJgnugeGrjn2t7KkDgBAVZJzZbGcw0Y1/EoZiyCAQ87g5enjUSH/Zpi8QhR8PH3MEdpI4re/AMg5mTJtcvj0TYefA7w4GCwRsRzq4d8zYETs0SIoTIvV7Bwe+hnrLm9mpQ02WYfGcje0SM5eNvfomzdHpgXYu8bta5QzGCs0FuzpIymTe/rU25Rl7Jw7KGZixLxdf7wGyEkNELMMbMIpYMzJtwCFF/eui0+cPDBuelzKAj8J28DmV8oECAKaz9NncIUsYZizQnb45AxaB8mCuwBZyzRmBap9yNZHAOkpgXaoQ+qyFr1Q0yabXI++3A0lknMKnHCx+MXhKV0dNRIwupxhgC2OC9jTp26RaT19eltbdgzdmQl1l+cGoAd258hf8kF1eYmco6VDDb9SpkAQ8P6H2v9jck+fwRWiS5mzQnZMlDNkwSfKIO9An/pTu0Z/mwfFR+MdUIfUf7HwCbQNNpkiSFq5G0IkJ/4k4cybt+ej1WsmtDnDQFscB7CnrzEm8vTp5QzCNXpbHhQfHY8c2NJeikyAuxO8DHpE4FfKJAgCP6jPGSb39BlcIbqUOStkx5Q5I/+g7mDapjuB0h9S/8XCJ9A22GQmuRuzSE7YdzTdW+eaW8ucnBAVGgf29NFhvKdPP2f0iN6aByXH0ANb2nPVE4A74wzMGbxKmQRBYMNzBiP8PH18KuSLyStkx6RrU0+XBTMt1NAeUpd199j6HErSgs3YalNclFbcZEa5G7NITvyu3+AGkW3YguNlkLNvmrufrz2yQmPAnj5ajPf06eWMdwZsvA9wY3GwPXJgO0QeKYDqiykh7zDVTBc8e6nmwricgfD08auQL+bMGbwUY8wR2kjid7wAyDm1aHpSxKzNv+Y2eiHMdEgdyYeTLpRD1dWdi4aOSYxMVowPZM3W5qTtNRkhd2MTyWlraLw2xcsWxwb29NW318SePnXOKLtxIHnW9KHT1v+UBfD29AhPMcvAdg5JvFgGUHjxh3XjJiUOjEsaNXfV6M/dWYJnK9Vs6K5NMWK4p493hTwxZ87gpxhDRdjON2n1uaxiAICS/85tH9rbjcshgqSIbiGxP9zKrQIAqHl9b+sYP0syrre5JqPlbmiRnIbGOYOfLY4N7OnT/tHUnj51zij5L+NlLQDU5N44NCmkwWyPGNg2PeRD1/+enlOm6YsXd7aO62uLDJ61VLPBKWdgMJjWDvb0GY3++4zWCc4ZGAwGe/pMAc4ZGAymTYE9fUbRRnJGEM4ZGAwGg+EGzhkYDAaD4Qpem8JgMFqwpw/DhiDog4/Q/wIEAoweLX7ZMJhmAXv6MGwIgjnkjBaP0qKwnA5pg9K6Nthks4I9fcZjQ7r9n1M/FyHrT5tbrELjEASzrU1ZzhRpIYBAgD19uMk0sFrwCJJOxsd8iFOFJo3QrJ4+dG/QweLpM7TC7iEjN5+58aoKAKC64NaJrwLdGypkVPihEfZbJFYopSu2O5vI34OuUOgfdwPg3y+dzPcpShD8IX7OMAwQCLCnDzeZBlYLHq2MD3GIQ4UmjtBcnj7W3qAD6enjVWFgzO5DqxfODhs9ZfSq3x7UQtkfMz7SftuYSeHHgrDfElPnDPoKuwWFjI38yFkWePRtyZnELs5+7rHjHOk3CjMtnHIGD0+fxHHm+bdQuD+xvx1JEaT408STb+Dljhj1Tg88tHomr5AvLiAQYE8fbjILdBY8Jhkf+hCiQpNHaC5PH7cm64Hy9LFVyOTp00EWdq4Ksnd6aH1xzAo/JjwjRQqltAmige+RFEFS7R0Hzu81745UoZSuviNKSunuU29j7OI0bJ1o4QP1v5csPdNrmAtbhR3D9z0HgILbR/8pKLh54UoBALzcFGaG7dcEIRxyBi9Pn6PfwNSXUHlt5gB3e9+U30vrMrbHaH9BykurZ/IKeQICAfb04SYjobPgIWR87J4