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"##characteristics#run#run_time_state#TRANSPOSE#s#exp_ally": [ 100.0 ], "##characteristics#run#run_time_state#TRANSPOSE#s#exp_warning": "no", "##characteristics#run#run_time_state#TRANSPOSE#s#halfrange": 0, "##characteristics#run#run_time_state#TRANSPOSE#s#max": 0, "##characteristics#run#run_time_state#TRANSPOSE#s#mean": 0.0, "##characteristics#run#run_time_state#TRANSPOSE#s#min": 0, "##characteristics#run#run_time_state#TRANSPOSE#s#range": 0, "##characteristics#run#run_time_state#TRANSPOSE#s#repeats": 8, "##characteristics#run#run_time_state#TRANSPOSE#us#all": [ 146.633, 144.7, 141.805, 134.173, 154.479, 153.491, 163.707, 157.27 ], "##characteristics#run#run_time_state#TRANSPOSE#us#all_unique": [ 146.633, 144.7, 141.805, 134.173, 154.479, 153.491, 163.707, 157.27 ], "##characteristics#run#run_time_state#TRANSPOSE#us#center": 148.94, "##characteristics#run#run_time_state#TRANSPOSE#us#exp": 149.68580808080807, "##characteristics#run#run_time_state#TRANSPOSE#us#exp_allx": [ 149.68580808080807 ], "##characteristics#run#run_time_state#TRANSPOSE#us#exp_ally": [ 0.009662114362439288 ], "##characteristics#run#run_time_state#TRANSPOSE#us#exp_warning": "no", "##characteristics#run#run_time_state#TRANSPOSE#us#halfrange": 14.766999999999996, "##characteristics#run#run_time_state#TRANSPOSE#us#max": 163.707, "##characteristics#run#run_time_state#TRANSPOSE#us#mean": 149.53224999999998, "##characteristics#run#run_time_state#TRANSPOSE#us#min": 134.173, "##characteristics#run#run_time_state#TRANSPOSE#us#range": 29.533999999999992, "##characteristics#run#run_time_state#TRANSPOSE#us#range_percent": 0.22011880184537866, "##characteristics#run#run_time_state#TRANSPOSE#us#repeats": 8, "##characteristics#run#stderr#all": [ "", "", "", "", "", "", "", "" ], "##characteristics#run#stderr#all_unique": [ "" ], "##characteristics#run#stderr#min": "", "##characteristics#run#stderr#repeats": 8, "##characteristics#run#stdout#all": [ "\nSGEMM - Single precision floating point GEneral Matrix Matrix multiplication\n\nGEMM_TYPE = 0\nMTX_A = 2304 x 168\nMTX_B = 168 x 256\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 4\nCK_LWS_Y = 24\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [4, 24]\nInternal Matrix A: [2304, 168]\nInternal Matrix B: [168, 256]\n[multiply] Global Work Size = [64, 576]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 1461152576146316000\n[interleave] SUBMIT 1461152576146584000\n[interleave] START 5074528501627\n[interleave] END 5074528898925\n[transpose] QUEUED 1461152576146382000\n[transpose] SUBMIT 1461152576146586000\n[transpose] START 5074529607904\n[transpose] END 5074529754537\n[multiply] QUEUED 1461152576146482000\n[multiply] SUBMIT 1461152576146588000\n[multiply] START 5074529997414\n[multiply] END 5074538203545\nCalculating performance... 24.1503 Gflops/s (performed 198180864 flops in 8206131 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 = 2304 x 168\nMTX_B = 168 x 256\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 4\nCK_LWS_Y = 24\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [4, 24]\nInternal Matrix A: [2304, 168]\nInternal Matrix B: [168, 256]\n[multiply] Global Work Size = [64, 576]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 1461152581539723000\n[interleave] SUBMIT 1461152581539996000\n[interleave] START 5079921879801\n[interleave] END 5079922278818\n[transpose] QUEUED 1461152581539796000\n[transpose] SUBMIT 1461152581539998000\n[transpose] START 5079922956872\n[transpose] END 5079923101572\n[multiply] QUEUED 1461152581539897000\n[multiply] SUBMIT 1461152581540000000\n[multiply] START 5079923317793\n[multiply] END 5079931517790\nCalculating performance... 24.1684 Gflops/s (performed 198180864 flops in 8199997 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 = 2304 x 168\nMTX_B = 168 x 256\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 4\nCK_LWS_Y = 24\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [4, 24]\nInternal Matrix A: [2304, 168]\nInternal Matrix B: [168, 256]\n[multiply] Global Work Size = [64, 576]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 1461152586888786000\n[interleave] SUBMIT 1461152586889055000\n[interleave] START 5085271023607\n[interleave] END 5085271420341\n[transpose] QUEUED 1461152586888853000\n[transpose] SUBMIT 1461152586889057000\n[transpose] START 5085272105639\n[transpose] END 5085272247444\n[multiply] QUEUED 1461152586888954000\n[multiply] SUBMIT 1461152586889059000\n[multiply] START 5085272471083\n[multiply] END 5085280677250\nCalculating performance... 