%{[1,2],[551,552]} Begining 0 current NT Bound: 1 Start! 0 inducing posEx1 After covering one 0 inducing posEx2 After covering one 0 FINAL HYPOTHESIS FOR EPISODE: {[1,2],[552,551]} s(1) --> empty s(1) --> a s(1) s(1) --> b s(1) s --> a s(1) result_oneSample(0,4,1,95.9,0). % Accurracies: [95.9] Average-95.9 % Time taken[0] %{[1,2,3],[551,552,553]} Begining 0 current NT Bound: 1 Start! 0 inducing posEx1 After covering one 0 inducing posEx2 After covering one 4 inducing posEx3 After covering one 4 FINAL HYPOTHESIS FOR EPISODE: {[1,2,3],[552,551,553]} s(1) --> empty s(1) --> a s(1) s(1) --> b s(1) s --> a s(1) result_oneSample(0,6,1,95.9,4). % Accurracies: [95.9] Average-95.9 % Time taken[4] %{[1,2,3,4],[551,552,553,554]} Begining 0 current NT Bound: 1 Start! 0 inducing posEx1 After covering one 0 After covering one 0 After covering one 0 inducing posEx4 After covering one 4 inducing posEx2 After covering one 8 After covering one 0 inducing posEx4 After covering one 0 inducing posEx2 After covering one 0 inducing posEx3 After covering one 0 FINAL HYPOTHESIS FOR EPISODE: {[1,4,2,3],[554,552,551,553]} s --> empty s(1) --> b s s --> a s(1) result_oneSample(0,8,1,100.0,4). % Accurracies: [100.0] Average-100.0 % Time taken[4] %{[1,2,3,4,5],[551,552,553,554,555]} Begining 0 current NT Bound: 1 Start! 0 inducing posEx1 After covering one 0 After covering one 0 After covering one 0 inducing posEx4 After covering one 8 inducing posEx5 After covering one 4 inducing posEx2 After covering one 8 After covering one 0 inducing posEx4 After covering one 0 inducing posEx5 After covering one 0 inducing posEx2 After covering one 0 inducing posEx3 After covering one 4 FINAL HYPOTHESIS FOR EPISODE: {[1,4,5,2,3],[554,552,555,551,553]} s --> empty s(1) --> b s s --> a s(1) result_oneSample(0,10,1,100.0,0). % Accurracies: [100.0] Average-100.0 % Time taken[0] %{[1,2,3,4,5,6,7,8,9,10],[551,552,553,554,555,556,557,558,559,560]} Begining 0 current NT Bound: 1 Start! 0 inducing posEx6 After covering one 0 After covering one 0 inducing posEx7 After covering one 0 inducing posEx8 After covering one 4 inducing posEx9 After covering one 0 inducing posEx1 After covering one 4 inducing posEx4 After covering one 0 inducing posEx5 After covering one 4 inducing posEx10 After covering one 0 inducing posEx2 After covering one 4 inducing posEx3 After covering one 0 FINAL HYPOTHESIS FOR EPISODE: {[6,7,8,9,1,4,5,10,2,3],[554,558,552,559,555,551,553,560,556,557]} s --> empty s(1) --> b s s --> a s(1) result_oneSample(0,20,1,100.0,4). % Accurracies: [100.0] Average-100.0 % Time taken[4] %{[1,2,3,4,5,6,7,8,9,10,11,12,13,14,15],[551,552,553,554,555,556,557,558,559,560,561,562,563,564,565]} Begining 0 current NT Bound: 1 Start! 0 inducing posEx6 After covering one 0 After covering one 0 inducing posEx7 After covering one 4 inducing posEx8 After covering one 8 inducing posEx9 After covering one 4 inducing posEx14 After covering one 4 inducing posEx11 After covering one 4 inducing posEx1 After covering one 8 inducing posEx4 After covering one 4 inducing posEx15 After covering one 4 inducing posEx5 After covering one 4 inducing posEx10 After covering one 8 inducing posEx12 After covering one 4 inducing posEx13 After covering one 4 inducing posEx2 After covering one 4 inducing posEx3 After covering one 8 FINAL HYPOTHESIS FOR EPISODE: {[6,7,8,9,14,11,1,4,15,5,10,12,13,2,3],[554,558,563,565,552,559,564,555,551,553,560,562,561,556,557]} s --> empty s(1) --> b s s --> a s(1) result_oneSample(0,30,1,100.0,4). % Accurracies: [100.0] Average-100.0 % Time taken[4] %{[1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20],[551,552,553,554,555,556,557,558,559,560,561,562,563,564,565,566,567,568,569,570]} Begining 0 current NT Bound: 1 Start! 