一、视频摘要
使用JMP
Genomics
10,对表达量数据进行分析,得到差异表达基因。主要步骤包括质量检查、表达量均一化和方差分析三个部分。视频将两种方差分析模块One-way
ANOVA和ANOVA分别进行介绍。
二、关键词
JMP
Genomics,
差异表达分析,操作步骤
三、分析方法
详细描述了主要操作步骤和关键信息具体意义,其它细节可观看视频内容
One
way ANOVA
1、数据准备
一般需要准备两个文件,
文件一:各样本的RPKM文件
需转换为Log2(RPKM),样本名要与下面的metadata文件匹配。该文件来自于“使用CLC
11完成RNAseq的mapping工作”
文件二:样本的metadata
如下就好第一列和第二列名字要注意,必需为"Array"和"ColumnName",否则会在后续报错。第三列及以后更多地就是样本之间的差异,填0和1理论上也是可以的。ColumnName要和上个文件样本名对应。
Array
|
ColumnName
|
Strain
|
1
|
StrainA_rep1
|
A
|
2
|
StrainA_rep2
|
A
|
3
|
StrainB_rep1
|
B
|
4
|
StrainB_rep2
|
B
|
导入JMP
Genomic 10,File——>Open——>选择以上文件,选择数据所在sheet,其他基本默认——>import
之后会蹦出下图,选择File——>save
as——>格式选择sas7bdat保存
2、对数据进行质控
操作
打开Expression——>Quality
Control——>Distribution Analysis
接下来就是导入数据,选择输出文件夹,NAME列是作为ID
Variable,给基因,上面的Variables
for Which to Display Distribution选样本列给数据。
Experiment
Design中把分类的几列选上就行,此处是“Strain”
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAjcAAAJsCAIAAACOAxXNAAAACXBIWXMAAA7EAAAOxAGVKw4bAACFaklEQVR4nO29DXxU1Z3/f0ZpHe1WK/UB8Lc7QxIS1k0sLrZ21e4EQp7AtJIXP2jFlzYMf0wUgbShmLBdcbckUGLDQ2qif2Js/2oLP/7ANiIh4Sm7tVtbXa1J/ZOQwczaAqKCutaOtXX+55z7MPd57kzm4c7k8361eO+Zc8/5nnPPPZ9zvufk3kkrV64k6ebwr/87aWmH1f/IJ2HhIMwPLr3oT3NuuSFpNgAAAIiTSfT/O3bsSLcZAAAAgJb6+vpJ6bYBAAAAMAUqBQAAwLlApQAAADgXqBQAAADnApUCAADgXKBSAAAAnIuVSjX9U1Pz95pTZgoAAACgIea51BXSHwG/155gUwAAAAAN8Xj8nrmXrN/2EiGz4892dNutM3YvPvn86rz4rmJHr/1T+LHKlOSbYA7e69p/h03bHWGww0CdAKDA5XJZ/Mpfr5M6S1588cXZs7XS8NJLL910001xW2JXpeQpFK2Qsbc/tKqVCKw7WfML+XTFc7HLilPhRSvMnAJRZfze9bxjF27KLVu1vTyNMf9xMVh148xvmzJaNt1cADIMMwGwFrCEQyXqH2697T+f/7lSqKhE0UD6U9zJxjCX+kktadr60tils8PEFbZd+EjvRbtBl0s8zVv9fHi1yRXm8ySrqyxQJBhnCvokD+wmt9zy+P6Dj1Umt2tOlMFqbrmF7D4wulohU6Pbvve4OoooY6zybt2mn7hIMh0Wy3/w3lu3zUjN9CY5dQIAGCdUnKhEKYVKkCiNbsWKXZWiqvT6W+IUKkRP41igqnwsfPL6W2fcezDzB91MpBb/6J8KZyRfppJC4eLFQ2u2HFwt3whWoK1bV6zZrYuat/qfVqz5nlrSmEbdo5lJVj72fAZWBAAgoSiFip6OX6JITHMp9vJwPoW6VHq/uDC7imGBKm/B4lvWsJ59RmR6o3Ab0YnWHftd89mgfr6Le58WHGDxniPzuTPqR+Qe1SyLO6mkK6W0pAjisTpBVQqRyxVTPu4a21q4Zg37Re8X4wgilVeZv2L+97atrRRimFyoLp6iW1evrkgeOaKJPmpWUeNT+nyqPS6F7VvWkMUn819bY/NyLmo/MrUgUrFSPZjVqvkteG7x7vmstCyUiLEU/kiDmyj8mshaAgDEjixU9Hj8EkViUqmQ+pTPrv44Xq+nOCiPjMMr+YRLlhr6/8fn738uTLsqFll5aSSc9VT3muxHEGdwck8vhbNrhraeDMsi4bpX6tR+sYbGpgmzDu+ebQt0OiX06TQw7w4qU4pphv7C0W1byI/C4TwDI1WTlIP7H1/xT2HWxaprw6KixkkltX2+MJ1i3j6WO7nXIB778RZeWgUnX/sFuV6OIMmCoAqC3gplZr/dmy+UWV85lrfge4tZGiyK6/EVz0kXKud/RHsTk1BLAFjgnG0L2U0MKnWpLoTdBJeLuf5czAf4rq0PgNxy/QzFWV5+IVkz3zVkPGnhrHjOeEQcCa9cu/UW7nybYRTPECoLdOwtZymnwFK8ZetanjCb+eldYPxSsduuVMuU/sK81Y+tpr2rSxrdqxKKXM1E6g6mt+a1EaWi5CmFyfRPDy8ym07lU9HdepIaflD58y/WzHCtsZOguErENi6KtUN+QcRr+fUjo8SwVq1vwY/4D7SKyND14oW0BnaLiYmFVqcQvZYASCTQIUPktSiSAo+f6yLV1j49Idn1dy9Zb8f1J89CRuUgOtcRxskul8HGs1Silk9TdN0w0QzwFfB5BpUANrPgfir1z7Rj/t49B0YXEDaXeYyHaGtDEdmyooRfTRkdGSKFd6irVpzMbSvUz5VIFHHSqHP0S0+am6a60t4tsMA5zQmAiYhmu4RmM0V8WKlU+BP2r7y1j++ZUCHMruy6/kT3zGOqfmN027aTq1dX0gH5SUJ7cdqb2e5W5B12zM3zixXPVQriN8SG23ls6eQXpND0Yu7wirjzZPmMXgoqUsoFD1Yq0z0UJ1/7hTTYN7SHzivIPVu2EGmRR18bcq89jooSMr9lsU4BeCWwqgvH2pczfZ0x41ailwGFJ5Gw2rmXPGYi4XHfAuO8Dm7bNmP1ggPjqCUAwLjQ7+jT7/qLA8u5FP/39bfYnj4+tXXRqZPhwR9pBJ2GCTw+3yUuj9P+OvyYttPIW52/xeWaz49pb8m6G77FQto9YWHeCrJfcSXvqfJW/2jr7hl8nnPLihW3SHlEEvyRfDUddD93r0ueEtEUbA27BZFSdLvMJ8Vlyii20JnzPBT2qIr/T4Vcu/PEU21tjEZi6irKFqIr0Lh8zMv2+Gt3xLGKw/x8C+jsUOHZowMQnuZjJ7fScJdkqfkML85boEohkpeQVZy1BEBGk+K/izLjpptu0v9VryBU4/qr3g8++MA6Bk85rDz4oy7ELR2oMf/DFvaLeKj3VSkvi8RTXSUePfaYtg9UZfmYQaAiPUMvGQ2U+zZ63fP6n8MmIUYXqmvgMX0WjFsWL5B7Z61NlhVlB91VecoqVZ1E7DIouAFmt9cg3KxWo94Cw2OF0bq84qslADIX5yyPmVlChWo8Rk76+E8fm/7ocj1w5frTx8ILptH8/9/Tx4hwcF46kEPOHHOxg/G8M2liIm+vAwAAYMSkKz53hdlvG/91YypNmWgIvjj4pQAAwIJJBo46kBLgmwIAgKhMev/999NtAwAAAGDMpIsnXZxuGwAAAAADPv7440mf/exn020GAAAAYEw8X0EEAAAAUgNUCgAAgHOBSgEAAHAuUCkAAAAOZeiN95hKvffee+m2BAAAAFDxcdhN3nsfcykAAAAO5QryHlQKAACAQ7n8CqxLAQAAcCpXXH1NDCoVDvxw7uw9i146el9O/+orn739wray5H/UJNy36sqWApbnqUeF3O/PTW6m4XCA5jTceGF7mUsd3peyUmcEE7xCsqD4vAjs6Ur2M5UM5O7IgcYntW04ueBJwX25qUoJnfX6l6XzGze++H8n+MW02izI3buT9sz3rfrc4h+rg+7e/e72smTkFSv6qqaqnJumvo8/YFJVJb+KorYB/kzKv7OqER7OhDQeMZEip7QEa9RFTuLDEhPOtCpunNNRMEuIKuvAD+dQeUp4P+x43FHmUrTRKacUx95dScSPHyYMTRZmuHLvP/bu/cR8rmNN2fZ3393u6PGvXA+0dc5ePSMtDwabuS7+MbXkXW4JPZ3zw9xj9+cmO1+57MyAK69UnS4e3PjShWOCMjHFunJY0WBsNh5TTvXuITfe+ONn+7aVOrBJKBHUuki+NbQlz300N32jmbRbJXcIicU5HUXp7XeTxZGWSfu93j0v3914NC/PJfTDEwesSzkO1jqfTUO+7MnkEiX3+66y7cdSq5U0xwsvFcydvbrvwrZS0i/YI3s2aMd0dPfwlYtX385+TQBMpBbtbCya/Wz/tjIHz6bYyGw5E4PIrUn9vckQq7IHQabklnmKi1RC2n2mMenjj82/1auGj5voHEbVQSgdRDdufCkh426V04mnq8j99meFnxZf+eNEeMaUDiX1wLxfnvrrB+yGpWbz8UhKcY7C2JPf8uMbF63WZyQnSydbLQUsU+FXws2TF/DIo3PjNKP/WValRo+BoRnKCAkpu0hOxaIb19OHs5QY2cMe3ZaTp0hpTvw5CPDBKRWpnNIZdy9ueXR1KWtL4lLNxqL161lx5Ztr3k5OcTeMFI3fhd2L9ixW+CIFl9G4nhQmpxt3Gt8awbWwmyxeLDwRfAVXZaoqjr4Ivas/xwsbs2vL3Cpi9IyY1q1R6xIjS1XJQokYS0xN6o6kyKq8EtkgdcVRppm8R4NKviBT27lMCSLFCmtZcOvOIb0z77iZ9O6Fdy1+/jEVA37A2n+F9ldp9fXCu7nik7BqRsweGDkL5cNMJB8Cc84OKqOXbuOD7Vg9foYwm7eRnRcusO6JOZcig/QfL35294UL23XhZqXelisMK4/G/TxI9XBjxMHFq2Jw40vvyj3glatpQ88tuPHl4QAhuVRXBm+8kdA+uyyXScyil1gPNT4z9JiZEamQwA/HWfZYkErPVUrTeGJLqX/bekKrjCZ1O5Wp3lP3ScLx8vrhxnff3c67g+U/rOAdv0k7oRff13j3+pbewH2sC6B34e7GC2Vl9wu+KLF32FY63iclMPwyKRAOFXp59259c425SSsL2/LD1aUxrMlbWdVv8IyUGtZtv3nrenl9y6KXLlzgUa6k02rpwm1992mex0gKJAkN0vwRsDA+AZaUrt5442zm9Cs1mkkZNqrV5p1DhkoUZdInn3xi8bNyzBUO6H6mpScvk9lXrpcCbuSVEpMF2pmKekTPhs6DhtclAJcr9/7t99PBzuekwY7CKmnUI7SUftZSIhbqS106o4isX3zl4MZ4994I9cBUeVv//UKHK1TFfdKsQbJkG59s9LHJxuCinY3Dy2kXWXFykE7AckjOeM0wwMSMSIUkPtMbC2gj0rc35a+c8axLKR7dMkGm7he7uRs3ruZlY7O6PcSynTBKRZG7L6ePitTt28Rg1p+y4RafovUl4EkRENZjhIUTOVBurrE3aW1h40NrlfEzYpSdVeu6ceNOXnu8FygQL6SNbY+YmIAmBZKEBmlmJEnyoyH7FXKN3H1GlZxj0TlkLJOmTJkyrgTSuiFtnAgDQEKHQu+KDgS7VxqUOnf7u+9uYyOaKz/38o1xPx6l23bffeXiVbebdb68g+ZP+MlT/cODtO3R85befsJ9V3xhIG4zSjVTCgsiOkHI+DLVo5riUMm+TzVHor++XLQ7Ae4+UTc+Jz/iRDVCV0W2bCe0+Ks3tizvPVVBWuhMarvsCOLbhSOD6PE8KbZvTfxNOuFW6cobNhjnGqJqXXGQ4AZpjNlAKpGPBh1zCDK1ukB09+ly01eyaeeQuYxv90Spqh/pW7WKbBu3C1iRprBIQ8jGcSVoQWD4ZWkoxGbUpEj+5ceyO/jR5etfvnu3svcyKnXpqUcfDdx3f1nufUdfIrRv4HPuOOBd3o2z+TJJDs9o+aMV4hqG1H3ztkuWL295uYj2ify4hbXDXO6zjtsMobedPXsukXd7962ae3L10fuMzZAZT6YapE1924QpDquKxXPlP+jhsxO2n4J75OPMQoSNQ7WrC6pRsBLzdiKQw+7BNjqJElZpuPuFTaMiXdL4nhT9rTElviYdF1ZWGT4jhqmYNPIYUPUYfY8+mntfRW+iGmQUI3OS/mjwuVHL8huNFgCNG5Vp5xB/8dPNuFSKNtNtL22cO/vKz/FT5n6JvS4iSwviX8OU8emEtEiz8W6i9kOI44uE7J4o5U8ZnzHfePfdNyp+uZs8+7nPLRYOpeVc2QCjUufeP2Nb5Ip3x7FmlnPfzo17Zgub0bdd2L36Snm8f7fgPiJCt7h+veAC4Md7hMGSa3xm5N5/7MKMVVfKPgS22EOfqlxDMyIVMu6yR9oAW5XbJt9TZk8F230uTXjYz8oOUdd47GYtiJSsE/JKtXFXat5OxMtz728s+hyTV95D9a/mSzTqNbNxPim6qmAF3q5X67iadNyYWUVHGPryGmbHnibL1hUV9fPIiuZyJexhtDaSFTPJj4YgU3R2rJ8MmXW/Zp1DhvJhKGyqUi7uaVaFRALoNLZMERjnXy24TC52CX+zIHG/EENhTtx58gl4meJUndL2SPLsbPt2s2sNDVdbHZNVqqpWWuVyGaeqNEBjTNxmiKkZXW9ohrJCxll2i5tp9nvUC61hBpuERO4yy+IYPzRsJ6q2RLlxUYWgr4a1Mf6/7zFMwaLxyKaKnebt2961aNKRwibAKsNws+yiti6T40i59XmN9ylwaW+u6ZOYtEdDSkpbNuUNN24S5p1DJuJ2T8LfSwEwXsKBH7IlqQsZPGIFwLFApQAYF8I7dYTVsnTbAkAWMuns2bPptgGADGacLp0UoPfeA5BBTLp2yrXptgEAAAAwBh4/AAAAzgUqBQAAwLlApQAAADgXqBQAAADnMi6Viunbxs58e7wTPncGAADADFOV0nzPWPiYsawxjv22sf5LvsrPsaTXNgAAADHxy//vPVOVEr42FwiX8tdSsY8Zk5eJ/P5j9k7LRTvz8nIn2reNAQAApIyzZ8+be/zY1+b2SLJEVenuu+/+sfBOXypamf7BEgAAAM7njjnTJwWDQeMf+bt4xVfNs0+Q3v5SweBs4eX/7JMARY05ym/M99v4VrT4bXhduK0PpSdkNcviq95RvroNAAAgHUz6n//5H8Mf5A9wUVniIrUtJ/fkjXuYDzCHzaxuZ2/+V11h/K1o/bfh4/hQeqwSpfigg8DdxOQDzJovNei/uo3VLAAASCNWe/yET8IGwrknB28sWC1+66331H0zqHKwcw0m34rWfxs+jg+lx4hyGhT5YqnpV66VF2q/ul2men8/AACAlGK5Ez1nRtHLzwZOyV8rzxXPE78oFeVD6YnLJ+6vXAMAAEgDk6688kqz3/gHTBc/u+1usmi10LOXyud2lMPs2/Cxfyg9MWW18ZXrhH91GwAAwHiYdN1111n8zDv2H9+9e5vm3M73sNkHj42+DW/+eebkfgvZ8APMmg9X67+6najcAQAAxMGkU6dOWfys+Vyy5vPJxt+YV34r2vDb8HF9KN0m+k/pWH+AWf72s9lXtwEAAKSRSZ988km6bQAAAACMmTR9+vR02wAAAAAYM+niiy9Otw2OAF/dBgAAB4IvdwAAAHAuTKXcbne6zQAAAABUCMqEuRQAAACHEgr9GSoFAADAobz1zv9ApQAAADiUnL+5EioFAADAuUClAAAAOBeoFAAAAOcClQIAAOBcoFIAAACcC1QKAACAc4FKAQAAcC4TXaXCZ87c1vz+4qb81VOjf/AwpsgAAADGyYcffhhRqXD4w+2bRteduUg4ran5u44b09wXa0wi4b/av91Tge/nAgDAxODPf9a+IemSzY1sosAnDSPbnDFpkPUy/PLYpat/m1j5dE2d+vyOqRYRBKU8UVFEM40aGQAAQAL51Kc+Zezxo93xd296619f+ePqqZel2CYLXDd6/ziFymewFzMqAACYGEzq6+uz+FmaSfwv8sTvuqddPfTglFxy4b5Vv+t2cS+cwgUXDp+Xw2dX5jxfeZk+hB6MHhwuPPix8lp9iJW9U65YPG30314hFTca5GiYvibazyuIqkTfJPc0f/Td7Z5y8sdIOI9MJ22PzpIK2/3b7t7Py5E1yarzemvm/EvWHfxAaRUAAID4mFRWVqYPDZ85868vXrK46VJC/khPu594f//2og6pa351fl6Id77MBbcquJ918ReU4UQUrbdmNhWFproEqaubUvTolLP3PHfJ/u35shTRjDQhNrGbvtpgHvKhqkRnziiTjYTToj0R/Np2z6Pb3TMlj58c2bweKB+tO3d1aLuXe03f2DbLEV5TAADIUDQev4/Wtfx2Hf1v+FOb+aJUOMxCa5ZJU5xX3mfzj4pLxeizrtnMZzblRB0uxHR9TITUGBfNPvtHMuuSG8hbd6wa2SyveE3RhUTnkplTbKf/is4woi6RWbhctFlGJpjVA4t8yeayK3nR6LTvfXslAgAAYIzG4yfunoglBa4ZZ41+mfr5oQen5KnE4LKOHZMfZVOfQffpS7iWTNaFWOb+yrl15PIhIUcb6a+KpSTjg9cDAACAhDLplltuiSH6rMtrnvjdPb1XiMstsmZMYeGPvDKlgy8Xbe91r6qIhFB6fzRG7vaUnz27/eyU1TdeturBPLJp9MRZEiZnNCHEfA8d98J9tLnJQ5UpPMtW+mSW3jCr8nW/eqHjxsn0IND7xrrTl++fFWM9AAAASCiTzp41nAcZ43JNfnQ7uW/VqPugvGtAmM1MfrTpo9uaB92ui3jglS7XZZEQYTc5jTZ1akHfq+5ufu3s/xViG8r1IVq6u3/b3c2P6ORpu0eYPDFLbKWvNUxYaTOjhrzvXnVaKprg/btswaxL1km7J6zrQXCQAgAASBSTzkg7AqiurG4s0PzMA29QhzAfXYcuIf3fEhn+dVHFPTeE7okSosl9tYnpNtPXRVOViP/KDkSBucETukerlHmVBaFK8ViITEzqQQhUGK+tTwAAADEx6W//9m+FI/eqofSa4gD4jvPuBCca2l6Y4BQBAGBi8PafyKT/+q//Ek4meGeqfMdEum0BAADAuOrTJn8vNQHR+zYBAACknYn+TnQAAABOBioFAADAuUClAAAAOBS2eyLdNgAAAADGsN0T6bYBAAAAMGXSH/7wh3TbAAAAABgz6dOf/nS6bQAAAACMgccPAACAc4FKAQAAcC5QKQAAAM4FKgUAAMCh/OEPf4BKAQAAcChXXXUVVAoAAIBzgUoBAABwLlApAAAAzgUqBQAAwKH85je/gUoBAABwKDNmzIBKAQAAcC5QKQAAAM4FKgUAAMC5iCr10ksvffTRR+k1JSqXXHLJ7Nmz020FAACA1CGqlPMliiiM/OCDDy5cuJBeYyYgV1xxxeWXXy6fOvwuaKwFAGQookqFw2GXy5VeUyygtlEL6cHZs2d/97vfXXzxxW63O91GTTjOnz9PBwpTp0791Kc+5fy7IFv713/91+m2BQAQP6JKffrTny4sLLz00kvTa40FH3/88SuvvPLf//3fQi+ZbnMmKH/5y19+//vf04OMuAuCtVOmTHG+qQAAM5hKvf/++5dddpmTJYpCO5rPfvazH3zwAXqcNCLMn2jvnxF3gVr7mc985p133qFClW5bAADx8KGgUu+9915GePD//Oc/X3TRRem2YqJD74LDBzRKaIOhs/B0WwEAiJPLyIfYiQ4AAMCxXAaVAgAA4FQ+fN2ZKjXQ6G7NH+6p8aTbEJHhfQ8du2ZV7a2fz4J801UWOzjZNgBAOvjDB9YqRdWivE08rj8UavEl36TYeef5zu19Z6SzqWVZ3cupC0tm3fnwwoI0mqNBZZ3DbAMAZCAfXp1rrlLB7qqCusJDoZAoTQONVd1e50xv1CS5RyxY+HDiU4974hApLFWFhx56LbayJ6UsRFQoUrbq4VqhQLR4D3VGHTKoKyFZtgEAMpTLzNelBhq5RClmT76WHkdOpSYyn7+1dhXp3L5vOP2zluF/ZxKl0KSChavKOrf/n+dnZvPUFgCQdExUaqC3rbRj2EyV+DSrnx9KfkC+knSoem85D6fXCrMus5gdhXV1bWKsSBz5svHCx/XXCnMMOlp/5k3af17173TUfmfR4DOCS0ox+1L4qaRQPsQvu7av7xXuQXxbGvHzcCmRqUKqz7yiSs8sNTlrdtnME2Kk7Q/1ST7KyIWxeC0/P7Noat9rwwsLCgyz5sV/RRmkmL1E4s8qK3uz79ycSASVtTZsGX7tlalFq9TxuGnn3qYHmjRFU+Ts5UpQzqwihitsMLZNV0YAQPZgY/dEREUEoaHTrJGGUKiHhVDJqeoWpaW/rrV6OBTy8NWszoGaFp95TBbcIqbeSdrZVTwfflkcxXjlmYdeEY54P0XnGHeee+jY8/9YMPPEsTeFvmyYkDN9x4pWPfyw2D93Pi+E79tOu+eHpS5dDGWRWfBCnujbiqykRFgS2x+i2bE4rJ/cdz3N2Tw1MWsW89+Hb11Y+/BVKmfXO8//O/nfsm0shs3e9vNXXUsG336HFLxtkPXb+5hCP2woM9RUpuS1oo6+QmbpyihbG1/PL5umqoFI5d+qrQSFbQ89Q+6MFGb7vqsk+dHZRizKCADIeGyolKemJ1TDNWSEndJpFmlrc7fJv9eP0TiEzYTahYmQr6KetJ4KEmIes9YXSb2lhipYgRCrtDpIfHHMpvRj6IKFd772kDhIl/qvqWX/W+zLPn/rnFl9r7FhPp0EkFdekTSOJcUH/yzyPxr2zVIifKZw7fVCnKuumUrOET6lMEtNzLrg+lnkmNRzK/j8rQtvZd2xcOlUgxgmvPP2m+Ta62mn/e8GWdPcnnlm+0PnDKYYbPZTtkoMLfjHsqmvnNOV0dRae0imqdNUVL7ZhSrbuHHbxemigW23mpcRAJD5mKgUFZry1qPBGmP/m33PXNSYfBchnaOxmRXzBdpJNBGwDpRcLxwndltgfKlxp1VkYnbM9oXvnBg8M2sOc9QZZl2wkCbJN1k8k9Tdj0wOj51451ZlBsy0qUVXGdisqPxE5J2iMgIAUs7JkyfN5lK+2o7WgoIqohcZJmDlkmcu2N14dG6LiQ7ZiBk8NSTNrILdrXQ+1THOIskMC36gq/79ocgC/pk+yXs1/O99Z2bdyY74bEMKfuf5fSdmLhxHNxdvaqzfFidv7zx/7BVCymxlJ62/mRZk+Pnnr6LKIWyyOKeavtDpn7o+FB6/OKATnmPbt3cSWSWYQ5GUrZKLb1T5pokpyxItvkUZAQAZzhe+8AVTjx/z883tripw10kh0nYKX8twBw13i2E95lOl6DE9NQ31deU8k9KOjnqyN86SRNaluPOPCDsmFtL+ineebFWDsLnGNa/RATchwrRD6PeEvWgPPSSFjq+PiyE10RsnbBxgTjB2wq4qm0UG7RdW3rttlHXBTEKnGNKOBVVHL6zdiUnNKisTXJbx83lhlYmXQbKtVpGjYeWrKyFSWcqyRNsTYVFGAEDmY7kuJaxI2Qr3tYR8BifRYvJTcR8FpabGMI41rHu8VRO28OGHtb8Os39mLnz41oU2EtD84Y58qgxnlxkcR0stcsI9VYrgyMmttxqaYVJYqx/1QYo0FXkO73to6jVXWVlrB1UhdBhWvrYSpNyMC2psm1WdAAAyHGe+IQmkAIVDknkZdRvJAQDAAUClJiyfv/UfZVcZ85Vh1wEAwIFMHJXC23d0WLoPEwoqHwAQJxNHpQAAAGQeUCkAAADOhanUJ598km4zAAAAAPLnP/+Z/jtpUmQGxY7+8pe/pM2iWJgyZcrIyMipU6fSbchEJxQKXbhwId1W2IWa+sYbb6TbCgBADNxyyy3yMVOpT33qU+kzJgau4qTbCgAAAMlCP6bEuhQAAADnApUCAADgXKBSAAAAnAtUCgAAgHOBSgEAAHAuyVAp9jXDfLvfSQQAAABM0aoU+3B8XT87sv9BXgAAACA5qFSKSdTe6uEQ/1zhQGPjAGGf2WWhIw2hFvtffAIAAAASgkqlxkb66xukL+r6WlqMLgAAAABShkqlvPmlba3dtT6Fo2+g0V3eRv/b724j9YfohEq16KQ4kSIKlHaI15JD0iQMUzIAAACxolIpT017x96CAnddZE3K1xIazo8qL1SByoc6hkM1gqvQXT7Er63tKC3oHWjxsSsHOutIxzAkCgAAgF3eeecdze4JT01PqIbpjEqqohE8ulfpKqyoJ0Niag31bmFyNtDbVlo9jM0YAAAAbHPFFVcY7kSnE6hQbXdVQedAzTgddFSxyluPBmtyetvqG0IQKQAAADGhUqnuqirSHmX+5M0v7d9LdYfGCna3thHSQedMOYWkTlrQkkM5vtqO1pWdjYSKFDZjAAAAiBGVStX0NDS63W7hhDn8+ETKM7e6tK5c2j3BvHh15QXuOhajo57sZVF8LcMdVQU8UBFKxKtJHZakAAAAxIPG48d8fbo5j7BYZRynpsYoTo0iOqO+AX8fDAAAIEbefPPNpL/Hb6Czrr/+UE+yswEAAJB1XHvttclUKeFtS7LnEAAAAIiRZKqUxlMIAAAAxEL4k0/w5Q4AAAAOJXTunIFKPfvss6k3BYC0c/vtt6fbBACAik9ffbXxXGrevHkpNgWA9HL48OF0mwAA0OJyuYxVKhwOp9gUAAAAQMNFF12EdSkAAADOBXMpAGIm/PLYpd0f0IPZlTnPV16WbnMAyGYwlwIgNsJnztz26uWh7d5w+Px9q97YNit/9VRXuo0CIGvJqrlUuH/NVZvzf9Vfl+tCrwGShWvq1OfvEQ7dM6d9dOIsIVPTaxEAWUtsb0gKBx4t/dJ3XxbPbvzXX/XflwsxABOYs+/tPn35d2el2wwAshfTNyTp51Lh/vqrvzH4Ly+81c+ViSvWVSM/eaut1EFCxawOc9JtCXAar7766g033CAc/+lPf3r77benTZs2ngSZ36/5/cVN+RWYuAOQTGypVDh8+Fvf+H/u+sm5uhzpp5y6vp+MXPON+vnnfjDPMU9pmHDboFJAx9NPP03/LSoqohK1c+fOL33pS1Onxu+nC4c/3P7kWzcsK8KKFADJxp7H78iBp2b9ywsl6sCSBXeRzSdfJyXTD3/rms35/1L4z//8FA2mEfupmgnads03nuJxhcDD9VdvzmcHwk/kJ+fa5rnCh+vp1S/01U5/vbPs5n9+hceniviDEna+t1pKTYqWoxZFZS5CTvpwIXcesjn/J9V7v8FyYVkQMYqhzUIU52gwGA+33HILFapFixb96le/+sMf/lBQUDC+9EInTl8yc0pibAMAWDCePX45+bNeGTlFyHR6/Mo/j6x766228KmOspvv7SinmnOEScIL597KcYXDp6je1M8494B4QQ6VvaFZswiVuHk5TAGrX5hOXu/cQR47d46KEBOkb3xrwbkf1K676583HzpVy5SJRrtr3TlDiaJq99Y8Fk5V8BtDcrg29x+UcDs3V79w7hyz7hvXPHXXTySbdxyupb+z0KF/eeEtWRev+RaEKjv46le/Sv/dtWvXNddcU1tb+9nPfnY8qblckzt2TE6QaQAAU9577z2bHj8iLvio44TJrBnTheBZD6+cy468ZQtn7WUHhw88RV4hN1/zz1L8WSOnvOULZ/3zgf5H5pIDQws7v3Oytjdwb/nI0KyFK730wa/9QS3Vi6sfeoVHv4slMnf+Xd/4fu+pe2un0+Tumv+I1pfHcpn18C/niuE0Ohnidh4xyD08l9vZeS9V1TCPOkO0Oa+Q7GW/n+Kp3esVkgvPXfnwrC8fOPxICV4XlRVUVVX91V/91U033UT/HadXmO9B/92r8/Pwx1IAJJXPf/7z9uZSJfPvuvPO9iO1P1D210faH3ql8Jnp5lfRHv+QykEXDlOZ2nfy9SMnhxaunE7nK98/dITsIws7pxM6oSn/8kPk4V/S2RQ/PknYiHXeyoe/X3vo9XLy/afu+s4PYprTGOR+KobLpVRm5MR+EXAqc+bMSUg6mEsBkDJs7vEruf/hWf9wZ/mM/+ylHT+LcKqz4s6nlj59tkScVIn/ES9k06DKpXcu3XH4XkHYDn/rW+SRR+a5ppctJHW133/l79Y+Qvjx96lIdbDJTWDklVkP/yefx5w6tO8V8ndCsl4WaccOQh7umKsf/ypzodc99v2naMSwSe4lRGWnwTG/qrazjKobCzi84yGy8D+92IwBVLhXDWlCQtsL02IJABMBuzvRp9/be6a0s/IfpjwkBsza8IsztTmRjd9hdY9Pha31Fxsqb5lyLY+99Kkzj/A43tI7yEMbljbMlY733/Gol+vK/Ru23CIkP2vp0lmy+E2/t+Hvptz12w2/MFaLktanlk5dOuVpwaQNS8l+fp3LOHelnfpjltqZpxqm/sO1YiHpdSumY88gUANNAiCVxLB7wpVT23u21iDcNe+Rs/OkYxqp1yK+MlB1rIn9iOqqWXeU5Zi4+1jmZyOxa6Uk9Lmr7bQ4PqvOHAAAQNpw+huSwqce2/L00rWn4XcDAICJiKPfNnukYepdT5OlT50u4ROpcPjI2ml3Pa2IQH9qLcE2cQAAyFocPZeau+X06S3sQLJHDojgEFMBAAAkA0fPpQAAAExwHD2XAgAAMMExVqn//M//TLEdAAAAgB4Dlbr99ttTbwcAAACgB+tSAAAAnAtUCgAAgHOBSgEAAHAuUCkAAADOBSoFAADAuUClAAAAOBcDlRporDpV21Pj0QQHu6sKRhpCLb5kmzTQ6C5v40f1h1TZsR+GOoZVpplGFgyu65dPdb8nzU4AAACJQq1SrOMlHR3V5GiVe2/1sF6qEgfNqjVfnwO34FAoxDr9YHdjd9AnxxjobSstLa3rHKiRJMEiskhEP6hmud29lnJiYpJZ3ChZx5UsAAAAFWqV8rWEQuKMJdSTjl41eGqotKNdFBJPTUtN5CcqUvUNw/mkoHegxeeLElmPp6ZnmFQVNA4kZNoTU9YAAADiRePxE8b9odqjVVXd7ebDfx7tUPXecu5RKxW8cOpAeRqj8hQKJ8P5rYIvrsBdV6py4XlyCvvLFbMlmWB3KxWpFo/3VGlda3ctn7mYRjbBM7e6tE7UuIg7UDBAPleYpI2jTMoka4WXkZffKFkAAAC20agUnUzxfrempyfKhf11rdXDoRAXJ7m/lgN5d13VbdIt03lNKMfYD+ZrOVTvLne3adZ6gkf39tc3MJuY0uw9GqxhF5pENoVqC9l7Kkh8pLuTtMt2cut1JgX1caLZOdDI9DjUIxy7eflNSwoAACA6ce/xK+1oF/pdX0U9aeVdvyKQClFDfV3vGD2INWHmdWxhwuB2R+ZjVKRKq9t5wkqZMoxsTvDUECmsYNfVtNRQGSkQNj+UVlPrdXZ6osTRZz3Q20ba2txtcpT6eMoPAAAgQtJ2ojNFIBXxXs1mW0wjBOfeQCfzmvUXuOuk3/uVcxt1ZAuTpAkZ351HlSXUIjgvjSLbiaPJmhi4BgEAAIyHxKpUv7wDjwlL/SHm+2JuNmk1iMtNfYN5ArTD763QTonYHEXV/TMFoSmSXoPIZvAVosJDzKHJBLS0o1ZYNGulU58Og+jWcQztpLPKctn5GexuPDq3BYoFAADjIrEqVdqR3+t2lwuHwz1CJ+6r7SgtKOeOsPqOjlIyIoSyLl23p8DXMnyqSkyBb0BguzI62eqPsr/nKdLpS89wvjayhrZy2QFXL+4bF72R5XxmVtrRUU/2SskqTTKJY2EnD+3gHkCx/B6LkgIAALCBfZVizi3pWNpkoToZY//MbeE+Mt2Vka3aNZHLdDF1kaWIZpF0kS1TUiUp511TYxhsEsc6dcNQk5ICAACICt6QBAAAwLlApQAAADgXuyq1YcOGqHEueXB2sNtGPAAASCZ2+iuQKcQwl2ppweIKAMDpNDY2ptsEkEjg8YuP42tdm2eOHfSPe89esKvSe2JdeEtxAozKClJVIQm7g5lP9KrI0Fb64IMPptuEmNm0aZN8nOn2J4pYVUrfXDVN3LjFKy5jh8t7G45pmjwPJjuFK4U40k+6uApodnNabcSbYJj0O6p6nVDVlVBNijS6CrHBalqsHGzcklUPkaLh23k0xovaIMHYnYXjT9epPPDAA+k2IQZ27NihCcl0+xNCwudSxSt3bq49HPRbPlEVFUObu4LFijjH25fTUGUc6WFlj1Vll9Ejyh+4wmPhcLGYxtrKrukpGhwXb5FydSQGd0Hq68IHhTDa1boqE9T1OR9bzdIex9dSvQuHPfzQ5V2bK4mKssXWds2Ta1bXklWJ8SYckSU7j8Z48PgPhmUDBLn05x5YHn+CmJOCZJN4j59n3iISrT8oXLRoaHn7cb/8cB4/0NqwaOfQHqP0/Osalh94XfdGPN3zTZXjYDEBHN1dYH2dSpOKt4ztVPemWY2dZmkPRTMrXtBANgeCpFiVKM2qYvkJfYuVW/J0MYCKxJwhelOKFZFieTTGC20T9AkqplkkIXEAEkXiVIqNy/YsYv0g7Q+8yufMgFz2IB84vqW4WLh089DOzpWk1vBRDAaGCFmgDaUPb8XOMbMsFH4NaSTLx3zHFu2Zw8MjPhmFz1AVGInMgnPbxVhicsoRpNYBFDk3c6pp3C4N62yabWSJSRE0d4FV16Ixdbep6E1NKkdnj6LYkfvNj2tJp8ZZWyF7saRoxJ4rMiUVosKwDShzb9i5c2i5fmGG1iopPKbVPdr59zYcO6jPRt2SxWGWtipsPxoGzUxb+SbRpNKxpLdIp69HCquY++luiiqLTlIrnHhdyysmzLwcJIbwy2OXdn9AD2ZX5jxfeZlFzHhUqnWOS/3y1YqdqlM2ZnTJz5kxPM7mrpXMtcGG+awHPWwY0/SZjxDUPGD0+ac9SphfQx9S2V/Yu3zzIu6rYU8u77DYAZF8hmr/jRSZJe510YTDW4RHfu0CzbIcGw9HOpvja9XnBiUSuic+hBb8cHK4pdnGlpgVwcZd8OQWkj3SVMCocvT2LGiYI8xrg4f3kAqyh89O2PGiTkHW2kkn94YxY3kqbAKxWZzE0I6xtWFdWNetp7VCzOIrraLBrRHtFGAzodaGYxHPr/RcNESc0OqMpJYc5JHnEOXFirti69EwaGYGlW/RGtlEKnIr5Lsv+yVz2w1uiiaL18MHw7lZ5PELh4+vz9uae2Sf3+tKty1ZTvjMmdtevTy03RsOn79v1RvbZuWvnmpa5/GolHpMxsa27L9Kh3cx68ysZYrHYb3hyoDYcwXVv8taGH2VX8iaO9m5RXSE29qqUNIG0ftSsbNTeJgkTw1RTciKV+6s8MpmS5HZjIMULhAiTZ9ZQU4osxamdMpHlJfL6zpharVqFshTPyGFW5ttaMlx8yJEvQtsbF+4QLTdqHL09khpTj+8p3Bd50y+1jNPFil6J7b4WUcvTi0XMQVkS0JCn0nVrLdhnW7Akd4KMYuvCmfBrYobLy/yKe88b6jsF81AxrAlNxwbm7nZ61pr1EyiPRpyHHUzM6x8k9YojBfkiVTk7kt+yeMnjG6KQRZ60zIFrkn+XcLJkq5Ac3FazUkA4bGuhSXNg+JZUZOD5dY1derz9wiH7pnTPjpxlpCpppGTtBOdPRzicFCiYuZ0TRzeIXTNHDLquaKKE8/BdJ0hne6H4i10bE87K5drTqxmJNhsxV0wqi4mGhWLOmOzR+jpV87cU7jgoGd6gK315J4gi1ZGvEuRuc1m4RKP6MOaHthDdnYWx1KC5FXIOFBNvrR4/J0793hVmZi0ZDq2OnbCNafSYCIS5dEQ4mibmXHlG7dGYZXSsAAmHna55PosMpLw8SaqUEu6RgPFLuH0ji7vvmXpNmsc8BK91nRkdD9XJq5YeYGu0eZihwqVyNn3dp++/LuzrKIkY12Knan3VLH+sHCdtmvgro05yy2Wl6zgQ3RvJTF4xsWhqOhcX3t43haTbkkV045v0TqF411d0/25h+k/ftoFjRE6t9OvobNBf6+8Ps7yFF1J9s22XQTFXdBVF3NoEfU00CLliD3U/NbNtRWFvPtkWxJqN9N7y0flrH+r2LlSiL+ZjrdFT7Dga1tLWol2aSyNFRItvplVfBZi6KojUmmZTtnaliLsYFG4mSNpmDwa8lP2epemmRHDyj+ujSY8j4GhCnFgIaIuKq2B6QF98c3ub8bBZlFcouQe3FXcvL+Yho+l06xxIJdInjy5vP59XYE8//qy0Y3FLocKFfP7Nb+/uCm/wtLCpP1Vr7inap64vmr8XDPn0tDMefGNbJmfbx59aF3yNlrpoRYefqHcbABpnr4yZnx/QaRMgV1Pe25CB67SKplBcuIYWlzD2LlT9iHaN9t2ERQ721h15a51RaqrQVx0sJVyxB4+M1ouiBRPf/lyacDPnUVzeA4VO3c2kMiKP5cC1rkblSlNFRIlvplVr5/oJa29Sj+krtUI9cB1KpqxUi5sq58qcrRHo1jXzAwrXx+NGA4aK3bOPECnW8Ih33VYrC++4f0VfYqZtXtioG9XUdMRn8mvR9bnNnNHoOQGVPkGaajU75uFj3XdITnexEBlTJrzfr83FSXylS0hWwPsK+NjTywsCazpIn7RBlmh9YaJi3NN1zfzSkiKtZxw+MPtT751w7IiixUpgVhVivV16hD5L4eUf4hBpD1VbH1V/aiqUlD+2RH94aBRnGjmGPUEBuGqv3CKnBinoLErrDtWRNCmYGaTOvlwZE0gEjmK2YaWWGeo3tmmztckl2iVowrUxFBl4FdfKo7CDUlHhZjfQQOrjq91Vczs1JtqZIkYSSyLQUtWR1YkGP3RiJiqN9qw8o3Kpn28xKz8fnW5jG6KQRamjSpDGWwOrAkEmrnHbGvXCt8yz8B67koL8M6aOdby1lPt8RGT8OATa5qv7xrdJ89gpE0ZowEvlSsmGE25qXHEeXOLBgNj4gx6l7+va3S0mUom8w2yORYvgtawjT5NJazpKknS+lboxOlLZk6JHi+Jb0iys9UPJBtH3AXmH9JthE8TtitE4WN0kv0gyRQ1reBTEk9JVRH72Lg4TVkm3X3fiqaikr4B2pmbhPtyryfN/rzXIpsXaApkkJTkNct5sJ213tQUJ1fKZ0mX5PpTFkFvGCu9rhKSgMs1uWPHZDsxk/oevwS+oEH5JiRG5rzeJ+2Wp/k1GUL5GyJ/GJQpFeLxr5S9ZUr7QebjK1vi33okuCxeVxbv+seMw12u4uZAYCObmuTlDrKNdmxPBv+vN3nrQ6xE/scHlqk2Kg483jx4fZd1u9UZlrLFOb4H/Xevzs+z/mMpkjlvm81ct0LmWp4YdOXPnAqx4bsFmQgVkhVNW0tKFhJpuhM+3rQwsMJ4jx8XgDVPlIjLM7TrJ1VHaNfvMQ4Pj3U9MbbMX+xdtu8IWVjCHG5qCTne1EQ2JnhHAy9RUYl/ofzHXsxZx/dT8FUxFmdX30Az9yAwl+Tgki42WTIwzGy1LuE4ZC4FAABOxOvfP5rblCc7u9hGCa/hNIIKwMbRrvV5Jbly1FFh8mES7vXnPp6b65eSLeYxjzQtLMnLleI1J2FSxUpUwnafS+47OksaVa4nLSF9EbPEjR4GhoXtbQkYJ+5VQ5qQ0HbTlx5DpQAAExHumWtWhbCgYumYdvv7FeHqqJbh+lCWWCDp8/IouZRtDDRrjdVfYlYJicVCk/RApQAAADgXqBQAAADnApUCAIBshjvuAum2In6gUgAAAJwLVAoAkLUk6RvnKSPT7U8IUCkAQHayadOmdJswLjLd/kQBlQIAAOBcoFIAAACcC1QKAACAc4FKAQAAcC5QKQAAAM4FKgUAAMC5QKUAAAA4F6gUAAAA5wKVAgAA4FygUgAAAJwLVAoAAIBzgUoBAABwLjGoVGNjY/LsAAAAAPTYVakNGzYk0wwAAADAAHj8AAAAOBeoFAAAAOcClQIAAOBcEqtSA43u1vzhnhqPfGAdzWZ4YnGybQAAAFQYqxTtksuHOhzbJzPzyKFQi08VBBEBAICsw1ClBnrbSktL6zoHapRCYANfSyi2C+LDV1FPynsHWnxyZszi6mF7EpUiIwGwJPVz+mB3VUFdP6lXD/AShKFhFtamclwZR17JMC/uNG36qJKUe/oxUina5dc3DOeTApUQOAmtTMUiUgAkiAyb0w901pGO4VDMtmmKybWuUH0+0hCqSKitcSBqsERytDhjzMgq9CoV7G6lItXi8Z4qrWvtrvXVeFi9762WHj35jMi3o1RyDho9o0F9NM6YHG50IxX32uhntUwpRcogO25VR2FdXRsPGosYmTjb2JPcZmouyEoya04fPDVUWl0bh3yyYraeChKfcO3YCG37/XKxg0f39tc39BDSa3TpeMoYh+JHHj76kLrdveJpqqs6DjMsCxun/eo0M9iHpFMpudGRudWldXuPBmtqPDUN9XWt/Ej+nUpXI2kPhcSu3tQ5GOzuNIzWX9daPSyHV3Wr789AIxudhXqEY7f2Z4qvtqNUmuvxuV/IY50dS6+FH48l3raxRraMF/soFWQ2E2RO780v7d8rPv/8aauvbxuSZIuKVml+u+Kxcgaemp5hUlXQOJDeMaNDzMhwtCrFRKi0up0deiIyRZ/G8nLejQteA1bhNS01tJMuECYQpdXyUEuNxyRaaUe72KdzDewdowfyRfRBIG1t7jY5oF71M5GtYx2EV5j7RcuuVt9IEmcbr58C9wimUROMjJnTS+EF7jrhh0hERZ4aCyU7+LM2MsYfAzYjy2+vqC8Qh61ymcdUBovXK0fzkRz5j8Qovr5s1GBlBeptNkfuInwRM3T1w386VL233E49C7mqfUtRp3zRzfDqCmveVIhRqxCdroLlwslwfqtRmlY1qa4KKdwJXiKNSlERYtN5WjIppJ+LkzR1IdK0hdtOzWbzE1Y6k+TtRKPtnhCtVzt6KxRvfm2+NPezmV1SbKOz6VALn92Xl3aExEcQZD+ZMqenDXQ4v2olaZd7HkJbviRsBY05IQMLZSIdLR3Fkup2jy+nvpyP3lRuRNlglr7avSLuGlaYNmYZn85BQjmqvtnCZjM8OYVkL5vzRawwqh/reja4OyrfEh8kh6y6quhm6ApLTJpKVGsjmRqlKWVvcfc1d4Q4wkukVik2UVD1wcxY3jp5O22tGuoXpi2s9xbnJ+w2EdJhmLp5tH55ByETxvpDPcrLIlM3fmHj0bktBtUkmLSyNCJSNq1KvG0D3d1e5hnls/sRi0xBtpGJc3o2/xEcIgyl0JpYyEvJOlqvIFI0gObEriEj/YUVklWywfJKljpH7UOsj2/eGVrZbAZ7xLl1Y9JlhvVjWc+Gd4dm3yoIVmSBZNxmaDC+EdGstYH13dfckRpHeIlUKsVafv0hZVviZRD2ULAqobrazo0VzviUq7Sjo57sNU7dPFppR34vnXgIh8M9mhrwtQx3VBW43dLPxrdBSL0t0khsWpV423xzCZ1GSZNwq1xBtuHcOX0itxrS+UA/nT7kjBBx5uTNLx06FRwYaauvaIl2cZowUJBo9aOvZ+O7I41NvKf2ErFLTKQZdgto1CoSjCO8RCqVYhZpfmcTxxqjX7n10klNJIpPd2AaraZG074Vu1AU+VqgSj26VXojE2WbPXNBNuLYOf2Y2Shbda1R4ibX9HYWthWKokRLTVZ29hJ7IqXKUbDSxlXjsVnaL69SEOP6sapns7vDxrju3kbSRqx3y8Rghk2MrGU+xTrJ78wWbeobzBOIqSad4SXCe/wAGB9OndObD/GV19pdFeedG51VSKLEZKqujnTURr1SmyPLz86eQNExJi7+27K5rVz2gdZLKy/KFA3rx6qeze+OVB9GS1JxmKEurEWtGFrLfV5CpvUdHaVkxCrNWO6+M7xEUCkAxktGzOnpbz1RIlr+SY22kJokVNdKJx5zaw3jW+YYxWFh8bOcvEmcudr7F+3uiBitHcVrhiofi6Zi2Co0KdZErjNM08bdl0+c4CVSqdRPf/rTdNkBJghf//rX020CAOOG+f+y8W/jHIl2LoVOBCQPDINAFiD8CVH9oXRv0J4wGHj8LrnkktTbAbKejz76KN0mAKAhnvcG6Ry8ILlgXQoAAIBzgUoBECdwYIJkgyUYYqlSwa5K7/Leip1jB/2eSFAt6YycAzCxQScCkgeGQQJR5lIVFWR5bdc86BJIAg8++GC6TYiZTZs2aUKwjguSAdZxZaKoVOG6zkWbvdApkCQeeOCBdJsQAzt27Ei3CQBMOKKuS3n8nTv3GOqU4BFkR7JX8Pha1+aZxxbtmcPCWWhuu2sOf/VVw7HwlmL1VZEwAIAEf4jGMCwEQMTG7gmPf13D8jlcpxShwa520hkOewTdaT/uFwWnd/nmRWM0nIV6XVSIwlv4gzdn7QKqScfXek+sC4cPspg0sLILTyPIHlg7F95HmuwRGMtpaGcyn57k5wCAPWzt8SvecqzBxXSqMxLm8W/x04bsFR7KikVBUsybc8XOTt6uPfMWVZDCBcX85+kzK8gJ+t/jB1pJa6sr8trnhtdjfe88AM6EdeuEjsqKCRu5re0KFrMHIfaZUfEWnoR1XgdaKyoqlkcGh4lEcHc0NFi8sRQ4ifDLY5d2f0APZlfmPF95WbrNSTw2d6KLOtVOG+5MHsBHjZGZ0mbbGVZgeAaykWBgiI7QioUTNoZLYl5UpBrWjc0k3gPHtxQXJzp1j/9g2M8e69ahRCcNEk74zJnbXr08tN0bDp+/b9Ub22blr57qSrdRCcb230sJOtVKVYad0UeSHq0sZoddm+ncaKe9RBY0zJkjDQDpePPwvC1QLJAVeHILe+eoJzfyGqzXtVwYnfGZ1c7C5ctbxdGa2eKuHFla5VUM79gT17Bui2d6oGL55q6VxUaPkEVGsjdSnT6WiTMT19Spz98jHLpnTvvoxFlCpqbXosQTw1/1Fq/cWdG6XDgW1qrow8eenp0NZI/dNLaM7az0urjWs8cHEgWyBWEc52qNdPdsUpKr9fj1Lmcrs1v4sdniLolEFlZ5ue9C/D14eE9vwzq2tDtvUcXyPYeDfuORnjIjs/VgOX1uAJaJM5qz7+0+ffl3Z6XbjCRgoVLsGdMFyH6M4i3SE0Dx++XAYqPLFceqRADIIvgzwbp7OgwznZmILgiO2eKuIrKwysu8EGRzgP3ORKpiEV8h9ljKlCIj0/VgOX1h3HkAy8QZCvP7Nb+/uCm/wpVt7j6CNySBbCU81rWwpKfqyD6/N6XPLR+GMWeaiS9OQTyLu8fbmX+ul7sxBHpt7aGIuh7MnPhkgR0TgMMIhz/c/uRbNywryr4VKQGoFMhOXF7/vtGSJxbm5Q7SsyVdoxuLkzrMpDJzYEFMKzvxLO6yWZFKcJjSRd1DYboe3CtvE2Tq13DsoH3rgYMInTh9ycwp6bYiaUClQEYSDh9fn+ffxQ6Lmo7sW+YZUJ4K8ycXVar9Ab8wr8rL6+sabS5OmlAVbxkLVLpcc4QzOkOSXXVz5si7J1RXxLG4y0Sq4ZgyHbZa7I06bzNbD67YOfOAaDMLLrZXVOAsXK7JHTsmp9uKJAKVAhmJy1XcHAg0RwI0p4xweOyJhSXN4lxqNLlzKbMlV9UCruZvoawXd1WRpZOweq3YItdiG9EImac0wToJ4FD4HvTfvTo/Lyv/WIqkRKXwxheQBqR1qdFAatelAEgxE3wuhTe+gExF8vZNBCLPqQD+9Gni4F6l/dvr0PbCtFiSPCxUCm98ASAjKDZ120W5qjjxtoDUkn2apMdcpfDGFwAAAOnGXKXwxhcA0gDWcQFQYeHxwxtfAIiJbFnHjZQDL4cG6cdy9wTe+AKAXbJmHff4WmoxH+ox671rc+GTAGkl+k50vPEFJI/s+UZ79qzjFm+R/7w3MphMdCYA2MZcpfDGF5BkNm3alG4TEkdWruOyx7PwGCQKpBVzlcIbXwCIgaxbx6VB3DVSbJQ6ACnDyuOHN74AEANZtI7Lp15k51gYWydA2sF7/ABIJFmwjqvcBwJA2nGmSuGNLyDTyJp1XL7sBT8fcA7OVCm88QVkGlmzjvv6iV7S2qt0D2KMCNKKM1UKgMwjS9Zx4xsiApA08OUOAAAAzmVifLkDb3wB2QzWcUE2MxG+3IE3voDsBuu4IJuZCF/uwBtfAAAgU5lgX+7AG1+A08E6LgAqJtKXO/DGF5BcUrCOqxidJXeVNbkrxQDYZ6J8uQNvfAFJJnXruArnQTJWWQUhbGhoSGyyAMTJhPhyB974ApJOKtdxRabPrCAnEp+s+KdVx9e2DiU+cQBiZgJ8uQNvfAEpIHXruHLysqtcT4LWcQFwABPgyx144wtIBalaxyWkdY5L/us/zQWqa8e5jguAM5gAX+7AG19AakjFOi47kdOm17rW2sgo9nVcAJwD3uMHQCJJ8jquihj+/C+WdVwAHIUzVQpvfAGZRmrWcTV52vzzv5jWcQFwGM5UKbzxBWQaKVnHFZDXpWwP32JZxwXAYThTpQDIPFKyjktM1mP1uRarAuyv45omAUB6wJc7AAAAOJe0f7kDb3wBYJxgHRdkM474cgfe+ALAOMA6LshmnPHlDhG88QUAAIAKJ3y5Q04eb3wBAOu4AKhwwJc78MYXkCVkxTpupBDJXCYGwDZp/3IHO8EbX0Dmkx3ruMfXUnP5OC9Zy8QAxEjav9yhAm98AZlKlqzjFm+R/7Y3hqcRgCSS7i93aPLEG19AhpJ967h2n0YAkkuav9whgDe+gMwnu9Zx6fkcfJYNOIK0f7kDb3wB2UK2rOPyeRfZORbG1gngBPAePwASSaav4yo3gQDgBJypUnjjC8g0smMdl06j4OcDDsOZKoU3voBMIzvWcY8f6CWtvUrfIAaIIN04U6UAyDyyYR03vvEhAMkEX+4AAADgXCbAlzvwxheQ5WAdF2QzWf/lDrzxBSSXjz76KN0m/MP3QqHvqULsGEWv2u8I8wGwJOu/3IE3voAk8tOf/jTdJgCQ5UykL3fgjS8goXz9619PtwkAZD8T5ssdeOMLAABkIBPiyx144wsAAGQo2f/lDrzxBQAAMpds/3IH3vgCAACZTLZ/uQNvfAEAgEwm27/cgTe+AABAJoP3+AEAAHAuzlQpvPEFAA0Dje7W/OGeGuNlW7Nfra8CIANwpkrhyx0gIwh2VxWMNIRafOJxXb/8U/0hIVgBVYxyog6GiAAQDWeqFAAZSUSaqGa53b1qSfJV1JPy3oEWnxw20NtWWj1sT6J8LSFf9FgAZB1QKQCSgKemZ5hUFTQOKHVKK1OxiBQAExWoFADJwTO3urRONXXSyJRSpCL+wtIO0QPIvYEdhXV1bTxoLOIcNIjMGZPDDfyNSpek0c8AOBSoFABJwpNTSPaeChJfZLbkq+0oLRBliopUfUOI/xbs7iTtoZAoQJ0DNaKG9NeNNIRCLfx4TErDPHJr9bAcXtWtXu4aaGQraKEe4dit/RkAxwKVAiBJBE8NkcIKzZ++SxMsb3crFakWMbSmpYZKR0EbPyutlpSttKNWP+Uxj9wu6o6npqG+rndMeLelAJVE0tbmbpMD6lU/A+BcoFIAJIfg0b399Q09mlBRpmrzFT+yzX9t9Yf4rIn5+SyTtROZ6SOp0ASqvYMAZApQKQCSAF8EKjxksC2Py1TrytKISDFNEWdNQTrDIqTDKmHTyP11kvdvoLOuv/6QSh99FfXl5dLvwe7Go3NboFggM4BKAZAw2splnxqb7RhvUOD+ODodkqdZQkCBu47NdzrqyV6rLMwjl3bk97rd5cLhcI8mc1/LcEdVgdst/QyJApkCVAqAuPHU9ISUxzX2LvO1SFsijAJqauRAnzqOL2rkmhpVuqpEYjAQAAcBlQIAAOBcoFIAAACcC1QKAACAc4FKAQAAcC5QKQAAAM7FQKU++uij1NsBAAAA6NGq1E9/+tO02AEmIA8++GC6TYiZTZs2ycd4WECy+frXv55uE9KPSqVQIyDFPPDAA+k2IQZ27NihCcEjA5IHhkECWJcCYFxccskl6TYBZCFYeZGBSgEAAHAuUCkAAADOBSoFQEIIdlV6l/dW7Bw76PdEgmpJZ+QcABA7UCkAEkZFBVle2zUPugRSSPjlsUu7P6AHsytznq+8LN3mJB6oFAAJo3Bd56LNXugUSBnhM2due/Xy0HZvOHz+vlVvbJuVv3qqK91GJRioFAAJxOPv3LnHUKcEjyA7kr2Cx9e6Ns88tmjPHBbOQnPbXXP4x3cbjoW3FKuvioQBIOOaOvX5e4RD98xpH504S8jU9FqUeKBSIDsJj3UtLOmpOrLP703t0NLjX9ewfA7XKUVosKuddIbDHkF32o/7RcHpXb550RgNZ6FeFxWi8BauXnPWLqCadHyt98S6cPggi0kDK7vGMEkDJpx9b/fpy787K91mJAGoFMhOXF7/vtGSJxbm5Q7SsyVdoxuLXSmSq+ItxxpcTKc6I2Ee/xY/1RkvnymRikVBUszlpmJnJ9cdz7xFFaRwQTH/efrMCnKC/vf4gVbS2upqlVNpeJ3GTE0hQCbB/H7N7y9uyq9IVSNPJVApkJGEw8fX5/l3scOipiP7lnkGlKfC/MlFlWp/wC/Mq/Ly+rpGm4tT8wyLOtXeQMhMHsBmR62RmdJm2ymp9gwCYEA4/OH2J9+6YVlR9q1ICUClQEbichU3BwLNkQDNKSMcHntiYUmzOJcaTdlcipvDdaqVqgw7CwaG6NHKYnbYtZnOjXbaS2RBw5w5kncw2LX28LwtUCygJ3Ti9CUzp6TbiqQBlQLZibQuNRpI8bqURPHKnRWty4VjYa3K61rOJkc7G8geu2lsGdtZ6RXUlc2qIFFAj8s1uWPH5HRbkUSgUiA7kbx9KcPjPxjWBcgGFG/h3j4Bv18OLDa6XHGsSgQAA/ge9N+9Oj8vK/9YikClAAAgo8FcCgAAgENxrxrShIS2F6bFkuQBlQJgXOALCyCNZJ8m6YFKARA/+E4dAMkGKgVAnOBDvQCkAKgUSCf6b7QDAIASqBRIG5s2bUq3CQAApwOVAgAA4FygUgAAAJwLVAoAAIBzgUoBAABwLlApAAAAziWKSgW7qwpGGkItvtRYk+LsTLMeaHSXt5HSjkPVe8vHYU8SiyNZONxTM/73ZNPEWvNNUzL71foqa1jN1PWT+kPJqBxDwyysHU9BYiGO5pDGBwIAp6BWqYQ+r2JPRElQZ5qqxIPdrW1C/xns3pvIhBNGxEIRJlpE3eWnqu+Nh4HOOtIxHIrZNk0xeSMoVJ/TPr0iobbGijB+kEhC0wdgghFlLuWp6QmZ/WY5zmM/7q0eDvWwJ3SgsXGAsHgJGhoaJz4+FCUdG+mvr+jRBNq3LFLAmC+3S8RCEV9FPSnvHWjxRXSrt620ethe/+hrCaV0sB48NVRaXRtH382K2XoqSHzCtbQaCOmXix08ure/voFWS6/RpXGXMXa5V0gTvdhdJZ4mrTkAkNUka12K9aMNPeKD7WtpyZzEMxOtTMUiUhmEN7+0f+/RYA3XAFrG+vr6tiFJtmizKM1vp/9Ns5FKqDgeanSv7J6LGRUAcWJ7XUrjYhsT/Rr97jbD1QXanbS1dtf6FM/mgPqSil6l90bIaDif6KIbeE0MEpdSOETKhauUFxkmFSkQL4BXKGntKSG0zd1G47aTlfLUSBPfp0xWCBjQ1olyZqW4PFJhGpv1FWlwlRQkWCiXUS1TSpEycI7y6UFHYV1dm3QzpdmCmSd1TA43utv6utHXjva+Frjr1NWmylNjoWSHZ251ad3IGD0QZmT57RX1Ba2CbMllHlMZLF6vnBFp2gMxiq8pGLVWWXt6g82hd6acm0jMHiaPVePVVZyyuWkfIKxggSzE5lwq2L2SLQD0yM+ApyU0nG/xXHhq2jv2FiifbTasVF3i7SgtkLpVYaHCR462SvlV0T4lFPIIxwWNOcp8DBIXaCvvPRQKsbkVfYTFiwyTklY0IgUKSkn3hHIa3b0VoiLI5dfGpznQSFJeXDO1BVRWn8JFyU6qumXDJZtZsFp6Ta5SWRjBVxupTzbLaOAlptd1knZeepZC50CNeFV/HbUzJExDxyI5mkVurR6WwxXGizXByhzqEY7d/OexxvIh45UnoZZWknaehtjVhiRhU9xppYWRW89kipcyeHQvqW73+HLqy3tpATwqN6JsMEs/Ug4xE41pY+bxxcpWePwsDDaDTQCZsnrlWtY8TAJGjVdZybrmVmvwAAGQZfz2t7+1qVK8cyh3D5kPHXXDQ/aA1/AHTq8mQpo1DfXC8+bR+qfYCkN/P71QCiitlhcjxGsNE68/JD3Z7BFeyVxBxCgpL1vBOKTtJswJGsT3tbTQMrulKcQYH99bXC67KFm561olt5Vss3KaEP0qA+QO3Mv2VjS0SNe11LB6apMLL9RjaUetvvjmkdvFbLkZvarC0ptH2ujMTg5gdcEmEOUF7pEom/jYjY90rqp+19hCXsq9p/gtZCJFA2hO7Boy0l9YIVklGyyvZKlz1FaiPr5JLVsZbIbkiVQWweBhMmi8il8NmpvFAwRAthAMBu2uS8my4HYb7x8WIuigI+dQrWpcrvxR9IXkSEP/oOJHG7uUrRJnK+uS/1CXVJCMFy7KbJ9aSHTXjDvF8SPKVG2+uImAwd1E9cIYnQ3CLROwE5lOWQjR7qIzGIWwe8P7VXd5Yve5eXIK+2mjyRkh4syJTlWGTgUHRtrqKxy5QikriNzqoj5MysbLMWluugcIgGzD4/HY9vh1j9XU+NhaMHFbjTXl+LJPxwo6aGxd2dlIIkN/0TDW38rur4HGRtKieJTNE5dXq9hWbXFwaZSUKn2hbF4rO/Xxc0bYX/sIaXayv/xpsHu50jZLYr9KuGJlaUSkmKaIcxKWACEdFpebR+6vkwYCrLB0Vqm8jE+bpN+D3Y1H57bQwX13t7eGeSeHCe1Tx8wmmqprjRI3uaa3s7CtUBQlWmqysrOX2BMpVY6ClTauittg0b/Yoiy+ycNk1Hglxkyam9kDBEC28Hd/93c6leqvk71jfPuAgKcmp5OOisVQ4ZkTHReGuydo99TAh4pSQj0+w0tYD1Nn4FGn1x8acYuWsMg2EmcxaX/ldkuL/IKMGSalDGQJRJte6eJ72KpaOXdz1Xd0lBJxcGtSJyobbP8NTexXcX8cnQ5JIiUG8CRKOzrqieWff5lHLu3I743cfq2n1Ncy3FFVINwP9jMz0jeXVEXuhPmcWHmtrfkzEZWCzvmkRiE1otqoV2pzFJrDmI3sZM+yHYPVz1CoRXPXjB4mYtx4ZRtqDZub+QMEQPagVinuplFHkP7Ew+AnEyefeVoml9Q3SI+k8i9KDK+P9mOOoUmGsTWBiqwjf1pjYY+6JDWGwVGLo/oLGqM/pzEpp/kf/+guUAVI8wbN9fKpVeSaGo0hikQMbqtV46C/9USJaPnnTdpCapJQXSudeMytNYxvnp11s7dot5EbbBzHoPHKl5g0N4HIAwRAFpLm9/jZ8/EAAAzBAwSyn/SplLAp0MCBBACIDh4gMEFIn0pFcZzElV4CkwMgdcTTeBP9AAHgUPDlDgAAAM4FKgUAAMC5QKUAAAA4F/sqFff3iuQLx/PFIyd/LQkAAECy0KiU8h3cxO5fWQIAAADJwWAuVa/8GoDb3SueWv2dpeVMJ87vz6nTTPWH+gAAADgBS4+f+Bq2xgHMqAAAAKSDaOtSke/5ROY26s+xeXUfijP/xh4x+pye6vtt0tcQW43StPoKHY9wqHpvuepTdmaf4gMAAJARRN094ckpJHtVH+jRft9O96E4YvKNPRLtc3qRTI3SlLK3+Gye5lN2xPRTfAAAADKCqCrFPufAvy43JgbY+r6d8RfsonxOzw7Wn83TfMquxt6n+AAAADiVaColfjBWGZSg79sZfk4vwSTtU3wAAABSgqVK8X3phZrPA9n8vp0xRp/TYz7FOnFCFPWLgjF9hW5cpgIAAEg/BirVJnxtjVEvLQApMPq+nfpDcRbZGX5Oz/gTbyZpxvLZPLuf4gMAAOBQNCpl8Z5l+S+WjOKoPutm8Y09w8/pmXzizSxNG5/Nk0/w2mgAAMho8B4/AAAAzgUqBQAAwLlApQAAADgXqBQAAADnYlelNmzYkEwzAAAgYaC/yiZimEu1tGj35gEAgNNobGxMtwkgkcDjBwDITh588MF0mxAzmzZtSrcJjgMqBQDIWh544IF0mxADO3bsSLcJTgQqBQAAwLlApQAAADgXqBQAAGQe4ZfHLu3+gB7Mrsx5vvKydJuTRKBSAABgSjh8fH1eX9noxmKXK922RAifOXPbq5eHtnvD4fP3rXpj26z81VMdZF5igUoBAIAI1yT/LuFkSVeguTit5pjimjr1+XuEQ/fMaR+dOEvI1PRalESgUgAAwAgfb6IKtaRrNFDsEk7v6PLuW5Zus6w5+97u05d/d1a6zUgmUCkAAOCzKC5RzcWi68xV3Ly/mIaPpdMsS5jfr/n9xU35FU7yRiYcqBQAABAy0LerqOmI5cdSlf5AGne/38sCx7oWljQP8kBB5KiwPbGwJLCmi/j9LM19y7xJUJFw+MPtT751w7KiLF6REoBKAQBAdLhEbc09MhrwijrUlDu60Rd84nGydXSU6hB3GK4vo2E8/i5/X9foaHMSZzmhE6cvmTklack7BqgUAADYgE62yCApyWuWAooCQVex19/sH+u6I1eaTcnRl3Qld1ugyzW5Y8fk5KXvHKBSAABAiK9siX/rkeAy7sYzQee+E9x9pOlIIODlx4HkGyplzfag/+7V+XnZ/cdSBCoFAACETU2KVzRtLSlZSI7s83vFPX4LAysie/yYjPkfH1gm7E4/3tRENm70jQUGqXQt89CQ4JGeQXJ9Cg3GXAoAACYSXv/+0dymPNmnx/5eyivv8aMytvFI08KSvFzxR7bmFPZxaeNXFC1ZUpQqU92rhjQhoe2Fqco81UClAABAxFXcHAg0q0JYULF4THUs4Ff/qg4SL2WBSbUzizVJD1QKAACAc4lBpfAFTAAAACnGrkpt2LAhmWYAAAAABsDjBwAAwLlApQAAWQu+0Z4FQKUAANnJpk2b0m0CSABQKQAAAM4FKgUAAMC5QKUAAAA4F6gUAAAA5wKVAgAA4FyiqtRAo7s1f7inxiMfpMKscRCDncHuqoKRhlCL5ec5E5pj0nCCDQAAkHg0KsX67bp+6ay0Y7gnJ9UWqUiQjiQEVd3UH3KGUQAAkN0YzKU0HXBLSNsbj2fcnqFjfq5QpGM41CMYTovhrupIaznUNenT3yYAAMgCsC5lh4FOJlEKTfK1DHdUFazsnptxegsAABmF/XUp4VR2exW460rFjlvhCpPmYfyqjsK6urbSSO9udC2LWd4mpF1qPTnhaR6q3lvO04hEjqTAw6ToKmeh4kTt1CT1DYr4mlLIOfe2lVYPqy3zzK0urRsZowfC+Zh8eeTqiGVyWJS6YsXbWy2VjEXmZ0S+Sii2viaVt8mwSo1rz8BCAABwEgYq1VbuFvs