24.1502 Gflops/s (performed 198180864 flops in 8206167 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 = 2304 x 168\nMTX_B = 168 x 256\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 4\nCK_LWS_Y = 24\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [4, 24]\nInternal Matrix A: [2304, 168]\nInternal Matrix B: [168, 256]\n[multiply] Global Work Size = [64, 576]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 1461152592222556000\n[interleave] SUBMIT 1461152592222827000\n[interleave] START 5090604738442\n[interleave] END 5090605138942\n[transpose] QUEUED 1461152592222623000\n[transpose] SUBMIT 1461152592222828000\n[transpose] START 5090605975895\n[transpose] END 5090606110068\n[multiply] QUEUED 1461152592222722000\n[multiply] SUBMIT 1461152592222830000\n[multiply] START 5090606326290\n[multiply] END 5090614526004\nCalculating performance... 24.1692 Gflops/s (performed 198180864 flops in 8199714 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 = 2304 x 168\nMTX_B = 168 x 256\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 4\nCK_LWS_Y = 24\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [4, 24]\nInternal Matrix A: [2304, 168]\nInternal Matrix B: [168, 256]\n[multiply] Global Work Size = [64, 576]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 35626150656161\n[interleave] SUBMIT 35626150951578\n[interleave] START 35626153838199\n[interleave] END 35626154296796\n[transpose] QUEUED 35626150757828\n[transpose] SUBMIT 35626150953203\n[transpose] START 35626155743518\n[transpose] END 35626155897997\n[multiply] QUEUED 35626150871411\n[multiply] SUBMIT 35626150954870\n[multiply] START 35626156178090\n[multiply] END 35626165004107\nCalculating performance... 22.4542 Gflops/s (performed 198180864 flops in 8826017 ns).\nReference comparison passed!\n\nTest passed\n", "\nSGEMM - Single precision floating point GEneral Matrix Matrix multiplication\n\nGEMM_TYPE = 0\nMTX_A = 2304 x 168\nMTX_B = 168 x 256\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 4\nCK_LWS_Y = 24\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [4, 24]\nInternal Matrix A: [2304, 168]\nInternal Matrix B: [168, 256]\n[multiply] Global Work Size = [64, 576]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 35633213501536\n[interleave] SUBMIT 35633213771161\n[interleave] START 35633216284526\n[interleave] END 35633216721494\n[transpose] QUEUED 35633213594411\n[transpose] SUBMIT 35633213772995\n[transpose] START 35633218172443\n[transpose] END 35633218325934\n[multiply] QUEUED 35633213693703\n[multiply] SUBMIT 35633213774620\n[multiply] START 35633218599920\n[multiply] END 35633227441203\nCalculating performance... 22.4154 Gflops/s (performed 198180864 flops in 8841283 ns).\nReference comparison passed!\n\nTest passed\n", "\nSGEMM - Single precision floating point GEneral Matrix Matrix multiplication\n\nGEMM_TYPE = 0\nMTX_A = 2304 x 168\nMTX_B = 168 x 256\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 4\nCK_LWS_Y = 24\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [4, 24]\nInternal Matrix A: [2304, 168]\nInternal Matrix B: [168, 256]\n[multiply] Global Work Size = [64, 576]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 35641352321870\n[interleave] SUBMIT 35641352636245\n[interleave] START 35641354773958\n[interleave] END 35641355230958\n[transpose] QUEUED 35641352420620\n[transpose] SUBMIT 35641352638078\n[transpose] START 35641356549331\n[transpose] END 35641356713038\n[multiply] QUEUED 35641352556078\n[multiply] SUBMIT 35641352639661\n[multiply] START 35641356967877\n[multiply] END 35641365880287\nCalculating performance... 22.2365 Gflops/s (performed 198180864 flops in 8912410 ns).\nReference comparison passed!