0 inducing posEx6 After covering one 0 After covering one 0 inducing posEx7 After covering one 8 inducing posEx8 After covering one 8 inducing posEx16 After covering one 4 inducing posEx9 After covering one 8 inducing posEx14 After covering one 8 inducing posEx19 After covering one 8 inducing posEx11 After covering one 8 inducing posEx1 After covering one 8 inducing posEx4 After covering one 4 inducing posEx15 After covering one 8 inducing posEx20 After covering one 8 inducing posEx5 After covering one 8 inducing posEx10 After covering one 8 inducing posEx12 After covering one 8 inducing posEx13 After covering one 4 inducing posEx17 After covering one 8 inducing posEx2 After covering one 8 inducing posEx18 After covering one 8 inducing posEx3 After covering one 8 FINAL HYPOTHESIS FOR EPISODE: {[6,7,8,16,9,14,19,11,1,4,15,20,5,10,12,13,17,2,18,3],[554,567,569,558,563,565,552,559,564,555,551,570,553,560,562,566,561,568,556,557]} s --> empty s(1) --> b s s --> a s(1) result_oneSample(0,40,1,100.0,8). % Accurracies: [100.0] Average-100.0 % Time taken[8] %{[1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25],[551,552,553,554,555,556,557,558,559,560,561,562,563,564,565,566,567,568,569,570,571,572,573,574,575]} Begining 0 current NT Bound: 1 Start! 0 inducing posEx6 After covering one 0 After covering one 0 inducing posEx7 After covering one 8 inducing posEx8 After covering one 8 inducing posEx16 After covering one 8 inducing posEx24 After covering one 8 inducing posEx9 After covering one 8 inducing posEx14 After covering one 8 inducing posEx19 After covering one 8 inducing posEx11 After covering one 8 inducing posEx1 After covering one 8 inducing posEx4 After covering one 12 inducing posEx15 After covering one 8 inducing posEx20 After covering one 8 inducing posEx21 After covering one 8 inducing posEx23 After covering one 8 inducing posEx22 After covering one 8 inducing posEx25 After covering one 8 inducing posEx5 After covering one 8 inducing posEx10 After covering one 8 inducing posEx12 After covering one 8 inducing posEx13 After covering one 8 inducing posEx17 After covering one 8 inducing posEx2 After covering one 8 inducing posEx18 After covering one 8 inducing posEx3 After covering one 12 FINAL HYPOTHESIS FOR EPISODE: {[6,7,8,16,24,9,14,19,11,1,4,15,20,21,23,22,25,5,10,12,13,17,2,18,3],[554,567,569,558,563,565,575,552,559,564,571,572,574,555,573,551,570,553,560,562,566,561,568,556,557]} s --> empty s(1) --> b s s --> a s(1) result_oneSample(0,50,1,100.0,8). % Accurracies: [100.0] Average-100.0 % Time taken[8] %{[1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30],[551,552,553,554,555,556,557,558,559,560,561,562,563,564,565,566,567,568,569,570,571,572,573,574,575,576,577,578,579,580]} Begining 0 current NT Bound: 1 Start! 