41nNpfvTU9IRyVMI10Mj6/1CPcOyu6hZ/6a9jwS1RrnWXk0MhwVlFTwoacyz7yv661urhUMjDL+wcqGnxsYOhjuFQRN3GLMtLra0rPBTqYZkIbjw53LAU5nhyCsneU0Hi8ygN44kKVw80aiyzVVc59XWtR4M1XP2P7u2vb+ihmtRI2uXEebF1NanIwrRKdbVH9BYCAICziLouNRAlATrPIG1tkq6xy8eE+UVpR220sTmbo3QMS7F8tR2lBb0DLT7zy0o72oUu1VdRT1qpRBCegv1uVpUjmw6REetSmBM8NUQKKzwaw6gUN9TX9bKrqY3l5QXukUh12qkrfpUgwNzNyMJrWmqY3ogTxmpRGaMXUFOlutqr0VkIAAAOIxHrUlE8dRmCRSmYckgTHAk20SmtbtdHZupFKvhlLXR+RKc/bne5nHj0upKUhQpwfUNI8srRoQObazG/XfxF1OeltDAU8ZYCAIBTGLdKRcb+hHmkGo/ObbGtWKpr2RaF/vpDPfHnPtDd7a2Re1rmkasT5xEsab4C5c0v7a+T40uhUUtBlaO1oKCKKN2cbKIjx1EnKpRCMMdT0zNMqgr4Cpa9uuIrXq1VQ/31DcwHyFRPnGsFu1vpfKojYVWqtjBaXQMAQBqIR6VEV5a4bi9sd3O72S8sxFqizK+NbwFfmYKwjDYm/8QmJcIaW31Hh+Dboz3yoRG3uPAmh2rSMSiFuKRGDSeyrT0KW0s78nvphES6mv/im0voJEXaUOGzkYucWUN9XflQR7svcsZzLu3oqCd7peKpatKwQqJVqdpC02gAAJA+NCrFemN1iPyHOIq/yOGOIvVFNSZX6Yh+rZk9qjQjJ9oUzH6pifyuMCDyexRLdJbrcqyp0fxqlKK9umJZmWQcmSyqghWJGBfEuPailRkAANIM/l4KAACAc4FKAQAAcC7OVakNGzak2wQAQKaCDiRrcK5KUVpaDNeBAADAisbGxnSbABKGo1UKAADGw4MPPphuE2Jm06ZN6TbBWUClAADZzAMPPJBuE2Jgx44d6TbBcYxfpTL0WxwAAAAyAMylAAAAOBeoFAAAZCThl8cu7f6AHsyuzHm+8rJ0m5MsoFIAAGBFOHx8fV5f2ejGYpcr3bZECJ85c9url4e2e8Ph8/etemPbrPzVUx1kXgKJrlKKdSf5q3zC8UrSLi1Hyd8AlN8qZ+fTiBYfHgQAgHTANcm/SzhZ0hVoLk6rOaa4pk59/h7h0D1z2kcnzhIyNb0WJYvoKsXeasq/l8Q+VkFKyV7+CQt2XN0u7pgw+jhh9E8jxv7hQQAASCbh401UoZZ0jQaKXcLpHV3efcvSbZY1Z9/bffry785KtxlJw4bHj8vUQIvPe3RvYUN7futKKlNzlSJl+HHCqJ/7i+PDgwAAkDTYLIpLVHOx6DpzFTfvL6bhY+k0yxLm92t+f3FTfoWTvJGJxc66lCBTtfl7Cyt6PN5ThMpUzgiprrWUFDufRsyOzycCALKDgb5dRU1HLJcelP5AGne/38sCx7oWljQP8kBB5KiwPbGwJLCmi/j9LM19y7xJUJFw+MPtT751w7KibF2RErC1e8KbX9rWurK0sIF55+ZWk5UrW/sLGyzeXmTnc3/j+XwiAACkHC5RW3OPjAa8og415Y5u9AWfeJxsHR2lOsQdhuvLaBiPv8vf1zU62pzEWU7oxOlLZk5JWvLOwJZK8a/H1gkixU5IXV19g+VHde187i+2zycCAECaoZMtMkhK8pqlgKJA0FXs9Tf7x7ruyJVmU3L0JV3J3Rbock3u2DE5eek7BHs70VUf1tN8Zc/mxwm1MU3iAABAmvCVLfFvPRJcxt14Jujcd4K7jzQdCQS8/DiQfEOlrNke9N+9Oj8vi/9YiuDvpQAAQMDlKl7RtLWkZCE5ss/vFff4LQysiOzxYzLmf3xgmbA7/XhTE9m40TcWGKTStYz/Ac6RnkFyfQoNxlwKAAAmEl7//tHcpjzZp8f+Xsor7/GjMrbxSNPCkrxc8Ue25hT2cWnjVxQtWVKUKlPdq4Y0IaHthanKPKVApQAAIIKruDkQaFaFsKBi8ZjqWMCv/lUdJF7KApNqZ7Zqkh6oFAAAAOfiaJXCBzcBAGCC41yV2rBhQ7pNAAAAkGacq1IAAAAAVAoAkM3gG+2ZDlQKAJC1bNq0Kd0mgPEClQIAAOBcoFIAAACcC1QKAACAc4FKAQAAcC5QKQAAAM4li1VqoNHdmq/7GHCwu6pgpCHUYvk9TgAAAM7AQKUGGqtO1Zp86Z318XX94kn9oTR09ioL8E16AADIbtQqRacf5aSjo5ocrXLvrdYIANcH0jEcEr+qSyO7q6xVwng6Yw+La9MijwAAAFKPWqV8LaEQU6qhiBbJDHQyiVKohvBF+JXdczGbAQAAkBw0Hj9hAhOqPVpV1d2uUp+B3rbS6mG1HHnmVpfWjYzRA9Vqj3AynN8quOYK3HWCY44nfqh6b7ngsZNmRLautS4FU9Y24dAwutpNSOob9OGSNdzIjsK6ujZ4EwEAIO1oVIpOprhY1PT02Lnak1NI9p4KEiP3m6emJ5Sj9dr117VWD4dCHkEgqrpNdMDw2ght5W5Rk5i2EOamPBQSDKciU9CYo3YIDjQW1BUeCvVIklgXCafqGOoRr5Ot6a9jwS12KgAAAEBSGd8ev+CpIVJYwTTH5gWlHe2i7HhqGurresfoQezZqtalBhrZrEc69dV2lBb0DrT4IjLFZoFyBDb9IyNSOGlrk/SOJStaU9pRi1UvAABwBLZVyldRX956NFijnNsEj+7tL61ujy9npnCkIr5rEwWcegAA4Gzsz6XoLKW1oKCKyP06c6SRjmF+xlx/deIUZqCzrj+y9KOmv65zoEZY/6Gx6g/1xHCtmV1UPsulVBXJynjzS9XZihmoLgx2Nx6d2wLFAgAAZxGDx09cLCpwS+s69eJaD4N72oTlovqODsmpxoVAuQOitCO/1+0uJ0SYx/hiudYMYa+h2y0bpdmlTu0+NOIWl7IUGaguZLlAogAAwGnEuC7FtqobbytgGlYjn9WYxp9rkILda6W41nkrbPVFDhVJRaIaXKi4CgAAQLrJ4jckAQAAyHigUgAAAJyLXZXasGHD+DO75MHZwe5EJAQAAOYkpL8CDiGGuVRLC/7QFQDgdBobG9NtAkgk8PjFQ7Cr0ntiXXhL8bhTOr7WtXnm2EE/9heKpL9CEndzQZp58MEH021CzGzatEk+znT7E0WMKqXrQzSPtMkTrriMHs5prdip7Yd4cMMx4Up+Iv2ijxuBZbe8N3q8CYZZP6us1wlVXQYVompj9mtD0eIajo3N3Aw9czgPPPBAuk2IgR07dmhCMt3+hJDguZTHv67BdeD4luJii0gVFWR5+3G/4uEOdm0eqlC9h0LuNmhv4l2ba9QTsH5maOdY+KBHTKNy7fGDqekxPP6D4VTkEydGd0EaBoSFMNbbuk4cmyA9rHGzVEgTrR1XpXhqcXODXbVUlcIHiVCBtTN3NrRGa+0AgPGRcI9f8YKGOdEe3EWLGpZv7lpZLI1eg4f30LDC3hNG6a3cWVEbCJJizSd3uyqZRCkGwLRz2TJ+87ME7V2gwwB5psqhtXXshGvO2gUTRKeiNMviLeFja121XfOsZ1SKNuaZt6hi+YncdQ3LIVMAJJWEqRQbqxPWD7L+QClBRsxbQGXqcNAvxDnevrxwXTj3wHIjlSKvn+glM7WBVNd6G9YdNMsi4s6RxsuCz+cYmSOEyz220meoCoxEpsErA2IsMTmlB0nlA6JBkXNTN5LW22TXbANLzIqgvgtidamtoFHIZq7/ZpWjtUdZbPl+C8cHFmidtUIqymj2XJEpqRADeATWJolspNWtZFVasaizODd6awcA6Am/PHZp9wf0YHZlzvOVl1nEjF2lepd7XctVIQ3rVKd09rO5VpYgY1gcr+D148P8dXSIesAoIvu1YtGYZR8g92VyX7p55lg47CFChyX7C1vnHDgWDm/hgbxnYf3RnkWiz5CFVnbJnZEUmSXuYo7FsCBOfLytMI/2Y4XHwgeL5YBa1blRifgsMCz5M+cMyeHWZhtbYlYEG3dh+syK3hOvi2+lN6ocnT10/rBHmNcePzBUUdErTCOOH2htWLBFuBNUrcJbhILxVNhU2CvNNuhwhOwc01aNUypEqo7pNm7l8bVeVhSWlo3WDjKEcPj4+rytuUf2+b2udNuS5YTPnLnt1ctD273h8Pn7Vr2xbVb+6qmmdR67SqmHlXxsyw6Kt4Qlb75n3iIS7cHlDhPWj+VKPddx1e+yFtpY12ZZ8z5rM7eIDnJ7exVKWrGI9qvsoOGY0MsJzprXSTCgnJCxtQvFBE+KzGYcQzPn8TBPbqE6Zz5HOabsx3javO80sVo9C+Spy+HWZhtZok5NVYTod4HOUitmdoonRpWjt0dK8/UDQ4s61xVy/SGySNE7sYU2CJc0tWQKyJeEhNkGVTODAYdjKkRVHcT8VkorfOJtt9PagRPhmuTfJZws6Qo0F6fVnAQQHutaWNI8KJ4VNTlYbl1Tpz5/j3DonjntoxNnCZlqGjkpO9HZg+tV748ghbma7/wKHUhXofFUKYo48R7EfEGgQbctwO4HsMYNW3v389V4l4EZ1iTWbMVdMKwuKhqk8JhV32pgv9Al554YWrTSw7xdB46vnDkkihSfWJLI3EZ04EqutFyqZuvCMfXlSasQA2QNlbMwuJVBcaamLIZ1ssCZhI83UYVa0jUaKHYJp3d0efctS7dZ44CX6LWmI6P7uTJxxcoLdI02FztUqETOvrf79OXfnWUVJfHrUuxEs6eKdQAzV2qv4F6/5WxUGscolOcwx0X0/ag8SxM9SGvJFpP+Qx3Tjm/RMoVgV9fr/nkB+o+/mK3GE9dm/a4PPuhXXLK5lZCdsZltuwiKu6CrLuZmY1VvmoWJPdT83s21hCzqZLMTpj+1FfSEX8JWEBuOCfHb6XxK8gRzX1v7WiI4dnUZpaVCNIj7Rbcobxa/n+pbKbgstaMnWxtbgYNgsyguUXIP7ipu3l9Mw8fSadY4kEskT55cXv++rkCef33Z6MZil0OFivn9mt9f3JRfYWlhsv6qV9xTRQ7wJaMKTQcgwHoUUrigOM4ctoTDC/g4V0LUO2H7mugqYmNg0yRUMeP6CyJlCux6QicY7S6q18Ss0NTusZ2VXumSnQ1kj4ExlmbbL4JiZxutrrGZlV65uiqklSBbKUfsYUm2Du3s9OhO+HZM7xwX39awc2cFkTfDsNnGcqMlqXRWiGqFldWG9mZ5/NpbGQwMkd5WpRNSTN7OxlbgIAb6dhU1HTH7+MGR9bnN3BEouQFVvkEaKvX7ZuFjXXdIjjcxUBmT5rzf701FiXxlS8hWOr7yecaeWFgSWNNF/KINskLrDRMX55qub+aVkBRrOeHwh9uffOuGZUUWK1ICMaoU7euKVQHyH5co1qWEc2FP1cGwpndRpqD6yxTFD7pcLMwx7Lz04aqsFCeGKZjZFTlWRNCmYGaTOvnIBgx/5DCK2YaWWGeo2tmmztcsl2iVo7rR6ruuKZj6uoZ1pqKYjgoxjxTJQhvHtAKj7yAEGcNgc2BNINDMPWZbu1b4lnkG1nNXWoB31syxlreeao+PmIQHn1jTfH3X6D55BiNtyhgNeKlcMcFoyk2NI86bWzQYGBM3SO3y93WNjjZTyWS+QTbH4kXQGrbRp6mENV0lSVrfCp04fcnMKdHjJe8NSXa2+oFk44i7wPx/DccORo+YApJUIY6oZ5AIippW8CmJp6SqiH/0W5imLJPurG9FU1FJ3wDtzE3CfbnXk2Z/3muRzQs0BTJISvKa5TyYA9mbmuLkSvks6ZJcf8oi6A1jpddVQhJwuSZ37JhsJ2YS3+NHR56J6piUfwHDyJzX+6Td8gTehXgQys9KXawMiETIlgpJcz2DmPCVLfFvPRJcFq8ri3f9Y8bhLldxcyCwkU1N8nIH2UY7tieD/9ebvPUhViL/4wPLVBsVBx5vHry+y/rp0hmWssU5vgf9d6/Oz7P+YymSKW+bNXe1OJ3MtTwx6Mo/0SsEOAAqJCuatpaULCTSdCd8vGlhYIXxHj8uAGueKBGXZ2jXT6qOsM1DxuHhsa4nxpb5i73L9h0hC0uYw00tIcebmsjGBO9o4CUqKvEvlP/Yiznr+H4KvirG4uzqG2jmS6fMJTm4pItNlgwMM1utSziOmEsBAIAz8fr3j+Y25cnOLrZRwms4jaACsHG0a31eSa4cdVSYfJiEe/25j+fm+qVki3nMI00LS/JypXjNSZhUsRKVsN3nkvuOzpJGletJS0hfxCxxo4eBYer9BcnCvWpIExLaXmgYk0ClAAATE+6Za1aFsKBi6Zh2+/sV4eqoluH6UJZYIOk+hCi5lG0MNGuN1V9iVgmJxUKT9EClAAAAOBeoFAAAAOcClQIAgGyGO+4C6bYifqBSAAAAnAtUCgCQtSTpG+cpI9PtTwhQKQBAdrJp06Z0mzAuMt3+RAGVAgAA4FygUgAAAJwLVAoAAIBzgUoBAABwLlApAAAAzgUqBQAAwLlApQAAADgXqBQAAADnApUCAADgXKBSAAAAnAtUCgAAgHOBSgEAAHAuMahUY2Nj8uwAAAAA9DCVmjx58tjY2J///OdJk0xFa8OGDakzCgAAwMSDytD777/v9XqVgUyWPvOZz9DQ4eHhgoICC6ECAAAAkgSVKCpDVIyoJCnDRU2Sheryyy9Ph3kAAAAmNMIsSiNRRLkuJQjV+fPnU2sYAAAAQAwlimh2T3yGkyqTAAAAgChgFQoAAIBzgUoBAABwLlApAAAAzsXBKjXQ6G7NH+6p8cR8ZbC7qmCkIdTiS4JVAAAAUoh9lRporDpVq9cMpgh1/dJZaUdcspJs1EbWH4KAAQBAZmBLpeisppx0dFSTo1XuvdV6HZK6fSYGK7vnJkinfC2hRGqJ0siq7jSIafxzQwAAmLDYUimqFyGmVEMdw6Eei07WM7e6tG5kjB4kyLpk4KlpqK/rHXO2kQAAADj2PH7CNCBUe7SqqrvdfDYw0FnXX3+oRzxTuNkiPja17038QbWOJJ/Icw9+0FFYV9cmOhRtpdxgVpjgqSFCKtSXyJ5Ki7zUcQ5V7y1n4Sw0p9Nd3qayRmuhfF7grpPSMSiFLncAAJjg2FMpyflW09Nj9HNbuVvqpGUn3UAj05pQj3DsFnxsNLCu8FCoR+yRha7dDv11LLEWeynz7t80KVlKg92dpD0UEvWic6BGlDtlXuZxWquHaTgLLXCzcrcIJWqs4Pqqt7AnlKPy+BmWQpM7AABMeBKyx0+eLgidNAsa6G0jbW3uiAzVjxEy1svmCKKO+Wo7SttGbOZQ2lEry1/UlJnjkehSlqRUnrh4alpqqD4UCKGl1UHi82jysojTzjWFZ1VYIcT35gvZGlqomReZxlHmDgAAE57E7UT31LR37C1o7a71ibMFvdNqIEFZxZWydmcfn8tFZkGtRtfYiWPTwvjiAADABCeRfy8l6JSwyc9XUV9eLnnIgt2NR+e21HjoZKO/Tgpknjdx9ciTU0jqegdafD5VsDExpWwOW50S5y3B7lY6p+mIL45dC+OIAwAAILF/1cv3z5VznfK1DHdUFbjdLJjNGrh/rKbn0IhbWsTq6JD9csz7VyCEK4ONiSnlKKYWuOtYIh31ZG+ccexaKAqTvHvCOA4AAAAV41Ypqg8hxSnbtK74pUYbnf0ubg0IdlepUonErZGi+tQHxrH1KctJmBhpcEFNjRzoiyWOMmXFsQ0LjeIk+E/EAAAg43HwG5IAAABMeKBSAAAAnEsaVcrQDQcAAABEwFwKAACAc4FKAQAAcC5QKQAAAM4FKgUAAMC5QKUAAAA4F6gUAAAA5wKVAgAA4FygUgAAAJwLVAoAAIBzgUoBAABwLlApAAAAzgUqBQAAwLlApQAAADgXqBQAAADnApUCAADgXKBSAAAAnAtUCgAAgHOBSgEAAHAuEZV68MEH02hHfGzatEk+hv2pB/anl2yyHwAzVHOpBx54IF12xMGOHTs0IbA/lcD+9JJ99gNgCDx+AAAAnAtUCgAAgHOBSgEAAHAuUKkJSvh4U97W3CP7lnldrnTbEifh8PH1eX1loxuLM7YIWQnuC0gsCVCpcHjsiYUlzYPSeVGTk/s+/gj5d/HjJV2jzcUOtVOPUM+BNZlkswVis7m+K9BcnG5bYiOzGrwGZfunD0DGVT6YgCRsLiX3+MebckvW5zqz9QuPKOkaDRS7eF+z/rgPI740ETzSQ4qKdvUd3+jLxFuQ2AafmiEIm0D7dy3h7V84vaPLu9/vTV6OAIyfxHv8fGVLSF/CU00QwcBrRU1bfezQ5fL69zen26CJCxOpqq1rri/pG9hYXJxua8aBoxu8AjZE4xIlC6GruHl/cTpNAsAOCVYpNiTcuquoagU7Huvio0M2WZGPfWRgfd7W3Kbrm5uZ16Go6UhKh3Ke3OsH/Y8PLNMMfLl5oguHPsYbfUE6sO2pEm0b67qDnexb5mHGi96SVFtugsqBw20X5iWaEgkdkzoyK0PK7RWh7YSLlMeXu8S/9YkVPuYxk+YTXcSvcsmahUuJBYX7I9yOFK+3KRs8Udew3EJY+1E0LvY4qKPtWzYmnvrzdiXPfzjQxxL3GZVC11q4hQbPqb6AhkUGIIEkTKV20QeM/Zc21NH9XutnbLA5sCYQaObPxpqukn3+KPEThstVvLFrSR4zVdGh047mcbJ1dJR1lMwlsr5sdOOyNUuatx4ZW0aViQ76B5es2ecR9PXIaMAr9ptNuWleIhI6iNeajgTkDjpvPRNZEtSXiI8PRG8n4X4q/2vpM33g8WZSdcRDxw1lVKaOBJfJndsuf1/X6GizynKrcJqEfLNoeWlXvGTNaAokSt/gxZ5d3UI2ep9Y03x91+g+2aupj7aeRhs9kpumRUfD9s/rVvucLvMMKNubaZGNhBCAuEnwuhTr+x4f8Efx0Rc1reAN2VNSVdSTKANs4ipupg8eG97m5Qmrx8z11+ynIbnSaJL94xN7z2WEi5SPD0XJICnJk72ERYEgKfam2H4VwuiYKqmAb0VTkeBAMyqReijN/FTpUylmS9URriXFQkX7pY5vSZe0UigVx+ezCuch0s3yHKciVbYxFUUwaPCGLcSXez1p9ufRvl0ajRlHS4XNhhi3f26X9jnVtDfiuLKArCTBHj8fn6o0lTl9H5rXv390GZuIUFPpaHdhSTOhI8SAV/BMEj7rEnq+EtJDmrYyLw3JiN1cRble0YGjKZFzoANwoW/LjSwLPn58WfxDcHqzVjRtXcNu1lY6k2pO4Q3SNniDFuKlw6KNbJ6RlzvIfzaKRiciybdVO20Vsx5na0lLWcBEIsEqxfuLohK+0sBHXK8J8w3mNSPXJzavOGAP4eO5+yNTPdank7HAoDRCVNrpYz3f448TtnzCz+lDHlnTOt7URDbKC1i069EepMKNyU1a80SJuBggu9EGjEqksF9YTSGkSayTFBeBDcCVHlc2XJDnRrv6Bpr5borgE2uaB5d0SdplFi5Ah/uE3yxxb0yqUDV4kxbyxNgyf7F32b4jhCrAmElDSpGpW0tKFhLpzoaPNy0MrNiXa9z+DVA1oeNPPOFdtiw9ZQETisTv8fMs29rUU8L35vr5EfMGFC1ZUpTwnGLH5fVvzb0jN9cvnNKekj6uYQ9/eLnTQmUn6/ma2R/08EearWkdaVpYkpcrXdssTLBSi7QcIo5hN452rc+TJyXUKL4NwWdQIsWaHL+4aQlJtbdVRBApeZ2GT1sJlykvKwPpk26QvNeAWISLiXj9a67PZWsmHpJiFA3eoIXQaXvu4xHD+aKgUTTiLakqak7q7gnBhZDblCc76JjH2xsOm7R/HepHgN0Fl8tr8FCk/qkAWU0CVIpv6Q5oToWnMnJEEZ+M4uZAsSLm/vEbEBMqkyJmKMKaTcJ5V6i5WBGiP0gwens4fJ3NOqZcInVcv/YmJb0IAswKoxDRU1S2MdBs9BcCunCXK9KWBIqqSlLgj7Vo8Ia3SH+HDKMZ3t2E49JZY9JajJ9Ty0dATlB7XwAYD3hDEsgGwmNdbElqNOUzKQBAkoFKgYyHbbTjK12Z+A4LAIA1UCngFDSetKjhMgZOTwBAtgCVAgAA4FxUKpXp33iG/ekF9qeXTLcfAEMiKrVp06Y02jF+YH96gf3pJdPtB8AMePwAAAA4F6gUAAAA5wKVAgAA4FygUgAAAJwLU6knd/8m3WYAAAAABjCV+uKs/5VuMwAAAAAtr73IVapo5rXptgQAAIApzzzTe+edFem2Ij0wlTrzzgfpNgMAAIAVE7ajxu4JAAAAzgUqBQAAGc8HH/8lHCaf/fTFsV7YtnmDzZj16+zGTCxQKSvCZ3+5/vujN39n6demjPeTEOFXn1vaN3nLt2++Dl+XcEBtJPDOJpv4TJWv+uq1b//skadPl62uuyG2kiajisLhkc5vj37xkcqbMvMpcKb9n4TDZz788+H/fu/Chx9X5nxuxufcF8VoXltbW9Q49fX18Ro4XoxVKhx+S9OyeZM9Xy3dHn63fjVN14Ll3mcaYc/GrtNXLVHH4Rc+9x/TvizH2X3mIuGn2+55wOxBEuwRYobDed9yWCtJF6Z3gd2sXwZdQnVNXpIJffH40deGstmQWFoObcZ3/WiUSLX31WtPJiplc+MTnGD2obkp9F5oK23ql4RxjyZc7lhefHrrr4vEPk14RsZmz3/6ziuj9lQOH1me+cPHz556d/j8h4HzHz7/xrsbfd78Ky9Nt1GJJM65lMuV/9XKX/1w8O2vTbnaIpp3GnlBHef04V/93HWRIspVi9fyBscazdP/ZtSfCu3pr7+5+ukbJIF85IWpKWk6rilfbv7Bl5OdS9wY3gU2UHjy/JLvrG6eIj+N205/M+ahdMZh1iblTop1cw07hFOLO8saWN/k77c+wPo7WpnfP3jdI5X2UzZJUzvsMyR2U02Tla8Khy0ytErQUY3f8KbM5j8pRWjtM5OfWZrPg606FpYa71Kab2CSRmz1VFEttHWLE8tfwuH//p8/7Rk5H3zvj7f9zef+5vJLHv35SO3ed9q/Oqvgqs9cnPwesu7/uue5Z/9NE/jlW27b9f8+m8Bc4vf4TSvKI08Ffj/vKgu1+Osv5L1x8NcvzpNnYG+9+BuyuCJvl+7PiOkjUT37l3t1HQG790+x9iTfe9oZ1TXEbXW2obkL7PF7cuQr31wtP5O0Yjd+8/zSJw86zU2RDKzbpOuG+U+tpX3WwRctq0LVwIryvkJ+9fs3yexEpGyfhCeY6RjfFPVf0MwuyieDugt1HYswSXqjcmmzQk7s91TO4S9h8upbfzxw6nzgwh9v+ZvPfe1vr/nTnz85/+57P31hZM2/vdg0r+i2v5k86aLkNp6Nm3/wy1/8/Pz5d+SQz3zmM49sfTSxucSsUgp/d+7N5OmfDd5cd4N57Gtvrp69be/hL95UypvI4K93kbwt157fZT+/NwMvkC/fX2RiDG9wwpDHU/GN5tKrRbdP5eTdvaNyoCam7E4RI38z74UnmX+MDspqyUHBqyCmpvBz6vP6ff9T3+k9T8z9M8pLGFO/FMVsc0vMikA0d2FwlPkoNNUVeaqjV44QSIele69ZKhn2HOGjhIg7980XZI8iM7WIeW5f+MJSMTWTNac01IYeGmHaL389WDn7msidtbqPtD7J5G+x3tBuyjfdoPK48vo5KZr6ox3/wb1Smgo0Hn1HNzXv16pkc19kY/n55Enup7qL/JBfNVtM7mTHt8TqEnJUtW3xWJ2glIKm8WsfH11zsonxHVSEM89e5eRdv9G1pchNUab21s/6Rrxf+GK0bGlb5RKlMTX2nsryXqTC0/OLMx/0Bs4PnvugePrkZX9/3acudn3q4otW/uPMP3700f956fWW/sG1pV+Y570yqTZMnvx5KlR0RiWHrGt66H/99d+MM9mpV33mpaE3pk2ZLJxaqdTPf7Tj54rTMMlT/upyXf3Vsvylgyfrbsi3SIQOcH7wJBukzKbto2/kK2Wrp5GD+mj0Odn70lU3f+cq7Q/nzo+RyXIc4dkW2vRsIqwWrH5a8lB3XLu6lnXQb+8696VnHpnP4x/6tyJhXYE1zaflbvTbB78lPsBv7+rL2/LI6mmDtB/c8R9/XyFdKNgsmSeNv56WGjeN88ODk+sfWWo21JX796cld8QPzsjhJmZbWWJchJts3YUrp017+/Q5+iiaVY7Wnq9ec9XYuQuEXE17hDemXUXefJsevzRIe4GlbDXxCLn/kdWi74XP0qgNu/rEqQaNRu+yoUQ5ozbUt8n8PrLs+MSU/2Q3ZVYKXf3UPrJ0muQOMoww2zpRE1NnP3KlMlka8h9Pjn7rkdV1XHiU10bCrXKcobJTSkHT+LWPj7o52VwBNU/zpNxOhPZAiMrrqLwpgjNT6Kb4YpXo5dbEV3YsP//RT8JTv7xlnq6fsd1Tycla3As7NTB+Tr7z4Rvvf3Tr33zu4bm5773/7nvnL3z8SfjiT322qfJG+usvRt/s/20w2SpFmX/71+j/BL/fl2+57Z5lK8af5rl3Pnjj7AVbKqUc5QmjLaJZqqGD9CdHX7xzhpVTouiLS6Y9TQcps6+lwxM+zFfNyt/evWXHbnuL/ELWwjYbdj44+nPXecIv51zkoZ0p6+CuWlIygwWw0agYk40u5abJTWKjVCHyXXzFtSjvtvD5aeKFk/+ajLLJh5y3JgUxzi9/8O3zpmarpzXMHXGGRDHbwpJzxkWgI3dbd4FcNe0a8UBfOXp7phXleb/P0iSD52++60unmbOL/P7MVTeXXOVyub62lM0jl/KBJBHGLsyGX7345s3Trh359Uv5X7zTybUhVwWR0jS4j7SAaw8S2vFFAu2lTEdvBvWjIGqEWE1V8pVvGnsII+Fy479GH8sE68dH05zGmSaJtBNhHLyrL3KRwU2Ruik27jly8mtL5TGEccdCI39xcNvaR4jBdCdKT6XGxr1INsuKrvn7KZ8puo7p0G9fePbMrzf96ePwFbPWXu9bsnJO0dKb8mddnaI9FILf76OPQony9f0l7Lp5Vq58Oq6d6C5X/hdnPxeZJhNy+s3zZGreddIwh0SaWuBnU9lInP2kSkNc5DTNQ+r+rpti8GNYN7kOhy/Ys139/McOc5T/IL+WDfe23anbIGTNOMxWIhZBdRdYdT2ndUwN/nrXaa2HJJo9hHY6v3/z5OkzeV+99soXya9eHCQvkLz7rxVntISOgh+5OjJ2kXYu3DT4q/+Y/aW6WNwdSawNPaInh5A3xQDD+8i6PDL/mR+opk02UzasH1V5o0Wwb+pX0/Zqs/E+PqZpnjP92fCmyMy+c/5Xvv1cR9EMaWBt2rHMvnPpkkeeVuyzEInWUxF1ZOfcC8bFF5ErJ/0u9Gdy0UWx7JZJEILf761zb47T1yc7+mLw+Bmi+SuK2SVf3iutKvMlx7e9X9DNMXnXuet0/rceMZhoWyN0f2u//zTRy4C6R37x6efInSaeEx7zh4dzm1VO51jsUORFJ3M/O3zlV4sCPzt389duuPqr315K6EyfPl1TLC5hTnPRd2HfbNtFUNwFXl1PPi1vm9Z7SCyKJttzk+vqm75AfvjUr8amUsm5mtDjvlHyhXJ2l8+dH5NGwacHR2V/LN+58OufEbLkrhnRKjBFtTFNfZG0+7FS2QHR+tHcxzD55d6XaFs1KIWtlE3qJ0LUCLZNJbbb8H9IvsrThw+xJ7FIEL/zdGJ60xRTM0TG//jYT/Na43bCHXfGN0VA7Cj6Xvhq0c3TzCKJMWkFzj/97efohF8jVGY9lWIxPhIS971ICpOu+Pw/PDF6YNlln6Qn//m3f238iciOvhg8frZg69WH6FznzJGtbf91Ufjv5z+jG2kKDeg/zuXFt1vputK7ni5i26l3Swvvnspv8NF6fu13ztPwpfKasElHTA2ofYR0fvvppb3yUu3N15n12kawFKS8hFUx2tavO7J16Y94grTU+q3A9JJvjt4lO80r88lvtElZm22nCOLP0l2gM05NdQn+eot5nqE9RFCdg7/8StkM6Xj05rv4o1v0xSV9T3+n4Vf00PP3eV45nSlfrp669QdnvmzYf6WlNoQ+RV5eZZO2Ryo1fh5qtuY+hl89H3SNtjXskONEXN92UjaqHxdT/au+Iy6tG1dgHKYSokw2l5jzFTK69Nu9Ul1x79+UL99fOfod7hYztvOuKLUd0x53DeZ3UPmgRdoJlXb9TalV7xKaNq98yW/YJOnpO6Msxgi5EypUZ84r681+TxXtXqT6T6w++dN7I8eb/ucPF386nME7QmVHny2PH3OdN6xRhbA1IX6k/isK3qzJ2iMnn1m65umlpinQrvMZ+acb6E0VDmmcu4gNzP50Qx8uzMQVNtylDK/TFlMZ2fBYKrVRXjepi2xg3g3zn34kcvq1UptmWx1riiCXVLgLgl/etLrMKscovjJQdczvbGTgpK4B7xdyzZ7PtNSGylRt6cRjzX3U2Blzyib1w0YPUpGvM4hwdRym6pM1ukp8Eut0bVV5raGdkcYf/fGx9SzbuYPK9kDnlMIuO5OboupklDVvaAytvZvUlgi5Xxe1p4qYFLHf+l6kjJ+dOHfxRa43g+9/cOG6j/588Ztn//BW4PxfwuH8K9ypNiVe9I6+8Xr89Eyb96WvfDvq6j1ILmm/C4JPpjp2p24ySF5tpL2esxu+r+/X131b2un+5Ii3cqnDX/2QRmZd/ZlZguvKew9ZdE+U2Oak8e1HxMjRl2iPn3p8NE60f1Jj+dokR5F2yxN4F+LgxaeZv/e2bz6g+ZMXOULW1EZ669nh6O+7hqjNgC0a3TV5/be3tQl/P6f/wyaQaNL1DlkZvaMvkXv8Eo6FG8fhZK7lCUHrNJvYtTFhSch9d9SbmUDysHD0Jd7jBwAAAMSEhaMv8R4/AAAAICYsHH2O9vgBAADQM6f8tnSbkDaYSjVvWJduM5JLWPrLDuEgzKEHn3zyCT2g/7733nsejyedJgKQHD788EP672WXXZZuQwCIk/8fzoalsmijaOoAAAAASUVORK5CYII=)
Run结果解析
主要三个图
一个是Kernel
Density Estimates,是对数据分布的一个显示,X轴是Log2(RPKM)值,Y轴是总体密度该数值的总体百分比
箱线图不用说,方差、平均值之类的。
