11.01/4.11	YES
11.32/4.20	proof of /export/starexec/sandbox/benchmark/theBenchmark.jar
11.32/4.20	# AProVE Commit ID: 48fb2092695e11cc9f56e44b17a92a5f88ffb256 marcel 20180622 unpublished dirty
11.32/4.20	
11.32/4.20	
11.32/4.20	termination of the given Bare JBC problem could be proven:
11.32/4.20	
11.32/4.20	(0) Bare JBC problem
11.32/4.20	(1) BareJBCToJBCProof [EQUIVALENT, 96 ms]
11.32/4.20	(2) JBC problem
11.32/4.20	(3) JBCToGraph [EQUIVALENT, 325 ms]
11.32/4.20	(4) JBCTerminationGraph
11.32/4.20	(5) TerminationGraphToSCCProof [SOUND, 0 ms]
11.32/4.20	(6) AND
11.32/4.20	    (7) JBCTerminationSCC
11.32/4.20	        (8) SCCToIRSProof [SOUND, 0 ms]
11.32/4.20	        (9) IRSwT
11.32/4.20	        (10) IRSFormatTransformerProof [EQUIVALENT, 0 ms]
11.32/4.20	        (11) IRSwT
11.32/4.20	        (12) IRSwTTerminationDigraphProof [EQUIVALENT, 0 ms]
11.32/4.20	        (13) IRSwT
11.32/4.20	        (14) IntTRSCompressionProof [EQUIVALENT, 0 ms]
11.32/4.20	        (15) IRSwT
11.32/4.20	        (16) TempFilterProof [SOUND, 9 ms]
11.32/4.20	        (17) IntTRS
11.32/4.20	        (18) RankingReductionPairProof [EQUIVALENT, 4 ms]
11.32/4.20	        (19) YES
11.32/4.20	    (20) JBCTerminationSCC
11.32/4.20	        (21) SCCToIRSProof [SOUND, 0 ms]
11.32/4.20	        (22) IRSwT
11.32/4.20	        (23) IRSFormatTransformerProof [EQUIVALENT, 0 ms]
11.32/4.20	        (24) IRSwT
11.32/4.20	        (25) IRSwTTerminationDigraphProof [EQUIVALENT, 0 ms]
11.32/4.20	        (26) IRSwT
11.32/4.20	        (27) IntTRSCompressionProof [EQUIVALENT, 0 ms]
11.32/4.20	        (28) IRSwT
11.32/4.20	        (29) TempFilterProof [SOUND, 29 ms]
11.32/4.20	        (30) IntTRS
11.32/4.20	        (31) RankingReductionPairProof [EQUIVALENT, 17 ms]
11.32/4.20	        (32) YES
11.32/4.20	    (33) JBCTerminationSCC
11.32/4.20	        (34) SCCToIRSProof [SOUND, 0 ms]
11.32/4.20	        (35) IRSwT
11.32/4.20	        (36) IRSFormatTransformerProof [EQUIVALENT, 0 ms]
11.32/4.20	        (37) IRSwT
11.32/4.20	        (38) IRSwTTerminationDigraphProof [EQUIVALENT, 6 ms]
11.32/4.20	        (39) IRSwT
11.32/4.20	        (40) IntTRSCompressionProof [EQUIVALENT, 0 ms]
11.32/4.20	        (41) IRSwT
11.32/4.20	        (42) TempFilterProof [SOUND, 14 ms]
11.32/4.20	        (43) IntTRS
11.32/4.20	        (44) RankingReductionPairProof [EQUIVALENT, 6 ms]
11.32/4.20	        (45) YES
11.32/4.20	    (46) JBCTerminationSCC
11.32/4.20	        (47) SCCToIRSProof [SOUND, 0 ms]
11.32/4.20	        (48) IRSwT
11.32/4.20	        (49) IRSFormatTransformerProof [EQUIVALENT, 0 ms]
11.32/4.20	        (50) IRSwT
11.32/4.20	        (51) IRSwTTerminationDigraphProof [EQUIVALENT, 0 ms]
11.32/4.20	        (52) IRSwT
11.32/4.20	        (53) IntTRSCompressionProof [EQUIVALENT, 0 ms]
11.32/4.20	        (54) IRSwT
11.32/4.20	        (55) TempFilterProof [SOUND, 8 ms]
11.32/4.20	        (56) IntTRS
11.32/4.20	        (57) RankingReductionPairProof [EQUIVALENT, 0 ms]
11.32/4.20	        (58) YES
11.32/4.20	    (59) JBCTerminationSCC
11.32/4.20	        (60) SCCToIRSProof [SOUND, 0 ms]
11.32/4.20	        (61) IRSwT
11.32/4.20	        (62) IRSFormatTransformerProof [EQUIVALENT, 0 ms]
11.32/4.20	        (63) IRSwT
11.32/4.20	        (64) IRSwTTerminationDigraphProof [EQUIVALENT, 0 ms]
11.32/4.20	        (65) IRSwT
11.32/4.20	        (66) IntTRSCompressionProof [EQUIVALENT, 0 ms]
11.32/4.20	        (67) IRSwT
11.32/4.20	        (68) TempFilterProof [SOUND, 2 ms]
11.32/4.20	        (69) IntTRS
11.32/4.20	        (70) PolynomialOrderProcessor [EQUIVALENT, 0 ms]
11.32/4.20	        (71) YES
11.32/4.20	    (72) JBCTerminationSCC
11.32/4.20	        (73) SCCToIRSProof [SOUND, 0 ms]
11.32/4.20	        (74) IRSwT
11.32/4.20	        (75) IRSFormatTransformerProof [EQUIVALENT, 0 ms]
11.32/4.20	        (76) IRSwT
11.32/4.20	        (77) IRSwTTerminationDigraphProof [EQUIVALENT, 6 ms]
11.32/4.20	        (78) IRSwT
11.32/4.20	        (79) IntTRSCompressionProof [EQUIVALENT, 0 ms]
11.32/4.20	        (80) IRSwT
11.32/4.20	        (81) TempFilterProof [SOUND, 4 ms]
11.32/4.20	        (82) IntTRS
11.32/4.20	        (83) RankingReductionPairProof [EQUIVALENT, 0 ms]
11.32/4.20	        (84) YES
11.32/4.20	    (85) JBCTerminationSCC
11.32/4.20	        (86) SCCToIRSProof [SOUND, 0 ms]
11.32/4.20	        (87) IRSwT
11.32/4.20	        (88) IRSFormatTransformerProof [EQUIVALENT, 0 ms]
11.32/4.20	        (89) IRSwT
11.32/4.20	        (90) IRSwTTerminationDigraphProof [EQUIVALENT, 0 ms]
11.32/4.20	        (91) IRSwT
11.32/4.20	        (92) IntTRSCompressionProof [EQUIVALENT, 0 ms]
11.32/4.20	        (93) IRSwT
11.32/4.20	        (94) TempFilterProof [SOUND, 2 ms]
11.32/4.20	        (95) IntTRS
11.32/4.20	        (96) PolynomialOrderProcessor [EQUIVALENT, 0 ms]
11.32/4.20	        (97) YES
11.32/4.20	    (98) JBCTerminationSCC
11.32/4.20	        (99) SCCToIRSProof [SOUND, 0 ms]
11.32/4.20	        (100) IRSwT
11.32/4.20	        (101) IRSFormatTransformerProof [EQUIVALENT, 0 ms]
11.32/4.20	        (102) IRSwT
11.32/4.20	        (103) IRSwTTerminationDigraphProof [EQUIVALENT, 0 ms]
11.32/4.20	        (104) IRSwT
11.32/4.20	        (105) IntTRSCompressionProof [EQUIVALENT, 0 ms]
11.32/4.20	        (106) IRSwT
11.32/4.20	        (107) TempFilterProof [SOUND, 3 ms]
11.32/4.20	        (108) IntTRS
11.32/4.20	        (109) PolynomialOrderProcessor [EQUIVALENT, 0 ms]
11.32/4.20	        (110) YES
11.32/4.20	    (111) JBCTerminationSCC
11.32/4.20	        (112) SCCToIRSProof [SOUND, 0 ms]
11.32/4.20	        (113) IRSwT
11.32/4.20	        (114) IRSFormatTransformerProof [EQUIVALENT, 0 ms]
11.32/4.20	        (115) IRSwT
11.32/4.20	        (116) IRSwTTerminationDigraphProof [EQUIVALENT, 0 ms]
11.32/4.20	        (117) IRSwT
11.32/4.20	        (118) IntTRSCompressionProof [EQUIVALENT, 0 ms]
11.32/4.20	        (119) IRSwT
11.32/4.20	        (120) TempFilterProof [SOUND, 8 ms]
11.32/4.20	        (121) IntTRS
11.32/4.20	        (122) RankingReductionPairProof [EQUIVALENT, 0 ms]
11.32/4.20	        (123) YES
11.32/4.20	    (124) JBCTerminationSCC
11.32/4.20	        (125) SCCToIRSProof [SOUND, 0 ms]
11.32/4.20	        (126) IRSwT
11.32/4.20	        (127) IRSFormatTransformerProof [EQUIVALENT, 0 ms]
11.32/4.20	        (128) IRSwT
11.32/4.20	        (129) IRSwTTerminationDigraphProof [EQUIVALENT, 0 ms]
11.32/4.20	        (130) IRSwT
11.32/4.20	        (131) IntTRSCompressionProof [EQUIVALENT, 0 ms]
11.32/4.20	        (132) IRSwT
11.32/4.20	        (133) TempFilterProof [SOUND, 17 ms]
11.32/4.20	        (134) IntTRS
11.32/4.20	        (135) RankingReductionPairProof [EQUIVALENT, 5 ms]
11.32/4.20	        (136) YES
11.32/4.20	    (137) JBCTerminationSCC
11.32/4.20	        (138) SCCToIRSProof [SOUND, 15 ms]
11.32/4.20	        (139) IRSwT
11.32/4.20	        (140) IRSFormatTransformerProof [EQUIVALENT, 0 ms]
11.32/4.20	        (141) IRSwT
11.32/4.20	        (142) IRSwTTerminationDigraphProof [EQUIVALENT, 0 ms]
11.32/4.20	        (143) IRSwT
11.32/4.20	        (144) IntTRSCompressionProof [EQUIVALENT, 0 ms]
11.32/4.20	        (145) IRSwT
11.32/4.20	        (146) TempFilterProof [SOUND, 2 ms]
11.32/4.20	        (147) IntTRS
11.32/4.20	        (148) PolynomialOrderProcessor [EQUIVALENT, 0 ms]
11.32/4.20	        (149) YES
11.32/4.20	    (150) JBCTerminationSCC
11.32/4.20	        (151) SCCToIRSProof [SOUND, 0 ms]
11.32/4.20	        (152) IRSwT
11.32/4.20	        (153) IRSFormatTransformerProof [EQUIVALENT, 0 ms]
11.32/4.20	        (154) IRSwT
11.32/4.20	        (155) IRSwTTerminationDigraphProof [EQUIVALENT, 0 ms]
11.32/4.20	        (156) IRSwT
11.32/4.20	        (157) IntTRSCompressionProof [EQUIVALENT, 0 ms]
11.32/4.20	        (158) IRSwT
11.32/4.20	        (159) TempFilterProof [SOUND, 3 ms]
11.32/4.20	        (160) IntTRS
11.32/4.20	        (161) PolynomialOrderProcessor [EQUIVALENT, 0 ms]
11.32/4.20	        (162) YES
11.32/4.20	    (163) JBCTerminationSCC
11.32/4.20	        (164) SCCToIRSProof [SOUND, 36 ms]
11.32/4.20	        (165) IRSwT
11.32/4.20	        (166) IRSFormatTransformerProof [EQUIVALENT, 0 ms]
11.32/4.20	        (167) IRSwT
11.32/4.20	        (168) IRSwTTerminationDigraphProof [EQUIVALENT, 17 ms]
11.32/4.20	        (169) IRSwT
