Quantum Entropy
Collection
Quantum random bytes with signed receipts, and datasets whose origin anyone can verify. • 9 items • Updated
circuit_id int64 0 499 | num_qubits int64 8 8 | depth int64 20 20 | num_gates int64 125 146 | num_two_qubit_gates int64 14 35 | instructions stringlengths 4.29k 5.46k | qasm stringlengths 1.8k 2.45k |
|---|---|---|---|---|---|---|
0 | 8 | 20 | 132 | 28 | [{"name":"h","qubits":[0]},{"name":"cx","qubits":[1,5]},{"name":"cx","qubits":[6,2]},{"name":"sx","qubits":[4]},{"name":"cx","qubits":[3,7]},{"name":"rz","qubits":[0],"params":[5.72580010781306]},{"name":"sx","qubits":[6]},{"name":"cx","qubits":[4,3]},{"name":"x","qubits":[5]},{"name":"h","qubits":[7]},{"name":"sx","qu... | OPENQASM 2.0;
include "qelib1.inc";
qreg q[8];
creg c[8];
h q[0];
cx q[1],q[5];
cx q[6],q[2];
sx q[4];
cx q[3],q[7];
rz(5.72580010781306) q[0];
sx q[6];
cx q[4],q[3];
x q[5];
h q[7];
sx q[2];
rz(1.8826770292781068) q[1];
h q[7];
cx q[3],q[4];
x q[0];
h q[2];
cx q[6],q[5];
h q[1];
x q[4];
h q[1];
h q[0];
x q[2];
h q[5];... |
1 | 8 | 20 | 140 | 20 | [{"name":"h","qubits":[5]},{"name":"rz","qubits":[6],"params":[3.8186419449943263]},{"name":"sx","qubits":[7]},{"name":"sx","qubits":[0]},{"name":"x","qubits":[2]},{"name":"sx","qubits":[4]},{"name":"rz","qubits":[3],"params":[4.685319599423602]},{"name":"h","qubits":[1]},{"name":"cx","qubits":[5,2]},{"name":"sx","qubi... | OPENQASM 2.0;
include "qelib1.inc";
qreg q[8];
creg c[8];
h q[5];
rz(3.8186419449943263) q[6];
sx q[7];
sx q[0];
x q[2];
sx q[4];
rz(4.685319599423602) q[3];
h q[1];
cx q[5],q[2];
sx q[0];
x q[1];
rz(2.992985507389421) q[3];
rz(3.1476637140177433) q[6];
cx q[4],q[7];
rz(5.345730223497961) q[3];
sx q[0];
cx q[5],q[6];
c... |
2 | 8 | 20 | 137 | 23 | [{"name":"cx","qubits":[1,3]},{"name":"cx","qubits":[7,5]},{"name":"rz","qubits":[0],"params":[2.774441487745021]},{"name":"cx","qubits":[6,4]},{"name":"rz","qubits":[2],"params":[4.998178545031634]},{"name":"h","qubits":[6]},{"name":"sx","qubits":[2]},{"name":"cx","qubits":[5,7]},{"name":"h","qubits":[3]},{"name":"rz"... | OPENQASM 2.0;
include "qelib1.inc";
qreg q[8];
creg c[8];
cx q[1],q[3];
cx q[7],q[5];
rz(2.774441487745021) q[0];
cx q[6],q[4];
rz(4.998178545031634) q[2];
h q[6];
sx q[2];
cx q[5],q[7];
h q[3];
rz(6.247661809492878) q[4];
sx q[1];
h q[0];
sx q[4];
cx q[7],q[2];
h q[0];
x q[5];
h q[3];
x q[1];
x q[6];
x q[2];
sx q[6];
... |
3 | 8 | 20 | 134 | 26 | [{"name":"cx","qubits":[1,6]},{"name":"h","qubits":[3]},{"name":"h","qubits":[4]},{"name":"cx","qubits":[2,0]},{"name":"cx","qubits":[5,7]},{"name":"sx","qubits":[6]},{"name":"sx","qubits":[4]},{"name":"cx","qubits":[2,5]},{"name":"cx","qubits":[1,0]},{"name":"sx","qubits":[7]},{"name":"h","qubits":[3]},{"name":"h","qu... | OPENQASM 2.0;
