3 context: '[n] -> { : n <= 2147483647 and n >= -2147483648 }'
6 extent: '[n] -> { __pet_test_0[x1, x2] : exists (e0 = floor((x2)/3): 3e0 = x2 and
7 x1 <= -1 + n and x1 >= 0 and x2 <= 9) }'
8 value_bounds: '{ [i0] : i0 >= 0 and i0 <= 1 }'
13 extent: '[n] -> { s[] }'
18 domain: '[n] -> { S1[x1] : x1 <= -1 + n and x1 >= 0 }'
19 schedule: '[n] -> { S1[x1] -> [0, x1, 0] }'
25 relation: '[n] -> { S1[x1] -> s[] }'
26 index: '[n] -> { S1[x1] -> s[] }'
27 reference: __pet_ref_0
33 domain: '[n] -> { [S_1[x1, x2] -> [1]] : exists (e0 = floor((x2)/3): 3e0 = x2 and
34 x1 <= -1 + n and x1 >= 0 and x2 <= 9) }'
35 schedule: '[n] -> { S_1[x1, x2] -> [0, x1, 1, -x2, 0] }'
41 relation: '[n] -> { S_1[x1, x2] -> __pet_test_0[x1, x2] }'
42 index: '[n] -> { S_1[x1, x2] -> __pet_test_0[(x1), (x2)] }'
43 reference: __pet_ref_2
50 relation: '[n] -> { S_1[x1, x2] -> [x1] }'
51 index: '[n] -> { S_1[x1, x2] -> [(x1)] }'
52 reference: __pet_ref_3
56 relation: '[n] -> { S_1[x1, x2] -> [x2] }'
57 index: '[n] -> { S_1[x1, x2] -> [(x2)] }'
58 reference: __pet_ref_4
63 relation: '[n] -> { S_1[x1, x2] -> __pet_test_0[x1, 3 + x2] : x2 <= 6 }'
64 index: '[n] -> { S_1[x1, x2] -> __pet_test_0[(x1), ((3 + x2) : x2 <= 6)] }'
65 reference: __pet_ref_1
69 domain: '[n] -> { [S2[x1, x2] -> [1]] : exists (e0 = floor((x2)/3): 3e0 = x2 and
70 x1 <= -1 + n and x1 >= 0 and x2 <= 9) }'
71 schedule: '[n] -> { S2[x1, x2] -> [0, x1, 1, -x2, 1, 0] }'
77 relation: '[n] -> { S2[x1, x2] -> s[] }'
78 index: '[n] -> { S2[x1, x2] -> s[] }'
79 reference: __pet_ref_6
86 relation: '[n] -> { S2[x1, x2] -> s[] }'
87 index: '[n] -> { S2[x1, x2] -> s[] }'
88 reference: __pet_ref_7
93 relation: '[n] -> { S2[x1, x2] -> __pet_test_0[x1, x2] }'
94 index: '[n] -> { S2[x1, x2] -> __pet_test_0[(x1), (x2)] }'
95 reference: __pet_ref_5
99 domain: '[n] -> { R[x1] : x1 <= -1 + n and x1 >= 0 }'
100 schedule: '[n] -> { R[x1] -> [0, x1, 2] }'
106 relation: '[n] -> { R[x1] -> s[] }'
107 index: '[n] -> { R[x1] -> s[] }'
108 reference: __pet_ref_8
113 extension: '[n] -> { __pet_test_0[x1, x2] -> __pet_test_0[x1, x2''] : exists (e0
114 = floor((x2'')/3): 3e0 = x2'' and x1 >= 0 and x1 <= -1 + n and x2'' >= x2 and