11.32/4.20	        (170) IntTRSCompressionProof [EQUIVALENT, 0 ms]
11.32/4.20	        (171) IRSwT
11.32/4.20	        (172) TempFilterProof [SOUND, 21 ms]
11.32/4.20	        (173) IntTRS
11.32/4.20	        (174) RankingReductionPairProof [EQUIVALENT, 0 ms]
11.32/4.20	        (175) IntTRS
11.32/4.20	        (176) RankingReductionPairProof [EQUIVALENT, 0 ms]
11.32/4.20	        (177) YES
11.32/4.20	
11.32/4.20	
11.32/4.20	----------------------------------------
11.32/4.20	
11.32/4.20	(0)
11.32/4.20	Obligation:
11.32/4.20	need to prove termination of the following program:
11.32/4.20	public class Test9 {
11.32/4.20	    public static void main(String[] args) {
11.32/4.20		long l = args.length;
11.32/4.20	
11.32/4.20		while (l > 0) {
11.32/4.20		    for (int i = (int) l ; i < 100; i++)
11.32/4.20			test(i);
11.32/4.20		    l--;
11.32/4.20		}
11.32/4.20	    }
11.32/4.20	
11.32/4.20	    private static void test(int i) {
11.32/4.20		int j, k, l, m;
11.32/4.20	
11.32/4.20		for (j = i; j > 0; j--);
11.32/4.20		for (k = i; k > 0; k--);
11.32/4.20		for (l = i; l > 0; l--);
11.32/4.20		for (m = i; m > 0; m--);
11.32/4.20		for (j = i; j > 0; j--);
11.32/4.20		for (k = i; k > 0; k--);
11.32/4.20		for (l = i; l > 0; l--);
11.32/4.20		for (m = i; m > 0; m--);
11.32/4.20		for (j = i; j > 0; j--);
11.32/4.20		for (k = i; k > 0; k--);
11.32/4.20		for (l = i; l > 0; l--);
11.32/4.20		for (m = i; m > 0; m--);
11.32/4.20	    }
11.32/4.20	}
11.32/4.20	
11.32/4.20	
11.32/4.20	----------------------------------------
11.32/4.20	
11.32/4.20	(1) BareJBCToJBCProof (EQUIVALENT)
11.32/4.20	initialized classpath
11.32/4.20	----------------------------------------
11.32/4.20	
11.32/4.20	(2)
11.32/4.20	Obligation:
11.32/4.20	need to prove termination of the following program:
11.32/4.20	public class Test9 {
11.32/4.20	    public static void main(String[] args) {
11.32/4.20		long l = args.length;
11.32/4.20	
11.32/4.20		while (l > 0) {
11.32/4.20		    for (int i = (int) l ; i < 100; i++)
11.32/4.20			test(i);
11.32/4.20		    l--;
11.32/4.20		}
11.32/4.20	    }
11.32/4.20	
11.32/4.20	    private static void test(int i) {
11.32/4.20		int j, k, l, m;
11.32/4.20	
11.32/4.20		for (j = i; j > 0; j--);
11.32/4.20		for (k = i; k > 0; k--);
11.32/4.20		for (l = i; l > 0; l--);
11.32/4.20		for (m = i; m > 0; m--);
11.32/4.20		for (j = i; j > 0; j--);
11.32/4.20		for (k = i; k > 0; k--);
11.32/4.20		for (l = i; l > 0; l--);
11.32/4.20		for (m = i; m > 0; m--);
11.32/4.20		for (j = i; j > 0; j--);
11.32/4.20		for (k = i; k > 0; k--);
11.32/4.20		for (l = i; l > 0; l--);
11.32/4.20		for (m = i; m > 0; m--);
11.32/4.20	    }
11.32/4.20	}
11.32/4.20	
11.32/4.20	
11.32/4.20	----------------------------------------
11.32/4.20	
11.32/4.20	(3) JBCToGraph (EQUIVALENT)
11.32/4.20	Constructed TerminationGraph.
11.32/4.20	----------------------------------------
11.32/4.20	
11.32/4.20	(4)
11.32/4.20	Obligation:
11.32/4.20	Termination Graph based on JBC Program:
11.32/4.20	Test9.main([Ljava/lang/String;)V: Graph of 36 nodes with 1 SCC.
11.38/4.23	
11.38/4.23	
11.38/4.23	
11.38/4.23	Test9.test(I)V: Graph of 122 nodes with 12 SCCs.
11.38/4.23	
11.38/4.23	
11.38/4.23	
11.38/4.23	
11.38/4.23	
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(5) TerminationGraphToSCCProof (SOUND)
11.38/4.23	Splitted TerminationGraph to 13 SCCss.
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(6)
11.38/4.23	Complex Obligation (AND)
11.38/4.23	
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(7)
11.38/4.23	Obligation:
11.38/4.23	SCC of termination graph based on JBC Program.
11.38/4.23	SCC contains nodes from the following methods: Test9.test(I)V
11.38/4.23	SCC calls the following helper methods: 
11.38/4.23	Performed SCC analyses:
11.38/4.23	*Used field analysis yielded the following read fields:
11.38/4.23	
11.38/4.23	*Marker field analysis yielded the following relations that could be markers:
11.38/4.23	
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(8) SCCToIRSProof (SOUND)
11.38/4.23	Transformed FIGraph SCCs to intTRSs. Log: 
11.38/4.23	Generated rules. Obtained 6 IRulesP rules:
11.38/4.23	f1547_0_test_LE(EOS(STATIC_1547), i394, i394) -> f1551_0_test_LE(EOS(STATIC_1551), i394, i394) :|: TRUE
11.38/4.23	f1551_0_test_LE(EOS(STATIC_1551), i394, i394) -> f1556_0_test_Inc(EOS(STATIC_1556), i394) :|: i394 > 0
11.38/4.23	f1556_0_test_Inc(EOS(STATIC_1556), i394) -> f1562_0_test_JMP(EOS(STATIC_1562), i394 + -1) :|: TRUE
11.38/4.23	f1562_0_test_JMP(EOS(STATIC_1562), i396) -> f1675_0_test_Load(EOS(STATIC_1675), i396) :|: TRUE
11.38/4.23	f1675_0_test_Load(EOS(STATIC_1675), i396) -> f1543_0_test_Load(EOS(STATIC_1543), i396) :|: TRUE
11.38/4.23	f1543_0_test_Load(EOS(STATIC_1543), i391) -> f1547_0_test_LE(EOS(STATIC_1547), i391, i391) :|: TRUE
11.38/4.23	Combined rules. Obtained 1 IRulesP rules:
11.38/4.23	f1547_0_test_LE(EOS(STATIC_1547), i394:0, i394:0) -> f1547_0_test_LE(EOS(STATIC_1547), i394:0 - 1, i394:0 - 1) :|: i394:0 > 0
11.38/4.23	Filtered constant ground arguments:
11.38/4.23	   f1547_0_test_LE(x1, x2, x3) -> f1547_0_test_LE(x2, x3)
11.38/4.23	   EOS(x1) -> EOS
11.38/4.23	Filtered duplicate arguments:
11.38/4.23	   f1547_0_test_LE(x1, x2) -> f1547_0_test_LE(x2)
11.38/4.23	Finished conversion. Obtained 1 rules.P rules:
11.38/4.23	f1547_0_test_LE(i394:0) -> f1547_0_test_LE(i394:0 - 1) :|: i394:0 > 0
11.38/4.23	
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(9)
11.38/4.23	Obligation:
11.38/4.23	Rules:
11.38/4.23	f1547_0_test_LE(i394:0) -> f1547_0_test_LE(i394:0 - 1) :|: i394:0 > 0
11.38/4.23	
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(10) IRSFormatTransformerProof (EQUIVALENT)
11.38/4.23	Reformatted IRS to match normalized format (transformed away non-linear left-hand sides, !=, / and %).
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(11)
11.38/4.23	Obligation:
11.38/4.23	Rules:
11.38/4.23	f1547_0_test_LE(i394:0) -> f1547_0_test_LE(arith) :|: i394:0 > 0 && arith = i394:0 - 1
11.38/4.23	
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(12) IRSwTTerminationDigraphProof (EQUIVALENT)
11.38/4.23	Constructed termination digraph!
11.38/4.23	Nodes:
11.38/4.23	(1) f1547_0_test_LE(i394:0) -> f1547_0_test_LE(arith) :|: i394:0 > 0 && arith = i394:0 - 1
11.38/4.23	
11.38/4.23	Arcs:
11.38/4.23	(1) -> (1)
11.38/4.23	
11.38/4.23	This digraph is fully evaluated!
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(13)
11.38/4.23	Obligation:
11.38/4.23	
11.38/4.23	Termination digraph:
11.38/4.23	Nodes:
11.38/4.23	(1) f1547_0_test_LE(i394:0) -> f1547_0_test_LE(arith) :|: i394:0 > 0 && arith = i394:0 - 1
11.38/4.23	
11.38/4.23	Arcs:
11.38/4.23	(1) -> (1)
11.38/4.23	
11.38/4.23	This digraph is fully evaluated!
11.38/4.23	
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(14) IntTRSCompressionProof (EQUIVALENT)
11.38/4.23	Compressed rules.
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(15)
11.38/4.23	Obligation:
11.38/4.23	Rules:
11.38/4.23	f1547_0_test_LE(i394:0:0) -> f1547_0_test_LE(i394:0:0 - 1) :|: i394:0:0 > 0
11.38/4.23	
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(16) TempFilterProof (SOUND)
11.38/4.23	Used the following sort dictionary for filtering: 
11.38/4.23	f1547_0_test_LE(INTEGER)
11.38/4.23	Replaced non-predefined constructor symbols by 0.
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(17)
11.38/4.23	Obligation:
11.38/4.23	Rules:
11.38/4.23	f1547_0_test_LE(i394:0:0) -> f1547_0_test_LE(c) :|: c = i394:0:0 - 1 && i394:0:0 > 0
11.38/4.23	
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(18) RankingReductionPairProof (EQUIVALENT)
11.38/4.23	Interpretation:
11.38/4.23	[ f1547_0_test_LE ] = f1547_0_test_LE_1
11.38/4.23	
11.38/4.23	The following rules are decreasing:
11.38/4.23	f1547_0_test_LE(i394:0:0) -> f1547_0_test_LE(c) :|: c = i394:0:0 - 1 && i394:0:0 > 0
11.38/4.23	
11.38/4.23	The following rules are bounded:
11.38/4.23	f1547_0_test_LE(i394:0:0) -> f1547_0_test_LE(c) :|: c = i394:0:0 - 1 && i394:0:0 > 0
11.38/4.23	
11.38/4.23	
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(19)
11.38/4.23	YES
11.38/4.23	
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(20)
11.38/4.23	Obligation:
11.38/4.23	SCC of termination graph based on JBC Program.