0 inducing posEx6 After covering one 0 After covering one 0 inducing posEx7 After covering one 12 inducing posEx8 After covering one 8 inducing posEx16 After covering one 8 inducing posEx24 After covering one 12 inducing posEx28 After covering one 8 inducing posEx9 After covering one 8 inducing posEx14 After covering one 8 inducing posEx19 After covering one 12 inducing posEx26 After covering one 8 inducing posEx27 After covering one 12 inducing posEx11 After covering one 8 inducing posEx29 After covering one 12 inducing posEx1 After covering one 12 inducing posEx4 After covering one 8 inducing posEx15 After covering one 8 inducing posEx20 After covering one 8 inducing posEx21 After covering one 8 inducing posEx23 After covering one 8 inducing posEx30 After covering one 12 inducing posEx22 After covering one 8 inducing posEx25 After covering one 12 inducing posEx5 After covering one 12 inducing posEx10 After covering one 8 inducing posEx12 After covering one 12 inducing posEx13 After covering one 8 inducing posEx17 After covering one 12 inducing posEx2 After covering one 8 inducing posEx18 After covering one 12 inducing posEx3 After covering one 8 FINAL HYPOTHESIS FOR EPISODE: {[6,7,8,16,24,28,9,14,19,26,27,11,29,1,4,15,20,21,23,30,22,25,5,10,12,13,17,2,18,3],[554,567,569,558,563,565,575,552,559,564,571,572,580,574,555,573,551,578,577,579,570,576,553,560,562,566,561,568,556,557]} s --> empty s(1) --> b s s --> a s(1) result_oneSample(0,60,1,100.0,12). % Accurracies: [100.0] Average-100.0 % Time taken[12] %{[1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35],[551,552,553,554,555,556,557,558,559,560,561,562,563,564,565,566,567,568,569,570,571,572,573,574,575,576,577,578,579,580,581,582,583,584,585]} Begining 0 current NT Bound: 1 Start! 0 inducing posEx6 After covering one 0 After covering one 0 inducing posEx7 After covering one 12 inducing posEx8 After covering one 8 inducing posEx16 After covering one 12 inducing posEx24 After covering one 8 inducing posEx28 After covering one 12 inducing posEx9 After covering one 12 inducing posEx14 After covering one 8 inducing posEx19 After covering one 12 inducing posEx26 After covering one 12 inducing posEx27 After covering one 8 inducing posEx35 After covering one 12 inducing posEx11 After covering one 8 inducing posEx29 After covering one 12 inducing posEx31 After covering one 12 inducing posEx34 After covering one 8 inducing posEx1 After covering one 12 inducing posEx4 After covering one 12 inducing posEx15 After covering one 8 inducing posEx20 After covering one 12 inducing posEx21 After covering one 8 inducing posEx23 After covering one 12 inducing posEx30 After covering one 12 inducing posEx33 After covering one 8 inducing posEx22 After covering one 12 inducing posEx25 After covering one 12 inducing posEx5 After covering one 8 inducing posEx10 After covering one 12 inducing posEx12 After covering one 8 inducing posEx13 After covering one 12 inducing posEx17 After covering one 12 inducing posEx2 After covering one 8 inducing posEx18 After covering one 12 inducing posEx3 After covering one 8 inducing posEx32 After covering one 12 FINAL HYPOTHESIS FOR EPISODE: {[6,7,8,16,24,28,9,14,19,26,27,35,11,29,31,34,1,4,15,20,21,23,30,33,22,25,5,10,12,13,17,2,18,3,32],[554,567,581,569,558,563,565,575,585,552,559,583,564,571,572,580,574,555,573,551,584,582,578,577,579,570,576,553,560,562,566,561,568,556,557]} s --> empty s(1) --> b s s --> a s(1) result_oneSample(0,70,1,100.0,12). % Accurracies: [100.0] Average-100.0 % Time taken[12] %{[1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40],[551,552,553,554,555,556,557,558,559,560,561,562,563,564,565,566,567,568,569,570,571,572,573,574,575,576,577,578,579,580,581,582,583,584,585,586,587,588,589,590]} Begining 0 current NT Bound: 1 Start! 