+Bq2eaSMkzOjp46QmbATK08daIYOnT4uTzCXmq/OldU92xWh33eem8GuEex/XpP3UnOtShVKquC+auZ+asZ+a8V2P/p1Jyk44aJtEoZQqHoiTj4uWPpMqlNLFy52lBEnZCuU7JQqlVJEhnntUNPeiZPVT0XAntgoJUtxZFhEw/bt/KgEq726YGe/l52PCzY+ZaZQzaKV12pxhuKfPxnXE8gcqePr7rluVtQ82e3BUJDG780xeIS9Pn2axDnv6cJOZoLHgIWR8HDx9TFo9U0ZIUoTZPH2c1IT6lSA8fewV0nv6KIIUfzrzRi0AAFTe+saPqk8PXBR+dNAvJYmlrouUUsX9XuFiR9lnjr4DXBcppYoHPQM7k1Q7p9i/pQqlNDnBSWJDUgQp6iiU2LBUSBEkZUONWnqzsvyfTQv+Lq+4vbWvyDyfnwTyj+pzBr20jjlnsHr6SKpd/9XptQCQ9WWw7jaTfLV6Jq+Qj6fPtDmjFUvr2mCT1TS14CFkfBw8fYxaPRNGqInTLJ4+Lk2miRnh6eNVoQY7KsR9yPjhC/ZeKISaf7d6600CTAo/xvbSTfFC2Xj6VaawriRFCPvOFq1WShVK6aorVEKKSwCp+xUpxpwhei/qx4dlmWsGe3aUf3OvLGvLqN4m8f6yIQhpyBn00jpEzmDz9JFSl/l/l0BdLUDGjtHvNiyb8tXqmbxCPp6+ZsgZrVNa1wabTBEknQUPJeNj8/TRVmjyCDWYxdPHqiakh9nTx7NCfRyijhRAyf4omi3Z9RV+COineJ9JIoVSqrjec1hYN/kgLcHOXurnPBuhzwCXMd9QCzPUuUQ8xq8+baBeqova9fS0JylCKHWg3M2SMCiCFAR/xPF9hsGePpFD2Ld3a6v++jJCnHKlDAr2jOujzSX8dBcmr5AfzbE21SqldW2wyRRBb8FDyPjQnj6mCk0eIUWQZvP0sTeZPmxGTx+HCjl5+g7nQ+nPMTSJobHCD43fbLFCKVUcdZHZkRRBijoJJTaktHfPZUqpQikeH+KoznmiDkKvzuo1fKG32NFdHeo7jgM3SxRK6cqdDRmCtsLmGr0c0F2bogeVMxCePhvR2C05UHRyzmdOFOH0+egzpVD4+zDNszCfKd7kFfIFBALs6eNCG2wyhbLg1YNYPKE5xKFCU0VoPk8ft97QA+HpY6uQVnVn7zV50SZF3MSE4JiEkSk70/IA8g6HqAcbQuHHgltAr+VKqUIpXXldnPKXeOVDauD7JGXvOGSfZklq1XXxwnTJKqV0bryjiCCpTs4TbksVSsniC6I5aeKlSqlCKU2Z4yRBV2jqccsdwcCuXdH/ApUzGD19Qlnf73Kh6GSk9kHSvvfiC1WQ+2Pcu0KKzxRv8gr5AwIB9vRxoQ02mUJY8BowLGdwqNBEEZrR08etN5qA8PShK6RV3bXrt3DH5cw89TfBy1/eSNsW2VezwoNQ+LFi7zjwS9Fi9SrTM+mSE64DPxZSBClq7yif1Wv2ZYn61cXKq1RCtKOYIKn2juHLqeSrEoUmMYimLujm04G9wpZCIOeQM1owPgsEdwimNYI9fRhOCOQf4ZxhGLhDMK0Q7OnDcIPT2lSLR2lR4A7BtFawpw/DikDeFe83ZRi4QzAYTJuF0/sMDPZnYDAYDMVlbQqDwbQVsKcPwwbOGRgMRgv29GHYEAxke5+BsVjaoLSuDTbZrGBPn9GYfIha2pgXDMLPGXzAnj7cZB6gh40hCj9+YE9fI5rD02f6IWppYx7nDIORdg3Hnj7cZENhHTaGKfz4gT19jStsBk8fzhkESTEK11CePl4V8m+GOT19w9dkYE8fbrJph41RCj9+YE9fY4z39LEMUXuPsclH7uZWA0Bt/oNTC6L6alO1uMvglXtvvigDAABVecGd1IQPhOwVougeGLrm2N/KkjoAAFVJzpXFcnfuDUHC6