11.38/4.23	SCC contains nodes from the following methods: Test9.test(I)V
11.38/4.23	SCC calls the following helper methods: 
11.38/4.23	Performed SCC analyses:
11.38/4.23	*Used field analysis yielded the following read fields:
11.38/4.23	
11.38/4.23	*Marker field analysis yielded the following relations that could be markers:
11.38/4.23	
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(21) SCCToIRSProof (SOUND)
11.38/4.23	Transformed FIGraph SCCs to intTRSs. Log: 
11.38/4.23	Generated rules. Obtained 6 IRulesP rules:
11.38/4.23	f1386_0_test_LE(EOS(STATIC_1386), i361, i361) -> f1389_0_test_LE(EOS(STATIC_1389), i361, i361) :|: TRUE
11.38/4.23	f1389_0_test_LE(EOS(STATIC_1389), i361, i361) -> f1394_0_test_Inc(EOS(STATIC_1394), i361) :|: i361 > 0
11.38/4.23	f1394_0_test_Inc(EOS(STATIC_1394), i361) -> f1399_0_test_JMP(EOS(STATIC_1399), i361 + -1) :|: TRUE
11.38/4.23	f1399_0_test_JMP(EOS(STATIC_1399), i362) -> f1517_0_test_Load(EOS(STATIC_1517), i362) :|: TRUE
11.38/4.23	f1517_0_test_Load(EOS(STATIC_1517), i362) -> f1381_0_test_Load(EOS(STATIC_1381), i362) :|: TRUE
11.38/4.23	f1381_0_test_Load(EOS(STATIC_1381), i355) -> f1386_0_test_LE(EOS(STATIC_1386), i355, i355) :|: TRUE
11.38/4.23	Combined rules. Obtained 1 IRulesP rules:
11.38/4.23	f1386_0_test_LE(EOS(STATIC_1386), i361:0, i361:0) -> f1386_0_test_LE(EOS(STATIC_1386), i361:0 - 1, i361:0 - 1) :|: i361:0 > 0
11.38/4.23	Filtered constant ground arguments:
11.38/4.23	   f1386_0_test_LE(x1, x2, x3) -> f1386_0_test_LE(x2, x3)
11.38/4.23	   EOS(x1) -> EOS
11.38/4.23	Filtered duplicate arguments:
11.38/4.23	   f1386_0_test_LE(x1, x2) -> f1386_0_test_LE(x2)
11.38/4.23	Finished conversion. Obtained 1 rules.P rules:
11.38/4.23	f1386_0_test_LE(i361:0) -> f1386_0_test_LE(i361:0 - 1) :|: i361:0 > 0
11.38/4.23	
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(22)
11.38/4.23	Obligation:
11.38/4.23	Rules:
11.38/4.23	f1386_0_test_LE(i361:0) -> f1386_0_test_LE(i361:0 - 1) :|: i361:0 > 0
11.38/4.23	
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(23) IRSFormatTransformerProof (EQUIVALENT)
11.38/4.23	Reformatted IRS to match normalized format (transformed away non-linear left-hand sides, !=, / and %).
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(24)
11.38/4.23	Obligation:
11.38/4.23	Rules:
11.38/4.23	f1386_0_test_LE(i361:0) -> f1386_0_test_LE(arith) :|: i361:0 > 0 && arith = i361:0 - 1
11.38/4.23	
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(25) IRSwTTerminationDigraphProof (EQUIVALENT)
11.38/4.23	Constructed termination digraph!
11.38/4.23	Nodes:
11.38/4.23	(1) f1386_0_test_LE(i361:0) -> f1386_0_test_LE(arith) :|: i361:0 > 0 && arith = i361:0 - 1
11.38/4.23	
11.38/4.23	Arcs:
11.38/4.23	(1) -> (1)
11.38/4.23	
11.38/4.23	This digraph is fully evaluated!
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(26)
11.38/4.23	Obligation:
11.38/4.23	
11.38/4.23	Termination digraph:
11.38/4.23	Nodes:
11.38/4.23	(1) f1386_0_test_LE(i361:0) -> f1386_0_test_LE(arith) :|: i361:0 > 0 && arith = i361:0 - 1
11.38/4.23	
11.38/4.23	Arcs:
11.38/4.23	(1) -> (1)
11.38/4.23	
11.38/4.23	This digraph is fully evaluated!
11.38/4.23	
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(27) IntTRSCompressionProof (EQUIVALENT)
11.38/4.23	Compressed rules.
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(28)
11.38/4.23	Obligation:
11.38/4.23	Rules:
11.38/4.23	f1386_0_test_LE(i361:0:0) -> f1386_0_test_LE(i361:0:0 - 1) :|: i361:0:0 > 0
11.38/4.23	
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(29) TempFilterProof (SOUND)
11.38/4.23	Used the following sort dictionary for filtering: 
11.38/4.23	f1386_0_test_LE(INTEGER)
11.38/4.23	Replaced non-predefined constructor symbols by 0.
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(30)
11.38/4.23	Obligation:
11.38/4.23	Rules:
11.38/4.23	f1386_0_test_LE(i361:0:0) -> f1386_0_test_LE(c) :|: c = i361:0:0 - 1 && i361:0:0 > 0
11.38/4.23	
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(31) RankingReductionPairProof (EQUIVALENT)
11.38/4.23	Interpretation:
11.38/4.23	[ f1386_0_test_LE ] = f1386_0_test_LE_1
11.38/4.23	
11.38/4.23	The following rules are decreasing:
11.38/4.23	f1386_0_test_LE(i361:0:0) -> f1386_0_test_LE(c) :|: c = i361:0:0 - 1 && i361:0:0 > 0
11.38/4.23	
11.38/4.23	The following rules are bounded:
11.38/4.23	f1386_0_test_LE(i361:0:0) -> f1386_0_test_LE(c) :|: c = i361:0:0 - 1 && i361:0:0 > 0
11.38/4.23	
11.38/4.23	
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(32)
11.38/4.23	YES
11.38/4.23	
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(33)
11.38/4.23	Obligation:
11.38/4.23	SCC of termination graph based on JBC Program.
11.38/4.23	SCC contains nodes from the following methods: Test9.test(I)V
11.38/4.23	SCC calls the following helper methods: 
11.38/4.23	Performed SCC analyses:
11.38/4.23	*Used field analysis yielded the following read fields:
11.38/4.23	
11.38/4.23	*Marker field analysis yielded the following relations that could be markers:
11.38/4.23	
11.38/4.23	----------------------------------------
11.38/4.23	
11.38/4.23	(34) SCCToIRSProof (SOUND)
11.38/4.23	Transformed FIGraph SCCs to intTRSs. Log: 
11.38/4.23	Generated rules. Obtained 6 IRulesP rules:
11.38/4.23	f1278_0_test_LE(EOS(STATIC_1278), i325, i325) -> f1282_0_test_LE(EOS(STATIC_1282), i325, i325) :|: TRUE
11.38/4.23	f1282_0_test_LE(EOS(STATIC_1282), i325, i325) -> f1287_0_test_Inc(EOS(STATIC_1287), i325) :|: i325 > 0
11.38/4.24	f1287_0_test_Inc(EOS(STATIC_1287), i325) -> f1290_0_test_JMP(EOS(STATIC_1290), i325 + -1) :|: TRUE
11.38/4.24	f1290_0_test_JMP(EOS(STATIC_1290), i328) -> f1357_0_test_Load(EOS(STATIC_1357), i328) :|: TRUE
11.38/4.24	f1357_0_test_Load(EOS(STATIC_1357), i328) -> f1275_0_test_Load(EOS(STATIC_1275), i328) :|: TRUE
11.38/4.24	f1275_0_test_Load(EOS(STATIC_1275), i320) -> f1278_0_test_LE(EOS(STATIC_1278), i320, i320) :|: TRUE
11.38/4.24	Combined rules. Obtained 1 IRulesP rules:
11.38/4.24	f1278_0_test_LE(EOS(STATIC_1278), i325:0, i325:0) -> f1278_0_test_LE(EOS(STATIC_1278), i325:0 - 1, i325:0 - 1) :|: i325:0 > 0
11.38/4.24	Filtered constant ground arguments:
11.38/4.24	   f1278_0_test_LE(x1, x2, x3) -> f1278_0_test_LE(x2, x3)
11.38/4.24	   EOS(x1) -> EOS
11.38/4.24	Filtered duplicate arguments:
11.38/4.24	   f1278_0_test_LE(x1, x2) -> f1278_0_test_LE(x2)
11.38/4.24	Finished conversion. Obtained 1 rules.P rules:
11.38/4.24	f1278_0_test_LE(i325:0) -> f1278_0_test_LE(i325:0 - 1) :|: i325:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(35)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f1278_0_test_LE(i325:0) -> f1278_0_test_LE(i325:0 - 1) :|: i325:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(36) IRSFormatTransformerProof (EQUIVALENT)
11.38/4.24	Reformatted IRS to match normalized format (transformed away non-linear left-hand sides, !=, / and %).
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(37)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f1278_0_test_LE(i325:0) -> f1278_0_test_LE(arith) :|: i325:0 > 0 && arith = i325:0 - 1
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(38) IRSwTTerminationDigraphProof (EQUIVALENT)
11.38/4.24	Constructed termination digraph!
11.38/4.24	Nodes:
11.38/4.24	(1) f1278_0_test_LE(i325:0) -> f1278_0_test_LE(arith) :|: i325:0 > 0 && arith = i325:0 - 1
11.38/4.24	
11.38/4.24	Arcs:
11.38/4.24	(1) -> (1)
11.38/4.24	
11.38/4.24	This digraph is fully evaluated!
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(39)
11.38/4.24	Obligation:
11.38/4.24	
11.38/4.24	Termination digraph:
11.38/4.24	Nodes:
11.38/4.24	(1) f1278_0_test_LE(i325:0) -> f1278_0_test_LE(arith) :|: i325:0 > 0 && arith = i325:0 - 1
11.38/4.24	
11.38/4.24	Arcs:
11.38/4.24	(1) -> (1)
11.38/4.24	
11.38/4.24	This digraph is fully evaluated!
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(40) IntTRSCompressionProof (EQUIVALENT)
11.38/4.24	Compressed rules.
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(41)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f1278_0_test_LE(i325:0:0) -> f1278_0_test_LE(i325:0:0 - 1) :|: i325:0:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(42) TempFilterProof (SOUND)
11.38/4.24	Used the following sort dictionary for filtering: 
11.38/4.24	f1278_0_test_LE(INTEGER)
11.38/4.24	Replaced non-predefined constructor symbols by 0.
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(43)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f1278_0_test_LE(i325:0:0) -> f1278_0_test_LE(c) :|: c = i325:0:0 - 1 && i325:0:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(44) RankingReductionPairProof (EQUIVALENT)
11.38/4.24	Interpretation:
11.38/4.24	[ f1278_0_test_LE ] = f1278_0_test_LE_1
11.38/4.24	
11.38/4.24	The following rules are decreasing:
11.38/4.24	f1278_0_test_LE(i325:0:0) -> f1278_0_test_LE(c) :|: c = i325:0:0 - 1 && i325:0:0 > 0
11.38/4.24	
11.38/4.24	The following rules are bounded:
11.38/4.24	f1278_0_test_LE(i325:0:0) -> f1278_0_test_LE(c) :|: c = i325:0:0 - 1 && i325:0:0 > 0
11.38/4.24	
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(45)
11.38/4.24	YES
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(46)
11.38/4.24	Obligation:
11.38/4.24	SCC of termination graph based on JBC Program.
11.38/4.24	SCC contains nodes from the following methods: Test9.test(I)V
11.38/4.24	SCC calls the following helper methods: 
11.38/4.24	Performed SCC analyses:
11.38/4.24	*Used field analysis yielded the following read fields:
11.38/4.24	
11.38/4.24	*Marker field analysis yielded the following relations that could be markers:
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(47) SCCToIRSProof (SOUND)
11.38/4.24	Transformed FIGraph SCCs to intTRSs. Log: 
11.38/4.24	Generated rules. Obtained 6 IRulesP rules:
11.38/4.24	f1201_0_test_LE(EOS(STATIC_1201), i307, i307) -> f1213_0_test_LE(EOS(STATIC_1213), i307, i307) :|: TRUE
11.38/4.24	f1213_0_test_LE(EOS(STATIC_1213), i307, i307) -> f1217_0_test_Inc(EOS(STATIC_1217), i307) :|: i307 > 0
11.38/4.24	f1217_0_test_Inc(EOS(STATIC_1217), i307) -> f1222_0_test_JMP(EOS(STATIC_1222), i307 + -1) :|: TRUE
11.38/4.24	f1222_0_test_JMP(EOS(STATIC_1222), i312) -> f1253_0_test_Load(EOS(STATIC_1253), i312) :|: TRUE
11.38/4.24	f1253_0_test_Load(EOS(STATIC_1253), i312) -> f1197_0_test_Load(EOS(STATIC_1197), i312) :|: TRUE
11.38/4.24	f1197_0_test_Load(EOS(STATIC_1197), i300) -> f1201_0_test_LE(EOS(STATIC_1201), i300, i300) :|: TRUE
11.38/4.24	Combined rules. Obtained 1 IRulesP rules:
11.38/4.24	f1201_0_test_LE(EOS(STATIC_1201), i307:0, i307:0) -> f1201_0_test_LE(EOS(STATIC_1201), i307:0 - 1, i307:0 - 1) :|: i307:0 > 0
11.38/4.24	Filtered constant ground arguments:
11.38/4.24	   f1201_0_test_LE(x1, x2, x3) -> f1201_0_test_LE(x2, x3)
11.38/4.24	   EOS(x1) -> EOS
11.38/4.24	Filtered duplicate arguments:
11.38/4.24	   f1201_0_test_LE(x1, x2) -> f1201_0_test_LE(x2)
11.38/4.24	Finished conversion. Obtained 1 rules.P rules:
11.38/4.24	f1201_0_test_LE(i307:0) -> f1201_0_test_LE(i307:0 - 1) :|: i307:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(48)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f1201_0_test_LE(i307:0) -> f1201_0_test_LE(i307:0 - 1) :|: i307:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(49) IRSFormatTransformerProof (EQUIVALENT)
11.38/4.24	Reformatted IRS to match normalized format (transformed away non-linear left-hand sides, !=, / and %).