0 inducing posEx6 After covering one 0 After covering one 0 inducing posEx7 After covering one 12 inducing posEx8 After covering one 12 inducing posEx16 After covering one 12 inducing posEx24 After covering one 13 inducing posEx28 After covering one 12 inducing posEx36 After covering one 12 inducing posEx37 After covering one 8 inducing posEx38 After covering one 12 inducing posEx39 After covering one 12 inducing posEx9 After covering one 12 inducing posEx14 After covering one 12 inducing posEx19 After covering one 12 inducing posEx26 After covering one 12 inducing posEx27 After covering one 8 inducing posEx35 After covering one 12 inducing posEx40 After covering one 12 inducing posEx11 After covering one 12 inducing posEx29 After covering one 12 inducing posEx31 After covering one 12 inducing posEx34 After covering one 12 inducing posEx1 After covering one 12 inducing posEx4 After covering one 8 inducing posEx15 After covering one 12 inducing posEx20 After covering one 12 inducing posEx21 After covering one 12 inducing posEx23 After covering one 12 inducing posEx30 After covering one 12 inducing posEx33 After covering one 12 inducing posEx22 After covering one 12 inducing posEx25 After covering one 12 inducing posEx5 After covering one 8 inducing posEx10 After covering one 12 inducing posEx12 After covering one 12 inducing posEx13 After covering one 12 inducing posEx17 After covering one 12 inducing posEx2 After covering one 12 inducing posEx18 After covering one 8 inducing posEx3 After covering one 12 inducing posEx32 After covering one 12 FINAL HYPOTHESIS FOR EPISODE: {[6,7,8,16,24,28,36,37,38,39,9,14,19,26,27,35,40,11,29,31,34,1,4,15,20,21,23,30,33,22,25,5,10,12,13,17,2,18,3,32],[554,567,581,569,558,563,587,589,565,575,585,552,559,583,564,571,572,580,588,574,555,573,551,584,582,578,577,579,570,576,590,553,560,562,566,561,568,556,557,586]} s --> empty s(1) --> b s s --> a s(1) result_oneSample(0,80,1,100.0,12). % Accurracies: [100.0] Average-100.0 % Time taken[12] %{[1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45],[551,552,553,554,555,556,557,558,559,560,561,562,563,564,565,566,567,568,569,570,571,572,573,574,575,576,577,578,579,580,581,582,583,584,585,586,587,588,589,590,591,592,593,594,595]} Begining 0 current NT Bound: 1 Start! 0 inducing posEx6 After covering one 0 After covering one 0 inducing posEx7 After covering one 12 inducing posEx8 After covering one 12 inducing posEx16 After covering one 12 inducing posEx24 After covering one 12 inducing posEx28 After covering one 12 inducing posEx36 After covering one 12 inducing posEx37 After covering one 12 inducing posEx38 After covering one 12 inducing posEx39 After covering one 13 inducing posEx9 After covering one 12 inducing posEx14 After covering one 12 inducing posEx19 After covering one 12 inducing posEx26 After covering one 12 inducing posEx27 After covering one 12 inducing posEx35 After covering one 12 inducing posEx40 After covering one 12 inducing posEx44 After covering one 12 inducing posEx11 After covering one 12 inducing posEx29 After covering one 12 inducing posEx31 After covering one 12 inducing posEx34 After covering one 12 inducing posEx1 After covering one 12 inducing posEx4 After covering one 12 inducing posEx15 After covering one 12 inducing posEx20 After covering one 12 inducing posEx21 After covering one 12 inducing posEx23 After covering one 12 inducing posEx30 After covering one 12 inducing posEx33 After covering one 12 inducing posEx22 After covering one 12 inducing posEx25 After covering one 12 inducing posEx43 After covering one 12 inducing posEx5 After covering one 12 inducing posEx10 After covering one 12 inducing posEx12 After covering one 12 inducing posEx13 After covering one 12 inducing posEx17 After