R04L08fjwr5N8Ocnj7KRog9fbjJphw2Rin8+IE9fbqYxtOHGqI2vWI3ZkLVw8OzJsb1jZq99NwbqL4+tY+EICnCNXZnAZRf+27c6NjeQ8YMnLx46qSQdmwVonAKGHPyLUDhxb3r4hMnD4ybHpeywE9iqjul0XMGk7SOp6fP4ApZwjBnhexgTx9uMg9oho1xCj9+YE+fFlN7+uiHqFg491ZtVfpY7V7CNm5fnK2Bu8tC7EmKECedrIbnqZMZ9mk3eMx3jvwlH1SXl8hpt4ExGsGgj+tzBqO0jq+nz+AK0aXMWSE72NOHm8yDJsPGSIUfP7CnrwETe/roh6h30LHSpn358ofojiRFkB6ilDPZAPD6/pFdiqGBPnbsFSKQ9lJkAtydwLgKZyS6OYNRWsfX02dwhehS5qyQHezpw03mgf6wMVLhxw/s6aPDNJ4++iEqCz5RBq+PRYeGN7ihAsNcPRv2V2/nMWLkin2/PSgGqLy2bcJHTugKEUh7rnoCcGecOXIGI/w8fXwq5Is5/RkasKcPN5kHTZ8zjFH48QN7+mgxkaePdoiKHeffqYPnG4d4syxwCT2lq+4DZC0cIEVWiGqXQ+SRAqi+mBLyDvpcPBGEfmJEzkB4+vhVyBdz5gxRBy/s6TPqorTeJhs9bAzTMfEDe/o0f2weTx/9ELURxX2tBCi/v2fNguFxCeGJi+Ysn+ak/kYANWblgT1zpid+PiTKL2rmvJMFUHtjgo8YXSGiXYRzSOLFMoDCiz+sGzcpcWBc0qi5q0Z/brLvTYUa85zB6OnjXSFPzJkzPGS7sKfP2IvSSpuMgNuwMUfOwJ4+zR+bydPHNETt3ONm/3w9S/1eo/ZtxvmN7i4UQVJ2HpNWn32UV6XuoapXDy/8b1JQew4VMrWLICmbHvKh639PzynTDLUXd7aO62uiO4XTcwYGg2ntYE8fhhOCwThnYDAY7OnDcAPnDAwGowF7+jCs4JyBwWAwGK7gnIHBYDAYruCcgcFgMBiuWE/OsBVFJe34af5gui3GLB5bcfSM3QcXhrXgxukWFKHl9wamjYNvB2aaN2eY0jBl33fNvwAXE5r8eNViImyMm2TjMyg/O0QiarbgDQ7D7N3bIufi2mT+CHsH71NWVzxYFcrvF4UmipBfGPSlxOS8hl9TtMRAtSxa0e1gcpo3ZzDvlCL0lnzx08WcSgCoeH716yR5h5bp2Wbbv6h7xMpnUJI2WS0naLFh0TgMs3dvS5yLc5P54xQw8aoKoJxm+w1zRsgvDIZS9hK5VB7hPXZXhpmGgfjTGderitNCKKp9yLYnKuWKYFP9UNkEtJ7bwfQIwj9tgZwhcZ79ZzHkH10zrY98RHDK0azqnE1DWX5KbV05o718ZxaUHorzbc7gDQ7D7N3bAufi3mRjsKMG+Q4O6sxr0jdhhPzCQJSy91t520zDoPeQM+UVf878SCjptuSBqoDmd+ktSKu5HZqBhpxhRqsaFb+vELK2R3VWVyLsE325uvj4BAeSai/fkaWzp0KXiVcBMpL7Set7tuTBg+xKAKh+fv3QpBDNhl+IUrYeiZv+ysh+q/5hfumTS3tG+rmzRoioUA2b9svda3suFKfJRY2GRV1hUQUAQHnmX99H9mbtQw/P9VeelgFAVfa1E3suKktB9fpO6jBvzY49zNovxjAIlxEbc/VarNnbAx0h07kQ3UuQVDufKctPPXqtAgBQlb68d2lPqLuY7Vziz6amZRSrjQZVz28eSQqV2XI4F2OTmStE9yFD8Og1HEbhGiJCW4/Er9Of5qm3qagpuHl8k9yrfqQx3ZXMYQj7Rl2sBt0puHvEKiVUXpj5kZB9AYopZxjeUcylekRteaV/4wEAh49ujN3LesPS0/pvh+ZAEK5dmzKfVc0hJq0YMlMGSG0lMclH779Q3y33V3VzYs8ZpTcOJM9MCk9