include "qelib1.inc";
qreg q[8];
creg c[8];
cx q[1],q[6];
h q[3];
h q[4];
cx q[2],q[0];
cx q[5],q[7];
sx q[6];
sx q[4];
cx q[2],q[5];
cx q[1],q[0];
sx q[7];
h q[3];
h q[3];
sx q[2];
sx q[7];
cx q[5],q[1];
x q[0];
h q[6];
h q[4];
x q[6];
sx q[3];
h q[4];
h q[5];
x q[2];
x q[1];
cx q[0],q[7];
h q[5];
h q[6]... |
4 | 8 | 20 | 137 | 23 | [{"name":"rz","qubits":[5],"params":[3.5296182750143252]},{"name":"x","qubits":[2]},{"name":"h","qubits":[4]},{"name":"h","qubits":[0]},{"name":"sx","qubits":[1]},{"name":"h","qubits":[6]},{"name":"x","qubits":[3]},{"name":"rz","qubits":[7],"params":[3.8953471597744995]},{"name":"cx","qubits":[3,4]},{"name":"cx","qubit... | OPENQASM 2.0;
include "qelib1.inc";
qreg q[8];
creg c[8];
rz(3.5296182750143252) q[5];
x q[2];
h q[4];
h q[0];
sx q[1];
h q[6];
x q[3];
rz(3.8953471597744995) q[7];
cx q[3],q[4];
cx q[6],q[1];
x q[5];
rz(5.633844489850878) q[2];
rz(3.139538649183524) q[0];
sx q[7];
sx q[3];
rz(0.813791444795815) q[5];
sx q[2];
cx q[6],... |
5 | 8 | 20 | 137 | 23 | [{"name":"cx","qubits":[3,5]},{"name":"h","qubits":[7]},{"name":"x","qubits":[4]},{"name":"x","qubits":[0]},{"name":"rz","qubits":[2],"params":[2.9154102699421287]},{"name":"cx","qubits":[1,6]},{"name":"cx","qubits":[0,1]},{"name":"rz","qubits":[3],"params":[1.97424990266741]},{"name":"cx","qubits":[5,2]},{"name":"sx",... | OPENQASM 2.0;
include "qelib1.inc";
qreg q[8];
creg c[8];
cx q[3],q[5];
h q[7];
x q[4];
x q[0];
rz(2.9154102699421287) q[2];
cx q[1],q[6];
cx q[0],q[1];
rz(1.97424990266741) q[3];
cx q[5],q[2];
sx q[6];
sx q[4];
rz(2.127785094072344) q[7];
h q[3];
x q[5];
rz(0.6175493662809229) q[1];
x q[2];
sx q[6];
sx q[0];
x q[4];
s... |
6 | 8 | 20 | 128 | 32 | [{"name":"h","qubits":[0]},{"name":"h","qubits":[4]},{"name":"cx","qubits":[1,5]},{"name":"h","qubits":[6]},{"name":"x","qubits":[3]},{"name":"cx","qubits":[7,2]},{"name":"sx","qubits":[7]},{"name":"h","qubits":[0]},{"name":"x","qubits":[4]},{"name":"x","qubits":[1]},{"name":"h","qubits":[3]},{"name":"cx","qubits":[6,5... | OPENQASM 2.0;
include "qelib1.inc";
qreg q[8];
creg c[8];
h q[0];
h q[4];
cx q[1],q[5];
h q[6];
x q[3];
cx q[7],q[2];
sx q[7];
h q[0];
x q[4];
x q[1];
h q[3];
cx q[6],q[5];
h q[2];
x q[0];
cx q[4],q[2];
x q[7];
sx q[1];
sx q[3];
cx q[6],q[5];
cx q[3],q[0];
h q[4];
h q[6];
h q[2];
rz(1.006945720398765) q[1];
x q[5];
h q... |
7 | 8 | 20 | 138 | 22 | [{"name":"x","qubits":[7]},{"name":"x","qubits":[0]},{"name":"rz","qubits":[3],"params":[2.8710714698815005]},{"name":"rz","qubits":[1],"params":[2.7724537574869244]},{"name":"x","qubits":[5]},{"name":"h","qubits":[6]},{"name":"rz","qubits":[2],"params":[1.6035675894360204]},{"name":"sx","qubits":[4]},{"name":"sx","qub... | OPENQASM 2.0;
include "qelib1.inc";
