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Table 8: Maximal number of cosets defined - Prefix-Strategies
 Example Felsch HLT NONE P-ALL P-G P-R 98 695 157 572 572 572 216 224 143 276 276 275 724 1381 1153 968 1576 2206 660 661 660 947 888 897 1221 2286 1534 1561 1518 2613 720 721 720 720 720 720 824 1241 973 1862 1759 1325 2650 4553 1683 3828 2699 3361 653 2189 161 1884 1884 1883 21504 69990 75058 59350 59338 62715 3188 2973 467 2767 2767 2585 7889 4194 1343 4746 4746 3904 25481 29007 9753 76022 76022 69897

Table 9: Total number of cosets defined - Prefix-Strategies
 Example Felsch HLT NONE P-ALL P-G P-R 104 758 157 572 572 572 216 227 143 282 287 284 761 2315 1153 1026 1887 2492 743 824 684 1082 1027 1036 1310 2880 1602 1650 1885 2902 724 1349 720 1069 860 956 840 1422 975 1936 1834 1389 2750 7158 1697 3924 2784 3455 660 2206 173 1884 1884 1883 23702 161805 75453 65472 65460 62716 3193 3255 467 2767 2767 2585 7893 4582 1343 4746 4746 3904 25496 31993 9753 76025 76025 69900

Table 10: Maximal number of cosets defined - Inverse-Strategies
 Example Felsch HLT NONE I-ALL I-R I-R-P 98 695 157 542 97 572 216 224 143 138 176 277 724 1381 1153 1153 1153 945 660 661 660 660 660 967 1221 2286 1534 1725 1710 1561 720 721 720 720 720 720 824 1241 973 1213 1166 1860 2650 4553 1683 9589 1637 3869 653 2189 161 1922 386 2005 21504 69990 75058 47841 65109 59115 3188 2973 467 2544 424 2770 7889 4194 1343 4517 1481 4731 25481 29007 9753 57708 9253 76276

Table 11: Total number of cosets defined - Inverse-Strategies
 Example Felsch HLT NONE I-ALL I-R I-R-P 104 758 157 542 97 572 216 227 143 161 177 284 761 2315 1153 1153 1153 998 743 824 684 876 698 1113 1310 2880 1602 1834 1757 1652 724 1349 720 999 760 1056 840 1422 975 1304 1167 1933 2750 7158 1697 10066 1671 3964 660 2206 173 1922 391 2005 23702 161805 75453 71238 66091 65196 3193 3255 467 2544 424 2770 7893 4582 1343 4517 1481 4731 25496 31993 9753 57709 9253 76279

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