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(50)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f1201_0_test_LE(i307:0) -> f1201_0_test_LE(arith) :|: i307:0 > 0 && arith = i307:0 - 1
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(51) IRSwTTerminationDigraphProof (EQUIVALENT)
11.38/4.24	Constructed termination digraph!
11.38/4.24	Nodes:
11.38/4.24	(1) f1201_0_test_LE(i307:0) -> f1201_0_test_LE(arith) :|: i307:0 > 0 && arith = i307:0 - 1
11.38/4.24	
11.38/4.24	Arcs:
11.38/4.24	(1) -> (1)
11.38/4.24	
11.38/4.24	This digraph is fully evaluated!
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(52)
11.38/4.24	Obligation:
11.38/4.24	
11.38/4.24	Termination digraph:
11.38/4.24	Nodes:
11.38/4.24	(1) f1201_0_test_LE(i307:0) -> f1201_0_test_LE(arith) :|: i307:0 > 0 && arith = i307:0 - 1
11.38/4.24	
11.38/4.24	Arcs:
11.38/4.24	(1) -> (1)
11.38/4.24	
11.38/4.24	This digraph is fully evaluated!
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(53) IntTRSCompressionProof (EQUIVALENT)
11.38/4.24	Compressed rules.
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(54)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f1201_0_test_LE(i307:0:0) -> f1201_0_test_LE(i307:0:0 - 1) :|: i307:0:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(55) TempFilterProof (SOUND)
11.38/4.24	Used the following sort dictionary for filtering: 
11.38/4.24	f1201_0_test_LE(INTEGER)
11.38/4.24	Replaced non-predefined constructor symbols by 0.
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(56)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f1201_0_test_LE(i307:0:0) -> f1201_0_test_LE(c) :|: c = i307:0:0 - 1 && i307:0:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(57) RankingReductionPairProof (EQUIVALENT)
11.38/4.24	Interpretation:
11.38/4.24	[ f1201_0_test_LE ] = f1201_0_test_LE_1
11.38/4.24	
11.38/4.24	The following rules are decreasing:
11.38/4.24	f1201_0_test_LE(i307:0:0) -> f1201_0_test_LE(c) :|: c = i307:0:0 - 1 && i307:0:0 > 0
11.38/4.24	
11.38/4.24	The following rules are bounded:
11.38/4.24	f1201_0_test_LE(i307:0:0) -> f1201_0_test_LE(c) :|: c = i307:0:0 - 1 && i307:0:0 > 0
11.38/4.24	
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(58)
11.38/4.24	YES
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(59)
11.38/4.24	Obligation:
11.38/4.24	SCC of termination graph based on JBC Program.
11.38/4.24	SCC contains nodes from the following methods: Test9.test(I)V
11.38/4.24	SCC calls the following helper methods: 
11.38/4.24	Performed SCC analyses:
11.38/4.24	*Used field analysis yielded the following read fields:
11.38/4.24	
11.38/4.24	*Marker field analysis yielded the following relations that could be markers:
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(60) SCCToIRSProof (SOUND)
11.38/4.24	Transformed FIGraph SCCs to intTRSs. Log: 
11.38/4.24	Generated rules. Obtained 6 IRulesP rules:
11.38/4.24	f1141_0_test_LE(EOS(STATIC_1141), i287, i287) -> f1143_0_test_LE(EOS(STATIC_1143), i287, i287) :|: TRUE
11.38/4.24	f1143_0_test_LE(EOS(STATIC_1143), i287, i287) -> f1147_0_test_Inc(EOS(STATIC_1147), i287) :|: i287 > 0
11.38/4.24	f1147_0_test_Inc(EOS(STATIC_1147), i287) -> f1151_0_test_JMP(EOS(STATIC_1151), i287 + -1) :|: TRUE
11.38/4.24	f1151_0_test_JMP(EOS(STATIC_1151), i289) -> f1182_0_test_Load(EOS(STATIC_1182), i289) :|: TRUE
11.38/4.24	f1182_0_test_Load(EOS(STATIC_1182), i289) -> f1140_0_test_Load(EOS(STATIC_1140), i289) :|: TRUE
11.38/4.24	f1140_0_test_Load(EOS(STATIC_1140), i284) -> f1141_0_test_LE(EOS(STATIC_1141), i284, i284) :|: TRUE
11.38/4.24	Combined rules. Obtained 1 IRulesP rules:
11.38/4.24	f1141_0_test_LE(EOS(STATIC_1141), i287:0, i287:0) -> f1141_0_test_LE(EOS(STATIC_1141), i287:0 - 1, i287:0 - 1) :|: i287:0 > 0
11.38/4.24	Filtered constant ground arguments:
11.38/4.24	   f1141_0_test_LE(x1, x2, x3) -> f1141_0_test_LE(x2, x3)
11.38/4.24	   EOS(x1) -> EOS
11.38/4.24	Filtered duplicate arguments:
11.38/4.24	   f1141_0_test_LE(x1, x2) -> f1141_0_test_LE(x2)
11.38/4.24	Finished conversion. Obtained 1 rules.P rules:
11.38/4.24	f1141_0_test_LE(i287:0) -> f1141_0_test_LE(i287:0 - 1) :|: i287:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(61)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f1141_0_test_LE(i287:0) -> f1141_0_test_LE(i287:0 - 1) :|: i287:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(62) IRSFormatTransformerProof (EQUIVALENT)
11.38/4.24	Reformatted IRS to match normalized format (transformed away non-linear left-hand sides, !=, / and %).
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(63)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f1141_0_test_LE(i287:0) -> f1141_0_test_LE(arith) :|: i287:0 > 0 && arith = i287:0 - 1
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(64) IRSwTTerminationDigraphProof (EQUIVALENT)
11.38/4.24	Constructed termination digraph!
11.38/4.24	Nodes:
11.38/4.24	(1) f1141_0_test_LE(i287:0) -> f1141_0_test_LE(arith) :|: i287:0 > 0 && arith = i287:0 - 1
11.38/4.24	
11.38/4.24	Arcs:
11.38/4.24	(1) -> (1)
11.38/4.24	
11.38/4.24	This digraph is fully evaluated!
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(65)
11.38/4.24	Obligation:
11.38/4.24	
11.38/4.24	Termination digraph:
11.38/4.24	Nodes:
11.38/4.24	(1) f1141_0_test_LE(i287:0) -> f1141_0_test_LE(arith) :|: i287:0 > 0 && arith = i287:0 - 1
11.38/4.24	
11.38/4.24	Arcs:
11.38/4.24	(1) -> (1)
11.38/4.24	
11.38/4.24	This digraph is fully evaluated!
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(66) IntTRSCompressionProof (EQUIVALENT)
11.38/4.24	Compressed rules.
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(67)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f1141_0_test_LE(i287:0:0) -> f1141_0_test_LE(i287:0:0 - 1) :|: i287:0:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(68) TempFilterProof (SOUND)
11.38/4.24	Used the following sort dictionary for filtering: 
11.38/4.24	f1141_0_test_LE(INTEGER)
11.38/4.24	Replaced non-predefined constructor symbols by 0.
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(69)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f1141_0_test_LE(i287:0:0) -> f1141_0_test_LE(c) :|: c = i287:0:0 - 1 && i287:0:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(70) PolynomialOrderProcessor (EQUIVALENT)
11.38/4.24	Found the following polynomial interpretation:
11.38/4.24	[f1141_0_test_LE(x)] = x
11.38/4.24	
11.38/4.24	The following rules are decreasing:
11.38/4.24	f1141_0_test_LE(i287:0:0) -> f1141_0_test_LE(c) :|: c = i287:0:0 - 1 && i287:0:0 > 0
11.38/4.24	The following rules are bounded:
11.38/4.24	f1141_0_test_LE(i287:0:0) -> f1141_0_test_LE(c) :|: c = i287:0:0 - 1 && i287:0:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(71)
11.38/4.24	YES
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(72)
11.38/4.24	Obligation:
11.38/4.24	SCC of termination graph based on JBC Program.
11.38/4.24	SCC contains nodes from the following methods: Test9.test(I)V
11.38/4.24	SCC calls the following helper methods: 
11.38/4.24	Performed SCC analyses:
11.38/4.24	*Used field analysis yielded the following read fields:
11.38/4.24	
11.38/4.24	*Marker field analysis yielded the following relations that could be markers:
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(73) SCCToIRSProof (SOUND)
11.38/4.24	Transformed FIGraph SCCs to intTRSs. Log: 
11.38/4.24	Generated rules. Obtained 6 IRulesP rules:
11.38/4.24	f1065_0_test_LE(EOS(STATIC_1065), i269, i269) -> f1067_0_test_LE(EOS(STATIC_1067), i269, i269) :|: TRUE
11.38/4.24	f1067_0_test_LE(EOS(STATIC_1067), i269, i269) -> f1069_0_test_Inc(EOS(STATIC_1069), i269) :|: i269 > 0
11.38/4.24	f1069_0_test_Inc(EOS(STATIC_1069), i269) -> f1071_0_test_JMP(EOS(STATIC_1071), i269 + -1) :|: TRUE
11.38/4.24	f1071_0_test_JMP(EOS(STATIC_1071), i270) -> f1115_0_test_Load(EOS(STATIC_1115), i270) :|: TRUE
11.38/4.24	f1115_0_test_Load(EOS(STATIC_1115), i270) -> f1064_0_test_Load(EOS(STATIC_1064), i270) :|: TRUE
11.38/4.24	f1064_0_test_Load(EOS(STATIC_1064), i267) -> f1065_0_test_LE(EOS(STATIC_1065), i267, i267) :|: TRUE
11.38/4.24	Combined rules. Obtained 1 IRulesP rules:
11.38/4.24	f1065_0_test_LE(EOS(STATIC_1065), i269:0, i269:0) -> f1065_0_test_LE(EOS(STATIC_1065), i269:0 - 1, i269:0 - 1) :|: i269:0 > 0
11.38/4.24	Filtered constant ground arguments:
11.38/4.24	   f1065_0_test_LE(x1, x2, x3) -> f1065_0_test_LE(x2, x3)
11.38/4.24	   EOS(x1) -> EOS
11.38/4.24	Filtered duplicate arguments:
11.38/4.24	   f1065_0_test_LE(x1, x2) -> f1065_0_test_LE(x2)
11.38/4.24	Finished conversion. Obtained 1 rules.P rules:
11.38/4.24	f1065_0_test_LE(i269:0) -> f1065_0_test_LE(i269:0 - 1) :|: i269:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(74)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f1065_0_test_LE(i269:0) -> f1065_0_test_LE(i269:0 - 1) :|: i269:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(75) IRSFormatTransformerProof (EQUIVALENT)
11.38/4.24	Reformatted IRS to match normalized format (transformed away non-linear left-hand sides, !=, / and %).
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(76)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f1065_0_test_LE(i269:0) -> f1065_0_test_LE(arith) :|: i269:0 > 0 && arith = i269:0 - 1
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(77) IRSwTTerminationDigraphProof (EQUIVALENT)
11.38/4.24	Constructed termination digraph!