qreg q[8];
creg c[8];
x q[7];
x q[0];
rz(2.8710714698815005) q[3];
rz(2.7724537574869244) q[1];
x q[5];
h q[6];
rz(1.6035675894360204) q[2];
sx q[4];
sx q[3];
cx q[0],q[1];
sx q[5];
h q[2];
cx q[7],q[6];
h q[4];
x q[5];
cx q[4],q[7];
sx q[0];
sx q[3];
x q[1];
rz(0.920485899493515) q[... |
8 | 8 | 20 | 137 | 23 | [{"name":"x","qubits":[2]},{"name":"sx","qubits":[4]},{"name":"rz","qubits":[7],"params":[0.8164892172159157]},{"name":"h","qubits":[1]},{"name":"cx","qubits":[5,0]},{"name":"rz","qubits":[6],"params":[2.0756755699109344]},{"name":"rz","qubits":[3],"params":[0.7478074137571665]},{"name":"x","qubits":[1]},{"name":"rz","... | OPENQASM 2.0;
include "qelib1.inc";
qreg q[8];
creg c[8];
x q[2];
sx q[4];
rz(0.8164892172159157) q[7];
h q[1];
cx q[5],q[0];
rz(2.0756755699109344) q[6];
rz(0.7478074137571665) q[3];
x q[1];
rz(4.433387015881067) q[0];
sx q[3];
h q[5];
cx q[4],q[6];
cx q[7],q[2];
cx q[5],q[6];
cx q[1],q[0];
sx q[3];
cx q[4],q[7];
sx q... |
9 | 8 | 20 | 133 | 27 | [{"name":"sx","qubits":[6]},{"name":"x","qubits":[7]},{"name":"sx","qubits":[1]},{"name":"h","qubits":[5]},{"name":"rz","qubits":[3],"params":[1.5739437821348932]},{"name":"cx","qubits":[4,2]},{"name":"x","qubits":[0]},{"name":"cx","qubits":[4,2]},{"name":"h","qubits":[6]},{"name":"rz","qubits":[5],"params":[1.70173422... | OPENQASM 2.0;
include "qelib1.inc";
qreg q[8];
creg c[8];
sx q[6];
x q[7];
sx q[1];
h q[5];
rz(1.5739437821348932) q[3];
cx q[4],q[2];
x q[0];
cx q[4],q[2];
h q[6];
rz(1.701734224931125) q[5];
x q[7];
h q[0];
rz(0.10152792623546639) q[3];
x q[1];
h q[1];
cx q[4],q[0];
sx q[6];
rz(3.7668189110719306) q[7];
sx q[2];
sx q... |
10 | 8 | 20 | 137 | 23 | [{"name":"h","qubits":[2]},{"name":"cx","qubits":[5,3]},{"name":"sx","qubits":[4]},{"name":"x","qubits":[1]},{"name":"sx","qubits":[0]},{"name":"sx","qubits":[7]},{"name":"x","qubits":[6]},{"name":"h","qubits":[6]},{"name":"sx","qubits":[5]},{"name":"cx","qubits":[3,7]},{"name":"rz","qubits":[4],"params":[4.27784420592... | OPENQASM 2.0;
include "qelib1.inc";
qreg q[8];
creg c[8];
h q[2];
cx q[5],q[3];
sx q[4];
x q[1];
sx q[0];
sx q[7];
x q[6];
h q[6];
sx q[5];
cx q[3],q[7];
rz(4.27784420592902) q[4];
cx q[2],q[0];
h q[1];
sx q[2];
x q[0];
cx q[4],q[6];
rz(5.073099365207622) q[1];
h q[7];
rz(0.5208748635513346) q[3];
sx q[5];
sx q[7];
cx ... |
11 | 8 | 20 | 141 | 19 | [{"name":"h","qubits":[5]},{"name":"x","qubits":[3]},{"name":"cx","qubits":[6,2]},{"name":"sx","qubits":[1]},{"name":"rz","qubits":[0],"params":[1.5235608837423753]},{"name":"h","qubits":[4]},{"name":"x","qubits":[7]},{"name":"rz","qubits":[1],"params":[0.10016972829471514]},{"name":"sx","qubits":[0]},{"name":"cx","qub... | OPENQASM 2.0;
include "qelib1.inc";
qreg q[8];
creg c[8];
h q[5];
x q[3];
