diff options
Diffstat (limited to 'src/algebra/strap/POLYCAT-.lsp')
| -rw-r--r-- | src/algebra/strap/POLYCAT-.lsp | 246 |
1 files changed, 124 insertions, 122 deletions
diff --git a/src/algebra/strap/POLYCAT-.lsp b/src/algebra/strap/POLYCAT-.lsp index 9f42bd88..d196bca2 100644 --- a/src/algebra/strap/POLYCAT-.lsp +++ b/src/algebra/strap/POLYCAT-.lsp @@ -142,8 +142,8 @@ |POLYCAT-;convert;SIf;43|)) (DEFUN |POLYCAT-;eval;SLS;1| (|p| |l| $) - (PROG (#0=#:G1689 #1=#:G1427 #2=#:G1690 #3=#:G1691 |lvar| #4=#:G1692 - |e| #5=#:G1693) + (PROG (#0=#:G1690 #1=#:G1428 #2=#:G1691 #3=#:G1692 |lvar| #4=#:G1693 + |e| #5=#:G1694) (RETURN (SEQ (COND ((NULL |l|) |p|) @@ -261,7 +261,7 @@ ('T (CONS 0 |l|)))))) (DEFUN |POLYCAT-;isTimes;SU;4| (|p| $) - (PROG (|lv| #0=#:G1694 |v| #1=#:G1695 |l| |r|) + (PROG (|lv| #0=#:G1695 |v| #1=#:G1696 |l| |r|) (RETURN (SEQ (COND ((OR (NULL (LETT |lv| @@ -297,10 +297,12 @@ |POLYCAT-;isTimes;SU;4|) (GO G190) G191 (EXIT (NREVERSE0 #0#)))) |POLYCAT-;isTimes;SU;4|) - (LETT |r| (SPADCALL |p| (|getShellEntry| $ 39)) - |POLYCAT-;isTimes;SU;4|) (EXIT (COND - ((SPADCALL |r| (|spadConstant| $ 35) + ((SPADCALL + (LETT |r| + (SPADCALL |p| + (|getShellEntry| $ 39)) + |POLYCAT-;isTimes;SU;4|) (|getShellEntry| $ 40)) (COND ((NULL (CDR |lv|)) (CONS 1 "failed")) @@ -362,7 +364,7 @@ (CDR |lv|) (CDR |ln|) (|getShellEntry| $ 56))))) (DEFUN |POLYCAT-;retract;SVarSet;9| (|p| $) - (PROG (#0=#:G1478 |q|) + (PROG (#0=#:G1479 |q|) (RETURN (SEQ (LETT |q| (PROG2 (LETT #0# (SPADCALL |p| (|getShellEntry| $ 43)) @@ -378,7 +380,7 @@ ('T (|error| "Polynomial is not a single variable")))))))) (DEFUN |POLYCAT-;retractIfCan;SU;10| (|p| $) - (PROG (|q| #0=#:G1486) + (PROG (|q| #0=#:G1487) (RETURN (SEQ (EXIT (SEQ (SEQ (LETT |q| (SPADCALL |p| (|getShellEntry| $ 43)) @@ -402,7 +404,7 @@ (|getShellEntry| $ 62))) (DEFUN |POLYCAT-;primitiveMonomials;SL;12| (|p| $) - (PROG (#0=#:G1696 |q| #1=#:G1697) + (PROG (#0=#:G1697 |q| #1=#:G1698) (RETURN (SEQ (PROGN (LETT #0# NIL |POLYCAT-;primitiveMonomials;SL;12|) @@ -425,7 +427,7 @@ (GO G190) G191 (EXIT (NREVERSE0 #0#)))))))) (DEFUN |POLYCAT-;totalDegree;SNni;13| (|p| $) - (PROG (#0=#:G1492 |d| |u|) + (PROG (#0=#:G1493 |d| |u|) (RETURN (SEQ (COND ((SPADCALL |p| (|getShellEntry| $ 64)) 0) @@ -465,7 +467,7 @@ (EXIT |d|)))))))) (DEFUN |POLYCAT-;totalDegree;SLNni;14| (|p| |lv| $) - (PROG (#0=#:G1500 |v| |w| |d| |u|) + (PROG (#0=#:G1501 |v| |w| |d| |u|) (RETURN (SEQ (COND ((SPADCALL |p| (|getShellEntry| $ 64)) 0) @@ -522,7 +524,7 @@ (|getShellEntry| $ 77))) (DEFUN |POLYCAT-;allMonoms| (|l| $) - (PROG (#0=#:G1698 |p| #1=#:G1699) + (PROG (#0=#:G1699 |p| #1=#:G1700) (RETURN (SEQ (SPADCALL (SPADCALL @@ -549,7 +551,7 @@ (|getShellEntry| $ 82)))))) (DEFUN |POLYCAT-;P2R| (|p| |b| |n| $) - (PROG (|w| |bj| #0=#:G1701 |i| #1=#:G1700) + (PROG (|w| |bj| #0=#:G1702 |i| #1=#:G1701) (RETURN (SEQ (LETT |w| (SPADCALL |n| (|spadConstant| $ 23) @@ -578,7 +580,7 @@ (EXIT |w|))))) (DEFUN |POLYCAT-;eq2R| (|l| |b| $) - (PROG (#0=#:G1702 |bj| #1=#:G1703 #2=#:G1704 |p| #3=#:G1705) + (PROG (#0=#:G1703 |bj| #1=#:G1704 #2=#:G1705 |p| #3=#:G1706) (RETURN (SEQ (SPADCALL (PROGN @@ -628,7 +630,7 @@ (|getShellEntry| $ 92)))))) (DEFUN |POLYCAT-;reducedSystem;MM;20| (|m| $) - (PROG (#0=#:G1706 |r| #1=#:G1707 |b| #2=#:G1708 |bj| #3=#:G1709 |d| + (PROG (#0=#:G1707 |r| #1=#:G1708 |b| #2=#:G1709 |bj| #3=#:G1710 |d| |mm| |l|) (RETURN (SEQ (LETT |l| (SPADCALL |m| (|getShellEntry| $ 95)) @@ -702,7 +704,7 @@ (EXIT |mm|))))) (DEFUN |POLYCAT-;reducedSystem;MVR;21| (|m| |v| $) - (PROG (#0=#:G1710 |s| #1=#:G1711 |b| #2=#:G1712 |bj| #3=#:G1713 |d| + (PROG (#0=#:G1711 |s| #1=#:G1712 |b| #2=#:G1713 |bj| #3=#:G1714 |d| |n| |mm| |w| |l| |r|) (RETURN (SEQ (LETT |l| (SPADCALL |m| (|getShellEntry| $ 95)) @@ -806,8 +808,8 @@ (SPADCALL |pp| (|getShellEntry| $ 120))) (DEFUN |POLYCAT-;factor;SF;26| (|p| $) - (PROG (|v| |ansR| #0=#:G1714 |w| #1=#:G1715 |up| |ansSUP| #2=#:G1716 - |ww| #3=#:G1717) + (PROG (|v| |ansR| #0=#:G1715 |w| #1=#:G1716 |up| |ansSUP| #2=#:G1717 + |ww| #3=#:G1718) (RETURN (SEQ (LETT |v| (SPADCALL |p| (|getShellEntry| $ 43)) |POLYCAT-;factor;SF;26|) @@ -906,13 +908,13 @@ (|getShellEntry| $ 133))))))))))) (DEFUN |POLYCAT-;conditionP;MU;27| (|mat| $) - (PROG (|ll| #0=#:G1718 |z| #1=#:G1719 |ch| |l| #2=#:G1720 #3=#:G1721 - #4=#:G1583 #5=#:G1581 #6=#:G1582 #7=#:G1722 |vars| |degs| - #8=#:G1723 |d| #9=#:G1724 |nd| #10=#:G1610 #11=#:G1590 - |deg1| |redmons| #12=#:G1725 |v| #13=#:G1727 |u| - #14=#:G1726 |llR| |monslist| |ans| #15=#:G1728 - #16=#:G1729 |mons| #17=#:G1730 |m| #18=#:G1731 |i| - #19=#:G1606 #20=#:G1604 #21=#:G1605) + (PROG (|ll| #0=#:G1719 |z| #1=#:G1720 |ch| |l| #2=#:G1721 #3=#:G1722 + #4=#:G1584 #5=#:G1582 #6=#:G1583 #7=#:G1723 |vars| |degs| + #8=#:G1724 |d| #9=#:G1725 |nd| #10=#:G1611 #11=#:G1591 + |deg1| |redmons| #12=#:G1726 |v| #13=#:G1728 |u| + #14=#:G1727 |llR| |monslist| |ans| #15=#:G1729 + #16=#:G1730 |mons| #17=#:G1731 |m| #18=#:G1732 |i| + #19=#:G1607 #20=#:G1605 #21=#:G1606) (RETURN (SEQ (EXIT (SEQ (LETT |ll| (SPADCALL @@ -1278,7 +1280,7 @@ $)))))))))) (DEFUN |POLYCAT-;charthRootlv| (|p| |vars| |ch| $) - (PROG (|v| |dd| |cp| |d| #0=#:G1631 |ans| |ansx| #1=#:G1638) + (PROG (|v| |dd| |cp| |d| #0=#:G1632 |ans| |ansx| #1=#:G1639) (RETURN (SEQ (EXIT (COND ((NULL |vars|) @@ -1409,7 +1411,7 @@ (SPADCALL |p| (|getShellEntry| $ 166))) (DEFUN |POLYCAT-;squareFreePart;2S;34| (|p| $) - (PROG (|s| |f| #0=#:G1732 #1=#:G1652 #2=#:G1650 #3=#:G1651) + (PROG (|s| |f| #0=#:G1733 #1=#:G1653 #2=#:G1651 #3=#:G1652) (RETURN (SEQ (SPADCALL (SPADCALL @@ -1455,7 +1457,7 @@ (|getShellEntry| $ 173))) (DEFUN |POLYCAT-;primitivePart;2S;36| (|p| $) - (PROG (#0=#:G1656) + (PROG (#0=#:G1657) (RETURN (QVELT (SPADCALL (PROG2 (LETT #0# @@ -1471,7 +1473,7 @@ 1)))) (DEFUN |POLYCAT-;primitivePart;SVarSetS;37| (|p| |v| $) - (PROG (#0=#:G1662) + (PROG (#0=#:G1663) (RETURN (QVELT (SPADCALL (PROG2 (LETT #0# @@ -1724,106 +1726,106 @@ |POLYCAT-;isPlus;SU;3| (56 . |variables|) (61 . |monomial?|) (66 . |One|) (70 . |One|) (|NonNegativeInteger|) (74 . |degree|) (80 . |monomial|) - (87 . |leadingCoefficient|) (92 . =) (98 . |coerce|) - |POLYCAT-;isTimes;SU;4| (103 . |mainVariable|) (108 . =) + (87 . |leadingCoefficient|) (92 . |one?|) (97 . |coerce|) + |POLYCAT-;isTimes;SU;4| (102 . |mainVariable|) (107 . =) (|Record| (|:| |var| 9) (|:| |exponent| 36)) (|Union| 45 '"failed") |POLYCAT-;isExpt;SU;5| - (|SparseUnivariatePolynomial| $) (114 . |univariate|) - (|SparseUnivariatePolynomial| 6) (120 . |coefficient|) + (|SparseUnivariatePolynomial| $) (113 . |univariate|) + (|SparseUnivariatePolynomial| 6) (119 . |coefficient|) |POLYCAT-;coefficient;SVarSetNniS;6| (|List| 36) - (126 . |coefficient|) |POLYCAT-;coefficient;SLLS;7| - (133 . |monomial|) |POLYCAT-;monomial;SLLS;8| - (140 . |coerce|) |POLYCAT-;retract;SVarSet;9| - |POLYCAT-;retractIfCan;SU;10| (145 . |degree|) - (150 . |monomial|) |POLYCAT-;primitiveMonomials;SL;12| - (156 . |ground?|) (161 . |Zero|) (165 . ~=) - (171 . |degree|) (176 . |leadingCoefficient|) - (181 . |totalDegree|) (186 . |reductum|) - |POLYCAT-;totalDegree;SNni;13| (191 . |member?|) - (197 . |totalDegree|) |POLYCAT-;totalDegree;SLNni;14| - (203 . |resultant|) (209 . |resultant|) - (216 . |discriminant|) (221 . |discriminant|) - (227 . |primitiveMonomials|) (|List| 6) (232 . |concat|) - (237 . |removeDuplicates!|) (|Vector| 7) (242 . |new|) - (|Integer|) (248 . |minIndex|) (253 . |coefficient|) - (259 . |qsetelt!|) (|List| 7) (|List| 89) (|Matrix| 7) - (266 . |matrix|) (|List| 80) (|Matrix| 6) - (271 . |listOfLists|) (276 . |vertConcat|) (|Matrix| $) - (282 . |reducedSystem|) (|Vector| 6) (287 . |entries|) - (292 . |concat|) (298 . |concat|) + (125 . |coefficient|) |POLYCAT-;coefficient;SLLS;7| + (132 . |monomial|) |POLYCAT-;monomial;SLLS;8| + (139 . |coerce|) |POLYCAT-;retract;SVarSet;9| + |POLYCAT-;retractIfCan;SU;10| (144 . |degree|) + (149 . |monomial|) |POLYCAT-;primitiveMonomials;SL;12| + (155 . |ground?|) (160 . |Zero|) (164 . ~=) + (170 . |degree|) (175 . |leadingCoefficient|) + (180 . |totalDegree|) (185 . |reductum|) + |POLYCAT-;totalDegree;SNni;13| (190 . |member?|) + (196 . |totalDegree|) |POLYCAT-;totalDegree;SLNni;14| + (202 . |resultant|) (208 . |resultant|) + (215 . |discriminant|) (220 . |discriminant|) + (226 . |primitiveMonomials|) (|List| 6) (231 . |concat|) + (236 . |removeDuplicates!