├── ConceptDriftData.m ├── LICENSE ├── README.md ├── elec2_data.dat ├── elec2_label.dat ├── gendatTKDE.m ├── noaa_data.dat └── noaa_label.dat /ConceptDriftData.m: -------------------------------------------------------------------------------- 1 | % CCONCEPTDRIFTDATA: Generate Data Streams with Concept Drift 2 | % [xTrain,cTrain,xTest,cTest] = conceptDriftData(type,T,N) 3 | % 4 | % This m-file generates data containing concept drift and 5 | % classes can be under-sampled to create an imbalanced 6 | % learning scenario. The rotating checkerboard function was 7 | % written by Ludmila Kuncheva. 8 | % 9 | % GENDATCB link 10 | % http://pages.bangor.ac.uk/~mas00a/data_public/artificial_data/gendatcb.m 11 | % 12 | % INPUT 13 | % TYPE: Dataset desired 14 | % 'noaa': Weather dataset collected from the NOAA's website. 15 | % The data contains 8 features and approximately 50 years 16 | % worth of data. 17 | % 'elec2': VIC/NSW Electricity pricing dataset used by 18 | % several researchers involved with concept drift. Two 19 | % features have been removed as described in previous 20 | % papers. 21 | % 'sea': Street & Kim's shifting hyperplane problem with 22 | % a small modification (4,7,4,7) rather than (7,9,8,9.5) 23 | % 'checkerboard': Roatating checkerboard problem with a 24 | % linear drift. The CB rotates over a range of 0 - 2pi 25 | % with 0-pi being a recurring environment at pi-2pi 26 | % 'spiral': Generate a rotating spiral drift scenario that 27 | % contains two-class where each class contains two spirals. 28 | % This drift scenario contains reoccurring environments. 29 | % 'gaussian': Guassian data is generated from 4 components 30 | % where three are majority class components and one is a 31 | % minority class components. Drift is simulated by 32 | % varying the covariances and means. 33 | % T: Number of time stamps (ingored in 'elec2' and 'noaa') 34 | % N: Number of instances to generate 35 | % OUTPUT 36 | % xTrain,xTest: cell array containing the feature vectors in 37 | % column format for training/testing. Each entry to the 38 | % cell array is an index to a time stamp 39 | % cTrain,cTest: cell array containing the instance labels in 40 | % corresponding to xTrain/xTest. Each entry to the 41 | % cell array is an index to a time stamp 42 | % 43 | 44 | % 45 | % ConceptDriftData.m 46 | % Copyright (C) 2011 Gregory Ditzler, Ryan Elwell, and Robi Polikar 47 | % 48 | % This program is free software: you can redistribute it and/or modify 49 | % it under the terms of the GNU General Public License as published by 50 | % the Free Software Foundation, either version 3 of the License, or 51 | % (at your option) any later version. 52 | % 53 | % This program is distributed in the hope that it will be useful, 54 | % but WITHOUT ANY WARRANTY; without even the implied warranty of 55 | % MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the 56 | % GNU General Public License for more details. 