cx q[6],q[2];
sx q[1];
rz(1.5235608837423753) q[0];
h q[4];
x q[7];
rz(0.10016972829471514) q[1];
sx q[0];
cx q[6],q[3];
cx q[5],q[4];
rz(5.482773438784118) q[7];
x q[2];
x q[1];
sx q[0];
x q[7];
cx q[2],q[4];
sx q[3];
h q[5];
sx q[6];
x q[2];
h ... |
12 | 8 | 20 | 139 | 21 | [{"name":"rz","qubits":[1],"params":[0.5608342664182122]},{"name":"cx","qubits":[2,4]},{"name":"cx","qubits":[3,5]},{"name":"sx","qubits":[7]},{"name":"rz","qubits":[0],"params":[4.268398755779013]},{"name":"rz","qubits":[6],"params":[5.316445448044736]},{"name":"sx","qubits":[6]},{"name":"h","qubits":[0]},{"name":"h",... | OPENQASM 2.0;
include "qelib1.inc";
qreg q[8];
creg c[8];
rz(0.5608342664182122) q[1];
cx q[2],q[4];
cx q[3],q[5];
sx q[7];
rz(4.268398755779013) q[0];
rz(5.316445448044736) q[6];
sx q[6];
h q[0];
h q[2];
x q[7];
rz(3.195873954624062) q[5];
h q[4];
sx q[3];
sx q[1];
sx q[7];
h q[5];
sx q[2];
h q[1];
x q[0];
x q[3];
cx ... |
13 | 8 | 20 | 134 | 26 | [{"name":"h","qubits":[7]},{"name":"rz","qubits":[4],"params":[4.01855267943549]},{"name":"cx","qubits":[1,5]},{"name":"rz","qubits":[3],"params":[3.886335180956751]},{"name":"sx","qubits":[0]},{"name":"h","qubits":[2]},{"name":"x","qubits":[6]},{"name":"rz","qubits":[7],"params":[5.517828496671464]},{"name":"cx","qubi... | OPENQASM 2.0;
include "qelib1.inc";
qreg q[8];
creg c[8];
h q[7];
rz(4.01855267943549) q[4];
cx q[1],q[5];
rz(3.886335180956751) q[3];
sx q[0];
h q[2];
x q[6];
rz(5.517828496671464) q[7];
cx q[4],q[3];
rz(4.146566827690551) q[6];
sx q[0];
rz(2.971474971590938) q[2];
rz(2.373733059952628) q[1];
h q[5];
h q[6];
sx q[1];
... |
14 | 8 | 20 | 131 | 29 | [{"name":"x","qubits":[2]},{"name":"x","qubits":[7]},{"name":"x","qubits":[1]},{"name":"h","qubits":[5]},{"name":"cx","qubits":[4,3]},{"name":"cx","qubits":[0,6]},{"name":"rz","qubits":[1],"params":[0.6312227416665203]},{"name":"x","qubits":[0]},{"name":"rz","qubits":[6],"params":[0.7071585839504161]},{"name":"h","qubi... | OPENQASM 2.0;
include "qelib1.inc";
qreg q[8];
creg c[8];
x q[2];
x q[7];
x q[1];
h q[5];
cx q[4],q[3];
cx q[0],q[6];
rz(0.6312227416665203) q[1];
x q[0];
rz(0.7071585839504161) q[6];
h q[4];
h q[2];
x q[5];
cx q[3],q[7];
rz(1.8614124902930602) q[7];
x q[4];
x q[3];
rz(5.5520195853721725) q[1];
h q[0];
h q[5];
cx q[2],... |
15 | 8 | 20 | 131 | 29 | [{"name":"cx","qubits":[5,7]},{"name":"sx","qubits":[4]},{"name":"sx","qubits":[6]},{"name":"h","qubits":[0]},{"name":"cx","qubits":[2,1]},{"name":"h","qubits":[3]},{"name":"rz","qubits":[2],"params":[4.733298972088469]},{"name":"cx","qubits":[1,7]},{"name":"rz","qubits":[5],"params":[2.56548348643622]},{"name":"sx","q... | OPENQASM 2.0;
include "qelib1.inc";
qreg q[8];
creg c[8];
cx q[5],q[7];
sx q[4];
sx q[6];
h q[0];
cx q[2],q[1];
h q[3];