al5pZB29PRXqK0SNGXerJ94uGjkkYlrzrQgnA/fW9ulHoCFmHIIv2y2XEVy+g6Nf4+r3e1GEof141alzCkNk7zhVD3e3VPZzR3SsLPVsFj7eFDZ+98wVAxq5h0Yv3F8CrH2M6obVfzGEQQveu/cLEgeHiwKF9kk8VADzdN+lDR7YImc+F6l7x+G3PAV6cXTpzSkjslPHfZ+tdFNpzESTVod/kmIkT/IdEDxi/am8WQN7+vq4U+lyoJjNXiGgXKnhREBUY7ha741HTuZVZuMY6NjJ2zh0UMzFi3q4/XgPkpAaIRei7kjkM8SfT0mvg5aYwzeuKdoFbMqD6j6R+tujgmXMGv45iLCWUdvEK7D5sy0N4ezBhsOOApH2v4fGWuO5evu3QD0zM3cszZ7T626GZcsb/6eYMc1jV3MQbnkHRrwOo/rHnyuHVicQRMYl/VcGjda7O7LN//Wh+Z8DG+wA3Fgfbc8gZ2lKSbkseAtyf7Fv/cEC/NsU+BBm1XxRBUh3DU3Oh6MdRDdpevTC6L3sEcHeitxjZvbLQs1V1V2d9QMoGna6suzbnI6EsJK287sb8T4RI7RdzGPXYeU5PLYCKfxQiF/YIEedi7l6x47zbdZCt0OqaERdF51z6cb4Xf6kKnqQM4HIpWZrcpEJEu1DBE8xzK5twjcvYoDqG7syEustzA+xQdyUqDFuvuedqQLl9RAeSIkh3t6+zofz8cJ3dphELUHSH+HUUyxB1GHXireruRG+xrdfCdFXpIS6Oa+bu5ZkzWvvt0DwIwv/vY/X/MptVzTvgtxLI3CzxSf5TBVfnfm6nllgZmDOIHtFb86DkWDyXFa36Ug6xf5SBcnlQ/aMf35yBwrPPD/lQ+GuAzlZu+mGMOVcOz74MckN3b33OkJ+sqLs+t6vQO+hYad2tBZ86orVfjGFocJZPvlQBBceGeYo5RIg6F3P3egcdK4WCn+tXSFAXpeFcFEFKPoneF5ULowAADblJREFUkHo9+3WFqq6q+NXrWoDslcHuHC4lU5OZKkS0CxW8prvop120cI3T2NBqpsY7oO5KZBjCPpFnKyF3j6wHRbiM2PAcCn+d0IW1FOMhfh2FHqJS15UZdXk/+fWgOkceeV3336w+tDZZPRi716gbttXeDs0Ex5xhSquabPDZKvhvrShw/QMoOxQjI3RzRsi2J1B+JFbG2rPauXW8A2lAKYeYUyXaTmeOEFUhO66jdxZA/oE4B50/MoeB6t76nBHye2n11Tk6OYNd+0UbBkFSBOlOrbxTAzmb6+XMXCJkOBeilPxkhW7Hcrwo7/ivuaaCNxe3jYkZ5TkoerDiZhXTTaJ/KembzFwhol2o4NXYaebW3k0HALNwjdPY0P0wxJozGMIQdYk5XggF2yK8HEYczodXm8M9OZSiCPqcwa+jmEv1GLkxu+msC5Dzgy+Hr6LQdq8RN2zrvR2ai4Z34GazqnkHHS2FZ9s8/FKugOpcgp9uzrDzWXoN4O4yuT1bz3aQf5sBdVfmBdqRBpRq0rP0DixEhRqYtV8OkYfz4fXOxv4+5jAQfVifM3S6TpMz2LVftGEQJNUh6KubKvhvy8jOepMFc4SIczGXkvZakwnw3xxtp3G8KO+Ou1QF2atCNL3hEHXiLeebhLbJzBUi2oUKXo2tV0o6wM0FgU2eJLTQCNc4jQ3dRVfWnMEYhsuI9TlQnLZoyvmKugdrezpzK0VStt6LrwFcSx6g41rg11HMpYTuHwfO2J0Hz76f6hE4KvHvqrq7a/2DwkX+/h24fwGscfey37AMtOLbodlgf84wuVXNrdf/sqDifJj7wC/uqiqvrha7yoJPaHIG4SyfdbsOSq+unT01JCZh9I6nej37+Lv5oTGTIlN2/1EA8PxAoPpVIVsp5p5lcGAxV6iGXo9FUgQpCzhU1GitiWUwIfoQkTOQ2i/mMAhn+cwbKig+lzB8mEadFix/35ktQuZzIUrZ+y48UwE1D3+ZNWVKxPTVm66Ucrko7QZsvAuQm7ZhZFS0T3hM6OrrnD9Y0TcZUSGqXczBa1B/5Ub564zEpFFzV48NcCdIVuEaamyU3TiQPGv60Gnrf8oCeHt6hGadhE0mRhsGSRGkpPviO7UAAOW/T/HXl+0wltK8Z1Y9TJ00MWlU8kq13I1fRyFK2bjNOl9T/lucjHAevOCx6tn2SNafZ7F0L9sNS09rvh2aD/Z34BRhaqtaxyGpL6Bo7yhZp8AVv73QPJiWXV6iFr63801a+2d2ifqvVUVPru0f4ikmSMrWY/KWq9lvagAAoLbg1omvB8mkumHQlmLvWQYHFlOFapj0WAQVn1oEuXuiOzXuQHQYDH2IyhkEs/YLEYadz9Lr+isC96f6sncU07mQpcTvD12z/94bFQDU5N/LKAd49EVfCVspd5fE3Scz3lQCAEBdZXHOveNj/VhLMTYZUSGyDxmD1yLuGrP9fG41AKgKH2wb28eWVbiGHBsl/2W8rAWAmtwbDV8i5yCgpAlDfchGPCm1CCBnt4xmwYexFEFKPpuw73KeCgBq39zfFtcH7ZhDdxRTqY5h+56rMpL7SQjx1LTKqtMTaVbJmoLuXvQNS19hK74dmpGG5wwz0n3I0gyovr7KtRtFOLp/5Bvi5OHF+IxvVXSJTXsLr74Ob2FJtYWEoYOkx/JHUJs+Utpc+3k0Z5NNEzxThNb2k65m76g2gFV3VIvkDFLkMGTbvyrISftfUB+ZvZNnV2+/9q1B9uIbeqIUcvfIXJr7RNYQRs/IxFXLY8bFfz5iQuTCHy+XQ8kfsxFfQrWsJps+eMYIrTtnmPUqWzOtp6MEQ1oiZ1AEKX5/6P8OZWqeM+HNYX9L2jmAHzaSyUfKQMlxcba1h2Hfe/5PDwvVF1hVnH0x9UsfcXN9edzkTTZ58IgIrTpnmPMqWzWtqKMEQ/6vJfdCFzt4hfT0D/zQxUq7D4PBYNoULfacgcFgMBirQzD0/z5p8SAwGAwGYxUIhn7GljPaoLLKqp2AGAwG02xwyBltcCt5a3MCIsDSOh6lWkRaJws9W1V9aWoXE1fbtHtNPg5bZGBjWgpBROvPGa3eCYgAS+t4lTKvtE7UOWjB1ss5ai0EVOTf2D/DZN/CpOlek4/DlhjYmBaj9eeM1u8ERICldcaUMpO0rlfczjyoe3I4aVyMLCwmZPKXyV+EmepLw3Tdi3MGxhjqc0ZrVVa1ficgAiyts3hpnWZah7+n9WHabtII9LsXZc9EtYvxUqIrxLRG6nNGK1VWtX4nIAIsrbN8aR1J2fkuSweoub8nop+nidNGk+5FjEOU+ZH5UiIqxLRSBMP01qZal7Kq9TsBEWBpHWEV0jqhl/uXl/IBAGqf/X0wedwgfqt8nAcA7ThERshyKfHaVJtCMIzUzRmtTVnVap2A9rKZ2+6VAtS8+ve04ovRLu6B8m3Xzq4fprMOjqV1FEFahbSOIkhRB5/YcZuO//MaACDn6DwnZ/o2GgKTqJHenomMEH0pcc5oUwgidZ4zWp+yqrU6AT18v3v67FCSUDpIvuzI9WL1MvL1eSE6XxjF0joNli2t0ztp96CRB18AlBww/pUAo6iR3p7JGiHzpcQ5o00hiKx/zmiNyqpW7AQU2zlq/7ezj+OAQf/XeBEZS+sasGRpXRPUr8SvNjopMwb6IpnHIecIaS4l/cDGtFLqc0brVFa1bicgAiytsxpp3Tt95m/eu3lC/NjeoZE+I2amnCoAeLQwwI2+jY0x1BeJGIco8yPLpWQY2JjWiSBS+AlFtF5llcU6AQUCDAYEAqpj0Kr9d16Va8amquDhuZXjAvS/YMaAob7IpuNQ103JdC+z+AeZK8S0RgSRwk9bNoJmVlZZqBMQBIJmrB9L6ywALh2lOwxMuXeI5YkaMa2GFskZZlVWWaYTsFlzBpbWtRAGd1Qz5QzLEDViWifatSlzYnZllQU6AZsxZ2BpXUtheEc1yzCwEFEjppXS8mtTZsOinIDNuzaFsRLwMMBYHYIR5n/OwODJAkOQFB4GGCtEMMKxrTxnWBR4ssBQeBhgrBDtc4bJzXQWYtyzVPBkYSzt+89X7PlmkGcLrzQaFwYeBhirQ/ucYfJ3jy33MtMqxGQtN1kYq9Vr/gq5wXFjruYO3rgwcM7AWB2CEY6fUERryhnWISZrmCxsPWYeyqnU/o6y9On1o8lR/vbN1z9GavXMUCE3TJMzjA4e5wxMG0MwspU9Z1iJmKxhsrDzWXYD4N91E3wGR/UbPX/lhTcAj1fI3fnWzI4xWj3zVMgF0+QMo4PHOQPTxmicM2jNdEi5G6PAC233I4zSzyFoeTEZt3bp54y/pvqpe9vGbdbZGsj6Zlh7tggZpHUenuuvPC0DgKrsayf2XFSWgur1ndRh3hIjtHpMh1hUd+18p64886QQAOqK7p3+NtxXMwDQDkdmRA5Bi3Zce1UFADX5dx822vbKcF8kS/DMPY8Kw0BwzsBYHY1zBq2ZjmCWuyEEXmjjHmGMfg6BBYjJuLWLMWcQ4iknKuHZtuEd0BEySutkoWer4PG2sOGzd74AyNg1LHrx/gJ49WNMJ95aPcRVZq7QRhK//QVAzsmUaZPDp286/BzgxcFgiah+bNAKDRHYec78pQhUmcfmJk0ZNmvtthvlXCx4iHOhgkdo9ZjDMBycMzBWhyCKdm2q8R7UjdAV5CEEXuzGPb76OQQWISbj1C7anCHu6Dks+vsMFbzaGuHFEiHjJq+y0LNVdVdnfUDKBp2urLs25yOhLCStvO7G/E+0yy8Ga/XYjHu0PjunBXcBspYFaR4g2odsfQSQnhJoxy40pEXisvQhwKO5/Wl2Gufli0QFz1whIgweIxbnDIzVIYhyon2f0ch1wyjIQwi8kMa9ZsKKxGT6OaPhv+IHe+cP7SxkjZA9Z8hPVtRdn9tV6B10rLTu1oJPtb4Nw7V6LMY9RjeR7l7cGm9VvAO70JAWWUhaOeTt96MxGvHzRSKCR1SICMOoYYDBWAmCkfQ5Q8dMhxDkqaEVeLFvDG5yrElMpp8z7qwe6xES3tOndzshxwjZc0bI76XVV+c0zRn8tHqIQ3QVyoJPlEH+Qd2csY0pZ3AaG5oK+9KYU/n5ItmCZ5DxMYdh1DDAYKwEQZTT/1EE0kyHEOQ1orHAi31eYFaMobB8MRmndjG/z+AaIWvOqP+Lfs7gp9VDHKKrUL029XRZMOvaFMecIXZKuQOQvUb7QwqOFjzWc9EGz1whIgxDhnGTYYDBWAmNcwatmQ4hd0MIvFjvVV76OSsQk3FrF5ecgYzQiJxhsFaPpTfoK7SRxO94AZBzatH0pIhZm3/N1X8HbugzqI04fnsuQGH6+pQZoaMTx+x8xsWCx34u2uCZK0SEYTg4Z2CsDsEo5/+jCBYzHaMgDyHwYl8TYFKMIbF8MRm3dnHKGYgIjcoZpLhrzPbzudUAoCp8sG1sH1tkk9l7g65CgqTa+SatPpdVDABQ8t+57UO1X7bmvW7ZTpawNO1hnvpb3zVFmVdTwz3E6I7icC764Jl7HhWGgeCcgbE6tDnD2rE2MRmeLDAUHgYYK0QQ3a015AyrE5PhyQJD4WGAsUIEMc6ftXgQxmKFYjI8WWAoPAwwVoggplU8Z1gdIBBgMIBzBsbawDkDg8FgMFwRxOKcgcFgMBhucMgZ5jTuWYjdz+TWQgwGg2kV/D+FlElnH2Cb/AAAAABJRU5ErkJggg==" alt="" />
很容易理解,没有执行权限了嘛,当然不能执行
那现在我们如果对test加上-s特权标识位会怎么样呢?是不是说我们加了-s标识位,所以其他用户就有了临时权限了嘛,就可以去执行test了嘛?是这样吗?
