| # a = [48.5 , 87.2 , 72.3 , 85.5 , 54.1 , 94.1 , 53.2 , 84.5 ] | |
| a1 = [51.7 , 89.7 , 72.0 , 81.3 , 60.6 , 96.2 , 61.0 , 87.5 , 61.3 , 88.7 ] | |
| a2 = [33.1 ,82.9 ,33.7 ,68.7 ,33.8 ,85.2 ,40.1 ,77.0 ,36.5 ,78.6 ] | |
| a3 = [25.5 ,78.0 ,37.2 ,70.9 ,38.5 ,87.6 ,44.9 ,77.8 ,36.5 ,78.6 ] | |
| a4 = [33.1 ,82.5 ,35.3 ,80.3 ,34.9 ,87.4 ,41.6 ,76.6 ,36.2 ,81.7 ] | |
| a5 = [29.7 ,76.4 ,30.6 ,70.7 ,31.0 ,86.2 ,36.8 ,76.3 ,32.0 ,77.4 ] | |
| a6 = [52.4 ,87.8 ,73.0 ,83.3 ,67.0 ,94.3 ,66.7 ,89.3 ,64.8 ,88.7] | |
| a7 = [75.7 ,94.5 ,86.9 ,97.6 ,77.5 ,96.6 ,74.7 ,94.3 ,78.7 ,95.8 ] | |
| c1 = [76.5 , 90.8 , 80.3 , 92.0 , 80.2 , 97.7 , 77.8 , 94.1 ,78.7 , 93.7] | |
| c2 = [56.0 ,84.2 ,41.5 ,74.7 ,62.9 ,90.6 ,48.5 ,84.1 ,52.2 ,83.4 ] | |
| c3 = [63.1 ,82.9 ,54.9 ,80.5 ,69.4 ,93.0 ,61.1 ,87.5 ,62.1 ,86.0 ] | |
| c4 = [64.2 ,89.5 ,42.9 ,83.5 ,66.5 ,94.0 ,59.9 ,90.3 ,58.4 ,89.3] | |
| c5 = [51.8 ,81.4 ,36.4 ,73.1 ,51.5 ,89.2 ,43.6 ,81.8 ,45.8 ,81.4] | |
| c6 = [67.1 ,91.5 ,78.4 ,89.4 ,77.9 ,96.1 ,72.1 ,90.6 ,73.9 ,91.9] | |
| c7 = [77.3 ,93.8 ,83.0 ,97.5 ,83.4 ,98.0 ,80.8 ,95.4 ,81.1 ,96.2] | |
| bbb = [a1, a2, a3, a4, a5, a6, a7] | |
| ccc = [c1, c2, c3, c4, c5, c6, c7] | |
| # bbb = [a1, a2, a3, a4, a5] | |
| # for a in ccc: | |
| # avg1 = (a[0] + a[2] + a[4] + a[6])/4 | |
| # avg2 = (a[1] + a[3] + a[5] + a[7])/4 | |
| # print(round(avg1,1), "&", round(avg2,1)) | |
| for a,c in zip(bbb,ccc): | |
| dif = [round((c[i] - a[i]),1) for i in range(len(a))] | |
| for i in range(len(a)): | |
| print(c[i], "\\red{", dif[i], "}", end=" & ") | |
| print() | |
| # '''_\textcolor{red}{\uparrow aaa}''' | |
| # 64.4 _\textcolor{red}{\uparrow 15.9 } , 91.9 _\textcolor{red}{\uparrow 4.7 } , 77.5 _\textcolor{red}{\uparrow 5.2 } , 87.0 _\textcolor{red}{\uparrow 1.5 } , 76.9 _\textcolor{red}{\uparrow 22.8 } , 96.8 _\textcolor{red}{\uparrow 2.7 } , 67.3 _\textcolor{red}{\uparrow 14.1 } , 89.9 _\textcolor{red}{\uparrow 5.4 } , | |
| # 66.2 _\textcolor{red}{\uparrow 27.1 } , 90.5 _\textcolor{red}{\uparrow 7.1 } , 69.8 _\textcolor{red}{\uparrow 12.9 } , 80.5 _\textcolor{red}{\uparrow 4.0 } , 72.0 _\textcolor{red}{\uparrow 26.9 } , 96.1 _\textcolor{red}{\uparrow 5.5 } , 69.1 _\textcolor{red}{\uparrow 22.4 } , 92.3 _\textcolor{red}{\uparrow 11.4 } , | |
| # 68.2 _\textcolor{red}{\uparrow 27.3 } , 87.4 _\textcolor{red}{\uparrow 4.3 } , 71.6 _\textcolor{red}{\uparrow 6.5 } , 78.7 _\textcolor{red}{\uparrow 4.2 } , 72.6 _\textcolor{red}{\uparrow 27.8 } , 94.9 _\textcolor{red}{\uparrow 3.4 } , 66.1 _\textcolor{red}{\uparrow 15.4 } , 90.1 _\textcolor{red}{\uparrow 7.1 } , | |
| # 55.8 _\textcolor{red}{\uparrow 11.9 } , 88.7 _\textcolor{red}{\uparrow 0.9 } , 40.5 _\textcolor{red}{\uparrow 2.0 } , 76.5 _\textcolor{red}{\uparrow 4.4 } , 70.7 _\textcolor{red}{\uparrow 22.3 } , 94.7 _\textcolor{red}{\uparrow 2.3 } , 56.1 _\textcolor{red}{\uparrow 5.3 } , 87.0 _\textcolor{red}{\uparrow 3.7 } , | |
| # 65.7 _\textcolor{red}{\uparrow 29.8 } , 87.6 _\textcolor{red}{\uparrow 6.2 } , 70.9 _\textcolor{red}{\uparrow 10.0 } , 83.1 _\textcolor{red}{\uparrow 11.8 } , 73.3 _\textcolor{red}{\uparrow 30.9 } , 96.1 _\textcolor{red}{\uparrow 6.0 } , 65.5 _\textcolor{red}{\uparrow 14.6 } , 91.7 _\textcolor{red}{\uparrow 10.0 } , | |
| # 66.8 _\textcolor{red}{\uparrow 32.4 } , 88.5 _\textcolor{red}{\uparrow 7.9 } , 69.2 _\textcolor{red}{\uparrow 11.2 } , 79.9 _\textcolor{red}{\uparrow 9.8 } , 72.2 _\textcolor{red}{\uparrow 27.4 } , 95.9 _\textcolor{red}{\uparrow 3.8 } , 66.6 _\textcolor{red}{\uparrow 16.7 } , 89.9 _\textcolor{red}{\uparrow 6.9 } , | |
| # 67.7 _\textcolor{red}{\uparrow 32.1 } , 90.4 _\textcolor{red}{\uparrow 5.1 } , 72.4 _\textcolor{red}{\uparrow 10.2 } , 84.4 _\textcolor{red}{\uparrow 9.0 } , 77.7 _\textcolor{red}{\uparrow 31.1 } , 95.6 _\textcolor{red}{\uparrow 3.0 } , 68.6 _\textcolor{red}{\uparrow 15.7 } , 92.3 _\textcolor{red}{\uparrow 7.8 } , | |
| 71.5 , 91.4 | |
| 69.3 , 89.9 | |
| 69.6 , 87.8 | |
| 55.8 , 86.7 | |
| 68.9 , 89.6 | |
| 68.7 , 88.6 | |
| 71.6 , 90.7 |