rz(4.733298972088469) q[2];
cx q[1],q[7];
rz(2.56548348643622) q[5];
sx q[6];
x q[0];
cx q[4],q[3];
cx q[0],q[3];
rz(0.7864726285728659) q[1];
rz(3.7183081021907105) q[5];
x q[6];
sx q[2];
rz(1.803939... |
16 | 8 | 20 | 137 | 23 | [{"name":"x","qubits":[0]},{"name":"h","qubits":[2]},{"name":"x","qubits":[5]},{"name":"rz","qubits":[1],"params":[0.619340403845651]},{"name":"rz","qubits":[7],"params":[1.0476868050637604]},{"name":"sx","qubits":[3]},{"name":"rz","qubits":[4],"params":[3.5336654460596018]},{"name":"h","qubits":[6]},{"name":"sx","qubi... | OPENQASM 2.0;
include "qelib1.inc";
qreg q[8];
creg c[8];
x q[0];
h q[2];
x q[5];
rz(0.619340403845651) q[1];
rz(1.0476868050637604) q[7];
sx q[3];
rz(3.5336654460596018) q[4];
h q[6];
sx q[1];
sx q[4];
x q[5];
cx q[0],q[7];
rz(3.9710230447523216) q[2];
cx q[3],q[6];
sx q[6];
sx q[0];
sx q[2];
sx q[1];
sx q[3];
cx q[7]... |
17 | 8 | 20 | 137 | 23 | [{"name":"h","qubits":[4]},{"name":"h","qubits":[5]},{"name":"sx","qubits":[3]},{"name":"x","qubits":[0]},{"name":"sx","qubits":[2]},{"name":"cx","qubits":[6,1]},{"name":"rz","qubits":[7],"params":[4.983291175952069]},{"name":"x","qubits":[6]},{"name":"h","qubits":[7]},{"name":"sx","qubits":[0]},{"name":"rz","qubits":[... | OPENQASM 2.0;
include "qelib1.inc";
qreg q[8];
creg c[8];
h q[4];
h q[5];
sx q[3];
x q[0];
sx q[2];
cx q[6],q[1];
rz(4.983291175952069) q[7];
x q[6];
h q[7];
sx q[0];
rz(6.02695797925997) q[4];
x q[1];
x q[2];
rz(0.8980072437867398) q[3];
rz(2.1681378205913777) q[5];
sx q[2];
cx q[5],q[7];
sx q[0];
cx q[4],q[1];
h q[6]... |
18 | 8 | 20 | 138 | 22 | [{"name":"rz","qubits":[3],"params":[3.846525671678014]},{"name":"rz","qubits":[5],"params":[5.795749361425756]},{"name":"rz","qubits":[0],"params":[5.910369752637471]},{"name":"rz","qubits":[1],"params":[0.4815519779825215]},{"name":"rz","qubits":[4],"params":[1.3575964697231762]},{"name":"sx","qubits":[6]},{"name":"h... | OPENQASM 2.0;
include "qelib1.inc";
qreg q[8];
creg c[8];
rz(3.846525671678014) q[3];
rz(5.795749361425756) q[5];
rz(5.910369752637471) q[0];
rz(0.4815519779825215) q[1];
rz(1.3575964697231762) q[4];
sx q[6];
h q[2];
h q[7];
x q[5];
rz(4.198643575030819) q[1];
cx q[2],q[6];
h q[0];
cx q[4],q[3];
rz(5.900658638627539) q... |
19 | 8 | 20 | 134 | 26 | [{"name":"x","qubits":[4]},{"name":"rz","qubits":[2],"params":[5.038156963792624]},{"name":"cx","qubits":[3,6]},{"name":"x","qubits":[7]},{"name":"cx","qubits":[5,0]},{"name":"x","qubits":[1]},{"name":"cx","qubits":[3,6]},{"name":"rz","qubits":[2],"params":[1.9237570269834112]},{"name":"rz","qubits":[7],"params":[4.772... | OPENQASM 2.0;
include "qelib1.inc";
qreg q[8];
creg c[8];
x q[4];
rz(5.038156963792624) q[2];
cx q[3],q[6];
x q[7];
cx q[5],q[0];
x q[1];
cx q[3],q[6];
