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"\nSGEMM - Single precision floating point GEneral Matrix Matrix multiplication\n\nGEMM_TYPE = 0\nMTX_A = 384 x 1728\nMTX_B = 1728 x 168\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 4\nCK_LWS_Y = 8\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [4, 8]\nInternal Matrix A: [384, 1728]\nInternal Matrix B: [1728, 176]\n[multiply] Global Work Size = [44, 96]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 1461155430802299000\n[interleave] SUBMIT 1461155430802598000\n[interleave] START 7929185217120\n[interleave] END 7929185782563\n[transpose] QUEUED 1461155430802384000\n[transpose] SUBMIT 1461155430802600000\n[transpose] START 7929186341070\n[transpose] END 7929187256555\n[multiply] QUEUED 1461155430802486000\n[multiply] SUBMIT 1461155430802602000\n[multiply] START 7929187471166\n[multiply] END 7929199750835\nCalculating performance... 18.1563 Gflops/s (performed 222953472 flops in 12279669 ns).\nReference comparison passed!\n\nTest passed\nStop program\n", "\nSGEMM - Single precision floating point GEneral Matrix Matrix multiplication\n\nGEMM_TYPE = 0\nMTX_A = 384 x 1728\nMTX_B = 1728 x 168\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 4\nCK_LWS_Y = 8\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [4, 8]\nInternal Matrix A: [384, 1728]\nInternal Matrix B: [1728, 176]\n[multiply] Global Work Size = [44, 96]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 1461155436402204000\n[interleave] SUBMIT 1461155436402503000\n[interleave] START 7934785135440\n[interleave] END 7934785703730\n[transpose] QUEUED 1461155436402289000\n[transpose] SUBMIT 1461155436402505000\n[transpose] START 7934786352339\n[transpose] END 7934787269827\n[multiply] QUEUED 1461155436402391000\n[multiply] SUBMIT 1461155436402507000\n[multiply] START 7934787478834\n[multiply] END 7934798099082\nCalculating performance... 20.9932 Gflops/s (performed 222953472 flops in 10620248 ns).\nReference comparison passed!\n\nTest passed\nStop program\n", "\nSGEMM - Single precision floating point GEneral Matrix Matrix multiplication\n\nGEMM_TYPE = 0\nMTX_A = 384 x 1728\nMTX_B = 1728 x 168\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 4\nCK_LWS_Y = 8\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [4, 8]\nInternal Matrix A: [384, 1728]\nInternal Matrix B: [1728, 176]\n[multiply] Global Work Size = [44, 96]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 1461155442093280000\n[interleave] SUBMIT 1461155442093579000\n[interleave] START 7940476250530\n[interleave] END 7940476813383\n[transpose] QUEUED 1461155442093366000\n[transpose] SUBMIT 1461155442093581000\n[transpose] START 7940477395699\n[transpose] END 7940478312779\n[multiply] QUEUED 1461155442093468000\n[multiply] SUBMIT 1461155442093583000\n[multiply] START 7940478540456\n[multiply] END 7940489348795\nCalculating performance... 20.6279 Gflops/s (performed 222953472 flops in 10808339 ns).\nReference comparison passed!\n\nTest passed\nStop program\n", "\nSGEMM - Single precision floating point GEneral Matrix Matrix multiplication\n\nGEMM_TYPE = 0\nMTX_A = 384 x 1728\nMTX_B = 1728 x 168\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 4\nCK_LWS_Y = 8\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [4, 8]\nInternal Matrix A: [384, 1728]\nInternal Matrix B: [1728, 176]\n[multiply] Global Work Size = [44, 96]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 1461155447711831000\n[interleave] SUBMIT 1461155447712137000\n[interleave] START 7946094732389\n[interleave] END 7946095300828\n[transpose] QUEUED 1461155447711922000\n[transpose] SUBMIT 1461155447712139000\n[transpose] START 7946095959421\n[transpose] END 7946096868058\n[multiply] QUEUED 1461155447712024000\n[multiply] SUBMIT 1461155447712141000\n[multiply] START 7946097077268\n[multiply] END 7946109922416\nCalculating performance... 17.357 Gflops/s (performed 222953472 flops in 12845148 ns).\nReference comparison passed!\n\nTest passed\nStop program\n" ], "##characteristics#run#stdout#all_unique": [ "\nSGEMM - Single precision floating point GEneral Matrix Matrix multiplication\n\nGEMM_TYPE = 0\nMTX_A = 384 x 1728\nMTX_B = 1728 x 168\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 4\nCK_LWS_Y = 8\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [4, 8]\nInternal Matrix A: [384, 1728]\nInternal Matrix B: [1728, 176]\n[multiply] Global Work Size = [44, 96]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 1461155430802299000\n[interleave] SUBMIT 1461155430802598000\n[interleave] START 7929185217120\n[interleave] END 7929185782563\n[transpose] QUEUED 1461155430802384000\n[transpose] SUBMIT 1461155430802600000\n[transpose] START 7929186341070\n[transpose] END 7929187256555\n[multiply] QUEUED 1461155430802486000\n[multiply] SUBMIT 1461155430802602000\n[multiply] START 7929187471166\n[multiply] END 7929199750835\nCalculating performance... 