11.38/4.24	Nodes:
11.38/4.24	(1) f1065_0_test_LE(i269:0) -> f1065_0_test_LE(arith) :|: i269:0 > 0 && arith = i269:0 - 1
11.38/4.24	
11.38/4.24	Arcs:
11.38/4.24	(1) -> (1)
11.38/4.24	
11.38/4.24	This digraph is fully evaluated!
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(78)
11.38/4.24	Obligation:
11.38/4.24	
11.38/4.24	Termination digraph:
11.38/4.24	Nodes:
11.38/4.24	(1) f1065_0_test_LE(i269:0) -> f1065_0_test_LE(arith) :|: i269:0 > 0 && arith = i269:0 - 1
11.38/4.24	
11.38/4.24	Arcs:
11.38/4.24	(1) -> (1)
11.38/4.24	
11.38/4.24	This digraph is fully evaluated!
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(79) IntTRSCompressionProof (EQUIVALENT)
11.38/4.24	Compressed rules.
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(80)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f1065_0_test_LE(i269:0:0) -> f1065_0_test_LE(i269:0:0 - 1) :|: i269:0:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(81) TempFilterProof (SOUND)
11.38/4.24	Used the following sort dictionary for filtering: 
11.38/4.24	f1065_0_test_LE(INTEGER)
11.38/4.24	Replaced non-predefined constructor symbols by 0.
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(82)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f1065_0_test_LE(i269:0:0) -> f1065_0_test_LE(c) :|: c = i269:0:0 - 1 && i269:0:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(83) RankingReductionPairProof (EQUIVALENT)
11.38/4.24	Interpretation:
11.38/4.24	[ f1065_0_test_LE ] = f1065_0_test_LE_1
11.38/4.24	
11.38/4.24	The following rules are decreasing:
11.38/4.24	f1065_0_test_LE(i269:0:0) -> f1065_0_test_LE(c) :|: c = i269:0:0 - 1 && i269:0:0 > 0
11.38/4.24	
11.38/4.24	The following rules are bounded:
11.38/4.24	f1065_0_test_LE(i269:0:0) -> f1065_0_test_LE(c) :|: c = i269:0:0 - 1 && i269:0:0 > 0
11.38/4.24	
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(84)
11.38/4.24	YES
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(85)
11.38/4.24	Obligation:
11.38/4.24	SCC of termination graph based on JBC Program.
11.38/4.24	SCC contains nodes from the following methods: Test9.test(I)V
11.38/4.24	SCC calls the following helper methods: 
11.38/4.24	Performed SCC analyses:
11.38/4.24	*Used field analysis yielded the following read fields:
11.38/4.24	
11.38/4.24	*Marker field analysis yielded the following relations that could be markers:
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(86) SCCToIRSProof (SOUND)
11.38/4.24	Transformed FIGraph SCCs to intTRSs. Log: 
11.38/4.24	Generated rules. Obtained 6 IRulesP rules:
11.38/4.24	f1009_0_test_LE(EOS(STATIC_1009), i252, i252) -> f1014_0_test_LE(EOS(STATIC_1014), i252, i252) :|: TRUE
11.38/4.24	f1014_0_test_LE(EOS(STATIC_1014), i252, i252) -> f1019_0_test_Inc(EOS(STATIC_1019), i252) :|: i252 > 0
11.38/4.24	f1019_0_test_Inc(EOS(STATIC_1019), i252) -> f1024_0_test_JMP(EOS(STATIC_1024), i252 + -1) :|: TRUE
11.38/4.24	f1024_0_test_JMP(EOS(STATIC_1024), i254) -> f1057_0_test_Load(EOS(STATIC_1057), i254) :|: TRUE
11.38/4.24	f1057_0_test_Load(EOS(STATIC_1057), i254) -> f1007_0_test_Load(EOS(STATIC_1007), i254) :|: TRUE
11.38/4.24	f1007_0_test_Load(EOS(STATIC_1007), i249) -> f1009_0_test_LE(EOS(STATIC_1009), i249, i249) :|: TRUE
11.38/4.24	Combined rules. Obtained 1 IRulesP rules:
11.38/4.24	f1009_0_test_LE(EOS(STATIC_1009), i252:0, i252:0) -> f1009_0_test_LE(EOS(STATIC_1009), i252:0 - 1, i252:0 - 1) :|: i252:0 > 0
11.38/4.24	Filtered constant ground arguments:
11.38/4.24	   f1009_0_test_LE(x1, x2, x3) -> f1009_0_test_LE(x2, x3)
11.38/4.24	   EOS(x1) -> EOS
11.38/4.24	Filtered duplicate arguments:
11.38/4.24	   f1009_0_test_LE(x1, x2) -> f1009_0_test_LE(x2)
11.38/4.24	Finished conversion. Obtained 1 rules.P rules:
11.38/4.24	f1009_0_test_LE(i252:0) -> f1009_0_test_LE(i252:0 - 1) :|: i252:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(87)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f1009_0_test_LE(i252:0) -> f1009_0_test_LE(i252:0 - 1) :|: i252:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(88) IRSFormatTransformerProof (EQUIVALENT)
11.38/4.24	Reformatted IRS to match normalized format (transformed away non-linear left-hand sides, !=, / and %).
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(89)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f1009_0_test_LE(i252:0) -> f1009_0_test_LE(arith) :|: i252:0 > 0 && arith = i252:0 - 1
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(90) IRSwTTerminationDigraphProof (EQUIVALENT)
11.38/4.24	Constructed termination digraph!
11.38/4.24	Nodes:
11.38/4.24	(1) f1009_0_test_LE(i252:0) -> f1009_0_test_LE(arith) :|: i252:0 > 0 && arith = i252:0 - 1
11.38/4.24	
11.38/4.24	Arcs:
11.38/4.24	(1) -> (1)
11.38/4.24	
11.38/4.24	This digraph is fully evaluated!
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(91)
11.38/4.24	Obligation:
11.38/4.24	
11.38/4.24	Termination digraph:
11.38/4.24	Nodes:
11.38/4.24	(1) f1009_0_test_LE(i252:0) -> f1009_0_test_LE(arith) :|: i252:0 > 0 && arith = i252:0 - 1
11.38/4.24	
11.38/4.24	Arcs:
11.38/4.24	(1) -> (1)
11.38/4.24	
11.38/4.24	This digraph is fully evaluated!
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(92) IntTRSCompressionProof (EQUIVALENT)
11.38/4.24	Compressed rules.
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(93)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f1009_0_test_LE(i252:0:0) -> f1009_0_test_LE(i252:0:0 - 1) :|: i252:0:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(94) TempFilterProof (SOUND)
11.38/4.24	Used the following sort dictionary for filtering: 
11.38/4.24	f1009_0_test_LE(INTEGER)
11.38/4.24	Replaced non-predefined constructor symbols by 0.
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(95)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f1009_0_test_LE(i252:0:0) -> f1009_0_test_LE(c) :|: c = i252:0:0 - 1 && i252:0:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(96) PolynomialOrderProcessor (EQUIVALENT)
11.38/4.24	Found the following polynomial interpretation:
11.38/4.24	[f1009_0_test_LE(x)] = x
11.38/4.24	
11.38/4.24	The following rules are decreasing:
11.38/4.24	f1009_0_test_LE(i252:0:0) -> f1009_0_test_LE(c) :|: c = i252:0:0 - 1 && i252:0:0 > 0
11.38/4.24	The following rules are bounded:
11.38/4.24	f1009_0_test_LE(i252:0:0) -> f1009_0_test_LE(c) :|: c = i252:0:0 - 1 && i252:0:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(97)
11.38/4.24	YES
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(98)
11.38/4.24	Obligation:
11.38/4.24	SCC of termination graph based on JBC Program.
11.38/4.24	SCC contains nodes from the following methods: Test9.test(I)V
11.38/4.24	SCC calls the following helper methods: 
11.38/4.24	Performed SCC analyses:
11.38/4.24	*Used field analysis yielded the following read fields:
11.38/4.24	
11.38/4.24	*Marker field analysis yielded the following relations that could be markers:
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(99) SCCToIRSProof (SOUND)
11.38/4.24	Transformed FIGraph SCCs to intTRSs. Log: 
11.38/4.24	Generated rules. Obtained 6 IRulesP rules:
11.38/4.24	f940_0_test_LE(EOS(STATIC_940), i238, i238) -> f944_0_test_LE(EOS(STATIC_944), i238, i238) :|: TRUE
11.38/4.24	f944_0_test_LE(EOS(STATIC_944), i238, i238) -> f948_0_test_Inc(EOS(STATIC_948), i238) :|: i238 > 0
11.38/4.24	f948_0_test_Inc(EOS(STATIC_948), i238) -> f954_0_test_JMP(EOS(STATIC_954), i238 + -1) :|: TRUE
11.38/4.24	f954_0_test_JMP(EOS(STATIC_954), i240) -> f983_0_test_Load(EOS(STATIC_983), i240) :|: TRUE
11.38/4.24	f983_0_test_Load(EOS(STATIC_983), i240) -> f937_0_test_Load(EOS(STATIC_937), i240) :|: TRUE
11.38/4.24	f937_0_test_Load(EOS(STATIC_937), i233) -> f940_0_test_LE(EOS(STATIC_940), i233, i233) :|: TRUE
11.38/4.24	Combined rules. Obtained 1 IRulesP rules:
11.38/4.24	f940_0_test_LE(EOS(STATIC_940), i238:0, i238:0) -> f940_0_test_LE(EOS(STATIC_940), i238:0 - 1, i238:0 - 1) :|: i238:0 > 0
11.38/4.24	Filtered constant ground arguments:
11.38/4.24	   f940_0_test_LE(x1, x2, x3) -> f940_0_test_LE(x2, x3)
11.38/4.24	   EOS(x1) -> EOS
11.38/4.24	Filtered duplicate arguments:
11.38/4.24	   f940_0_test_LE(x1, x2) -> f940_0_test_LE(x2)
11.38/4.24	Finished conversion. Obtained 1 rules.P rules:
11.38/4.24	f940_0_test_LE(i238:0) -> f940_0_test_LE(i238:0 - 1) :|: i238:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(100)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f940_0_test_LE(i238:0) -> f940_0_test_LE(i238:0 - 1) :|: i238:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(101) IRSFormatTransformerProof (EQUIVALENT)
11.38/4.24	Reformatted IRS to match normalized format (transformed away non-linear left-hand sides, !=, / and %).
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(102)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f940_0_test_LE(i238:0) -> f940_0_test_LE(arith) :|: i238:0 > 0 && arith = i238:0 - 1
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(103) IRSwTTerminationDigraphProof (EQUIVALENT)
11.38/4.24	Constructed termination digraph!
11.38/4.24	Nodes:
11.38/4.24	(1) f940_0_test_LE(i238:0) -> f940_0_test_LE(arith) :|: i238:0 > 0 && arith = i238:0 - 1
11.38/4.24	
11.38/4.24	Arcs:
11.38/4.24	(1) -> (1)
11.38/4.24	
11.38/4.24	This digraph is fully evaluated!
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(104)
11.38/4.24	Obligation:
11.38/4.24	
11.38/4.24	Termination digraph:
11.38/4.24	Nodes:
11.38/4.24	(1) f940_0_test_LE(i238:0) -> f940_0_test_LE(arith) :|: i238:0 > 0 && arith = i238:0 - 1
11.38/4.24	
11.38/4.24	Arcs:
11.38/4.24	(1) -> (1)
11.38/4.24	
11.38/4.24	This digraph is fully evaluated!
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(105) IntTRSCompressionProof (EQUIVALENT)
11.38/4.24	Compressed rules.
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(106)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f940_0_test_LE(i238:0:0) -> f940_0_test_LE(i238:0:0 - 1) :|: i238:0:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(107) TempFilterProof (SOUND)
11.38/4.24	Used the following sort dictionary for filtering: 
11.38/4.24	f940_0_test_LE(INTEGER)
11.38/4.24	Replaced non-predefined constructor symbols by 0.
