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"##characteristics#run#stderr#repeats": 4, "##characteristics#run#stdout#all": [ "\nSGEMM - Single precision floating point GEneral Matrix Matrix multiplication\n\nGEMM_TYPE = 1\nMTX_A = 256 x 168\nMTX_B = 168 x 3456\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 16\nCK_LWS_Y = 4\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [16, 4]\nInternal Matrix A: [256, 168]\nInternal Matrix B: [168, 3456]\n[multiply] Global Work Size = [432, 64]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 1461153054208952000\n[interleave] SUBMIT 1461153054209226000\n[interleave] START 5552590507386\n[interleave] END 5552590543890\n[transpose] QUEUED 1461153054209020000\n[transpose] SUBMIT 1461153054209228000\n[transpose] START 5552592109988\n[transpose] END 5552592797056\n[multiply] QUEUED 1461153054209122000\n[multiply] SUBMIT 1461153054209230000\n[multiply] START 5552593019584\n[multiply] END 5552599814541\nCalculating performance... 43.7488 Gflops/s (performed 297271296 flops in 6794957 ns).\nReference comparison passed!\n\nTest passed\nStop program\n", "\nSGEMM - Single precision floating point GEneral Matrix Matrix multiplication\n\nGEMM_TYPE = 1\nMTX_A = 256 x 168\nMTX_B = 168 x 3456\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 16\nCK_LWS_Y = 4\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [16, 4]\nInternal Matrix A: [256, 168]\nInternal Matrix B: [168, 3456]\n[multiply] Global Work Size = [432, 64]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 1461153061087303000\n[interleave] SUBMIT 1461153061087581000\n[interleave] START 5559468640735\n[interleave] END 5559468675259\n[transpose] QUEUED 1461153061087370000\n[transpose] SUBMIT 1461153061087583000\n[transpose] START 5559470333811\n[transpose] END 5559471029851\n[multiply] QUEUED 1461153061087477000\n[multiply] SUBMIT 1461153061087585000\n[multiply] START 5559471251826\n[multiply] END 5559478032385\nCalculating performance... 43.8417 Gflops/s (performed 297271296 flops in 6780559 ns).\nReference comparison passed!\n\nTest passed\nStop program\n", "\nSGEMM - Single precision floating point GEneral Matrix Matrix multiplication\n\nGEMM_TYPE = 1\nMTX_A = 256 x 168\nMTX_B = 168 x 3456\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 16\nCK_LWS_Y = 4\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [16, 4]\nInternal Matrix A: [256, 168]\nInternal Matrix B: [168, 3456]\n[multiply] Global Work Size = [432, 64]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 1461153067992534000\n[interleave] SUBMIT 1461153067992811000\n[interleave] START 5566374079254\n[interleave] END 5566374113566\n[transpose] QUEUED 1461153067992600000\n[transpose] SUBMIT 1461153067992813000\n[transpose] START 5566375420682\n[transpose] END 5566376119029\n[multiply] QUEUED 1461153067992703000\n[multiply] SUBMIT 1461153067992815000\n[multiply] START 5566376341124\n[multiply] END 5566383132252\nCalculating performance... 43.7735 Gflops/s (performed 297271296 flops in 6791128 ns).\nReference comparison passed!\n\nTest passed\nStop program\n", "\nSGEMM - Single precision floating point GEneral Matrix Matrix multiplication\n\nGEMM_TYPE = 1\nMTX_A = 256 x 168\nMTX_B = 168 x 3456\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 16\nCK_LWS_Y = 4\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [16, 4]\nInternal Matrix A: [256, 168]\nInternal Matrix B: [168, 3456]\n[multiply] Global Work Size = [432, 64]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 1461153074868227000\n[interleave] SUBMIT 1461153074868497000\n[interleave] START 5573249729032\n[interleave] END 5573249764168\n[transpose] QUEUED 1461153074868294000\n[transpose] SUBMIT 1461153074868499000\n[transpose] START 5573251394075\n[transpose] END 5573252097593\n[multiply] QUEUED 1461153074868396000\n[multiply] SUBMIT 1461153074868500000\n[multiply] START 5573252318288\n[multiply] END 5573259097463\nCalculating performance... 