|) (|Vector| 7) (241 . |new|) + (|Integer|) (247 . |minIndex|) (252 . |coefficient|) + (258 . |qsetelt!|) (|List| 7) (|List| 89) (|Matrix| 7) + (265 . |matrix|) (|List| 80) (|Matrix| 6) + (270 . |listOfLists|) (275 . |vertConcat|) (|Matrix| $) + (281 . |reducedSystem|) (|Vector| 6) (286 . |entries|) + (291 . |concat|) (297 . |concat|) (|Record| (|:| |mat| 91) (|:| |vec| 83)) (|Vector| $) - (304 . |reducedSystem|) + (303 . |reducedSystem|) (|GeneralPolynomialGcdPackage| 8 9 7 6) - (310 . |gcdPolynomial|) (316 . |gcdPolynomial|) + (309 . |gcdPolynomial|) (315 . |gcdPolynomial|) (|List| 50) (|Union| 109 '"failed") (|PolynomialFactorizationByRecursion| 7 8 9 6) - (322 . |solveLinearPolynomialEquationByRecursion|) + (321 . |solveLinearPolynomialEquationByRecursion|) (|List| 48) (|Union| 113 '"failed") - (328 . |solveLinearPolynomialEquation|) (|Factored| 50) - (334 . |factorByRecursion|) (|Factored| 48) - (339 . |factorPolynomial|) - (344 . |factorSquareFreeByRecursion|) - (349 . |factorSquareFreePolynomial|) (|Factored| $) - (354 . |factor|) (|Factored| 7) (359 . |unit|) + (327 . |solveLinearPolynomialEquation|) (|Factored| 50) + (333 . |factorByRecursion|) (|Factored| 48) + (338 . |factorPolynomial|) + (343 . |factorSquareFreeByRecursion|) + (348 . |factorSquareFreePolynomial|) (|Factored| $) + (353 . |factor|) (|Factored| 7) (358 . |unit|) (|Union| '"nil" '"sqfr" '"irred" '"prime") (|Record| (|:| |flg| 126) (|:| |fctr| 7) (|:| |xpnt| 85)) - (|List| 127) (364 . |factorList|) + (|List| 127) (363 . |factorList|) (|Record| (|:| |flg| 126) (|:| |fctr| 6) (|:| |xpnt| 85)) - (|List| 130) (|Factored| 6) (369 . |makeFR|) - (375 . |unit|) (380 . |multivariate|) + (|List| 130) (|Factored| 6) (368 . |makeFR|) + (374 . |unit|) (379 . |multivariate|) (|Record| (|:| |flg| 126) (|:| |fctr| 50) (|:| |xpnt| 85)) - (|List| 136) (386 . |factorList|) (391 . |factor|) - (396 . |transpose|) (401 . |characteristic|) - (405 . |setUnion|) (411 . |degree|) (|Union| $ '"failed") - (417 . |exquo|) (423 . |ground|) (428 . |transpose|) - (|Union| 104 '"failed") (433 . |conditionP|) (438 . |elt|) - (444 . *) (450 . +) (456 . |conditionP|) - (461 . |charthRoot|) (466 . |charthRoot|) (471 . |Zero|) - (475 . |coefficient|) (482 . -) + (|List| 136) (385 . |factorList|) (390 . |factor|) + (395 . |transpose|) (400 . |characteristic|) + (404 . |setUnion|) (410 . |degree|) (|Union| $ '"failed") + (416 . |exquo|) (422 . |ground|) (427 . |transpose|) + (|Union| 104 '"failed") (432 . |conditionP|) (437 . |elt|) + (443 . *) (449 . +) (455 . |conditionP|) + (460 . |charthRoot|) (465 . |charthRoot|) (470 . |Zero|) + (474 . |coefficient|) (481 . -) (|Record| (|:| |quotient| $) (|:| |remainder| $)) - (488 . |monicDivide|) |POLYCAT-;monicDivide;2SVarSetR;30| - (|MultivariateSquareFree| 8 9 7 6) (494 . |squareFree|) - (499 . |squareFree|) (|PolynomialSquareFree| 9 8 7 6) - (504 . |squareFree|) (509 . |squareFree|) (514 . |unit|) + (487 . |monicDivide|) |POLYCAT-;monicDivide;2SVarSetR;30| + (|MultivariateSquareFree| 8 9 7 6) (493 . |squareFree|) + (498 . |squareFree|) (|PolynomialSquareFree| 9 8 7 6) + (503 . |squareFree|) (508 . |squareFree|) (513 . |unit|) (|Record| (|:| |factor| 6) (|:| |exponent| 85)) - (|List| 169) (519 . |factors|) (524 . |squareFreePart|) - (529 . |content|) (534 . |content|) (540 . |content|) - (545 . |exquo|) + (|List| 169) (518 . |factors|) (523 . |squareFreePart|) + (528 . |content|) (533 . |content|) (539 . |content|) + (544 . |exquo|) (|Record| (|:| |unit| $) (|:| |canonical| $) (|:| |associate| $)) - (551 . |unitNormal|) (556 . |primitivePart|) - (561 . |content|) (567 . |exquo|) (573 . |primitivePart|) - (579 . <) (585 . <) (591 . <) (|PatternMatchResult| 85 6) + (550 . |unitNormal|) (555 . |primitivePart|) + (560 . |content|) (566 . |exquo|) (572 . |primitivePart|) + (578 . <) (584 . <) (590 . <) (|PatternMatchResult| 85 6) (|Pattern| 85) (|PatternMatchPolynomialCategory| 85 8 9 7 6) - (597 . |patternMatch|) (|PatternMatchResult| 85 $) - (604 . |patternMatch|) (|Float|) + (596 . |patternMatch|) (|PatternMatchResult| 85 $) + (603 . |patternMatch|) (|Float|) (|PatternMatchResult| 192 6) (|Pattern| 192) (|PatternMatchPolynomialCategory| 192 8 9 7 6) - (611 . |patternMatch|) (|PatternMatchResult| 192 $) - (618 . |patternMatch|) (625 . |convert|) (630 . |convert|) + (610 . |patternMatch|) (|PatternMatchResult| 192 $) + (617 . |patternMatch|) (624 . |convert|) (629 . |convert|) (|Mapping| 187 9) (|Mapping| 187 7) - (|PolynomialCategoryLifting| 8 9 7 6 187) (635 . |map|) - (642 . |convert|) (647 . |convert|) (652 . |convert|) + (|PolynomialCategoryLifting| 8 9 7 6 187) (634 . |map|) + (641 . |convert|) (646 . |convert|) (651 . |convert|) (|Mapping| 194 9) (|Mapping| 194 7) - (|PolynomialCategoryLifting| 8 9 7 6 194) (657 . |map|) - (664 . |convert|) (|InputForm|) (669 . |convert|) - (674 . |convert|) (|Mapping| 213 9) (|Mapping| 213 7) - (|PolynomialCategoryLifting| 8 9 7 6 213) (679 . |map|) - (686 . |convert|) (|Matrix| 85) (|Vector| 85) + (|PolynomialCategoryLifting| 8 9 7 6 194) (656 . |map|) + (663 . |convert|) (|InputForm|) (668 . |convert|) + (673 . |convert|) (|Mapping| 213 9) (|Mapping| 213 7) + (|PolynomialCategoryLifting| 8 9 7 6 213) (678 . |map|) + (685 . |convert|) (|Matrix| 85) (|Vector| 85) (|Record| (|:| |mat| 221) (|:| |vec| 222)) (|Union| 85 '"failed") (|Fraction| 85) (|Union| 225 '"failed") (|Union| 7 '"failed")) - '#(|totalDegree| 691 |squareFreePart| 