covering one 12 inducing posEx45 After covering one 12 inducing posEx2 After covering one 12 inducing posEx18 After covering one 12 inducing posEx41 After covering one 12 inducing posEx3 After covering one 12 inducing posEx32 After covering one 12 inducing posEx42 After covering one 12 FINAL HYPOTHESIS FOR EPISODE: {[6,7,8,16,24,28,36,37,38,39,9,14,19,26,27,35,40,44,11,29,31,34,1,4,15,20,21,23,30,33,22,25,43,5,10,12,13,17,45,2,18,41,3,32,42],[554,567,581,594,569,558,563,587,589,591,592,565,575,585,552,559,583,564,571,572,580,588,574,555,573,551,584,582,578,595,577,579,593,570,576,590,553,560,562,566,561,568,556,557,586]} s --> empty s(1) --> b s s --> a s(1) result_oneSample(0,90,1,100.0,12). % Accurracies: [100.0] Average-100.0 % Time taken[12] %{[1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50],[551,552,553,554,555,556,557,558,559,560,561,562,563,564,565,566,567,568,569,570,571,572,573,574,575,576,577,578,579,580,581,582,583,584,585,586,587,588,589,590,591,592,593,594,595,596,597,598,599,600]} Begining 0 current NT Bound: 1 Start! 0 inducing posEx6 After covering one 0 After covering one 0 inducing posEx7 After covering one 12 inducing posEx8 After covering one 12 inducing posEx16 After covering one 12 inducing posEx24 After covering one 16 inducing posEx28 After covering one 12 inducing posEx36 After covering one 16 inducing posEx37 After covering one 16 inducing posEx38 After covering one 12 inducing posEx39 After covering one 16 inducing posEx50 After covering one 8 inducing posEx9 After covering one 16 inducing posEx14 After covering one 12 inducing posEx19 After covering one 16 inducing posEx26 After covering one 12 inducing posEx27 After covering one 12 inducing posEx35 After covering one 12 inducing posEx40 After covering one 12 inducing posEx44 After covering one 12 inducing posEx47 After covering one 12 inducing posEx11 After covering one 12 inducing posEx29 After covering one 16 inducing posEx31 After covering one 8 inducing posEx34 After covering one 12 inducing posEx1 After covering one 16 inducing posEx4 After covering one 12 inducing posEx15 After covering one 12 inducing posEx20 After covering one 12 inducing posEx21 After covering one 12 inducing posEx23 After covering one 12 inducing posEx30 After covering one 16 inducing posEx33 After covering one 12 inducing posEx49 After covering one 12 inducing posEx22 After covering one 12 inducing posEx25 After covering one 12 inducing posEx43 After covering one 16 inducing posEx48 After covering one 12 inducing posEx5 After covering one 12 inducing posEx10 After covering one 12 inducing posEx12 After covering one 12 inducing posEx13 After covering one 12 inducing posEx17 After covering one 16 inducing posEx45 After covering one 12 inducing posEx46 After covering one 12 inducing posEx2 After covering one 12 inducing posEx18 After covering one 12 inducing posEx41 After covering one 16 inducing posEx3 After covering one 12 inducing posEx32 After covering one 12 inducing posEx42 After covering one 12 FINAL HYPOTHESIS FOR EPISODE: {[6,7,8,16,24,28,36,37,38,39,50,9,14,19,26,27,35,40,44,47,11,29,31,34,1,4,15,20,21,23,30,33,49,22,25,43,48,5,10,12,13,17,45,46,2,18,41,3,32,42],[554,567,581,594,569,600,558,563,587,589,591,592,599,565,575,585,552,559,583,596,564,571,572,580,588,598,574,555,573,551,584,582,578,595,577,579,593,597,570,576,590,553,560,562,566,561,568,556,557,586]} s --> empty s(1) --> b s s --> a s(1) result_oneSample(0,100,1,100.0,12). % Accurracies: [100.0] Average-100.0 % Time taken[12]