57 | % 58 | % You should have received a copy of the GNU General Public License 59 | % along with this program. If not, see . 60 | % 61 | function [xTrain,cTrain,xTest,cTest] = ConceptDriftData(type,T,N) 62 | % switch on the type of experiment 63 | switch type 64 | case 'noaa' 65 | % T is disregarded; we will use all the data, so the 66 | % size of the N will determine T. 67 | alldata=load('noaa_data.dat')'; 68 | allclass=load('noaa_label.dat')'; 69 | T = floor(floor(size(allclass,2)-N-1)/N)-1; 70 | for n=1:T 71 | starti = ((n-1)*N)+1; 72 | stopi = (starti+N); 73 | trinds = starti:stopi; 74 | tsinds = stopi+1:stopi+N; 75 | xTrain{n} = alldata(:,trinds); 76 | cTrain{n} = allclass(:,trinds); 77 | xTest{n} = alldata(:,tsinds); 78 | cTest{n} = allclass(:,tsinds); 79 | end 80 | case 'elec2' 81 | alldata=load('elec2_data.dat')'; 82 | allclass=load('elec2_label.dat')'; 83 | alldata(3,:)=[]; % remove price features 84 | alldata(4,:)=[]; 85 | T = floor(floor(size(allclass,2)-N-1)/N)-1; 86 | for n=1:T 87 | starti = ((n-1)*N)+1; 88 | stopi = (starti+N); 89 | trinds = starti:stopi; 90 | tsinds = stopi+1:stopi+N; 91 | xTrain{n} = alldata(:,trinds); 92 | cTrain{n} = allclass(:,trinds); 93 | xTest{n} = alldata(:,tsinds); 94 | cTest{n} = allclass(:,tsinds); 95 | end 96 | case 'sea' 97 | theta = [4*ones(1,50),7*ones(1,50)]; 98 | theta = [theta,theta]; 99 | noise = 0.05; 100 | 101 | for t = 1:T 102 | [xTrain{t},cTrain{t}] = SEA(theta(t),N,noise); 103 | [xTest{t},cTest{t}] = SEA(theta(t),N,noise); 104 | end 105 | case 'checkerboard' 106 | a = linspace(0,2*pi,T); 107 | side = 0.5; 108 | 109 | for t = 1:T 110 | [xTrain{t},cTrain{t}] = CBDAT(side,a(t),N); 111 | [xTest{t},cTest{t}] = CBDAT(side,a(t),N); 112 | end 113 | case 'spiral' 114 | range = 2*pi; 115 | spirals = 4; 116 | t0=linspace(0,range,N); 117 | 118 | for t = 1:T 119 | phi=2*pi*(t-1)/T; 120 | TS=[cos(phi) sin(phi); 121 | -sin(phi) cos(phi)]; 122 | 123 | [X1,Y1] = SPDAT(t0,TS,spirals); 124 | [X2,Y2] = SPDAT(t0,TS,spirals); 125 | 126 | xTrain{t} = X1; 127 | cTrain{t} = Y1; 128 | xTest{t} = X2; 129 | cTest{t} = Y2; 130 | end 131 | case 'gaussian' 132 | t1 = 1/3; 133 | t2 = 2/3; 134 | m = 1; 135 | 136 | for t = 0:1/T:1-1/T 137 | if (t>=0)&&(t<=t1), 138 | mu1 = [2 5]; 139 | mu2 = [8 5]; 140 | mu3 = [5 2]; 141 | mu4 = [5 8]; 142 | sigma1 = [1 0;0 (1+6*t)]; 143 | sigma2 = [1 0;0 1]; 144 | sigma3 = [(3-6*t) 0;0 1]; 145 | sigma4 = [(3-6*t) 0;0 1]; 146 | 147 | x1 = mvnrnd(mu1,sigma1,2*N)'; 148 | x2 = mvnrnd(mu2,sigma2,2*N)'; 149 | x3 = mvnrnd(mu3,sigma3,2*N)'; 150 | x4 = mvnrnd(mu4,sigma4,2*N)'; 151 | elseif (t>t1)&&(t<=t2), 152 | mu1 = [2 5]; 153 | mu2 = [(8-9*(t-t1)) 5]; 154 | mu3 = [(5+9*(t-t1)) 2]; 155 | mu4 = [(5+9*(t-t1)) 8]; 156 | sigma1 = [1 0;0 3]; 157 | sigma2 = [1 0;0 1]; 158 | sigma3 = [1 0;0 1]; 159 | sigma4 = [1 0;0 1]; 160 | 161 | x1 = mvnrnd(mu1,sigma1,2*N)'; 162 | x2 = mvnrnd(mu2,sigma2,2*N)'; 163 | x3 = mvnrnd(mu3,sigma3,2*N)'; 164 | x4 = mvnrnd(mu4,sigma4,2*N)'; 165 | else 166 | mu1 = [(2+6*(t-t2)) (5-9*(t-t2))]; 167 | mu2 = [(5-3*(t-t2)) (5+9*(t-t2))]; 168 | mu3 = [8 2]; 169 | mu4 = [8 8]; 170 | sigma1 = [1 0;0 (3-6*(t-t2))]; 171 | sigma2 = [1 0;0 1]; 172 | sigma3 = [1 0;0 1]; 173 | sigma4 = [1 0;0 1]; 174 | 175 | x1 = mvnrnd(mu1,sigma1,2*N)'; 176 | x2 = mvnrnd(mu2,sigma2,2*N)'; 177 | x3 = mvnrnd(mu3,sigma3,2*N)'; 178 | x4 = mvnrnd(mu4,sigma4,2*N)'; 179 | end 180 | xTrain{m} = [x1(:,1:N),x2(:,1:N),... 181 | x3(:,1:N),x4(:,1:N)]; 182 | cTrain{m} = [1*ones(1,N),2*ones(1,N),... 183 | 1*ones(1,N),1*ones(1,N)]; 184 | 185 | xTest{m} = [x1(:,N+1:end),x2(:,N+1:end),... 186 | x3(:,N+1:end),x4(:,N+1:end)]; 187 | cTest{m} = [1*ones(1,numel(N+1:2*N)),2*ones(1,numel(N+1:2*N)),... 188 | 1*ones(1,numel(N+1:2*N)),1*ones(1,numel(N+1:2*N))]; 189 | m = m+1; 190 | end 191 | otherwise 192 | error('ERROR::conceptDriftData.m: Unknow Dataset Selected'); 193 | end 194 | end 195 | %% extra functions 196 | function [X,Y] = SEA(theta,N,noise) 197 | Nnoise = floor(N*noise); 198 | %%%% generate data and labels associated with each instance 199 | x = 10*rand(3,N); 200 | X = x; % save data in X 201 | Y = zeros(1,length(X)); 202 | x(3,:) = []; % remove feature w/ no information 203 | Y(sum(x)>=theta) = 1; 204 | Y(Y~=1) = 2; 205 | %%%% add noise into the dataset 206 | r = randperm(numel(Y)); 207 | r(Nnoise+1:numel(Y)) = []; 208 | Y(r) = Y(r)-1; % change 2->1 and 1->0 209 | Y(Y==0) = 2; % class '0' is actually class '2' with noise 210 | end 211 | 212 | function [X,Y] = CBDAT(a,alpha,N) 213 | % L. I. Kuncheva, "Combining Pattern Classifiers", Wiley & Sons, 2004 214 | [X,Y] = gendatcb(N,a,alpha); 215 | X = X'; 216 | Y = Y'; 217 | end 218 | 219 | function [X,Y] = SPDAT(t0,TS,spirals) 220 | angle = 2*pi/spirals; 221 | X = [];Y=X; 222 | b = 0.5;% control the noise in the spirals 223 | for i = 1:spirals 224 | [x,y] = parametric(t0); 225 | sc = cos((i-1)*angle); 226 | ss = sin((i-1)*angle); 227 | % rotation transformation matrix 228 | T=[ sc ss; 229 | ss -sc]; 230 | %combine all the components 231 | A=[x; y]'; 232 | 233 | Z = A*T; 234 | Z = Z*TS; 235 | 236 | X=[X,Z']; 237 | if mod(i,2)==0, 238 | Y=[Y,2*ones(1,numel(t0))]; 239 | else 240 | Y=[Y,1*ones(1,numel(t0))]; 241 | end 242 | end 243 | X = X+b*randn(size(X,1),size(X,2)); 244 | end 245 | 246 | function [x y] = parametric(theta) 247 | x = theta.*cos(theta); 248 | y = theta.*sin(theta); 249 | end 250 | 251 | function [d,labd] = gendatcb(N,a,alpha) 252 | % N data points, uniform distribution, 253 | % checkerboard with side a, rotated at alpha 254 | d = rand(N,2); 255 | d_transformed = [d(:,1)*cos(alpha)-d(:,2)*sin(alpha), ... 