rz(1.9237570269834112) q[2];
rz(4.7726137754692886) q[7];
sx q[5];
cx q[1],q[4];
rz(1.7558310325547022) q[0];
rz(3.6970506412147333) q[4];
sx q[5];
sx q[1];
sx q[6];
sx... |
20 | 8 | 20 | 131 | 29 | [{"name":"cx","qubits":[5,2]},{"name":"rz","qubits":[7],"params":[2.1324459322352296]},{"name":"sx","qubits":[4]},{"name":"h","qubits":[1]},{"name":"cx","qubits":[6,0]},{"name":"sx","qubits":[3]},{"name":"sx","qubits":[1]},{"name":"x","qubits":[6]},{"name":"rz","qubits":[4],"params":[2.4669105765930475]},{"name":"rz","... | OPENQASM 2.0;
include "qelib1.inc";
qreg q[8];
creg c[8];
cx q[5],q[2];
rz(2.1324459322352296) q[7];
sx q[4];
h q[1];
cx q[6],q[0];
sx q[3];
sx q[1];
x q[6];
rz(2.4669105765930475) q[4];
rz(1.8246397045771796) q[0];
sx q[2];
rz(5.232156553434656) q[7];
rz(3.81662183769262) q[3];
rz(1.030221594177444) q[5];
sx q[2];
cx ... |
21 | 8 | 20 | 131 | 29 | [{"name":"sx","qubits":[5]},{"name":"rz","qubits":[0],"params":[3.3617719998039415]},{"name":"rz","qubits":[4],"params":[2.2465823112976824]},{"name":"x","qubits":[2]},{"name":"cx","qubits":[6,7]},{"name":"x","qubits":[3]},{"name":"h","qubits":[1]},{"name":"rz","qubits":[3],"params":[0.8439689883806544]},{"name":"cx","... | OPENQASM 2.0;
include "qelib1.inc";
qreg q[8];
creg c[8];
sx q[5];
rz(3.3617719998039415) q[0];
rz(2.2465823112976824) q[4];
x q[2];
cx q[6],q[7];
x q[3];
h q[1];
rz(0.8439689883806544) q[3];
cx q[7],q[6];
h q[1];
sx q[0];
x q[5];
sx q[4];
h q[2];
cx q[5],q[0];
h q[6];
x q[2];
x q[4];
cx q[1],q[3];
sx q[7];
cx q[6],q[5... |
22 | 8 | 20 | 125 | 35 | [{"name":"rz","qubits":[0],"params":[3.003116429873398]},{"name":"rz","qubits":[1],"params":[0.4076355870581342]},{"name":"h","qubits":[3]},{"name":"x","qubits":[7]},{"name":"rz","qubits":[5],"params":[6.023041285250498]},{"name":"x","qubits":[6]},{"name":"h","qubits":[4]},{"name":"rz","qubits":[2],"params":[1.71228222... | OPENQASM 2.0;
include "qelib1.inc";
qreg q[8];
creg c[8];
rz(3.003116429873398) q[0];
rz(0.4076355870581342) q[1];
h q[3];
x q[7];
rz(6.023041285250498) q[5];
x q[6];
h q[4];
rz(1.712282229746665) q[2];
sx q[6];
x q[1];
rz(0.9428096287393529) q[7];
x q[3];
rz(0.806613067349516) q[5];
h q[4];
sx q[2];
sx q[0];
cx q[2],q... |
23 | 8 | 20 | 132 | 28 | [{"name":"cx","qubits":[4,0]},{"name":"x","qubits":[6]},{"name":"cx","qubits":[2,5]},{"name":"cx","qubits":[1,3]},{"name":"rz","qubits":[7],"params":[5.170560278090491]},{"name":"h","qubits":[6]},{"name":"cx","qubits":[3,1]},{"name":"rz","qubits":[7],"params":[5.517828042939774]},{"name":"cx","qubits":[0,2]},{"name":"c... | OPENQASM 2.0;
include "qelib1.inc";
qreg q[8];
creg c[8];
cx q[4],q[0];
x q[6];
cx q[2],q[5];
cx q[1],q[3];
rz(5.170560278090491) q[7];
h q[6];
cx q[3],q[1];
rz(5.517828042939774) q[7];
