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  2.  
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  5. usepackage{caption,setspace}
  6. usepackage[british]{babel}
  7. usepackage[utf8]{inputenc}
  8. usepackage{subcaption}
  9. usepackage{multirow}
  10. usepackage[table,xcdraw]{xcolor}
  11. usepackage{adjustbox}
  12. usepackage{multicol}
  13. usepackage{colortbl}
  14.  
  15. usepackage{fancyvrb}
  16. usepackage{tabularx}
  17. begin{document}
  18.  
  19. begin{table}[h!]
  20. centering
  21. begin{adjustbox}{width={textwidth},totalheight={textheight},keepaspectratio}%
  22. begin{tabular}{l|l|
  23. >{columncolor[HTML]{9AFF99}}l |
  24. >{columncolor[HTML]{9AFF99}}l |
  25. >{columncolor[HTML]{FFCCC9}}c |}
  26. cline{2-5}
  27. & multicolumn{1}{c|}{} & multicolumn{2}{c|}{cellcolor[HTML]{9AFF99}Through Analytic fgfdtrewsaxdc} & Through fgttfgdvfgt program \ cline{2-5}
  28. & Tabcvfghdtj (K) & P ab cvfgtfdrfgtr (CTg) & multicolumn{1}{c|}{cellcolor[HTML]{9AFF99}begin{tabular}[c]{@{}c@{}}Do they really\ intersect?end{tabular}} & begin{tabular}[c]{@{}c@{}}P of thsklnfghtyof (CTg)\ end{tabular} \ hline
  29. multicolumn{1}{|l|}{Without ABC} & 0.0000000000000 & 1.8768983712859 & begin{tabular}[c]{@{}l@{}}No. Thus, this value\ is overestimatedend{tabular} & 1.6254763820172 \ hline
  30. multicolumn{1}{|l|}{Including ABC} & 0.0000000000000 & 1.9978304528583 & begin{tabular}[c]{@{}l@{}}Yes. Thus, this value\ is exactend{tabular} & 2.1920234810483 \ hline
  31. & 10.0000000000000 & 2.0076820015184 & begin{tabular}[c]{@{}l@{}}Yes. Thus, this value\ is exactend{tabular} & 2.1878908337066 \ cline{2-5}
  32. & 30.1000000000000 & 2.0105474499721 & begin{tabular}[c]{@{}l@{}}Yes. Thus, this value\ is exactend{tabular} & 2.1571656024016 \ cline{2-5}
  33. & 50.2000000000000 & 2.0361883797375 & begin{tabular}[c]{@{}l@{}}Yes. Thus, this value\ is exactend{tabular} & 2.1105384349108 \ cline{2-5}
  34. & 70.3000000000000 & 2.0637913576613 & begin{tabular}[c]{@{}l@{}}No. Thus, this value\ is overestimatedend{tabular} & 2.0496063553815 \ cline{2-5}
  35. & 90.4000000000000 & 2.0890743023491 & begin{tabular}[c]{@{}l@{}}No. Thus, this value\ is overestimatedend{tabular} & 1.9964447103662 \ cline{2-5}
  36. & 110.5100000000000 & 2.1374242884938 & begin{tabular}[c]{@{}l@{}}No. Thus, this value\ is overestimatedend{tabular} & 1.9414064990460 \ cline{2-5}
  37. & 130.6100000000000 & 2.1802324702746 & begin{tabular}[c]{@{}l@{}}No. Thus, this value\ is overestimatedend{tabular} & 1.8996473430987 \ cline{2-5}
  38. & 150.7100000000000 & 2.2277408433265 & begin{tabular}[c]{@{}l@{}}No. Thus, this value\ is overestimatedend{tabular} & 1.8535292651023 \ cline{2-5}
  39. & 170.8100000000000 & 2.2724174008773 & begin{tabular}[c]{@{}l@{}}No. Thus, this value\ is overestimatedend{tabular} & 1.8112793074126 \ cline{2-5}
  40. & 190.9100000000000 & 2.3370794057247 & begin{tabular}[c]{@{}l@{}}No. Thus, this value\ is overestimatedend{tabular} & 1.7768519603870 \ cline{2-5}
  41. & 211.0100000000000 & 2.4019136100316 & begin{tabular}[c]{@{}l@{}}No. Thus, this value\ is overestimatedend{tabular} & 1.7281770187307 \ cline{2-5}