256 | d(:,1)*sin(alpha)+d(:,2)*cos(alpha)]; 257 | s = ceil(d_transformed(:,1)/a)+floor(d_transformed(:,2)/a); 258 | labd = 2-mod(s,2); 259 | end -------------------------------------------------------------------------------- /LICENSE: -------------------------------------------------------------------------------- 1 | GNU GENERAL PUBLIC LICENSE 2 | Version 3, 29 June 2007 3 | 4 | Copyright (C) 2007 Free Software Foundation, Inc. 5 | Everyone is permitted to copy and distribute verbatim copies 6 | of this license document, but changing it is not allowed. 7 | 8 | Preamble 9 | 10 | The GNU General Public License is a free, copyleft license for 11 | software and other kinds of works. 12 | 13 | The licenses for most software and other practical works are designed 14 | to take away your freedom to share and change the works. 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But first, please read 674 | . 675 | -------------------------------------------------------------------------------- /README.md: -------------------------------------------------------------------------------- 1 | ConceptDriftData 2 | ================ 3 | 4 | Generate synthetic data sets containing concept drift, or load one of two real-world concept drift benchmark data sets. 5 | 6 | 7 | About 8 | ================ 9 | The Matlab code provided in this project was written for recent work that has resulted in a manuscript being accepted in the IEEE Transactions on Knowledge and Data Engineering. The software is licensed under the GNU GPLv3. 10 | 11 | 12 | Demonstration 13 | ================ 14 | Refer to `gendatTKDE.m` for how to use `ConceptDriftData.m`. 15 | 16 | 17 | Citations 18 | ================ 19 | Please cite: 20 | Gregory Ditzler and Robi Polikar, "Incremental Learning of Concept Drift from Streaming Imbalanced Data," IEEE Transactions on Knowledge and Data Engineering, accepted. -------------------------------------------------------------------------------- /gendatTKDE.m: -------------------------------------------------------------------------------- 1 | %% About this file 2 | % This file is meant to sevre as a demo on how to call the functions 3 | % which generate the data presented in [1]. However, in [1], the data 4 | % are drawn from an unbalanced source. Therefore, one of the classes 5 | % must be undersampled to created an environment that contains concept 6 | % drift and class imbalance. Class '2' was undersampled for every 7 | % dataset tested in [1]. 8 | % 9 | % References 10 | % 1. Ditzler, G. & Polikar, R 11 | % "Incremental Learning of Concept Drift from Streaming Imbalanced Data" 12 | % Submitted to IEEE Transactions on Knowledge and Data Engineering, 2012 13 | % accepted. 