方差和平均值散点图(这张图重要点,因为数区分数据好坏对比看模拟的那个线,变化较大说明样本间数据差距较大,需要进行归一化)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAewAAAFyCAIAAAC4JH4EAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAoLUlEQVR4nO3df2wU94H38QkhsFxLnR4Iw6MjS1yFragjaHvn9pFbVuZqmz/OoGCBTggqrQTPYysQ4dSPnvrUHOIB5OqJG6MAsp8SyRKNrFNSE4H7B7YlrHUPXUXblCQ+2nV0hIXmSZwHnuKqerKkKXm+35nd2ZnZ2d87u/v1vl+KyO7szny/O/Odz3znu7OepbFYTLP78MMPf//73z/66KM+n0+Dgj755JMHDx6sW7fu9u3bjzzySKWrUwhR7c8++0w8aGhooDVWJ7OZrV+/vtJ1qWlLUyeJPV9smMcee6z8tUGp/OUvf3n//feXLVvW2Ni4YsWKSlenEH/+85+vX79Oa6xmRjNbu3YtG6iCnCH+xz/+cfny5WwS1RldV7GPKZrggmiEK1eu/NOf/kRrrFqimX3uc5+7d++eyPFK16V2OUN8YWFBdN8qUhWU1qeffqr6phQfYcmSJZWuBTIRG0icM1W6FjXNZTgFAKAKQhwAFFYlIR554+j0mue6mlctprLK+aGqR7jPN7AxMh7yV7oiCfeuDr/8UcuxZwKVrkiVqM1muZhlD/Grw0fNXUDuD5NaW5lagF7aB+bTLXsrtiPaa7KuXCug9KIjHYHuqfiT1qEis9a2NK1nItYfLK56ORIxNHpdf1Rom6hg0zKKTinRk13L/jEruAPBS/n0xCNvvDxZX+aGkGx4okEePXqjBMUHnjkWX0RefZJcdgH7ApMFFcajLlMibEWXOdDXUGzwJpYmA71jRBwVss9SXF9dJri295i+au9dfePqvYBcQQWsKw+aVq7WrZufjlc8LjIzKaZ6UVbiY8pAH74qVlH2WeirqyXnEBdtYHRedBQqdihf1dz1nDb88hsRuhOlsWFjqzZXsqX5Q7093ZdvlWx56dy7O7+ubXe8BaxqfiaHTMqq7E2r/umn5ydnIs1mcZEb17c83Tb/jodlrmpu2TJ5466HJaBCcgzxeCfcdmy2nKsljvb6IbytfnLyuj7kcFc+3fv0O6P628xRCJcZc7Pqy0+vm7wReSYQSF96SnEp595GP2O39rox/8tHJ8Vb5dN3njZ7Hzn1RexLXp2okLFAMa+5EFvF5GurZ+Jzmp8/+XGMee+lLM19vRU+shC9cmGqp3fcfC76x+2DxsPEOIs+XNJodLXly7OZxl+iN2c1bbt9WuoyzRGYgK87Pin5plwGZFatrv9g1Jp/lvXivq6kLdnWRqamJZ8n24b9mfN54pm5hd23y2pLcXKm6fm23Vu115Mh7rqPOBuJlq7NuxKHP03bZJ+WbD6JeV1WZvGjV/BUTiF+fXRUbj/b5hOx/lGLcVIrt7J+oiabzweTcvIz+nvuyqfTTz937JjREvR9L92MuRB7sPbO3Xta4G7a0h3FaW/I84djqSWI3tex1daoFv2U6d/dazYSYPr6lpZj9nmujx69bjwymnLEuWTnAm0SFZP7yMtHxRLkKpKVfGOTHhMz2m5ZbX0f0ldTytLc1tvddJ8uk8F2n5GZIkQTkSmDVJuIxYLxJ8Y4iz80PjHnGxjpCm67MpAxwcVMw91TPRPimBDWMi4zNB5rsA6nhPvksSGW+9hK4Jm9W47KbWEmSsqmTPQ5uhLDCJPZF5uxaVnbxu/e+WBLS1dyja9yeVX0XrJsFznX0emrW+WQihxKefq5VdrvzFdd9xGXRqK/OXUXcy1RlPLBlr2yE5MsJTkwJZ+8/MbqY6kNL6Wdo9rkFOJb9j63Zvrlo29YjsPi/E+7fj0Ra/I9IrHldl7XttXaiMSpr7H5A5u2aNNiJ9HSzZgL2Zmo3ySbfdrSHcU1b9oyOvry0Y+ydyECW9umjV3D2BOdb3f2QgI5L1mzVEzv8dVvMuZYvWad9pF8IIcF5F5kfKB1Mkucq8R1hedXhzizvyuC1denPwlfHrQkerBrqDVwOdwfFBOC/ROXfQGf3pF2zVnzkODsRqdfpk1we097e8A3l8e3ooFnxCFQBtnRo+59Q7GuRCcyMeQi1/hHWReasWnp69nogszIbx/tJaa+ukrLvl0Sc229G+8x3LPW36V5p2skKW3e3nbMzodzVdnWkmz+6142zw2c9cy3jaGcchxOEZ2dvR8dHR22djMLvkij4BnNdI3kvpDEHn/06GiWWRJn1KvvvqOZo64lWXI2+vlqsnc+neZtLqUUVQeRn9rAzagWLOYKlaKvSQn2x2L90ZEOn689n8tlZPdbZlq8N1usLE0rEXGiC5Jyiub2ai7bxZjr6pp5lx6DSx1ybCQpih4CKV07hzdyvzol8MxzbcMvG6dc1t6Hpl8k8LsvP5Pb1i14Rv20uN4Y1Ml9IZGrV1eLE13jm6uPMnf69VPcG29o1/WT22zyWXJmshMYP4GRAzma1ubyJtePXFwdRF9Za5yQoal3h4fDoXgPPTEyopmjHQ3DvkMj2/K6oCT9Mu2VGBnZEAr5Q+MRrSMwd0vTshQh8uvGpiyxJM5wPjC/N5TDCFnGxHNoWvoRfnpYBu4zqQtwvprbdtHb2+jkOmfP3rUOWi6NJC+2UpKjLU6la+fwSD6XGMa743K4r6vZyHRxQqsZ3YacN21+MyZHomWXwhyWz3khgS9rogvxQXx+t53F8m2YMUF2d1yWZ6+JOO10WXLKAnOij6rK2eRnaduiJb7esi/N7SNn/HTpmAMgll50sD8y1BFI/LFXy0WIMsL7Ra52DQ0E8rwg0X2ZmjmCYnyxGdymiU74VPwt2ZcuVsNd2Sk0nm1JfNluX1fxhnpdf0tbW3zQyiG/pmVspPk0p2iOV3PdLnIAZH7Nl1Nailsd0jSSIlhLsfXYbSuzoDaGcsoe4uK0NflEP7WKP9ZPaO3vdVwZbXuafJJ9xrTvy/iie3Ep77O8zfpxEhyD+ulr4jbRtkCzIGvFVlnWp/nYNltzs2UB1uq5FJhxFbkQPd6Y+5Xcbq/IkY5MM8qJKQsSMwUtr7uVpo+gZK9SGu6f2bGu7E9z2nbZXpSLTF8r+6sZlm9tAM6W0ZVpAa6NJM0u5laWy7vSVdNWVL5tDOVWJT+7rw7yPHVdLkMpAFAlCPE442LYLXu5lgqASgjxOLeRFQCodoQ4ACiMEAcAhTlD/OHDh8ZdxgEA1c8Z4p9++ul9XSUqgxKLxVIvAVTJ2rVr5+bmbt68WemKIJM//OEPd+7cqXQtapczxJctW7ZeV5HaAFardZWuBVDVGBMHAIUR4gCgMEIcABRWbIj/4he/KEk9AKBKfPOb36x0FfJQgp54Y2Nj8QsBgGowOztb6Srkh+EUAFAYIQ4ACiPEq9bVo6t3ntW0llO/eX1fvpftFzNv2qUJz168y9+WLpfSbkQsWiUO8du3b7///vsff/yx66srVqxYs2bNl770JecLyZTQKdlsF2vS3Xl1t3XbJDk2mm5xffRSfkbnkqq2jZsVtX9O0Qy+emS6eqtdywoM8ZmZmTfffPPIkSPWidFoNBaLbdmyRYS161wi3D/88MNIJBJI3lM73jhspo98dfVFxVrL1UlzFz07efVYc2WjrPnY3bsZbkOThzvhi/rWyS26zu5crS2yHE+R92d0OxIo4OzOo22LfFMuEoWEuEjwkZGR1Ol37txpampatmzZI4884jqjCHe/3y9mN0P8zqvPGwluOcIbbV4E+dEn1WlDRoa3tLRMT09XQ4qXzO13je3z1BNp3pBI98TReDF9+IRE60x8xhvv3dGac+thJE9krJ3Yq0d3v+dVZUuHGFdD3iFuJHgoFErN8U8++cRI8M8++UQ8df4tRPHC0qVLlix5+PBhYtLVV47Eu3mWXnfzsd+cuiH3FSMOkiODL2nPfzUl8vXFWLo68Uxxjicmdr9E5Biv6y9r9nMB5w5r6YKmH6SMZ/jOl45s+ur0WVuQZan/HffSrW5nq4l9GfJtmr2mqW+w75n2vqL5umWyPDk6krE7vj64s0WbdpxTuW0azeVz2+ucXFGOEtPUM+tKTrsG0lYvo5adwfU5No9EC3ds1+Zjr5tFpf1QVvE3OSue0tqTH19/KfmxkxXIYYfSEv2RNDGeptHmVY1CVz5SLLX+WifrJe5mgmd4z8dTU5/94z/GNE3894n+38f64yf+5V/Wfuc7trcmhiCebbNvv0Qe6FkYnyZS5KvmG6aPPP9q0J7OCYmT3bZntbOiP//ubbG45KBAIl4ToRuUTe9dW/IkTgFslWi2VPfZI86UvfPqqcTimp/Uyz176tUDzba3pav/bffSrdOeyFgTt/EoR+0yviH1ZbEKb+Q/mGUekM2NmW7TZK6SbUWJeXY/5XYgcq9nmpXsXlz66rnVSRzCDIm4yal5mC08pc2416HQlW9WM/nxxZq7oZ8XJl4zm5zLm1Ne1TYdeWmnJurmGuOZG20u1chj5SObpeZPdbJe4p5Lgkvf+tb/OXt22bPPPtC0B3qIi38/f/bs49/6VpoZ0p+q295l63VOXwzf2SfbgjEcY+tgGwlqpLixj+kZbvQt9DNh7b0bWiLDbePHxtKNmdbvO/LsEUu3OrGTtjlbWvwIYSxuffzoYdQvW/3Tl24tIFNNEoU7zk1Sa+eeDOZ4ln1UJL6vibq1ZbtEQux+yX6keFtiR8ywabSMdXacPhhrSstYz/WafV5HI3ErLkP1MuenmbK5Ng8tbQvPvPILiPH4R4x3caenN128K3r8ziZnf3OaV2Wre+nURTPGbR8gTaPNuRpBrcCVDze5DqfkmuCa9uijj37uO9+588Mfrvinf/rk4cMHS5Y87O9f8/d/L6anmSPRXc4onriOs/ZEl8CWJMYCm5Mp/sR7MsNP7dwkQtxoQ3KvTiwx/RdPzdYDQbzzfupAmgzXNj253jJTyi7jWv9MpedWk/VPbhIf2Owrpp6WZn5DYsjb/FiJ+uW0URxso2KZNk2mKpmd1kRK6rNoOdXTfSW7roEM1Uv91I5RuXjK5tY8Miy2pCvf8vGfeKpFfuDEAcV9oCttg0yyxvhvnrK+krHRZq9GXisf2eQU4rknuPDYY4+tXLly7T/8w++XL/+sr+/hyZMbtm8XU8R051sTW9nZ9zSviJBb/6pzrlzF9zHR9ZZtpuVUcN+Tzx45e1Y0lduy0HjoWgbHU0+8mw+cajmrdzMOvHcqOQBjkxypsbVIl66Ni4yl2z5M2pqIXtFvnjLni/cTn7TO6vaG0vV4LN8r5HxOnLXOujv6+VIJuBV3pKAl2VM2e/NI18JVkYzx51taEhNzbrQoj+whnleCa/r3l8uWLVu1atVf7dz58bZtK1auXLFihUhw+YWn48Zvib6WZeRTk23EaBRpejU28Z3E/WTfSPHpi8/r3QER2caEs6dOyfZo9A/sQWEGsllDY6c9e+r5Fv30L3VoMzEUnGr6yCtX92VOtCyl51qT9ftev7tPM6/rEQHjCMTUNyR6PPEVmDzi2A6gOUvs7JYLGjJumgx1Ns+qze8E9bGIIuuZUtxLmauXhr1O2ZuHpYXbjm/y6pQDrwfz/lDxg0H8S5hyECvu4rtinSWHtfNotOlkaRvIT/YQf/PNN8W/qdeibN682THFuPJE/Kvp/XHhC1/4gvmq6607zStRrF8d6VpOvZTD9o3vJPa5zdPzeIpPm6d0RuOxTHCeare0GD2nlAL0Juyyb5nfXLldeWEbKHStfpbS3T6qoyapHSHHAGzmN5hjFvb1n8sB1Fk9R4xn2DSZq+SoSjwZi6ina3GZW46Ds3WaPe5szUO28IvPntWHHuxnaqLm+ax8s0tvLCRjSym15EfQ5dNo08hr5SOb7CHu+EVPBvX19fPz8+vWrcvwnvv373/xi1+0TNC7SI4htnw2p/1UWbIEQnxExWVYztzhLC00fmmUo0Gay3Dbt9yvr0n2v0SKt2WufZbSc65JXOI7pbQLSen9NCe/vYwrcG+yxLhxXpVx06Stc8upizsv7ky9wrBk9UysgfU5Vs/JXmz2jSIrfsB5HLF8qZ7Th0p0iOPveb1tcrX7OLYn7DGeV6NNu8TCVj5clPJn94FA4Fe/+tVvf/vbDO/5/Oc//7Wvfc05NdMPDJ2vJU6MM03JY2bne9IuymU4PH3FrdObM1YhfelpV4qtJu4f3jpv+rWTvahML6W+kuumybDBpCfSvpy2Mhm3c/rislQkn1++ujaPnArK9UPZn9paleOdztLsz7PsE+7VcRSeptHmU43sKx85KmWIL1mypKmpqYQLrAaJ4cd0V/rWYk1gYqOg4vgrhmlZx3jyHyNenDWBiY2CKkGIZ1c9X6JXT01gYqOgsgjxtEr3lwCLVT018ZJin1Kx6mLxKkGIK3dLOgBYNIoNcbVuCw0AiwzDKQCgMEIcABRGiAOAwghxAFAYIQ4ACiPEAUBhhDgAKGwpP9UBAHUtXWS/1hkbG6t0FQAoprOzs9JVKNxiG04xN4ZI871791a2MgCq3+joaKWrUJTFFuIAUFMIcQBQGCEOAAojxAFAYYQ4ACiMEAcAhRHiAKAwQhwAFEaIA4DCCHEAUBghDgAKI8QBQGGEOAAojBAHAIUR4gCgMEIcABRGiAOAwghxAFAYIQ4ACiPEAUBhhDgAKKyaQzzc52ufHYqMh/zG8+hIR6B7Kv5iq+UFAKhV1RniRlz39PTYpt6amyK6AcCqOkPcHxqPhWRXfHDW/kJjAwkOAEnVGeKuojdntcFB36B83DMR6w9WukIAUHEKhXi8e64Zoy0dI9aBlbGxsYrVCwAqZ+n3v/998b8f/vCHla5JHvyh3p7ugSvRkJninZ2djvcQ6wBqwdLDhw+fPn260tUAABRCoeGUaDTq9+td73Bf+2DrUITvOAHUPIVCXLtyyBe/TJwrDQFAV9UhHuyPWS5BSX6xCQAwVHWIAwAyI8QBQGGEOAAojBAHAIUR4gCgMEIcABRGiAOAwghxAFAYIQ4ACiPEAUBhhDgAKIwQBwCFEeIAoDBCHAAURogDgMKWcm82AFDXUrVukQwAsGI4BQAURogDgMIIcQBQ2GIL8bGxsUpXAQDKZ7GFeGdnp/GANAdQCxZbiANATSHEq93C19srXQWp7tcTla4CkmgVMBHi1a74/UTs8OxsiwytAiZCHAAURogDgMIIcQBQGCEOAAojxAFAYYQ4ACiMEAcAhRHiAKAwQhwAFEaIA4DCCHEAUBghDgAKI8QBQGGEOAAojBAHAIUR4gCgMEIcABRGiAOAwqo5xMN9vvbZoch4yG+dMigftNomA0Ctqs4Qj450BLqnenp6HBNlpsdEeIswD/Q1xPqDlaogAFSH6gxxf2g8FpId78FZc1r0yoWpnt5xvfsd7BpqDVwO9wdJcQC1rTpD3M2tuame7ePxJ/6GRu3CzagWZEgFQE1TJsSjN0WnfHu6V8fGxspZGQCoEsqEuOx7z6V9tbOz0zGFWAdQC5QJcWnWHECR/fLG7YylAKh16oR4sGtoIDAcDslLUsLD3dpQhG81AdQ8dUJc84fODHUEfD75uGcixmXiAFDdIR7sj9l62/ErDwEAcVUd4gCAzAhxAFAYIQ4ACiPEAUBhhDgAKIwQBwCFeR7iJ06cmJycnJ+fj0Qi165di8ViW7du9brQxWTh6+3VsJC6X08UXw0AJedtiL/44osiwQ8dOvTCCy+Ip36///Dhw4R4vioeoCU5kADwgrch/vOf/7y3t3fHjh1GiNfV1c3MzHhaIgDUFG9DXHS93377bRHixlPRK1++fLmnJQJATfE2xEU3fPPmzSLHFxYWDh48+Prrrx8/ftzTEoFawDclMHneE49EIufPn79///6DBw9ee+21trY2T0sEakTFA5RvSqqE51en1NfX/zed1wUBQA3yNsRPnz7t8/kOHjwYjUaNi1LEFHOIHABQJG9DfGpq6tChQ+KB6Im3tbX19vYePnyYEAeAUvE2xJuamkQf/Nq1a5OTk5FIpL6+Xjz1tEQAqCnehvju3btFB3x+fv748eMiwWdmZsS/npaIB3958Mv5N61T/vzwz48tecx8+vTqr9Qt+0LZ6wXAE96GeCAQEB1wEeJ+v7yZmvj33LlznpZo9a//+98KnvdqEfPK2T8ofPbYXx78ypLC72lf+ev/9TfFVKZ4jjp86z/954IX9bf1X1u+pPDfCsjZHy189mJqDlQnz69O8enMH2r6jHtklsWO8d1lK6uUPtO0R2wT3vvxVypUFXfFHB3/9f1/c3y6Mvu///X3lSweKDVvQ/zatWsHDx4UnXFzinHluKeFmorZXYvJKa24