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(108)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f940_0_test_LE(i238:0:0) -> f940_0_test_LE(c) :|: c = i238:0:0 - 1 && i238:0:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(109) PolynomialOrderProcessor (EQUIVALENT)
11.38/4.24	Found the following polynomial interpretation:
11.38/4.24	[f940_0_test_LE(x)] = x
11.38/4.24	
11.38/4.24	The following rules are decreasing:
11.38/4.24	f940_0_test_LE(i238:0:0) -> f940_0_test_LE(c) :|: c = i238:0:0 - 1 && i238:0:0 > 0
11.38/4.24	The following rules are bounded:
11.38/4.24	f940_0_test_LE(i238:0:0) -> f940_0_test_LE(c) :|: c = i238:0:0 - 1 && i238:0:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(110)
11.38/4.24	YES
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(111)
11.38/4.24	Obligation:
11.38/4.24	SCC of termination graph based on JBC Program.
11.38/4.24	SCC contains nodes from the following methods: Test9.test(I)V
11.38/4.24	SCC calls the following helper methods: 
11.38/4.24	Performed SCC analyses:
11.38/4.24	*Used field analysis yielded the following read fields:
11.38/4.24	
11.38/4.24	*Marker field analysis yielded the following relations that could be markers:
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(112) SCCToIRSProof (SOUND)
11.38/4.24	Transformed FIGraph SCCs to intTRSs. Log: 
11.38/4.24	Generated rules. Obtained 6 IRulesP rules:
11.38/4.24	f864_0_test_LE(EOS(STATIC_864), i219, i219) -> f868_0_test_LE(EOS(STATIC_868), i219, i219) :|: TRUE
11.38/4.24	f868_0_test_LE(EOS(STATIC_868), i219, i219) -> f878_0_test_Inc(EOS(STATIC_878), i219) :|: i219 > 0
11.38/4.24	f878_0_test_Inc(EOS(STATIC_878), i219) -> f882_0_test_JMP(EOS(STATIC_882), i219 + -1) :|: TRUE
11.38/4.24	f882_0_test_JMP(EOS(STATIC_882), i222) -> f915_0_test_Load(EOS(STATIC_915), i222) :|: TRUE
11.38/4.24	f915_0_test_Load(EOS(STATIC_915), i222) -> f862_0_test_Load(EOS(STATIC_862), i222) :|: TRUE
11.38/4.24	f862_0_test_Load(EOS(STATIC_862), i211) -> f864_0_test_LE(EOS(STATIC_864), i211, i211) :|: TRUE
11.38/4.24	Combined rules. Obtained 1 IRulesP rules:
11.38/4.24	f864_0_test_LE(EOS(STATIC_864), i219:0, i219:0) -> f864_0_test_LE(EOS(STATIC_864), i219:0 - 1, i219:0 - 1) :|: i219:0 > 0
11.38/4.24	Filtered constant ground arguments:
11.38/4.24	   f864_0_test_LE(x1, x2, x3) -> f864_0_test_LE(x2, x3)
11.38/4.24	   EOS(x1) -> EOS
11.38/4.24	Filtered duplicate arguments:
11.38/4.24	   f864_0_test_LE(x1, x2) -> f864_0_test_LE(x2)
11.38/4.24	Finished conversion. Obtained 1 rules.P rules:
11.38/4.24	f864_0_test_LE(i219:0) -> f864_0_test_LE(i219:0 - 1) :|: i219:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(113)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f864_0_test_LE(i219:0) -> f864_0_test_LE(i219:0 - 1) :|: i219:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(114) IRSFormatTransformerProof (EQUIVALENT)
11.38/4.24	Reformatted IRS to match normalized format (transformed away non-linear left-hand sides, !=, / and %).
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(115)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f864_0_test_LE(i219:0) -> f864_0_test_LE(arith) :|: i219:0 > 0 && arith = i219:0 - 1
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(116) IRSwTTerminationDigraphProof (EQUIVALENT)
11.38/4.24	Constructed termination digraph!
11.38/4.24	Nodes:
11.38/4.24	(1) f864_0_test_LE(i219:0) -> f864_0_test_LE(arith) :|: i219:0 > 0 && arith = i219:0 - 1
11.38/4.24	
11.38/4.24	Arcs:
11.38/4.24	(1) -> (1)
11.38/4.24	
11.38/4.24	This digraph is fully evaluated!
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(117)
11.38/4.24	Obligation:
11.38/4.24	
11.38/4.24	Termination digraph:
11.38/4.24	Nodes:
11.38/4.24	(1) f864_0_test_LE(i219:0) -> f864_0_test_LE(arith) :|: i219:0 > 0 && arith = i219:0 - 1
11.38/4.24	
11.38/4.24	Arcs:
11.38/4.24	(1) -> (1)
11.38/4.24	
11.38/4.24	This digraph is fully evaluated!
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(118) IntTRSCompressionProof (EQUIVALENT)
11.38/4.24	Compressed rules.
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(119)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f864_0_test_LE(i219:0:0) -> f864_0_test_LE(i219:0:0 - 1) :|: i219:0:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(120) TempFilterProof (SOUND)
11.38/4.24	Used the following sort dictionary for filtering: 
11.38/4.24	f864_0_test_LE(INTEGER)
11.38/4.24	Replaced non-predefined constructor symbols by 0.
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(121)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f864_0_test_LE(i219:0:0) -> f864_0_test_LE(c) :|: c = i219:0:0 - 1 && i219:0:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(122) RankingReductionPairProof (EQUIVALENT)
11.38/4.24	Interpretation:
11.38/4.24	[ f864_0_test_LE ] = f864_0_test_LE_1
11.38/4.24	
11.38/4.24	The following rules are decreasing:
11.38/4.24	f864_0_test_LE(i219:0:0) -> f864_0_test_LE(c) :|: c = i219:0:0 - 1 && i219:0:0 > 0
11.38/4.24	
11.38/4.24	The following rules are bounded:
11.38/4.24	f864_0_test_LE(i219:0:0) -> f864_0_test_LE(c) :|: c = i219:0:0 - 1 && i219:0:0 > 0
11.38/4.24	
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(123)
11.38/4.24	YES
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(124)
11.38/4.24	Obligation:
11.38/4.24	SCC of termination graph based on JBC Program.
11.38/4.24	SCC contains nodes from the following methods: Test9.test(I)V
11.38/4.24	SCC calls the following helper methods: 
11.38/4.24	Performed SCC analyses:
11.38/4.24	*Used field analysis yielded the following read fields:
11.38/4.24	
11.38/4.24	*Marker field analysis yielded the following relations that could be markers:
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(125) SCCToIRSProof (SOUND)
11.38/4.24	Transformed FIGraph SCCs to intTRSs. Log: 
11.38/4.24	Generated rules. Obtained 6 IRulesP rules:
11.38/4.24	f794_0_test_LE(EOS(STATIC_794), i193, i193) -> f798_0_test_LE(EOS(STATIC_798), i193, i193) :|: TRUE
11.38/4.24	f798_0_test_LE(EOS(STATIC_798), i193, i193) -> f803_0_test_Inc(EOS(STATIC_803), i193) :|: i193 > 0
11.38/4.24	f803_0_test_Inc(EOS(STATIC_803), i193) -> f807_0_test_JMP(EOS(STATIC_807), i193 + -1) :|: TRUE
11.38/4.24	f807_0_test_JMP(EOS(STATIC_807), i196) -> f837_0_test_Load(EOS(STATIC_837), i196) :|: TRUE
11.38/4.24	f837_0_test_Load(EOS(STATIC_837), i196) -> f792_0_test_Load(EOS(STATIC_792), i196) :|: TRUE
11.38/4.24	f792_0_test_Load(EOS(STATIC_792), i188) -> f794_0_test_LE(EOS(STATIC_794), i188, i188) :|: TRUE
11.38/4.24	Combined rules. Obtained 1 IRulesP rules:
11.38/4.24	f794_0_test_LE(EOS(STATIC_794), i193:0, i193:0) -> f794_0_test_LE(EOS(STATIC_794), i193:0 - 1, i193:0 - 1) :|: i193:0 > 0
11.38/4.24	Filtered constant ground arguments:
11.38/4.24	   f794_0_test_LE(x1, x2, x3) -> f794_0_test_LE(x2, x3)
11.38/4.24	   EOS(x1) -> EOS
11.38/4.24	Filtered duplicate arguments:
11.38/4.24	   f794_0_test_LE(x1, x2) -> f794_0_test_LE(x2)
11.38/4.24	Finished conversion. Obtained 1 rules.P rules:
11.38/4.24	f794_0_test_LE(i193:0) -> f794_0_test_LE(i193:0 - 1) :|: i193:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(126)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f794_0_test_LE(i193:0) -> f794_0_test_LE(i193:0 - 1) :|: i193:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(127) IRSFormatTransformerProof (EQUIVALENT)
11.38/4.24	Reformatted IRS to match normalized format (transformed away non-linear left-hand sides, !=, / and %).
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(128)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f794_0_test_LE(i193:0) -> f794_0_test_LE(arith) :|: i193:0 > 0 && arith = i193:0 - 1
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(129) IRSwTTerminationDigraphProof (EQUIVALENT)
11.38/4.24	Constructed termination digraph!
11.38/4.24	Nodes:
11.38/4.24	(1) f794_0_test_LE(i193:0) -> f794_0_test_LE(arith) :|: i193:0 > 0 && arith = i193:0 - 1
11.38/4.24	
11.38/4.24	Arcs:
11.38/4.24	(1) -> (1)
11.38/4.24	
11.38/4.24	This digraph is fully evaluated!
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(130)
11.38/4.24	Obligation:
11.38/4.24	
11.38/4.24	Termination digraph:
11.38/4.24	Nodes:
11.38/4.24	(1) f794_0_test_LE(i193:0) -> f794_0_test_LE(arith) :|: i193:0 > 0 && arith = i193:0 - 1
11.38/4.24	
11.38/4.24	Arcs:
11.38/4.24	(1) -> (1)
11.38/4.24	
11.38/4.24	This digraph is fully evaluated!
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(131) IntTRSCompressionProof (EQUIVALENT)
11.38/4.24	Compressed rules.
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(132)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f794_0_test_LE(i193:0:0) -> f794_0_test_LE(i193:0:0 - 1) :|: i193:0:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(133) TempFilterProof (SOUND)
11.38/4.24	Used the following sort dictionary for filtering: 
11.38/4.24	f794_0_test_LE(INTEGER)
11.38/4.24	Replaced non-predefined constructor symbols by 0.
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(134)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f794_0_test_LE(i193:0:0) -> f794_0_test_LE(c) :|: c = i193:0:0 - 1 && i193:0:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(135) RankingReductionPairProof (EQUIVALENT)
11.38/4.24	Interpretation:
11.38/4.24	[ f794_0_test_LE ] = f794_0_test_LE_1
11.38/4.24	
11.38/4.24	The following rules are decreasing:
11.38/4.24	f794_0_test_LE(i193:0:0) -> f794_0_test_LE(c) :|: c = i193:0:0 - 1 && i193:0:0 > 0
11.38/4.24	
11.38/4.24	The following rules are bounded:
11.38/4.24	f794_0_test_LE(i193:0:0) -> f794_0_test_LE(c) :|: c = i193:0:0 - 1 && i193:0:0 > 0
11.38/4.24	
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(136)
11.38/4.24	YES
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(137)
11.38/4.24	Obligation:
11.38/4.24	SCC of termination graph based on JBC Program.