43.8507 Gflops/s (performed 297271296 flops in 6779175 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 = 1\nMTX_A = 256 x 168\nMTX_B = 168 x 3456\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 16\nCK_LWS_Y = 4\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [16, 4]\nInternal Matrix A: [256, 168]\nInternal Matrix B: [168, 3456]\n[multiply] Global Work Size = [432, 64]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 1461153054208952000\n[interleave] SUBMIT 1461153054209226000\n[interleave] START 5552590507386\n[interleave] END 5552590543890\n[transpose] QUEUED 1461153054209020000\n[transpose] SUBMIT 1461153054209228000\n[transpose] START 5552592109988\n[transpose] END 5552592797056\n[multiply] QUEUED 1461153054209122000\n[multiply] SUBMIT 1461153054209230000\n[multiply] START 5552593019584\n[multiply] END 5552599814541\nCalculating performance... 43.7488 Gflops/s (performed 297271296 flops in 6794957 ns).\nReference comparison passed!\n\nTest passed\nStop program\n", "\nSGEMM - Single precision floating point GEneral Matrix Matrix multiplication\n\nGEMM_TYPE = 1\nMTX_A = 256 x 168\nMTX_B = 168 x 3456\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 16\nCK_LWS_Y = 4\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [16, 4]\nInternal Matrix A: [256, 168]\nInternal Matrix B: [168, 3456]\n[multiply] Global Work Size = [432, 64]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 1461153061087303000\n[interleave] SUBMIT 1461153061087581000\n[interleave] START 5559468640735\n[interleave] END 5559468675259\n[transpose] QUEUED 1461153061087370000\n[transpose] SUBMIT 1461153061087583000\n[transpose] START 5559470333811\n[transpose] END 5559471029851\n[multiply] QUEUED 1461153061087477000\n[multiply] SUBMIT 1461153061087585000\n[multiply] START 5559471251826\n[multiply] END 5559478032385\nCalculating performance... 43.8417 Gflops/s (performed 297271296 flops in 6780559 ns).\nReference comparison passed!\n\nTest passed\nStop program\n", "\nSGEMM - Single precision floating point GEneral Matrix Matrix multiplication\n\nGEMM_TYPE = 1\nMTX_A = 256 x 168\nMTX_B = 168 x 3456\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 16\nCK_LWS_Y = 4\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [16, 4]\nInternal Matrix A: [256, 168]\nInternal Matrix B: [168, 3456]\n[multiply] Global Work Size = [432, 64]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 1461153067992534000\n[interleave] SUBMIT 1461153067992811000\n[interleave] START 5566374079254\n[interleave] END 5566374113566\n[transpose] QUEUED 1461153067992600000\n[transpose] SUBMIT 1461153067992813000\n[transpose] START 5566375420682\n[transpose] END 5566376119029\n[multiply] QUEUED 1461153067992703000\n[multiply] SUBMIT 1461153067992815000\n[multiply] START 5566376341124\n[multiply] END 5566383132252\nCalculating performance... 43.7735 Gflops/s (performed 297271296 flops in 6791128 ns).\nReference comparison passed!\n\nTest passed\nStop program\n", "\nSGEMM - Single precision floating point GEneral Matrix Matrix multiplication\n\nGEMM_TYPE = 1\nMTX_A = 256 x 168\nMTX_B = 168 x 3456\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 16\nCK_LWS_Y = 4\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [16, 4]\nInternal Matrix A: [256, 168]\nInternal Matrix B: [168, 3456]\n[multiply] Global Work Size = [432, 64]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 1461153074868227000\n[interleave] SUBMIT 1461153074868497000\n[interleave] START 5573249729032\n[interleave] END 5573249764168\n[transpose] QUEUED 1461153074868294000\n[transpose] SUBMIT 1461153074868499000\n[transpose] START 5573251394075\n[transpose] END 5573252097593\n[multiply] QUEUED 1461153074868396000\n[multiply] SUBMIT 1461153074868500000\n[multiply] START 5573252318288\n[multiply] END 5573259097463\nCalculating performance... 43.8507 Gflops/s (performed 297271296 flops in 6779175 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 = 1\nMTX_A = 256 x 168\nMTX_B = 168 x 3456\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 16\nCK_LWS_Y = 4\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 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