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" 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结果还是permission denied!不允许执行!为什么?这里我们就要理解一下了,我们在启动一个进程的时候,系统判断的依据"一定"是uid、gid,不会有别的东西,而且正常情况下,uid=euid、gid=egid。然后在进程运行的时候,进程的身份权限就要看euid、egid了,如果这个时候进程再要去访问别的资源,系统就会去判断euid、egid。这是两个独立的概念,一定要区分开来。
那回到我们的实验上来,我们必须得给test的other添加-x权限,zhenghan这个other帐号才能执行对吧,然后因为test拥有-s标志位,所以到了进程运行中,euid、egid会临时变成root
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" 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结果和我们的理论分析是一样的,我们的uid还是1000,但是euid却临时变成了0(root),对于gid和egid也是同理
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" alt="" />
最后一个实验,我们需要重点关注一下"suid"、"sgid"的概念
"-s"表示当请求执行包含SUID特殊权限的程序时,能够"临时"拥有该程序所有者(属主)对该文件的存取权限,注意,这里说的是属主,并不一定是root(虽然我们上面的例子都是root),这点是容易和sudo混淆的地方
用zhenghan身份进行编译并运行同样的代码
#include <stdio.h>
main()
{
printf("getuid(): %d\ngeteuid(): %d\ngetgid(): %d\ngetegid(): %d\n", getuid(), geteuid(), getgid(), getegid());
}
/*
su zhenghan
gcc test.c -o test
chmod ug+s test
su root
./test
*/
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可以看到,实际结果和理论依然相同,euid临时改成了1000(zhenghan)
0x2: 和身份标识相关的API函数
. uid_t getuid(void);
获取uid
. uid_t geteuid(void);
获取euid(进程运行中的实际uid) . gid_t getgid (void);
获取gid
. gid_t getegid (void);
获取eid(进程运行中的实际gid) . int setruid (uid_t RUID);
. int setreuid (uid_t RUID,uid_t EUID); . int setgid (gid_t GID);
. int setrgid (gid_t RGID); . int setegid (git_t EGID);
. int setregid (gid_t RGID, gid_t EGID); . int setuid (uid_t UID);
在代码中使用setuid是有一定限制的,并不是说我们可以伪装成任意的用户
) 如果原来的euid==(root),则该函数将会设置所有的id都等于新的id(root用户当然可以有权利降级为任何用户)
) 如果原来的euid!=
2.1) 但是新的id等于原来ruid和suid中的一个,那么也是可以执行的
2.2) 否则就不能执行
比如原来的三个id为:ruid=,euid=,suid=
) 则setuid()可以执行,执行结束以后ruid=,euid=,suid=(也就是说只改变了euid)
) setuid()就不能执行,即你不能随便从一个低权限用户直接跳到root . int seteuid (uid_t EUID);
无论什么情况,它只改变进程euid,而不改变ruid和suid。
) 如果原来的euid==,则新的euid随意设,都可以成功改变(即root可以随便转换为任意用户)
) 如果原来的euid!=,不同的系统的处理方式是不一样的
2.1) 但是新的id等于原来ruid和suid中的一个,那么也是可以执行的
2.2) 否则就不能执行
2. Linux文件系统的特殊权限
从概念上来说,这一部分的所谓"特殊权限"也应该属于第一部分的文件系统权限,但是因为这类权限比较特殊,我们平时使用ls、ll指令也都看不到,同时这类特殊权限如果配置不当,可能还会引发某些安全风险,所以单独分出来学习
0x1: 文件系统的隐藏权限
除了设置文件或目录的读(r)、写(w)、执行(x)权限外,对于某些有特殊要求的档案(如服务器日志)还可以追加隐藏权限的设定。大部分属性在文件系统的安全管理方面起很重要的作用
lsattr: 显示文件/目录的全部隐藏属性
chattr: 修改文件/目录的隐藏属性
Usage: chattr [-RVf] [-+=AacDdeijsSu] [-v version] files.. . A
文件或目录的atime(access time)不可被修改(modified), 可以有效防御黑客为了隐藏webshell或者隐藏入侵过程中擦去对敏感文件的访问痕迹
. a
即append,设定该参数后,只能向文件中添加数据,而不能删除,多用于服务器日志文件安全,只有root才能设定这个属性
. c
即compresse,设定文件是否经压缩后再存储。读取时需要经过自动解压操作
. d
即no dump,设定文件不能成为dump程序的备份目标
. i
设定文件不能被删除、改名、设定链接关系,同时不能写入或新增内容。i参数对于文件 系统的安全设置有很大帮助
. j
即journal,设定此参数使得当通过mount参数: data=ordered或者data=writeback挂载的文件系统,文件在写入时会先被记录(在journal中)。如果filesystem被设定参数为 data=journal,则该参数自动失效
. s
保密性地删除文件或目录,即硬盘空间被全部收回
. S
硬盘I/O同步选项,功能类似sync
. u
与s相反,当设定为u时,数据内容其实还存在磁盘中,可以用于undeletion.