702 |squareFree| 707 - |solveLinearPolynomialEquation| 712 |retractIfCan| 718 - |retract| 723 |resultant| 728 |reducedSystem| 735 - |primitivePart| 746 |primitiveMonomials| 757 - |patternMatch| 762 |monomials| 776 |monomial| 781 - |monicDivide| 788 |isTimes| 795 |isPlus| 800 |isExpt| 805 - |gcdPolynomial| 810 |factorSquareFreePolynomial| 816 - |factorPolynomial| 821 |factor| 826 |eval| 831 - |discriminant| 837 |convert| 843 |content| 858 - |conditionP| 864 |coefficient| 869 |charthRoot| 883 < 888) + '#(|totalDegree| 690 |squareFreePart| 701 |squareFree| 706 + |solveLinearPolynomialEquation| 711 |retractIfCan| 717 + |retract| 722 |resultant| 727 |reducedSystem| 734 + |primitivePart| 745 |primitiveMonomials| 756 + |patternMatch| 761 |monomials| 775 |monomial| 780 + |monicDivide| 787 |isTimes| 794 |isPlus| 799 |isExpt| 804 + |gcdPolynomial| 809 |factorSquareFreePolynomial| 815 + |factorPolynomial| 820 |factor| 825 |eval| 830 + |discriminant| 836 |convert| 842 |content| 857 + |conditionP| 863 |coefficient| 868 |charthRoot| 882 < 887) 'NIL (CONS (|makeByteWordVec2| 1 'NIL) (CONS '#() @@ -1834,24 +1836,24 @@ 7 0 23 2 6 24 0 0 25 1 6 0 0 26 1 6 0 0 27 1 6 17 0 29 1 6 16 0 32 1 6 24 0 33 0 6 0 34 0 7 0 35 2 6 36 0 9 37 3 - 6 0 0 9 36 38 1 6 7 0 39 2 7 24 0 0 - 40 1 6 0 7 41 1 6 12 0 43 2 6 24 0 0 - 44 2 6 48 0 9 49 2 50 6 0 36 51 3 6 0 - 0 16 53 54 3 6 0 0 16 53 56 1 6 0 9 - 58 1 6 8 0 61 2 6 0 7 8 62 1 6 24 0 - 64 0 50 0 65 2 50 24 0 0 66 1 50 36 0 - 67 1 50 6 0 68 1 6 36 0 69 1 50 0 0 - 70 2 16 24 9 0 72 2 6 36 0 16 73 2 50 - 6 0 0 75 3 0 0 0 0 9 76 1 50 6 0 77 2 - 0 0 0 9 78 1 6 17 0 79 1 80 0 17 81 1 - 80 0 0 82 2 83 0 36 7 84 1 83 85 0 86 - 2 6 7 0 8 87 3 83 7 0 85 7 88 1 91 0 - 90 92 1 94 93 0 95 2 91 0 0 0 96 1 0 - 91 97 98 1 99 80 0 100 2 80 0 0 0 101 - 2 83 0 0 0 102 2 0 103 97 104 105 2 - 106 50 50 50 107 2 0 48 48 48 108 2 - 111 110 109 50 112 2 0 114 113 48 115 - 1 111 116 50 117 1 0 118 48 119 1 111 + 6 0 0 9 36 38 1 6 7 0 39 1 7 24 0 40 + 1 6 0 7 41 1 6 12 0 43 2 6 24 0 0 44 + 2 6 48 0 9 49 2 50 6 0 36 51 3 6 0 0 + 16 53 54 3 6 0 0 16 53 56 1 6 0 9 58 + 1 6 8 0 61 2 6 0 7 8 62 1 6 24 0 64 0 + 50 0 65 2 50 24 0 0 66 1 50 36 0 67 1 + 50 6 0 68 1 6 36 0 69 1 50 0 0 70 2 + 16 24 9 0 72 2 6 36 0 16 73 2 50 6 0 + 0 75 3 0 0 0 0 9 76 1 50 6 0 77 2 0 0 + 0 9 78 1 6 17 0 79 1 80 0 17 81 1 80 + 0 0 82 2 83 0 36 7 84 1 83 85 0 86 2 + 6 7 0 8 87 3 83 7 0 85 7 88 1 91 0 90 + 92 1 94 93 0 95 2 91 0 0 0 96 1 0 91 + 97 98 1 99 80 0 100 2 80 0 0 0 101 2 + 83 0 0 0 102 2 0 103 97 104 105 2 106 + 50 50 50 107 2 0 48 48 48 108 2 111 + 110 109 50 112 2 0 114 113 48 115 1 + 111 116 50 117 1 0 118 48 119 1 111 116 50 120 1 0 118 48 121 1 7 122 0 123 1 124 7 0 125 1 124 128 0 129 2 132 0 6 131 133 1 116 50 0 134 2 6 0 |