jvyDhw9O/easdcqT/+Xfi6lM8RxHkf/+9ecLXlSRXem/K252YPHxNsQHBgaampomJyeVGwov8ry7yNn/uanPfLzw4/aKdx6roQ4AXHkb4nV1dfv37y9ngo+NjZWtLACoOG9D/NChQz/60Y/8Ok8LMnV2dhoPSHMUI/Uin9x99P8+evf+fxQ277sL/yFmz/q2n7h95fPOvX9fePDHwsrNYPmjy/+u/ms51sFhzV+tearuS4WVu37l3zyxcn1h89bUJVjehviZM2de05lTyjkmDlj9j2v9ji8bVPaVIr+2yZ04nqUpq3x1yNsj+gUCuTmz8n96WRXPef5XDPfv32+dUs6rUwCrf27qs37ZoBXddRWz/7GI2X/10ZsiH3N/vyMxq+2apby+B2peV/iXRuLM4G/dzgxy5EuZfXR0tOClVQPPrxMXPC0CKNjTq4rKwQpedb7w4/Zq+CuGfN1dDTy/TvyFF144ffp0LBYTjw8fPnz8+HE64wBQKt6G+GuvvXbp0iUR4lu3bn3rrbdeeeWVkydPcl8IACgVb0P8Zz/72YEDB4xhceMalT179hDiAFAq5fjZvfn48ccfX1hY8LpEAKgd3oZ4a2vrwMBAIBDYunVrNBp94YUXmpqaPC1xUeI+WADS8TbE9+/fPzMzY95XU6T5pUuXPC1x8Sn+IgRxDKj4lQwAPOL5cMq5c+dOnDhh/MDHuEMbAKBUPA9xIRqNiv74xo0b79+///jjj5ehRACoEd6GuOiAt7W1LSwsNDU1DQwM+Hy+S5cuMSwOAKXibYifPHly8+bN5jj4iRMnent7zRtEAACK5G2Ix2KxAwcOmE9Fgp85c8bTEgGgpngb4vv27fvpT3+6Y8cO4+nk5KR5pQqAYnDhKQyej4mL4A4EAnv27IlGo6+99lpTU5OR42vXrj1//rynpQOLFReewuT5XzE8dOiQ8Xjjxo0/+MEPzJfq6uo8LRoAaoG3Ib5D52kRAFDLvA3xc+fOiX8PHjx4//7955577sMPP3zxxRc3b97saaEAUDu8DfGpqal9+/Zp+rWGt27d2r9/v3hgvVsbAKAY3oZ4fX29z+ebn58XXfJwOCz64AMDAwUvLTrSEeieij9pHYqMh8p092UAqFbehnhHR8d3v/vdurq6HTt2iASPRCLF/Oz+1twU0Q0AVt6GeFtb2/nz5+/fv298vbmwsPC9732vmAU2NpDgAJDk+R/AEjk+Pz9/6dKlPXv2NOkKXVL05qw2OOgblI97JmL9wdJVEgAU5W2IR6PR/fv3z83N1dXViRA/d+6cCHTr1eL58IfGYyFjsSMdgY4R68DK2NhYaWoMAErxNsQHBga+8Y1vzMzMBAIBTb/WsCQ/u/eHenu6B65EQ2aKd3Z2Ot5DrAOoBd6GuOh3m7/YNJ6+/fbbnpYIADXF2xD/9re/feLEiZ/85Cfi8f3790XHfOPGjYUuLBqN+v161zvc1z7YOhThO04ANc/bED948OAvf/lLYyxlw4YNdXV1xdxj88ohX/wyca40BACdtyHu8/nOnz//1ltvLSwsiKdNTU1iSqELS36xCQAwlOMem+YfS4lEIidPnuQv0AJAqXgV4teuXTtz5kw4HN6zZ8+LL74Yi8VEfIsHhw8f9qhEAKhBXoV4b2/vhg0bRGqLKBf/vvrqq3V1dTMzM9wlGQBKyJMQNy4lnJyc9Pl8Isq3bt168ODB06dPe1EWANQyT0I8EomY32EaXe/jx497URAA1DivhlOi0eiJEyfMp+ZN7uvq6hgWB4BS8STE/X7//v37zaeF/rEUAEAWXoU4wQ0AZVCO68QBAB4hxAFAYYQ4ACiMEAcAhRHi1W7h6+3VsJC6X08UXw0AJUeIVzvSE0AGhDgAKIwQBwCFEeIAoDBCHAAURogDgMIIcQBQGCEOAApbbCE+NjZW6SoAQPksthDv7Ow0HpDmWMT4HS9Miy3EgVpAesJEiAOAwghxAFAYIQ4ACiPEAUBhhDgAKIwQBwCFEeIAoDBCHAAURogDgMIIcQBQGCEOAAojxAFAYYQ4ACiMEAcAhRHiAKAwQhwAFEaIA4DCCHEAUBghDgAKI8QBQGFqhXi4z9c+KB+0DkXGQ/5KVwcAKk2hEI+OdLTPDkViIrxFmAf6GmL9wUrXCQAqS50Qj165MNXTO653v4NdQ62By+H+ICkOoLapE+K35qZ6to/Hn/gbGrULN6NakCEVADVNmRCP3pzVtO3pXh0bGytnZQCgSigT4rLvPZf21c7OTscUYh1ALVAmxKVZcwBF9ssbtzOWAqDWqRPiwa6hgcBwOCQvSQkPd2tDEb7VBFDz1AlxzR86M9QR8Pnk456JGJeJA4BKIS5jfDwWqnQlAKCKKBXiAAA7QhwAFEaIA4DCCHEAUBghDgAKI8QBQGGEOAAojBAHAIUR4gCgMEIcABRGiAOAwghxAFAYIQ4ACiPEAUBhhDgAKIwQBwCFEeIAoDBCHAAURogDgMIIcQBQ2GIL8bGxsUpXAQDKZ7GFeGdnp/GANAdQCxZbiANATSHEAUBhhDgAKIwQBwCFEeIAoDBCHAAURogDgMIIcQBQGCEOAAojxAFAYYQ4ACiMEAcAhRHiAKAwQhwAFEaIA4DCCHEAUBghDgAKI8QBQGGEOAAojBAHAIUR4gCgMJVCPDrSEeieij9pHYqMh/wVrQ8AVJxKIX5rboroBgArlUJcaGwgwQEgSaEQj96c1QYHfYPycc9ErD9Y6QoBQMUpFOL+0HgspD+Sg+MdI9aBlbGxsdQZRkdHy1Y5AKiIag7xcJ+vXe93Ozve/lBvT/fAlWjITPHOzk7HzCLWUyeixtEqkMq1C6iQag7xYH8s1l/pSgBANavmEHeIRqN+v971Dve1D7YORfiOE0DNUyjEtSuHfPHLxLnSEAB0CoV48ovNGqJ/L5B6zNIne3mJjv7DqkauAapSxu/eUhqAPlnzpIfDL+2ql0IhXqtaW7Xu4XDIsrtGRwZmxVQPRa9cEOUODox0BdlZq1Rr6+zASNS6fcLD3ZqX7SJx0BBdiEBfAwf4arFoQ3wRXYSwa1dPtzVOZcLu2tU4NedZiXoJZ3obA7ZLgBaBRdQqtMZdu2ZtR/fw5cGeXUOzFzwvecPGVs27xld+qreKRRvii8m27dYrKkV/q7E31nC5O7kfJS/GtJzopl6hKU+J53ontPb2zL+Ykj26XRF/sKGnvd1+DoAq0rBtV2v35XB/UN8+8vRs6EyXdigZ4pYhkOS2Tk4024poKQMbJ3ZdaNenZx0rEYf4qZ7ecW8+FPJHiKsg2DU0EDDiVOyrgz29/Zp2OfGi2CsHNkZiMb/xOH6iG+67vN24QlPuosl+/GD75Qk5Xb4zzWiJ6NG17pLX/vi392jtZkqg2sjfSyS2bfzAq10xXw33iSN2LDZuPPYZv46LjgxrZ/S2IhtA8gg91T2wS29D8tCf7sA92O4zuwo0iepBiCvBLztdcndtGJZfXIk9KJx4SfaLpqYCvu7EhNZdUS3oD/b3i900cTlPzy2xDOPRhLF/6kucMydbiAzXGif0yUFSvLqJDaSfLHXdlId2kcFR8yW5GRN/pUKntwF/qD8kh7TjYaw3Ff3R0JmQuckHbiYm25ndebEEXx/felcLQlwN8R+pjjTGO8l2aS9TkH0rfRAl54JkT1/8r92y9/P1ZvUS52itgcsjG2fdBjjSX9UkT9HkGVqhpWZIepQdIa4KfUilW+6B9j3H7KTHhzf7tP7+4K25KZHsxpRh0Rvv6c2xFNmvtx0T5CHgwiL7enMx0YdU2rtTBzgSnfT4tyF9V7b1h7SbsyLZu4wp8mA9VFihlpM1VB4hrgyZ1lrj9pRTWH9ofGLOFx9PkfmrxTtoRm+6Z2go92sJZIaLM2vn36nh680qJrvFsxu3pURqsD8y1BHw+eRj2SeXb9A3pt5UWoeGerQ8L2Qxx8T5K6JVhRCvbsH+mLmzyF87ub7g8ldm7L+MCrkswPbEfbbkwguqOzyTtimIF8Zt73JsTVtLCYVSF2B/Yi+x5n5qpwhCHAAURojXNNuPqTV+Tw1D8jcGBoZPqhkhXtM4SYYb/gq0SghxAFAYIQ4ACiPEAUBhhDgAKIwQBwCFEeKofvrfSuXiR8ANIY5KsVyMXIHr041L5G0Fi0mHtDMcK6AWQhyVYP45vWD8acdItPzpKe98d2hkG7ENlRHiKL9wn+M2z8H+8Ur8ILCx98yugQAxDqUR4ig7eeugdPeGyTjGYtxfLh7+5hPb3cXkTA3DPtsN6DLcfswfOjN0wTXGs93GzK2gNHdEA7xEiKN6yATXEmMs+dxTPXF3MZmhAV/yrgftfduNBaS//Zjxt3b1GLcsMNttzNwLcr0jWulWD+CGEEfVsPfQjZvW5HZvuMTdxWx/c916U/bU248lZw72T/T4ZIyfSU7Ldhsz14Lc74iW71oA8kOIo+zkTWcGquluQfEYH+7RtI36hIJvY8afgUTZEeIoP/1Wc4EOzQy8cF/Hza7xkPWOYvp95XombDeO9Dc0at3xznl+t53LWiM9xgdFCMtn0cJuY+Z2RzQCHV4jxFEB8k/gNvQl7ilnfAko4s5vuaOY6zeDhd52Lgdy0YPdieoVdhsztzuiAR4jxFEhrn+z2v0PnCdvGeZ227l0t7AzH7vffsx5ezrborPexsy1IP5AOyqAEAcAhRHiAKAwQhwAFEaIA4DCCHEAUBghDgAKI8QBQGGEOAAojBAHAIUR4gCgMEIcABRGiAOAwghxAFAYIQ4ACiPEAUBhhDgAKIwQBwCFlTDEoyMdge6pxDNP7hir37/Ww+UDgGJK3BN3uS1iqZg3IA/Gn3aMREsS4/Ju5hs5IgBQkirDKeE+PcGTR4hg/7hHRwsAUIenIa73cYcau7sH44MflhGXZCLbh2HcO/Phy3IR7qntNsYilznXG1+Q+USvz8SuC+16cfLN267Eyw74uhmgAaCeEof4YLsvnqcyi8X/prpFfMbvGx7uk1kaGzce+zpGZGiKid2NEzG9W22J41zJWbTEGIt4EuhryDigM9U9sCsSi/n1GYfDsf7xWAPDKQCU5emYeFh2d7sSz0VvWhsc9CVTuueWpt2ydrGDXUOtg3P5lGfvocv5A5fD/cH0Kd46dMZI6+D2Hm3gZlQLkt0AFFbeMfHUEYtwbjOKyG0fuBIN0V0GAKsyhrgM4vbhcEjvqkdH+q5s6w/5N2xsnepOTAwPd09pPb2uM3cNDQQCHZp5EAj3ddzsGg9Zl6nP3zMhh2v8DY1ad7xPnmGpAKC4cvbEg/2RoY6Azycfyz65TGN/aHxizhcfSe8ZGmrV0gyniDfK0euAr9t4LgduxAL8lmVaR3P0kRVjsZmWqr9VHgj4YhOAkkoY4jJm7VOC/bFgyltCzvnEu+LffMrrSDKVYHlnlmU6J4dS65N84rpYAFCBKteJAwBcEOIAoLDqCvHUERkAQAbVFeIAgLwQ4gCgMEIcABRGiAOAwghxAFAYIQ4ACiPEAUBh/x++raP5zdFlQQAAAABJRU5ErkJggg==)
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)
3、归一化
我们一般选择Loess
Normalization
Expression——>Normalization——>Loess
Normalization
![](data:image/png;base64,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)
参数设置,选择两个初始数据文件,直接run就好,只有一个Input
data is log-transformed注意一下,就是只有数据是已经Log之后的选择这一项,否则不选,他会帮你Log。
结果上,这个图不是很明显,但是一般都是为了减少样本内差异
4、再次质控并与第2步结果对比
步骤略
归一化后两类数据差距变小基本一致,这次变化不大,不过归一化这步还是要做的
5、One-way-ANOVA
Expression——>Differential
Expression——>One-Way ANOVA
参数设置
选择输入文件,在Label
Variable中输入Name,选择输出文件夹
选择实验设计文件,将分类变量选择“Strain”
Test页面中,可以选择所有双向成对分析(将任意两个非重复样本进行比较),简单比较(只和对照进行比较)。
结果解读:
图包含
火山图:X轴对基因在两实验中的差异,Y轴为这个差异的Log(P值)置信度。
聚类热图:对两实验中表达模式相似的进行聚类,并绘制热图
平行线图:每条线实际是描述同一基因不同实验中的平均表达量
主成分分析图:是对这些差异基因进行一个分类
在左侧选项中,可以发现Determine
Significance选项,因为JMP
Genomics可以自助帮你选择前多少个是显著差异基因,但一般来说统计学意义上p值小于0.05即为显著,小于0.01为极显著。即Log(p)>1.6为显著Log(p)>2为极显著。
输出的话选择view
Data,找到所有数据哪一个table,保存为Excel即可,主要看Diff
of Strain和-log10(p-value)for
Diff of Strain两列即可。
5、ANOVA
ANOVA与One-way-ANOVA在前文的数据处理上是一样的,只是适用对象不同。
适用对象:One-way-ANOVA,1v1的比较;ANOVA,N
v N的比较。(如果出现同样本在两者中差异不同的情况,主要是因为归一化那里的范围不同,一个针对全局,一个只针对两者。)
参数设置
Genomics——>Expression——>Differential
Expression——>ANOVA
General界面选择输入文件,把每组表达值的列插入变量
Model界面中,除了输入metadata文件外,有两点要注意
1、Data
Filtering那里是吧0值和缺失值超过阈值Cutoff的去除,不再分析,例如我们有5个样本,有一个样本缺失可以保留,但是存在基因有两个及以上样本是缺失或0值则去除该基因不再出现在后续分析中
2、Fixed
Effects for Differential Expression那里,把所有主要的效应写上,用“|”或空格隔开
Test界面只有一个要注意
Select
Comparison Set for Differential Expression Tests,这里给了几个选项
All
Pairwise Differences denotes differences between all possible
pairs of levels.
Simple
Differences denotes all differences for which only one level has
changed.
Differences
with a Control denotes taking differences against a single
reference level.
一般来说All
pairwise就是吧所有可能的两两比对都给你了,一般是用来保存数据用的,存在不需要或不合适的情况如有可能有多个条件不同的两组数据进行了比对。
Simple
Difference就是只给单水平的比较。
Multiple
Test Method选择空,设置-log10(p-Value)Cutoff为1.3,即筛选P-Value>0.05。
Option界面可以选一些表现参数,除了p-value和-log10(p-value)其他的也不是很有必要
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)
结果与One-way-ANOVA没有什么不同,只是进行的是联合分析。
6、结果文件输出
总的结果表可在结果中打开
总表包含内容:
1、Name、CLC_Raw_RPKM、Loess_norm_RPKM、Diff、Log
Pvalue、sig
Index。
2、对于没有控制变量的可以直接删去
3、列名要简单明了
例如:Diff
of Strain*Medium = (A MediumA)-(A MediumB)
可改为MM_ZM4(mmrVsmmr_lrp)等
后面单表所需列:
Name、Diff、LogPvalue、SigIndex
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