//值得注意的是:
只有superuser(root)或具有CAP_LINUX_IMMUTABLE处理能力(标识)的进程能够施加这些隐藏选项
0x2: 和提权相关的特殊权限
接下来,我们来谈谈Linux文件系统中的特殊的权限规范,这些权限包括SUID/SGID/Sticky Bit
1. Set UID
SUID是文件属性中的一个特殊的标志位"-s","-s"表示当请求执行包含SUID特殊权限的程序时,能够"临时"拥有该程序所有者(属主)对该文件的存取权限。
set uid之后,权限组合中的-x位被-s所取代
假设普通用户A通过passwd命令更新自己的密码,而/usr/bin/passwd的所有者是root(root,root),也就是说,当A请求执行passwd命令时,实际上是暂时获得root对/usr/bin/passwd的执行权限,并进一步更新/etc/shadow的内容
归纳一下流程是这样的
. root用户对指定的文件file设置-s位权限
chmod u+s file . 意味着其他用户在运行file的时候可以"临时"地获取root的身份
./file
其他用户在运行file的时候,它的临时身份是root . file程序再去请求别的资源resource
这个时候,其他用户是以root的临时身份去请求resource的
2. Set GID
SGID在概念上和SUID很类似,当所有者所在的用户组(group)的权限组合中可执行位(x)被s所取代时(例如---rws---),便构成Set GID的权限设置。请求执行者所在的用户组将暂时获得该程序所属的用户组ID(group ID)的存取权限
chmod g+s dir
3. Sticky Bit
当文件系统"其他(others)"的权限组合中可执行位(x)被t所取代时(例如------rwt),便构成Sticky Bit的权限设置
SBIT顾名思义可以起到限制访问的作用,是容易理解而好用的设置,它只对目录有效。当对一个目录A施加了SBIT设定以后,并且使用者对A目录有w和x权限时,则使用者在A目录下所创建的个人文档(含目录)只有使用者本身或root可以执行删除、更名、移动等操作(是否可读依实际权限r而定)
chmod o+t dir
rm -r dir: error
3. Linux中sudo的作用
对于sodu这个命令,我们一定要注意和-s文件属性标志位进行区分,"-s"标签只能让进程在运行时临时拥有属主权限,而使用sudo命名之后,当前进程则直接以root身份运行,前提是当前在sudoers中有配置
. sudo能够限制"用户"只在某台主机上运行"某些命令"
. sudo提供了丰富的日志,详细地记录了每个用户干了什么。它能够将日志传到中心主机或者日志服务器。
. sudo使用时间戳文件来执行类似的"检票"系统。当用户调用sudo并且输入它的密码时,用户获得了一张存活期为5分钟的票(这个值可以在编译的时候改变)。也就是说,我刚刚输入了sudocat /etc/issue 然后可以再次只需要输
入cat/etc/issue即可,不需要再次输入sudo
. sudo的配置文件是sudoers文件,它允许系统管理员集中的管理用户的使用权限和使用的主机。它所存放的位置默认是在/etc/sudoers,属性必须为0411
4. Linux目录文件权限的安全配置
0x1: 建议umask安全配置
umask命令用来设置进程所创建的文件的读写权限,最保险的值是0077,即关闭创建文件的进程(owner 拥有者)以外的所有进程的读写权限,表示为-rw-------
在~/.bash_profile中,加上一行命令umask 0077可以保证每次启动Shell后, 进程的 umask权限都可以被正确设定
0x2: sudo
sudo扮演的角色注定了它要在安全方面格外谨慎,否则就会导致非法用户攫取root权限
Copyright (c) 2014 LittleHann All rights reserved
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