\n\nTest passed\n", "\nSGEMM - Single precision floating point GEneral Matrix Matrix multiplication\n\nGEMM_TYPE = 0\nMTX_A = 2304 x 168\nMTX_B = 168 x 256\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 4\nCK_LWS_Y = 24\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [4, 24]\nInternal Matrix A: [2304, 168]\nInternal Matrix B: [168, 256]\n[multiply] Global Work Size = [64, 576]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 35649142002453\n[interleave] SUBMIT 35649142261453\n[interleave] START 35649144286068\n[interleave] END 35649144728518\n[transpose] QUEUED 35649142082620\n[transpose] SUBMIT 35649142263078\n[transpose] START 35649145613510\n[transpose] END 35649145770780\n[multiply] QUEUED 35649142179161\n[multiply] SUBMIT 35649142264745\n[multiply] START 35649145977874\n[multiply] END 35649154798958\nCalculating performance... 22.4667 Gflops/s (performed 198180864 flops in 8821084 ns).\nReference comparison passed!\n\nTest passed\n" ], "##characteristics#run#stdout#all_unique": [ "\nSGEMM - Single precision floating point GEneral Matrix Matrix multiplication\n\nGEMM_TYPE = 0\nMTX_A = 2304 x 168\nMTX_B = 168 x 256\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 4\nCK_LWS_Y = 24\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [4, 24]\nInternal Matrix A: [2304, 168]\nInternal Matrix B: [168, 256]\n[multiply] Global Work Size = [64, 576]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 1461152576146316000\n[interleave] SUBMIT 1461152576146584000\n[interleave] START 5074528501627\n[interleave] END 5074528898925\n[transpose] QUEUED 1461152576146382000\n[transpose] SUBMIT 1461152576146586000\n[transpose] START 5074529607904\n[transpose] END 5074529754537\n[multiply] QUEUED 1461152576146482000\n[multiply] SUBMIT 1461152576146588000\n[multiply] START 5074529997414\n[multiply] END 5074538203545\nCalculating performance... 24.1503 Gflops/s (performed 198180864 flops in 8206131 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 = 2304 x 168\nMTX_B = 168 x 256\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 4\nCK_LWS_Y = 24\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [4, 24]\nInternal Matrix A: [2304, 168]\nInternal Matrix B: [168, 256]\n[multiply] Global Work Size = [64, 576]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 1461152581539723000\n[interleave] SUBMIT 1461152581539996000\n[interleave] START 5079921879801\n[interleave] END 5079922278818\n[transpose] QUEUED 1461152581539796000\n[transpose] SUBMIT 1461152581539998000\n[transpose] START 5079922956872\n[transpose] END 5079923101572\n[multiply] QUEUED 1461152581539897000\n[multiply] SUBMIT 1461152581540000000\n[multiply] START 5079923317793\n[multiply] END 5079931517790\nCalculating performance... 24.1684 Gflops/s (performed 198180864 flops in 8199997 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 = 2304 x 168\nMTX_B = 168 x 256\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 4\nCK_LWS_Y = 24\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [4, 24]\nInternal Matrix A: [2304, 168]\nInternal Matrix B: [168, 256]\n[multiply] Global Work Size = [64, 576]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 1461152586888786000\n[interleave] SUBMIT 1461152586889055000\n[interleave] START 5085271023607\n[interleave] END 5085271420341\n[transpose] QUEUED 1461152586888853000\n[transpose] SUBMIT 1461152586889057000\n[transpose] START 5085272105639\n[transpose] END 5085272247444\n[multiply] QUEUED 1461152586888954000\n[multiply] SUBMIT 1461152586889059000\n[multiply] START 5085272471083\n[multiply] END 5085280677250\nCalculating performance... 24.1502 Gflops/s (performed 198180864 flops in 8206167 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 = 2304 x 168\nMTX_B = 168 x 256\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 4\nCK_LWS_Y = 24\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [4, 24]\nInternal Matrix A: [2304, 168]\nInternal Matrix B: [168, 256]\n[multiply] Global Work Size = [64, 576]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 1461152592222556000\n[interleave] SUBMIT 1461152592222827000\n[interleave] START 5090604738442\n[interleave] END 5090605138942\n[transpose] QUEUED 1461152592222623000\n[transpose] SUBMIT 1461152592222828000\n[transpose] START 5090605975895\n[transpose] END 5090606110068\n[multiply] QUEUED 1461152592222722000\n[multiply] SUBMIT 1461152592222830000\n[multiply] START 5090606326290\n[multiply] END 5090614526004\nCalculating performance... 