11.38/4.24	SCC contains nodes from the following methods: Test9.test(I)V
11.38/4.24	SCC calls the following helper methods: 
11.38/4.24	Performed SCC analyses:
11.38/4.24	*Used field analysis yielded the following read fields:
11.38/4.24	
11.38/4.24	*Marker field analysis yielded the following relations that could be markers:
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(138) SCCToIRSProof (SOUND)
11.38/4.24	Transformed FIGraph SCCs to intTRSs. Log: 
11.38/4.24	Generated rules. Obtained 6 IRulesP rules:
11.38/4.24	f732_0_test_LE(EOS(STATIC_732), i177, i177) -> f734_0_test_LE(EOS(STATIC_734), i177, i177) :|: TRUE
11.38/4.24	f734_0_test_LE(EOS(STATIC_734), i177, i177) -> f736_0_test_Inc(EOS(STATIC_736), i177) :|: i177 > 0
11.38/4.24	f736_0_test_Inc(EOS(STATIC_736), i177) -> f738_0_test_JMP(EOS(STATIC_738), i177 + -1) :|: TRUE
11.38/4.24	f738_0_test_JMP(EOS(STATIC_738), i178) -> f769_0_test_Load(EOS(STATIC_769), i178) :|: TRUE
11.38/4.24	f769_0_test_Load(EOS(STATIC_769), i178) -> f730_0_test_Load(EOS(STATIC_730), i178) :|: TRUE
11.38/4.24	f730_0_test_Load(EOS(STATIC_730), i174) -> f732_0_test_LE(EOS(STATIC_732), i174, i174) :|: TRUE
11.38/4.24	Combined rules. Obtained 1 IRulesP rules:
11.38/4.24	f732_0_test_LE(EOS(STATIC_732), i177:0, i177:0) -> f732_0_test_LE(EOS(STATIC_732), i177:0 - 1, i177:0 - 1) :|: i177:0 > 0
11.38/4.24	Filtered constant ground arguments:
11.38/4.24	   f732_0_test_LE(x1, x2, x3) -> f732_0_test_LE(x2, x3)
11.38/4.24	   EOS(x1) -> EOS
11.38/4.24	Filtered duplicate arguments:
11.38/4.24	   f732_0_test_LE(x1, x2) -> f732_0_test_LE(x2)
11.38/4.24	Finished conversion. Obtained 1 rules.P rules:
11.38/4.24	f732_0_test_LE(i177:0) -> f732_0_test_LE(i177:0 - 1) :|: i177:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(139)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f732_0_test_LE(i177:0) -> f732_0_test_LE(i177:0 - 1) :|: i177:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(140) IRSFormatTransformerProof (EQUIVALENT)
11.38/4.24	Reformatted IRS to match normalized format (transformed away non-linear left-hand sides, !=, / and %).
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(141)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f732_0_test_LE(i177:0) -> f732_0_test_LE(arith) :|: i177:0 > 0 && arith = i177:0 - 1
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(142) IRSwTTerminationDigraphProof (EQUIVALENT)
11.38/4.24	Constructed termination digraph!
11.38/4.24	Nodes:
11.38/4.24	(1) f732_0_test_LE(i177:0) -> f732_0_test_LE(arith) :|: i177:0 > 0 && arith = i177:0 - 1
11.38/4.24	
11.38/4.24	Arcs:
11.38/4.24	(1) -> (1)
11.38/4.24	
11.38/4.24	This digraph is fully evaluated!
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(143)
11.38/4.24	Obligation:
11.38/4.24	
11.38/4.24	Termination digraph:
11.38/4.24	Nodes:
11.38/4.24	(1) f732_0_test_LE(i177:0) -> f732_0_test_LE(arith) :|: i177:0 > 0 && arith = i177:0 - 1
11.38/4.24	
11.38/4.24	Arcs:
11.38/4.24	(1) -> (1)
11.38/4.24	
11.38/4.24	This digraph is fully evaluated!
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(144) IntTRSCompressionProof (EQUIVALENT)
11.38/4.24	Compressed rules.
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(145)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f732_0_test_LE(i177:0:0) -> f732_0_test_LE(i177:0:0 - 1) :|: i177:0:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(146) TempFilterProof (SOUND)
11.38/4.24	Used the following sort dictionary for filtering: 
11.38/4.24	f732_0_test_LE(INTEGER)
11.38/4.24	Replaced non-predefined constructor symbols by 0.
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(147)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f732_0_test_LE(i177:0:0) -> f732_0_test_LE(c) :|: c = i177:0:0 - 1 && i177:0:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(148) PolynomialOrderProcessor (EQUIVALENT)
11.38/4.24	Found the following polynomial interpretation:
11.38/4.24	[f732_0_test_LE(x)] = x
11.38/4.24	
11.38/4.24	The following rules are decreasing:
11.38/4.24	f732_0_test_LE(i177:0:0) -> f732_0_test_LE(c) :|: c = i177:0:0 - 1 && i177:0:0 > 0
11.38/4.24	The following rules are bounded:
11.38/4.24	f732_0_test_LE(i177:0:0) -> f732_0_test_LE(c) :|: c = i177:0:0 - 1 && i177:0:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(149)
11.38/4.24	YES
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(150)
11.38/4.24	Obligation:
11.38/4.24	SCC of termination graph based on JBC Program.
11.38/4.24	SCC contains nodes from the following methods: Test9.test(I)V
11.38/4.24	SCC calls the following helper methods: 
11.38/4.24	Performed SCC analyses:
11.38/4.24	*Used field analysis yielded the following read fields:
11.38/4.24	
11.38/4.24	*Marker field analysis yielded the following relations that could be markers:
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(151) SCCToIRSProof (SOUND)
11.38/4.24	Transformed FIGraph SCCs to intTRSs. Log: 
11.38/4.24	Generated rules. Obtained 6 IRulesP rules:
11.38/4.24	f649_0_test_LE(EOS(STATIC_649), i155, i155) -> f653_0_test_LE(EOS(STATIC_653), i155, i155) :|: TRUE
11.38/4.24	f653_0_test_LE(EOS(STATIC_653), i155, i155) -> f657_0_test_Inc(EOS(STATIC_657), i155) :|: i155 > 0
11.38/4.24	f657_0_test_Inc(EOS(STATIC_657), i155) -> f662_0_test_JMP(EOS(STATIC_662), i155 + -1) :|: TRUE
11.38/4.24	f662_0_test_JMP(EOS(STATIC_662), i159) -> f707_0_test_Load(EOS(STATIC_707), i159) :|: TRUE
11.38/4.24	f707_0_test_Load(EOS(STATIC_707), i159) -> f645_0_test_Load(EOS(STATIC_645), i159) :|: TRUE
11.38/4.24	f645_0_test_Load(EOS(STATIC_645), i150) -> f649_0_test_LE(EOS(STATIC_649), i150, i150) :|: TRUE
11.38/4.24	Combined rules. Obtained 1 IRulesP rules:
11.38/4.24	f649_0_test_LE(EOS(STATIC_649), i155:0, i155:0) -> f649_0_test_LE(EOS(STATIC_649), i155:0 - 1, i155:0 - 1) :|: i155:0 > 0
11.38/4.24	Filtered constant ground arguments:
11.38/4.24	   f649_0_test_LE(x1, x2, x3) -> f649_0_test_LE(x2, x3)
11.38/4.24	   EOS(x1) -> EOS
11.38/4.24	Filtered duplicate arguments:
11.38/4.24	   f649_0_test_LE(x1, x2) -> f649_0_test_LE(x2)
11.38/4.24	Finished conversion. Obtained 1 rules.P rules:
11.38/4.24	f649_0_test_LE(i155:0) -> f649_0_test_LE(i155:0 - 1) :|: i155:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(152)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f649_0_test_LE(i155:0) -> f649_0_test_LE(i155:0 - 1) :|: i155:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(153) IRSFormatTransformerProof (EQUIVALENT)
11.38/4.24	Reformatted IRS to match normalized format (transformed away non-linear left-hand sides, !=, / and %).
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(154)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f649_0_test_LE(i155:0) -> f649_0_test_LE(arith) :|: i155:0 > 0 && arith = i155:0 - 1
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(155) IRSwTTerminationDigraphProof (EQUIVALENT)
11.38/4.24	Constructed termination digraph!
11.38/4.24	Nodes:
11.38/4.24	(1) f649_0_test_LE(i155:0) -> f649_0_test_LE(arith) :|: i155:0 > 0 && arith = i155:0 - 1
11.38/4.24	
11.38/4.24	Arcs:
11.38/4.24	(1) -> (1)
11.38/4.24	
11.38/4.24	This digraph is fully evaluated!
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(156)
11.38/4.24	Obligation:
11.38/4.24	
11.38/4.24	Termination digraph:
11.38/4.24	Nodes:
11.38/4.24	(1) f649_0_test_LE(i155:0) -> f649_0_test_LE(arith) :|: i155:0 > 0 && arith = i155:0 - 1
11.38/4.24	
11.38/4.24	Arcs:
11.38/4.24	(1) -> (1)
11.38/4.24	
11.38/4.24	This digraph is fully evaluated!
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(157) IntTRSCompressionProof (EQUIVALENT)
11.38/4.24	Compressed rules.
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(158)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f649_0_test_LE(i155:0:0) -> f649_0_test_LE(i155:0:0 - 1) :|: i155:0:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(159) TempFilterProof (SOUND)
11.38/4.24	Used the following sort dictionary for filtering: 
11.38/4.24	f649_0_test_LE(INTEGER)
11.38/4.24	Replaced non-predefined constructor symbols by 0.
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(160)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f649_0_test_LE(i155:0:0) -> f649_0_test_LE(c) :|: c = i155:0:0 - 1 && i155:0:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(161) PolynomialOrderProcessor (EQUIVALENT)
11.38/4.24	Found the following polynomial interpretation:
11.38/4.24	[f649_0_test_LE(x)] = x
11.38/4.24	
11.38/4.24	The following rules are decreasing:
11.38/4.24	f649_0_test_LE(i155:0:0) -> f649_0_test_LE(c) :|: c = i155:0:0 - 1 && i155:0:0 > 0
11.38/4.24	The following rules are bounded:
11.38/4.24	f649_0_test_LE(i155:0:0) -> f649_0_test_LE(c) :|: c = i155:0:0 - 1 && i155:0:0 > 0
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(162)
11.38/4.24	YES
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(163)
11.38/4.24	Obligation:
11.38/4.24	SCC of termination graph based on JBC Program.
