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  1. \begin{table}[h!]
  2. \tiny
  3. \centering
  4. \caption{Mesures de PAS au début et à la fin du traitement}
  5. \label{tableau}
  6. \begin{tabular}{ccccccccc}
  7. \hline
  8. & \multicolumn{3}{c}{Trt1} & \multicolumn{3}{c}{Trt2} & \multicolumn{2}{c}{Trt1-Trt2} \\
  9. Mean{[}IC95\%{]} & M0 & M6 & M6-M0 & M0 & M6 & M0-M6 & M6-M0 & p-value \\ \hline
  10. \multirow{3}{*}{Données initiales} & 159.0 & 152.1 & & 160.1 & 153.9 & & & \\
  11. & {[}156.7;161.2{]} & {[}149.5;154.6{]} & & {[}158.0;162.2{]} & {[}151.6;156.1{]} & & & \\
  12. & (n=165) & (n=144) & & (n=163) & (n=141) & & & \\
  13. \textbf{Méthodes d'imputation} & & & & & & & & \\
  14. \multirow{3}{*}{Complete case} & 159.01 & 152.07 & -6.94 & 159.7 & 153.86 & -5.84 & -1.1 & \multirow{3}{*}{0.021} \\
  15. & {[}156.6;161.4{]} & {[}149.5;154.6{]} & {[}-7.69;-6.18{]} & {[}157.4;161.9{]} & {[}151.5;156.1{]} & {[}-6.39;-5.30{]} & {[}-2.01;-0.16{]} & \\
  16. & (n=144) & (n=144) & (n=144) & (n=141) & (n=141) & (n=141) & (n=141) & \\
  17. \multirow{3}{*}{Best case} & 159 & 152.53 & -6.42 & 160.1 & 154.70 & -5.39 & -1.03 & \multirow{3}{*}{0.022} \\
  18. & {[}156.6;161.4{]} & {[}150.1;154.9{]} & {[}-7.15;-5.69{]} & {[}158.0;162.2{]} & {[}152.5;156.8{]} & {[}-5.90;-4.87{]} & \multirow{2}{*}{{[}-1.92;-0.14{]}} & \\
  19. & (n=165) & (n=165) & (n=165) & (n=163) & (n=163) & (n=163) & & \\
  20. \multirow{3}{*}{Worst case} & 159 & 153.00 & -5.95 & 160.1 & 155.07 & -5.02 & -0.92 & \multirow{3}{*}{0.057} \\
  21. & {[}156.7;161.2{]} & {[}150.5;155.4{]} & {[}-6.72;-5.18{]} & {[}158.0;162.2{]} & {[}152.8;157.2{]} & {[}-5.59;-4.45{]} & \multirow{2}{*}{{[}-1.88;0.029{]}} & \\
  22. & (n=165) & (n=165) & (n=165) & (n=163) & (n=163) & (n=163) & & \\
  23. \multirow{3}{*}{Personal Mean score} & 159 & 152.7 & -6.18 & 160.1 & 154.8 & -5.20 & -0.98 & \multirow{3}{*}{0.034} \\
  24. & {[}156.6;161.4{]} & {[}150.3;155.1{]} & {[}-6.92;-5.45{]} & {[}158.0;162.2{]} & {[}152.7;157.0{]} & {[}-5.74; -4.67 & \multicolumn{1}{l}{\multirow{2}{*}{{[}-1.88;-0.07{]}}} & \\
  25. & (n=165) & (n=165) & (n=165) & (n=163) & (n=163) & (n=163) & \multicolumn{1}{l}{} & \\
  26. \multirow{3}{*}{Mean Score} & 159 & 152.18 & -6.77 & 160.1 & 153.73 & -6.35 & -0.41 & \multirow{3}{*}{0.560} \\
  27. & {[}156.6;161.4{]} & {[}149.94;154.41{]} & {[}-7.79;-5.75{]} & {[}158.0;162.2{]} & {[}151.76;155.71{]} & {[}-7.32;-5.39{]} & \multicolumn{1}{l}{\multirow{2}{*}{{[}-1.81;0.98{]}}} & \\
  28. & (n=165) & (n=165) & (n=165) & (n=163) & (n=163) & (n=163) & \multicolumn{1}{l}{} & \\
  29. \multirow{3}{*}{LOCF} & 159 & 152.767 & -6.32 & 160.1 & 154.8877 & -5.35 & -0.96 & \multirow{3}{*}{0.039} \\
  30. & {[}156.6;161.4{]} & {[}150.3;155.1{]} & {[}-7.07;-5.56{]} & {[}158.0;162.2{]} & {[}152.7;157.0{]} & {[}-5.88;-4.83{]} & \multirow{2}{*}{{[}-1.87; -0.04{]}} & \\
  31. & (n=165) & (n=165) & (n=165) & (n=163) & (n=163) & (n=163) & & \\
  32. \multirow{3}{*}{Régression linéaire simple} & 159 & 152.17 & -6.79 & 159.9 & 153.52 & -6.375 & -0.41 & \multirow{3}{*}{0.56} \\
  33. & {[}156.6;161.4{]} & {[}149.92;154.4{]} & {[}-7.81;-5.77{]} & {[}158.0;162.2{]} & {[}151.52;155.51{]} & {[}-7.33;-5.41{]} & \multirow{2}{*}{{[}-1.81; -0.98{]}} & \\
  34. & (n=165) & (n=165) & (n=165) & (n=163) & (n=163) & (n=163) & & \\
  35. \multirow{3}{*}{Régression linéaire multiple} & 159 & 152.13 & -6.82 & 159.9 & 153.5 & -6.389 & -0.44 & \multirow{3}{*}{0.54} \\
  36. & {[}156.6;161.4{]} & {[}149.89;154.37{]} & {[}-7.85;-5.8{]} & {[}158.0;162.2{]} & {[}151.5;155.5{]} & {[}-7.35;-5.43{]} & \multirow{2}{*}{{[}-1.84; -0.96{]}} & \\
  37. & (n=165) & (n=165) & (n=165) & (n=163) & (n=163) & (n=163) & & \\
  38. \end{tabular}
  39. \end{table}
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