  42. & 231.1100000000000 & 2.4966115632576 & begin{tabular}[c]{@{}l@{}}No. Thus, this value\ is overestimatedend{tabular} & 1.7021655083759 \ cline{2-5}
  43. & 251.2100000000000 & 2.5960230538900 & begin{tabular}[c]{@{}l@{}}No. Thus, this value\ is overestimatedend{tabular} & 1.6691805546782 \ cline{2-5}
  44. & 271.3100000000000 & 2.7221124247251 & begin{tabular}[c]{@{}l@{}}No. Thus, this value\ is overestimatedend{tabular} & 1.6327729684592 \ cline{2-5}
  45. & 291.4100000000000 & 2.8023914311475 & begin{tabular}[c]{@{}l@{}}No. Thus, this value\ is overestimatedend{tabular} & 1.6005950869819 \ cline{2-5}
  46. & 311.5200000000000 & 3.0130911293214 & begin{tabular}[c]{@{}l@{}}No. Thus, this value\ is overestimatedend{tabular} & 1.5654334465555 \ cline{2-5}
  47. & 331.6200000000000 & 3.2658768278108 & & 1.5256329248605 \ cline{2-5}
  48. & 351.7200000000000 & 3.3648792552416 & & 1.4917803567779 \ cline{2-5}
  49. & 371.8200000000000 & 3.1541485780113 & & 1.4786501581343 \ cline{2-5}
  50. & 391.9200000000000 & 3.4583419699743 & & 1.4319894888515 \ cline{2-5}
  51. & 412.0200000000000 & 2.7546822691315 & & 1.3917076062501 \ cline{2-5}
  52. & 432.1200000000000 & 3.0356970295513 & & 1.4282838144890 \ cline{2-5}
  53. & 452.2200000000000 & 2.6418159833017 & & 1.3884510003364 \ cline{2-5}
  54. & 472.3200000000000 & 2.7646791008881 & & 1.3506422754923 \ cline{2-5}
  55. & 492.4200000000000 & 2.6095474501685 & & 1.3087755076084 \ cline{2-5}
  56. & 512.5300000000000 & 2.4417568550597 & & 1.3026095611169 \ cline{2-5}
  57. & 532.6300000000000 & 2.4360512892481 & & 1.2545525686739 \ cline{2-5}
  58. & 552.7300000000000 & 2.2806580727298 & & 1.2183131727897 \ cline{2-5}
  59. & 572.8300000000000 & 2.1847925993616 & begin{tabular}[c]{@{}l@{}}No. Thus, this value\ is overestimatedend{tabular} & 1.2029395755417 \ cline{2-5}
  60. & 592.9299999999999 & & & \ cline{2-5}
  61. & 613.0300000000000 & & & \ cline{2-5}
  62. & 633.1300000000000 & & & \ cline{2-5}
  63. & 653.2300000000000 & & & \ cline{2-5}
  64. & 673.3300000000000 & & & \ cline{2-5}
  65. & 693.4299999999999 & & & \ cline{2-5}
  66. & 713.5400000000000 & & begin{tabular}[c]{@{}l@{}}No. Thus, this value\ is overestimatedend{tabular} & \ cline{2-5}
  67. & 733.6400000000000 & & & \ cline{2-5}
  68. & 753.7400000000000 & & & \ cline{2-5}
  69. & 773.8400000000000 & & & \ cline{2-5}
  70. & 793.9400000000001 & & & \ cline{2-5}
  71. & 814.0400000000000 & & & \ cline{2-5}
  72. & 834.1400000000000 & & & \ cline{2-5}
  73. & 854.2400000000000 & & & \ cline{2-5}
  74. & 874.3400000000000 & & & \ cline{2-5}
  75. & 894.4400000000001 & & begin{tabular}[c]{@{}l@{}}No. Thus, this value\ is overestimatedend{tabular} & \ cline{2-5}
  76. & 914.5500000000000 & & & \ cline{2-5}
  77. & 934.6500000000000 & & & \ cline{2-5}
  78. & 954.7500000000000 & & & \ cline{2-5}
  79. & 974.8500000000000 & & & \ cline{2-5}
  80. & 994.9500000000000 & & & \ cline{2-5}
  81. & 1015.0500000000000 & & begin{tabular}[c]{@{}l@{}}No. Thus, this value\ is overestimatedend{tabular} & \ cline{2-5}
  82. & 1035.1500000000001 & & & \ cline{2-5}
  83. & 1055.2500000000000 & & & \ cline{2-5}
  84. & 1075.3499999999999 & & & \ cline{2-5}
  85. & 1095.4500000000000 & & & \ cline{2-5}
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