18.1563 Gflops/s (performed 222953472 flops in 12279669 ns).\nReference comparison passed!\n\nTest passed\nStop program\n", "\nSGEMM - Single precision floating point GEneral Matrix Matrix multiplication\n\nGEMM_TYPE = 0\nMTX_A = 384 x 1728\nMTX_B = 1728 x 168\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 4\nCK_LWS_Y = 8\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [4, 8]\nInternal Matrix A: [384, 1728]\nInternal Matrix B: [1728, 176]\n[multiply] Global Work Size = [44, 96]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 1461155436402204000\n[interleave] SUBMIT 1461155436402503000\n[interleave] START 7934785135440\n[interleave] END 7934785703730\n[transpose] QUEUED 1461155436402289000\n[transpose] SUBMIT 1461155436402505000\n[transpose] START 7934786352339\n[transpose] END 7934787269827\n[multiply] QUEUED 1461155436402391000\n[multiply] SUBMIT 1461155436402507000\n[multiply] START 7934787478834\n[multiply] END 7934798099082\nCalculating performance... 20.9932 Gflops/s (performed 222953472 flops in 10620248 ns).\nReference comparison passed!\n\nTest passed\nStop program\n", "\nSGEMM - Single precision floating point GEneral Matrix Matrix multiplication\n\nGEMM_TYPE = 0\nMTX_A = 384 x 1728\nMTX_B = 1728 x 168\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 4\nCK_LWS_Y = 8\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [4, 8]\nInternal Matrix A: [384, 1728]\nInternal Matrix B: [1728, 176]\n[multiply] Global Work Size = [44, 96]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 1461155442093280000\n[interleave] SUBMIT 1461155442093579000\n[interleave] START 7940476250530\n[interleave] END 7940476813383\n[transpose] QUEUED 1461155442093366000\n[transpose] SUBMIT 1461155442093581000\n[transpose] START 7940477395699\n[transpose] END 7940478312779\n[multiply] QUEUED 1461155442093468000\n[multiply] SUBMIT 1461155442093583000\n[multiply] START 7940478540456\n[multiply] END 7940489348795\nCalculating performance... 20.6279 Gflops/s (performed 222953472 flops in 10808339 ns).\nReference comparison passed!\n\nTest passed\nStop program\n", "\nSGEMM - Single precision floating point GEneral Matrix Matrix multiplication\n\nGEMM_TYPE = 0\nMTX_A = 384 x 1728\nMTX_B = 1728 x 168\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 4\nCK_LWS_Y = 8\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [4, 8]\nInternal Matrix A: [384, 1728]\nInternal Matrix B: [1728, 176]\n[multiply] Global Work Size = [44, 96]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 1461155447711831000\n[interleave] SUBMIT 1461155447712137000\n[interleave] START 7946094732389\n[interleave] END 7946095300828\n[transpose] QUEUED 1461155447711922000\n[transpose] SUBMIT 1461155447712139000\n[transpose] START 7946095959421\n[transpose] END 7946096868058\n[multiply] QUEUED 1461155447712024000\n[multiply] SUBMIT 1461155447712141000\n[multiply] START 7946097077268\n[multiply] END 7946109922416\nCalculating performance... 17.357 Gflops/s (performed 222953472 flops in 12845148 ns).\nReference comparison passed!\n\nTest passed\nStop program\n" ], "##characteristics#run#stdout#min": "\nSGEMM - Single precision floating point GEneral Matrix Matrix multiplication\n\nGEMM_TYPE = 0\nMTX_A = 384 x 1728\nMTX_B = 1728 x 168\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 4\nCK_LWS_Y = 8\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [4, 8]\nInternal Matrix A: [384, 1728]\nInternal Matrix B: [1728, 176]\n[multiply] Global Work Size = [44, 96]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 1461155430802299000\n[interleave] SUBMIT 1461155430802598000\n[interleave] START 7929185217120\n[interleave] END 7929185782563\n[transpose] QUEUED 1461155430802384000\n[transpose] SUBMIT 1461155430802600000\n[transpose] START 7929186341070\n[transpose] END 7929187256555\n[multiply] QUEUED 1461155430802486000\n[multiply] SUBMIT 1461155430802602000\n[multiply] START 7929187471166\n[multiply] END 7929199750835\nCalculating performance... 18.1563 Gflops/s (performed 222953472 flops in 12279669 ns).\nReference comparison passed!\n\nTest passed\nStop program\n", "##characteristics#run#stdout#repeats": 4, "##characteristics#run#total_execution_time#all": [ 0, 0, 0, 0 ], "##characteristics#run#total_execution_time#all_unique": [ 0 ], "##characteristics#run#total_execution_time#center": 0, "##characteristics#run#total_execution_time#exp": 0.0, 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