14 | % 15 | % 16 | % gendatTKDE.m 17 | % Copyright (C) 2011 Gregory Ditzler and Robi Polikar 18 | % 19 | % This program is free software: you can redistribute it and/or modify 20 | % it under the terms of the GNU General Public License as published by 21 | % the Free Software Foundation, either version 3 of the License, or 22 | % (at your option) any later version. 23 | % 24 | % This program is distributed in the hope that it will be useful, 25 | % but WITHOUT ANY WARRANTY; without even the implied warranty of 26 | % MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the 27 | % GNU General Public License for more details. 28 | % 29 | % You should have received a copy of the GNU General Public License 30 | % along with this program. If not, see . 31 | %% Gaussian Data 32 | clc;clear;close all; 33 | disp('Generating drift Gaussian data. Press') 34 | disp('any key to continue.') 35 | disp(' ');pause 36 | 37 | T = 100; 38 | N = 500; 39 | [xTrain,cTrain,xTest,cTest] = ConceptDriftData('gaussian',T,N); 40 | figure; 41 | for t = 1:T 42 | clf;hold on; 43 | plot(xTrain{t}(1,cTrain{t}==1),xTrain{t}(2,cTrain{t}==1),'r.'); 44 | plot(xTrain{t}(1,cTrain{t}==2),xTrain{t}(2,cTrain{t}==2),'g.'); 45 | axis([-2,10,-2,10]) 46 | pause(0.1); 47 | end 48 | %% SEA Data 49 | clc;clear;close all; 50 | disp('Generating drift SEA data. Press') 51 | disp('any key to continue.') 52 | disp(' ');pause 53 | 54 | T = 200; 55 | N = 1000; 56 | [xTrain,cTrain,xTest,cTest] = ConceptDriftData('sea',T,N); 57 | figure; 58 | for t = 1:T 59 | clf;hold on; 60 | plot(xTrain{t}(1,cTrain{t}==1),xTrain{t}(2,cTrain{t}==1),'r.'); 61 | plot(xTrain{t}(1,cTrain{t}==2),xTrain{t}(2,cTrain{t}==2),'g.'); 62 | axis([0,10,0,10]) 63 | pause(0.1); 64 | end 65 | %% CB Data 66 | clc;clear;close all; 67 | disp('Generating drift Checkerboard data. Press') 68 | disp('any key to continue.') 69 | disp(' ');pause 70 | 71 | T = 300; 72 | N = 2000; 73 | [xTrain,cTrain,xTest,cTest] = ConceptDriftData('checkerboard',T,N); 74 | figure; 75 | for t = 1:T 76 | clf;hold on; 77 | plot(xTrain{t}(1,cTrain{t}==1),xTrain{t}(2,cTrain{t}==1),'r.'); 78 | plot(xTrain{t}(1,cTrain{t}==2),xTrain{t}(2,cTrain{t}==2),'g.'); 79 | axis([0,1,0,1]) 80 | pause(0.1); 81 | end 82 | %% SP Data 83 | clc;clear;close all; 84 | disp('Generating drift Checkerboard data. Press') 85 | disp('any key to continue.') 86 | disp(' ');pause 87 | 88 | T = 300; 89 | N = 500; 90 | [xTrain,cTrain,xTest,cTest] = ConceptDriftData('spiral',T,N); 91 | figure; 92 | for t = 1:T 93 | clf;hold on; 94 | plot(xTrain{t}(1,cTrain{t}==1),xTrain{t}(2,cTrain{t}==1),'r.'); 95 | plot(xTrain{t}(1,cTrain{t}==2),xTrain{t}(2,cTrain{t}==2),'g.'); 96 | axis([-2*pi,2*pi,-2*pi,2*pi]) 97 | pause(0.1); 98 | end -------------------------------------------------------------------------------- /noaa_label.dat: -------------------------------------------------------------------------------- 1 | 1 2 | 1 3 | 2 4 | 2 5 | 1 6 | 1 7 | 1 8 | 1 9 | 1 10 | 1 11 | 2 12 | 2 13 | 1 14 | 1 15 | 2 16 | 1 17 | 1 18 | 1 19 | 1 20 | 1 21 | 2 22 | 2 23 | 2 24 | 2 25 | 1 26 | 1 27 | 2 28 | 1 29 | 1 30 | 1 31 | 1 32 | 1 33 | 1 34 | 2 35 | 1 36 | 2 37 | 2 38 | 1 39 | 1 40 | 1 41 | 1 42 | 1 43 | 1 44 | 1 45 | 1 46 | 1 47 | 1 48 | 1 49 | 1 50 | 1 51 | 2 52 | 2 53 | 1 54 | 2 55 | 1 56 | 1 57 | 1 58 | 1 59 | 1 60 | 1 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10545 | 1 10546 | 2 10547 | 1 10548 | 1 10549 | 2 10550 | 1 10551 | 1 10552 | 1 10553 | 1 10554 | 1 10555 | 1 10556 | 2 10557 | 1 10558 | 1 10559 | 1 10560 | 2 10561 | 1 10562 | 1 10563 | 1 10564 | 2 10565 | 2 10566 | 1 10567 | 1 10568 | 1 10569 | 1 10570 | 1 10571 | 1 10572 | 1 10573 | 1 10574 | 1 10575 | 1 10576 | 2 10577 | 2 10578 | 1 10579 | 1 10580 | 1 10581 | 1 10582 | 1 10583 | 1 10584 | 1 10585 | 1 10586 | 1 10587 | 1 10588 | 1 10589 | 1 10590 | 1 10591 | 2 10592 | 1 10593 | 1 10594 | 1 10595 | 1 10596 | 1 10597 | 1 10598 | 1 10599 | 1 10600 | 1 10601 | 1 10602 | 1 10603 | 1 10604 | 1 10605 | 1 10606 | 1 10607 | 1 10608 | 1 10609 | 1 10610 | 1 10611 | 1 10612 | 1 10613 | 1 10614 | 1 10615 | 2 10616 | 1 10617 | 1 10618 | 1 10619 | 1 10620 | 1 10621 | 1 10622 | 1 10623 | 1 10624 | 1 10625 | 1 10626 | 2 10627 | 1 10628 | 1 10629 | 1 10630 | 1 10631 | 1 10632 | 1 10633 | 1 10634 | 2 10635 | 2 10636 | 1 10637 | 1 10638 | 1 10639 | 1 10640 | 1 10641 | 1 10642 | 1 10643 | 1 10644 | 2 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10845 | 1 10846 | 2 10847 | 2 10848 | 2 10849 | 2 10850 | 1 10851 | 2 10852 | 2 10853 | 2 10854 | 2 10855 | 2 10856 | 1 10857 | 1 10858 | 1 10859 | 1 10860 | 1 10861 | 1 10862 | 1 10863 | 2 10864 | 1 10865 | 1 10866 | 2 10867 | 1 10868 | 1 10869 | 2 10870 | 1 10871 | 1 10872 | 1 10873 | 1 10874 | 1 10875 | 1 10876 | 1 10877 | 1 10878 | 2 10879 | 1 10880 | 1 10881 | 1 10882 | 1 10883 | 1 10884 | 1 10885 | 1 10886 | 2 10887 | 1 10888 | 1 10889 | 1 10890 | 1 10891 | 1 10892 | 1 10893 | 1 10894 | 1 10895 | 2 10896 | 1 10897 | 1 10898 | 1 10899 | 1 10900 | 2 10901 | 1 10902 | 1 10903 | 1 10904 | 1 10905 | 1 10906 | 1 10907 | 2 10908 | 2 10909 | 1 10910 | 1 10911 | 2 10912 | 2 10913 | 1 10914 | 1 10915 | 1 10916 | 1 10917 | 2 10918 | 2 10919 | 1 10920 | 2 10921 | 2 10922 | 1 10923 | 1 10924 | 2 10925 | 1 10926 | 2 10927 | 2 10928 | 2 10929 | 1 10930 | 1 10931 | 1 10932 | 1 10933 | 1 10934 | 1 10935 | 1 10936 | 1 10937 | 1 10938 | 1 10939 | 1 10940 | 1 10941 | 1 10942 | 1 10943 | 1 10944 | 1 10945 | 1 10946 | 1 10947 | 1 10948 | 1 10949 | 1 10950 | 1 10951 | 1 10952 | 1 10953 | 1 10954 | 2 10955 | 1 10956 | 1 10957 | 1 10958 | 1 10959 | 1 10960 | 1 10961 | 1 10962 | 1 10963 | 1 10964 | 1 10965 | 1 10966 | 1 10967 | 2 10968 | 