One starts from the polynomial
      
      and extends one by one with
      
      until the final polynomial defining this rule is reached.
      Note: Polynomials might be truncated due to size!
      The complete polynomials are included in the download.
    
| Node (ball center) | Error (ball radius) | 
|---|---|
| -3.6896651945651071687e-445 - 1.3057437262204108123e-445j | 9.78e-444, 9.78e-444j | 
| -0.58778525229247312917 - 1.4042970293964859146e-438j | 1.79e-122, 1.79e-122j | 
| -0.90482705246601952771 - 1.9149770356883794872e-435j | 4.67e-120, 4.67e-120j | 
| 0.99802672842827156195 + 1.4934104045329548014e-440j | 3.66e-120, 3.66e-120j | 
| 0.90482705246601952771 - 8.9543664030499610712e-444j | 5.82e-120, 5.82e-120j | 
| 0.58778525229247312917 + 3.9816402809609792657e-448j | 1.67e-122, 1.67e-122j | 
| 0.24868988716485478824 + 3.3362172598214183463e-450j | 1.18e-125, 1.18e-125j | 
| -0.84432792550201507855 - 3.0468818106791887563e-446j | 2.16e-120, 2.16e-120j | 
| 0.98228725072868868109 + 1.6120684606864456387e-451j | 7.83e-120, 7.83e-120j | 
| -0.99802672842827156195 + 4.8428822212525687123e-455j | 3.51e-120, 3.51e-120j | 
| 0.84432792550201507855 - 8.481545465528305282e-468j | 2.26e-120, 2.26e-120j | 
| 0.36812455268467795916 - 2.0484797532973131549e-471j | 1.67e-124, 1.67e-124j | 
| -0.95105651629515357212 - 9.1644939804367468465e-472j | 7.83e-120, 7.83e-120j | 
| -0.68454710592868867373 - 1.0214048823796962158e-485j | 1.37e-121, 1.37e-121j | 
| -0.24868988716485478824 - 3.243440914128277902e-491j | 9.67e-126, 9.67e-126j | 
| 0.68454710592868867373 - 3.4566509269181612626e-488j | 1.23e-121, 1.23e-121j | 
| 0.95105651629515357212 + 3.0057601034283078722e-485j | 9.87e-120, 9.87e-120j | 
| -0.12533323356430424537 + 9.5312685253621182421e-494j | 4.47e-127, 4.47e-127j | 
| -0.7705132427757892308 + 8.3710556484498204485e-486j | 5.82e-121, 5.82e-121j | 
| -0.98228725072868868109 + 1.4722768935221800421e-494j | 1.04e-119, 1.04e-119j | 
| 0.48175367410171527499 - 1.1826184713597851035e-501j | 2.16e-123, 2.16e-123j | 
| 0.7705132427757892308 + 9.9483291659358656306e-503j | 7.48e-121, 7.48e-121j | 
| 0.12533323356430424537 - 2.4985785300341905138e-510j | 4.47e-127, 4.47e-127j | 
| -0.36812455268467795916 - 1.0910645009043626186e-505j | 1.42e-124, 1.42e-124j | 
| -0.48175367410171527499 + 1.7359028382209542651e-505j | 2.01e-123, 2.01e-123j | 
| Weight (ball center) | Error (ball radius) | 
|---|---|
| 0.04 + 1.9893471756690701895e-436j | 1.83e-41, 2.47e-99j | 
| 0.04 - 4.5909167233244125846e-436j | 1.07e-41, 1.44e-99j | 
| 0.04 - 1.9106156645433274721e-436j | 3.56e-42, 4.81e-100j | 
| 0.04 + 5.8636044528731117955e-438j | 1.18e-42, 1.6e-100j | 
| 0.04 - 4.2304366116443790813e-437j | 7.21e-43, 9.74e-101j | 
| 0.04 - 9.7539130828532496386e-437j | 5.27e-43, 7.12e-101j | 
| 0.04 + 1.5112896363215292531e-436j | 6.61e-43, 8.93e-101j | 
| 0.04 + 1.5932138135368673279e-435j | 2.88e-43, 3.89e-101j | 
| 0.04 - 1.775854981499198909e-437j | 2.44e-43, 3.29e-101j | 
| 0.04 - 1.212154142295901336e-436j | 4.37e-45, 5.9e-103j | 
| 0.04 + 5.5103407350306032727e-437j | 1.31e-43, 1.77e-101j | 
| 0.04 - 1.3145661447257285261e-436j | 2.35e-43, 3.18e-101j | 
| 0.04 - 1.202608886215590748e-435j | 1.88e-44, 2.54e-102j | 
| 0.04 + 5.9482354651605194836e-436j | 1.62e-44, 2.19e-102j | 
| 0.04 + 2.6576233268426526867e-436j | 6.12e-45, 8.27e-103j | 
| 0.04 + 8.253052915149971474e-437j | 7.31e-45, 9.87e-103j | 
| 0.04 + 2.9906450843062275927e-437j | 1.13e-44, 1.53e-102j | 
| 0.04 - 2.2911564134591371723e-436j | 4.97e-45, 6.71e-103j | 
| 0.04 - 8.535359103266159956e-436j | 2.86e-45, 3.87e-103j | 
| 0.04 + 4.3523169190218731586e-436j | 1.44e-45, 1.95e-103j | 
| 0.04 + 1.1373799579447973174e-436j | 1.94e-45, 2.62e-103j | 
| 0.04 - 6.8454497728044453097e-437j | 1.9e-45, 2.57e-103j | 
| 0.04 - 1.7334490162470526331e-436j | 6.87e-46, 9.28e-104j | 
| 0.04 - 3.1194949815530819739e-436j | 5.96e-47, 8.07e-105j | 
| 0.04 + 3.7319959621443097079e-436j | 5.06e-47, 6.82e-105j | 
All rules of Chebyshev T (first kind) type can be downloaded here packed into a single file.