{"board":"tnc","instance":"rcs67-m12-cap30","qubits":67,"cycles":12,"cap_log2":30,"grid_qubits":[[1,4],[1,5],[2,3],[2,4],[2,5],[2,7],[3,2],[3,3],[3,4],[3,5],[3,6],[3,7],[3,8],[4,1],[4,2],[4,3],[4,4],[4,5],[4,6],[4,7],[4,8],[4,9],[5,2],[5,3],[5,4],[5,5],[5,6],[5,7],[5,8],[5,9],[5,10],[6,0],[6,1],[6,2],[6,3],[6,4],[6,5],[6,6],[6,7],[6,8],[6,9],[6,10],[7,1],[7,2],[7,3],[7,4],[7,5],[7,6],[7,7],[7,8],[7,9],[8,2],[8,3],[8,4],[8,5],[8,6],[8,7],[8,8],[9,3],[9,4],[9,5],[9,6],[9,7],[10,4],[10,5],[10,6],[11,5]],"description":"Google random circuit sampling circuit on 67 Sycamore qubits, 12 cycles: the first 12 of its 32 cycles of the published circuit circuit_000 (Zenodo 11663206, arXiv:2304.11119). One tensor per two-qubit gate (fsim with its single-qubit dressing); all single-qubit gates are absorbed into the gate tensors. Closed network for <b|C|0>: one rank-1 input tensor per qubit, one tensor per two-qubit gate in time order, one rank-1 output tensor per qubit. Every bond has dimension 2.","source_file":"circuit_000.json","source_sha256":"7f6bc943a94c0378a612787082262caee4ea8407a4521be9e95ae820cc39916c","n_bonds":727,"tensor_kinds":["in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","in","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out","out"],"tensors":[[0],[1],[2],[3],[4],[5],[6],[7],[8],[9],[10],[11],[12],[13],[14],[15],[16],[17],[18],[19],[20],[21],[22],[23],[24],[25],[26],[27],[28],[29],[30],[31],[32],[33],[34],[35],[36],[37],[38],[39],[40],[41],[42],[43],[44],[45],[46],[47],[48],[49],[50],[51],[52],[53],[54],[55],[56],[57],[58],[59],[60],[61],[62],[63],[64],[65],[66],[1,4,67,68],[3,8,69,70],[7,15,71,72],[9,17,73,74],[11,19,75,76],[14,22,77,78],[16,24,79,80],[18,26,81,82],[20,28,83,84],[23,34,85,86],[25,36,87,88],[27,38,89,90],[29,40,91,92],[33,43,93,94],[35,45,95,96],[37,47,97,98],[39,49,99,100],[44,52,101,102],[46,54,103,104],[48,56,105,106],[53,59,107,108],[55,61,109,110],[60,64,111,112],[0,69,113,114],[2,71,115,116],[68,73,117,118],[5,75,119,120],[6,77,121,122],[70,79,123,124],[10,81,125,126],[12,83,127,128],[72,85,129,130],[74,87,131,132],[76,89,133,134],[21,91,135,136],[78,93,137,138],[80,95,139,140],[82,97,141,142],[84,99,143,144],[30,41,145,146],[32,42,147,148],[86,101,149,150],[88,103,151,152],[90,105,153,154],[92,50,155,156],[94,51,157,158],[96,107,159,160],[98,109,161,162],[100,57,163,164],[102,58,165,166],[104,111,167,168],[106,62,169,170],[108,63,171,172],[110,65,173,174],[112,66,175,176],[113,67,177,178],[115,114,179,180],[121,116,181,182],[123,118,183,184],[125,120,185,186],[13,122,187,188],[129,124,189,190],[131,126,191,192],[133,128,193,194],[137,130,195,196],[139,132,197,198],[141,134,199,200],[143,136,201,202],[147,138,203,204],[149,140,205,206],[151,142,207,208],[153,144,209,210],[155,146,211,212],[157,150,213,214],[159,152,215,216],[161,154,217,218],[163,156,219,220],[165,160,221,222],[167,162,223,224],[169,164,225,226],[171,168,227,228],[173,170,229,230],[175,174,231,232],[180,117,233,234],[182,183,235,236],[184,185,237,238],[186,127,239,240],[188,189,241,242],[190,191,243,244],[192,193,245,246],[194,135,247,248],[196,197,249,250],[198,199,251,252],[200,201,253,254],[202,145,255,256],[31,203,257,258],[204,205,259,260],[206,207,261,262],[208,209,263,264],[210,211,265,266],[148,213,267,268],[214,215,269,270],[216,217,271,272],[218,219,273,274],[158,221,275,276],[222,223,277,278],[224,225,279,280],[166,227,281,282],[228,229,283,284],[172,231,285,286],[177,178,287,288],[179,233,289,290],[181,235,291,292],[236,237,293,294],[238,239,295,296],[187,241,297,298],[242,243,299,300],[244,245,301,302],[246,247,303,304],[195,249,305,306],[250,251,307,308],[252,253,309,310],[254,255,311,312],[258,259,313,314],[260,261,315,316],[262,263,317,318],[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