{"board":"tnc","instance":"rcs70-m16-cap30","qubits":70,"cycles":16,"cap_log2":30,"grid_qubits":[[1,4],[1,6],[2,3],[2,4],[2,5],[2,6],[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],[5,0],[5,1],[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 70 Sycamore qubits, 16 cycles: the first 16 of its 24 cycles of the published circuit circuit_n70_m24_s000_patches1_pABCDCDAB_num_sq3_221013 (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_n70_m24_s000_patches1_pABCDCDAB_num_sq3_221013.qsim","source_sha256":"0bcf05babcb0fabafec43e969772351134b6c2024c3b95edf3d7208417df045e","n_bonds":1006,"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","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","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","2q","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","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],[67],[68],[69],[3,9,70,71],[5,11,72,73],[8,16,74,75],[10,18,76,77],[12,20,78,79],[15,25,80,81],[17,27,82,83],[19,29,84,85],[21,31,86,87],[24,35,88,89],[26,37,90,91],[28,39,92,93],[30,41,94,95],[32,43,96,97],[36,46,98,99],[38,48,100,101],[40,50,102,103],[42,52,104,105],[47,55,106,107],[49,57,108,109],[51,59,110,111],[56,62,112,113],[58,64,114,115],[63,67,116,117],[117,69,118,119],[0,70,120,121],[1,72,122,123],[2,74,124,125],[4,76,126,127],[6,78,128,129],[7,80,130,131],[71,82,132,133],[73,84,134,135],[13,86,136,137],[14,88,138,139],[75,90,140,141],[77,92,142,143],[79,94,144,145],[22,96,146,147],[23,34,148,149],[33,44,150,151],[81,98,152,153],[83,100,154,155],[85,102,156,157],[87,104,158,159],[89,45,160,161],[91,106,162,163],[93,108,164,165],[95,110,166,167],[97,53,168,169],[99,54,170,171],[101,112,172,173],[103,114,174,175],[105,60,176,177],[107,61,178,179],[109,116,180,181],[111,65,182,183],[113,66,184,185],[115,68,186,187],[118,187,188,189],[124,121,190,191],[126,123,192,193],[130,125,194,195],[132,127,196,197],[134,129,198,199],[138,131,200,201],[140,133,202,203],[142,135,204,205],[144,137,206,207],[148,139,208,209],[152,141,210,211],[154,143,212,213],[156,145,214,215],[158,147,216,217],[160,153,218,219],[162,155,220,221],[164,157,222,223],[166,159,224,225],[168,151,226,227],[170,163,228,229],[172,165,230,231],[174,167,232,233],[176,169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