cx q[0],q[2];
cx q[4],q[5];
x q[2];
cx q[7],q[6];
x q[1];
rz(5.882167819030468) q[4];
h q[0];
rz(0.3534065611219878) q[3];
h q[5];
cx ... |
End of preview. Expand in Data Studio
Random quantum circuits: 8 qubits (Rigetti)
500 random quantum circuits on 8 qubits, depth 20, using the gates h, x, sx, rz, cx, with every qubit measured at the end. Each row is one circuit, as qasm (OpenQASM 2.0) and as instructions (JSON).
The dataset was generated from a seed drawn from rigetti_cepheus_001 through
Light Rider. The seed comes with a signed receipt, so anyone
can check where the data came from and regenerate it exactly.
Provenance
| Entropy source | rigetti_cepheus_001 |
| Drawn | 2026-10-19 17:53 UTC |
| Light Rider request | lr_sreq_0e67f618b3da4c45bfe3cb6b8aab1b06 |
| Seed | 245be08c687a7f3819f7872de77d485d4e44a483f0b538b83169ff2782a6ef4f |
| Generator | random_circuits/1 |
| Rows | 500 |
Parameters:
{
"num_circuits": 500,
"num_qubits": 8,
"depth": 20,
"gate_set": [
"h",
"x",
"sx",
"rz",
"cx"
],
"measure": true
}
Full technical record
| Receipt signature | Ed25519, key fingerprint (SHA-256) 363b9750db0acd16ab188e4ecc8a58e4f811b28f5870cfc3ba4522274a11645e |
| Output commitment (signed) | sha256:5468a11d8fc235840659628548a93616519b2f57bea955582355a029ed2acbd9 |
| Commitment salt | 04bedcf00bb25fe66cf8db80ed60737480f5cfa8c8193787b52d161def9b5ff7 |
| Generator stream | LR-ChaCha20 v1, domain random_circuits |
| Content hash (lr-canonical-jsonl/1) | 820f3510d0b9944f35b1b4461fbfe2caef9e6b44b7b691bf4df6c9b2efd5f2fa |
| Built with | lightrider-huggingface 0.1.1, lightrider 1.6.2, pyarrow 26.0.0 |
The complete record is in lightrider_provenance.json. The signed receipt, exactly as
issued, is in receipt.json.
How to verify
pip install lightrider-huggingface
import lightrider_huggingface as lrhf
print(lrhf.verify("LightRiderInc/random-circuits-8q-rigetti"))
This needs no Light Rider account. It prints each check as PASS or FAIL.
How verification works
- The receipt is genuine. Light Rider signs every draw's receipt (Ed25519). The public key is at entropy.lightriderinc.com/api/v1/public-key.
- The seed is that draw's output. The signed receipt includes a hash of the exact bytes drawn, so a seed from any other draw doesn't match.
- The data follows from the seed. Generation is deterministic, so
verifyrebuilds every row from the seed and parameters and compares it with the published data.
What this doesn't claim
That quantum randomness makes this dataset better than one built with a good classical generator. It's an alternative source whose origin you can check. A receipt also can't show that the publisher drew only once; its timestamp shows when the draw happened.
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