11.38/4.24	SCC contains nodes from the following methods: Test9.main([Ljava/lang/String;)V
11.38/4.24	SCC calls the following helper methods: Test9.test(I)V
11.38/4.24	Performed SCC analyses:
11.38/4.24	*Used field analysis yielded the following read fields:
11.38/4.24	
11.38/4.24	*Marker field analysis yielded the following relations that could be markers:
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(164) SCCToIRSProof (SOUND)
11.38/4.24	Transformed FIGraph SCCs to intTRSs. Log: 
11.38/4.24	Generated rules. Obtained 29 IRulesP rules:
11.38/4.24	f15_0_main_ConstantStackPush(EOS(STATIC_15), i4, i4) -> f16_0_main_Cmp(EOS(STATIC_16), i4, i4) :|: TRUE
11.38/4.24	f16_0_main_Cmp(EOS(STATIC_16), i6, i6) -> f20_0_main_Cmp(EOS(STATIC_20), i6, i6) :|: TRUE
11.38/4.24	f20_0_main_Cmp(EOS(STATIC_20), i6, i6) -> f32_0_main_LE(EOS(STATIC_32), i6, 1) :|: TRUE
11.38/4.24	f32_0_main_LE(EOS(STATIC_32), i6, matching1) -> f36_0_main_Load(EOS(STATIC_36), i6) :|: 1 > 0 && matching1 = 1
11.38/4.24	f36_0_main_Load(EOS(STATIC_36), i6) -> f38_0_main_TypeCast(EOS(STATIC_38), i6, i6) :|: TRUE
11.38/4.24	f38_0_main_TypeCast(EOS(STATIC_38), i6, i6) -> f39_0_main_Store(EOS(STATIC_39), i6, i10) :|: i10 = i6
11.38/4.24	f39_0_main_Store(EOS(STATIC_39), i6, i10) -> f40_0_main_Load(EOS(STATIC_40), i6, i10) :|: TRUE
11.38/4.24	f40_0_main_Load(EOS(STATIC_40), i6, i10) -> f42_0_main_ConstantStackPush(EOS(STATIC_42), i6, i10, i10) :|: TRUE
11.38/4.24	f42_0_main_ConstantStackPush(EOS(STATIC_42), i6, i10, i10) -> f43_0_main_GE(EOS(STATIC_43), i6, i10, i10, 100) :|: TRUE
11.38/4.24	f43_0_main_GE(EOS(STATIC_43), i6, i11, i11, matching1) -> f46_0_main_GE(EOS(STATIC_46), i6, i11, i11, 100) :|: TRUE && matching1 = 100
11.38/4.24	f43_0_main_GE(EOS(STATIC_43), i6, i12, i12, matching1) -> f47_0_main_GE(EOS(STATIC_47), i6, i12, i12, 100) :|: TRUE && matching1 = 100
11.38/4.24	f46_0_main_GE(EOS(STATIC_46), i6, i11, i11, matching1) -> f49_0_main_Load(EOS(STATIC_49), i6, i11) :|: i11 < 100 && matching1 = 100
11.38/4.24	f49_0_main_Load(EOS(STATIC_49), i6, i11) -> f53_0_main_InvokeMethod(EOS(STATIC_53), i6, i11, i11) :|: TRUE
11.38/4.24	f53_0_main_InvokeMethod(EOS(STATIC_53), i6, i11, i11) -> f55_0_test_Load(EOS(STATIC_55), i11, i11) :|: i11 >= 1
11.38/4.24	f53_0_main_InvokeMethod(EOS(STATIC_53), i6, i11, i11) -> f55_1_test_Load(EOS(STATIC_55), i6, i11, i11) :|: i11 >= 1
11.38/4.24	f55_0_test_Load(EOS(STATIC_55), i11, i11) -> f1947_0_test_Load(EOS(STATIC_1947), i11, i11) :|: TRUE
11.38/4.24	f1676_0_test_Return(EOS(STATIC_1676), i6, i417) -> f1679_0_main_Inc(EOS(STATIC_1679), i6, i417) :|: TRUE
11.38/4.24	f1679_0_main_Inc(EOS(STATIC_1679), i6, i417) -> f1683_0_main_JMP(EOS(STATIC_1683), i6, i417 + 1) :|: TRUE
11.38/4.24	f1683_0_main_JMP(EOS(STATIC_1683), i6, i429) -> f1691_0_main_Load(EOS(STATIC_1691), i6, i429) :|: TRUE
11.38/4.24	f1691_0_main_Load(EOS(STATIC_1691), i6, i429) -> f40_0_main_Load(EOS(STATIC_40), i6, i429) :|: TRUE
11.38/4.24	f47_0_main_GE(EOS(STATIC_47), i6, i12, i12, matching1) -> f51_0_main_Load(EOS(STATIC_51), i6) :|: i12 >= 100 && matching1 = 100
11.38/4.24	f51_0_main_Load(EOS(STATIC_51), i6) -> f54_0_main_ConstantStackPush(EOS(STATIC_54), i6) :|: TRUE
11.38/4.24	f54_0_main_ConstantStackPush(EOS(STATIC_54), i6) -> f56_0_main_IntArithmetic(EOS(STATIC_56), i6, 1) :|: TRUE
11.38/4.24	f56_0_main_IntArithmetic(EOS(STATIC_56), i6, matching1) -> f67_0_main_Store(EOS(STATIC_67), i6 - 1) :|: i6 > 0 && matching1 = 1
11.38/4.24	f67_0_main_Store(EOS(STATIC_67), i14) -> f69_0_main_JMP(EOS(STATIC_69), i14) :|: TRUE
11.38/4.24	f69_0_main_JMP(EOS(STATIC_69), i14) -> f97_0_main_Load(EOS(STATIC_97), i14) :|: TRUE
11.38/4.24	f97_0_main_Load(EOS(STATIC_97), i14) -> f14_0_main_Load(EOS(STATIC_14), i14) :|: TRUE
11.38/4.24	f14_0_main_Load(EOS(STATIC_14), i4) -> f15_0_main_ConstantStackPush(EOS(STATIC_15), i4, i4) :|: TRUE
11.38/4.24	f55_1_test_Load(EOS(STATIC_55), i6, i417, i417) -> f1676_0_test_Return(EOS(STATIC_1676), i6, i417) :|: TRUE
11.38/4.24	Combined rules. Obtained 3 IRulesP rules:
11.38/4.24	f43_0_main_GE(EOS(STATIC_43), i6:0, i11:0, i11:0, 100) -> f43_0_main_GE(EOS(STATIC_43), i6:0, i11:0 + 1, i11:0 + 1, 100) :|: i11:0 > 0 && i11:0 < 100
11.38/4.24	f43_0_main_GE(EOS(STATIC_43), i6:0, i12:0, i12:0, 100) -> f43_0_main_GE(EOS(STATIC_43), i6:0 - 1, i6:0 - 1, i6:0 - 1, 100) :|: i6:0 > 0 && i12:0 > 99
11.38/4.24	Removed following non-SCC rules:
11.38/4.24	f43_0_main_GE(EOS(STATIC_43), i6:0, i11:0, i11:0, 100) -> f1947_0_test_Load(EOS(STATIC_1947), i11:0, i11:0) :|: i11:0 > 0 && i11:0 < 100
11.38/4.24	Filtered constant ground arguments:
11.38/4.24	   f43_0_main_GE(x1, x2, x3, x4, x5) -> f43_0_main_GE(x2, x3, x4)
11.38/4.24	   EOS(x1) -> EOS
11.38/4.24	Filtered duplicate arguments:
11.38/4.24	   f43_0_main_GE(x1, x2, x3) -> f43_0_main_GE(x1, x3)
11.38/4.24	Finished conversion. Obtained 2 rules.P rules:
11.38/4.24	f43_0_main_GE(i6:0, i11:0) -> f43_0_main_GE(i6:0, i11:0 + 1) :|: i11:0 > 0 && i11:0 < 100
11.38/4.24	f43_0_main_GE(i6:0, i12:0) -> f43_0_main_GE(i6:0 - 1, i6:0 - 1) :|: i6:0 > 0 && i12:0 > 99
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(165)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f43_0_main_GE(i6:0, i11:0) -> f43_0_main_GE(i6:0, i11:0 + 1) :|: i11:0 > 0 && i11:0 < 100
11.38/4.24	f43_0_main_GE(x, x1) -> f43_0_main_GE(x - 1, x - 1) :|: x > 0 && x1 > 99
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(166) IRSFormatTransformerProof (EQUIVALENT)
11.38/4.24	Reformatted IRS to match normalized format (transformed away non-linear left-hand sides, !=, / and %).
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(167)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f43_0_main_GE(i6:0, i11:0) -> f43_0_main_GE(i6:0, arith) :|: i11:0 > 0 && i11:0 < 100 && arith = i11:0 + 1
11.38/4.24	f43_0_main_GE(x2, x3) -> f43_0_main_GE(x4, x4) :|: x2 > 0 && x3 > 99 && x4 = x2 - 1 && x4 = x2 - 1
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(168) IRSwTTerminationDigraphProof (EQUIVALENT)
11.38/4.24	Constructed termination digraph!
11.38/4.24	Nodes:
11.38/4.24	(1) f43_0_main_GE(i6:0, i11:0) -> f43_0_main_GE(i6:0, arith) :|: i11:0 > 0 && i11:0 < 100 && arith = i11:0 + 1
11.38/4.24	(2) f43_0_main_GE(x2, x3) -> f43_0_main_GE(x4, x4) :|: x2 > 0 && x3 > 99 && x4 = x2 - 1 && x4 = x2 - 1
11.38/4.24	
11.38/4.24	Arcs:
11.38/4.24	(1) -> (1), (2)
11.38/4.24	(2) -> (1), (2)
11.38/4.24	
11.38/4.24	This digraph is fully evaluated!
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(169)
11.38/4.24	Obligation:
11.38/4.24	
11.38/4.24	Termination digraph:
11.38/4.24	Nodes:
11.38/4.24	(1) f43_0_main_GE(i6:0, i11:0) -> f43_0_main_GE(i6:0, arith) :|: i11:0 > 0 && i11:0 < 100 && arith = i11:0 + 1
11.38/4.24	(2) f43_0_main_GE(x2, x3) -> f43_0_main_GE(x4, x4) :|: x2 > 0 && x3 > 99 && x4 = x2 - 1 && x4 = x2 - 1
11.38/4.24	
11.38/4.24	Arcs:
11.38/4.24	(1) -> (1), (2)
11.38/4.24	(2) -> (1), (2)
11.38/4.24	
11.38/4.24	This digraph is fully evaluated!
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(170) IntTRSCompressionProof (EQUIVALENT)
11.38/4.24	Compressed rules.
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(171)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f43_0_main_GE(i6:0:0, i11:0:0) -> f43_0_main_GE(i6:0:0, i11:0:0 + 1) :|: i11:0:0 > 0 && i11:0:0 < 100
11.38/4.24	f43_0_main_GE(x2:0, x3:0) -> f43_0_main_GE(x2:0 - 1, x2:0 - 1) :|: x2:0 > 0 && x3:0 > 99
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(172) TempFilterProof (SOUND)
11.38/4.24	Used the following sort dictionary for filtering: 
11.38/4.24	f43_0_main_GE(VARIABLE, INTEGER)
11.38/4.24	Replaced non-predefined constructor symbols by 0.
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(173)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f43_0_main_GE(i6:0:0, i11:0:0) -> f43_0_main_GE(i6:0:0, c) :|: c = i11:0:0 + 1 && (i11:0:0 > 0 && i11:0:0 < 100)
11.38/4.24	f43_0_main_GE(x2:0, x3:0) -> f43_0_main_GE(c1, c2) :|: c2 = x2:0 - 1 && c1 = x2:0 - 1 && (x2:0 > 0 && x3:0 > 99)
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(174) RankingReductionPairProof (EQUIVALENT)
11.38/4.24	Interpretation:
11.38/4.24	[ f43_0_main_GE ] = 2*f43_0_main_GE_1 + 1
11.38/4.24	
11.38/4.24	The following rules are decreasing:
11.38/4.24	f43_0_main_GE(x2:0, x3:0) -> f43_0_main_GE(c1, c2) :|: c2 = x2:0 - 1 && c1 = x2:0 - 1 && (x2:0 > 0 && x3:0 > 99)
11.38/4.24	
11.38/4.24	The following rules are bounded:
11.38/4.24	f43_0_main_GE(x2:0, x3:0) -> f43_0_main_GE(c1, c2) :|: c2 = x2:0 - 1 && c1 = x2:0 - 1 && (x2:0 > 0 && x3:0 > 99)
11.38/4.24	
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(175)
11.38/4.24	Obligation:
11.38/4.24	Rules:
11.38/4.24	f43_0_main_GE(i6:0:0, i11:0:0) -> f43_0_main_GE(i6:0:0, c) :|: c = i11:0:0 + 1 && (i11:0:0 > 0 && i11:0:0 < 100)
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(176) RankingReductionPairProof (EQUIVALENT)
11.38/4.24	Interpretation:
11.38/4.24	[ f43_0_main_GE ] = -1*f43_0_main_GE_2
11.38/4.24	
11.38/4.24	The following rules are decreasing:
11.38/4.24	f43_0_main_GE(i6:0:0, i11:0:0) -> f43_0_main_GE(i6:0:0, c) :|: c = i11:0:0 + 1 && (i11:0:0 > 0 && i11:0:0 < 100)
11.38/4.24	
11.38/4.24	The following rules are bounded:
11.38/4.24	f43_0_main_GE(i6:0:0, i11:0:0) -> f43_0_main_GE(i6:0:0, c) :|: c = i11:0:0 + 1 && (i11:0:0 > 0 && i11:0:0 < 100)
11.38/4.24	
11.38/4.24	
11.38/4.24	----------------------------------------
11.38/4.24	
11.38/4.24	(177)
11.38/4.24	YES
11.38/4.28	EOF