gnark-plonky2-verifier/verifier/data/step/common_circuit_data.json
verifier/data/step/common_circuit_data.jsonRaw
1{
2 "config": {
3 "num_wires": 136,
4 "num_routed_wires": 80,
5 "num_constants": 2,
6 "use_base_arithmetic_gate": true,
7 "security_bits": 100,
8 "num_challenges": 2,
9 "zero_knowledge": false,
10 "max_quotient_degree_factor": 8,
11 "fri_config": {
12 "rate_bits": 3,
13 "cap_height": 4,
14 "proof_of_work_bits": 16,
15 "reduction_strategy": {
16 "ConstantArityBits": [
17 4,
18 5
19 ]
20 },
21 "num_query_rounds": 28
22 }
23 },
24 "fri_params": {
25 "config": {
26 "rate_bits": 3,
27 "cap_height": 4,
28 "proof_of_work_bits": 16,
29 "reduction_strategy": {
30 "ConstantArityBits": [
31 4,
32 5
33 ]
34 },
35 "num_query_rounds": 28
36 },
37 "hiding": false,
38 "degree_bits": 13,
39 "reduction_arity_bits": [
40 4,
41 4
42 ]
43 },
44 "gates": [
45 "NoopGate",
46 "PoseidonMdsGate(PhantomData<plonky2_field::goldilocks_field::GoldilocksField>)<WIDTH=12>",
47 "PublicInputGate",
48 "BaseSumGate { num_limbs: 63 } + Base: 2",
49 "ReducingExtensionGate { num_coeffs: 33 }",
50 "ReducingGate { num_coeffs: 44 }",
51 "ArithmeticExtensionGate { num_ops: 10 }",
52 "ArithmeticGate { num_ops: 20 }",
53 "MulExtensionGate { num_ops: 13 }",
54 "ExponentiationGate { num_power_bits: 67, _phantom: PhantomData<plonky2_field::goldilocks_field::GoldilocksField> }<D=2>",
55 "RandomAccessGate { bits: 4, num_copies: 4, num_extra_constants: 2, _phantom: PhantomData<plonky2_field::goldilocks_field::GoldilocksField> }<D=2>",
56 "CosetInterpolationGate { subgroup_bits: 4, degree: 6, barycentric_weights: [17293822565076172801, 18374686475376656385, 18446744069413535745, 281474976645120, 17592186044416, 18446744069414584577, 18446744000695107601, 18446744065119617025, 1152921504338411520, 72057594037927936, 18446744069415632897, 18446462594437939201, 18446726477228539905, 18446744069414584065, 68719476720, 4294967296], _phantom: PhantomData<plonky2_field::goldilocks_field::GoldilocksField> }<D=2>",
57 "PoseidonGate(PhantomData<plonky2_field::goldilocks_field::GoldilocksField>)<WIDTH=12>"
58 ],
59 "selectors_info": {
60 "selector_indices": [
61 0,
62 0,
63 0,
64 0,
65 0,
66 0,
67 1,
68 1,
69 1,
70 1,
71 2,
72 2,
73 3
74 ],
75 "groups": [
76 {
77 "start": 0,
78 "end": 6
79 },
80 {
81 "start": 6,
82 "end": 10
83 },
84 {
85 "start": 10,
86 "end": 12
87 },
88 {
89 "start": 12,
90 "end": 13
91 }
92 ]
93 },
94 "quotient_degree_factor": 8,
95 "num_gate_constraints": 123,
96 "num_constants": 6,
97 "num_public_inputs": 36,
98 "k_is": [
99 1,
100 7,
101 49,
102 343,
103 2401,
104 16807,
105 117649,
106 823543,
107 5764801,
108 40353607,
109 282475249,
110 1977326743,
111 13841287201,
112 96889010407,
113 678223072849,
114 4747561509943,
115 33232930569601,
116 232630513987207,
117 1628413597910449,
118 11398895185373143,
119 79792266297612001,
120 558545864083284007,
121 3909821048582988049,
122 8922003270666332022,
123 7113790686420571191,
124 12903046666114829695,
125 16534350385145470581,
126 5059988279530788141,
127 16973173887300932666,
128 8131752794619022736,
129 1582037354089406189,
130 11074261478625843323,
131 3732854072722565977,
132 7683234439643377518,
133 16889152938674473984,
134 7543606154233811962,
135 15911754940807515092,
136 701820169165099718,
137 4912741184155698026,
138 15942444219675301861,
139 916645121239607101,
140 6416515848677249707,
141 8022122801911579307,
142 814627405137302186,
143 5702391835961115302,
144 3023254712898638472,
145 2716038920875884983,
146 565528376716610560,
147 3958698637016273920,
148 9264146389699333119,
149 9508792519651578870,
150 11221315429317299127,
151 4762231727562756605,
152 14888878023524711914,
153 11988425817600061793,
154 10132004445542095267,
155 15583798910550913906,
156 16852872026783475737,
157 7289639770996824233,
158 14133990258148600989,
159 6704211459967285318,
160 10035992080941828584,
161 14911712358349047125,
162 12148266161370408270,
163 11250886851934520606,
164 4969231685883306958,
165 16337877731768564385,
166 3684679705892444769,
167 7346013871832529062,
168 14528608963998534792,
169 9466542400916821939,
170 10925564598174000610,
171 2691975909559666986,
172 397087297503084581,
173 2779611082521592067,
174 1010533508236560148,
175 7073734557655921036,
176 12622653764762278610,
177 14571600075677612986,
178 9767480182670369297
179 ],
180 "num_partial_products": 9
181}