2 10969 | 1 10970 | 1 10971 | 1 10972 | 1 10973 | 1 10974 | 2 10975 | 2 10976 | 1 10977 | 1 10978 | 1 10979 | 2 10980 | 1 10981 | 1 10982 | 1 10983 | 1 10984 | 1 10985 | 1 10986 | 1 10987 | 1 10988 | 1 10989 | 1 10990 | 1 10991 | 1 10992 | 1 10993 | 1 10994 | 1 10995 | 1 10996 | 1 10997 | 1 10998 | 1 10999 | 1 11000 | 1 11001 | 1 11002 | 2 11003 | 1 11004 | 1 11005 | 1 11006 | 1 11007 | 2 11008 | 1 11009 | 2 11010 | 1 11011 | 1 11012 | 1 11013 | 1 11014 | 1 11015 | 2 11016 | 1 11017 | 1 11018 | 2 11019 | 1 11020 | 1 11021 | 1 11022 | 1 11023 | 1 11024 | 1 11025 | 1 11026 | 1 11027 | 1 11028 | 1 11029 | 1 11030 | 1 11031 | 1 11032 | 2 11033 | 2 11034 | 2 11035 | 1 11036 | 2 11037 | 2 11038 | 2 11039 | 1 11040 | 1 11041 | 1 11042 | 1 11043 | 1 11044 | 1 11045 | 1 11046 | 1 11047 | 2 11048 | 1 11049 | 1 11050 | 1 11051 | 1 11052 | 1 11053 | 1 11054 | 2 11055 | 1 11056 | 2 11057 | 2 11058 | 2 11059 | 1 11060 | 1 11061 | 2 11062 | 1 11063 | 1 11064 | 1 11065 | 2 11066 | 2 11067 | 1 11068 | 1 11069 | 1 11070 | 1 11071 | 2 11072 | 1 11073 | 1 11074 | 2 11075 | 2 11076 | 1 11077 | 2 11078 | 2 11079 | 1 11080 | 1 11081 | 1 11082 | 1 11083 | 1 11084 | 1 11085 | 1 11086 | 2 11087 | 1 11088 | 1 11089 | 1 11090 | 1 11091 | 1 11092 | 1 11093 | 1 11094 | 2 11095 | 2 11096 | 1 11097 | 1 11098 | 1 11099 | 1 11100 | 1 11101 | 1 11102 | 2 11103 | 1 11104 | 2 11105 | 1 11106 | 1 11107 | 1 11108 | 1 11109 | 1 11110 | 1 11111 | 2 11112 | 1 11113 | 1 11114 | 1 11115 | 2 11116 | 2 11117 | 2 11118 | 1 11119 | 1 11120 | 1 11121 | 1 11122 | 1 11123 | 2 11124 | 2 11125 | 2 11126 | 2 11127 | 2 11128 | 1 11129 | 2 11130 | 2 11131 | 1 11132 | 1 11133 | 1 11134 | 2 11135 | 2 11136 | 1 11137 | 1 11138 | 2 11139 | 1 11140 | 1 11141 | 2 11142 | 1 11143 | 2 11144 | 2 11145 | 2 11146 | 1 11147 | 1 11148 | 2 11149 | 2 11150 | 1 11151 | 1 11152 | 2 11153 | 1 11154 | 1 11155 | 1 11156 | 1 11157 | 1 11158 | 1 11159 | 1 11160 | 1 11161 | 2 11162 | 1 11163 | 1 11164 | 1 11165 | 1 11166 | 2 11167 | 2 11168 | 1 11169 | 1 11170 | 1 11171 | 1 11172 | 1 11173 | 1 11174 | 1 11175 | 1 11176 | 1 11177 | 1 11178 | 2 11179 | 1 11180 | 1 11181 | 1 11182 | 2 11183 | 2 11184 | 1 11185 | 1 11186 | 1 11187 | 2 11188 | 1 11189 | 2 11190 | 1 11191 | 1 11192 | 1 11193 | 2 11194 | 2 11195 | 1 11196 | 2 11197 | 1 11198 | 1 11199 | 1 11200 | 2 11201 | 1 11202 | 1 11203 | 1 11204 | 1 11205 | 2 11206 | 1 11207 | 2 11208 | 1 11209 | 1 11210 | 1 11211 | 2 11212 | 2 11213 | 1 11214 | 1 11215 | 1 11216 | 1 11217 | 1 11218 | 1 11219 | 1 11220 | 1 11221 | 1 11222 | 1 11223 | 1 11224 | 1 11225 | 1 11226 | 1 11227 | 1 11228 | 1 11229 | 1 11230 | 1 11231 | 1 11232 | 2 11233 | 1 11234 | 1 11235 | 1 11236 | 1 11237 | 1 11238 | 2 11239 | 1 11240 | 1 11241 | 1 11242 | 1 11243 | 1 11244 | 1 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