24.1692 Gflops/s (performed 198180864 flops in 8199714 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 = 2304 x 168\nMTX_B = 168 x 256\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 4\nCK_LWS_Y = 24\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [4, 24]\nInternal Matrix A: [2304, 168]\nInternal Matrix B: [168, 256]\n[multiply] Global Work Size = [64, 576]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 35626150656161\n[interleave] SUBMIT 35626150951578\n[interleave] START 35626153838199\n[interleave] END 35626154296796\n[transpose] QUEUED 35626150757828\n[transpose] SUBMIT 35626150953203\n[transpose] START 35626155743518\n[transpose] END 35626155897997\n[multiply] QUEUED 35626150871411\n[multiply] SUBMIT 35626150954870\n[multiply] START 35626156178090\n[multiply] END 35626165004107\nCalculating performance... 22.4542 Gflops/s (performed 198180864 flops in 8826017 ns).\nReference comparison passed!\n\nTest passed\n", "\nSGEMM - Single precision floating point GEneral Matrix Matrix multiplication\n\nGEMM_TYPE = 0\nMTX_A = 2304 x 168\nMTX_B = 168 x 256\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 4\nCK_LWS_Y = 24\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [4, 24]\nInternal Matrix A: [2304, 168]\nInternal Matrix B: [168, 256]\n[multiply] Global Work Size = [64, 576]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 35633213501536\n[interleave] SUBMIT 35633213771161\n[interleave] START 35633216284526\n[interleave] END 35633216721494\n[transpose] QUEUED 35633213594411\n[transpose] SUBMIT 35633213772995\n[transpose] START 35633218172443\n[transpose] END 35633218325934\n[multiply] QUEUED 35633213693703\n[multiply] SUBMIT 35633213774620\n[multiply] START 35633218599920\n[multiply] END 35633227441203\nCalculating performance... 22.4154 Gflops/s (performed 198180864 flops in 8841283 ns).\nReference comparison passed!\n\nTest passed\n", "\nSGEMM - Single precision floating point GEneral Matrix Matrix multiplication\n\nGEMM_TYPE = 0\nMTX_A = 2304 x 168\nMTX_B = 168 x 256\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 4\nCK_LWS_Y = 24\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [4, 24]\nInternal Matrix A: [2304, 168]\nInternal Matrix B: [168, 256]\n[multiply] Global Work Size = [64, 576]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 35641352321870\n[interleave] SUBMIT 35641352636245\n[interleave] START 35641354773958\n[interleave] END 35641355230958\n[transpose] QUEUED 35641352420620\n[transpose] SUBMIT 35641352638078\n[transpose] START 35641356549331\n[transpose] END 35641356713038\n[multiply] QUEUED 35641352556078\n[multiply] SUBMIT 35641352639661\n[multiply] START 35641356967877\n[multiply] END 35641365880287\nCalculating performance... 22.2365 Gflops/s (performed 198180864 flops in 8912410 ns).\nReference comparison passed!\n\nTest passed\n", "\nSGEMM - Single precision floating point GEneral Matrix Matrix multiplication\n\nGEMM_TYPE = 0\nMTX_A = 2304 x 168\nMTX_B = 168 x 256\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 4\nCK_LWS_Y = 24\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [4, 24]\nInternal Matrix A: [2304, 168]\nInternal Matrix B: [168, 256]\n[multiply] Global Work Size = [64, 576]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 35649142002453\n[interleave] SUBMIT 35649142261453\n[interleave] START 35649144286068\n[interleave] END 35649144728518\n[transpose] QUEUED 35649142082620\n[transpose] SUBMIT 35649142263078\n[transpose] START 35649145613510\n[transpose] END 35649145770780\n[multiply] QUEUED 35649142179161\n[multiply] SUBMIT 35649142264745\n[multiply] START 35649145977874\n[multiply] END 35649154798958\nCalculating performance... 22.4667 Gflops/s (performed 198180864 flops in 8821084 ns).\nReference comparison passed!\n\nTest passed\n" ], "##characteristics#run#stdout#min": "\nSGEMM - Single precision floating point GEneral Matrix Matrix multiplication\n\nGEMM_TYPE = 0\nMTX_A = 2304 x 168\nMTX_B = 168 x 256\nALPHA = 1.000000\nBETA = 0.000000\nCK_LWS_X = 4\nCK_LWS_Y = 24\nCK_SKIP_PADDING = 0\nCK_SKIP_VALIDATION = 0\nPLATFORM_ID = 0\nDEVICE_ID = 0\nLWS = [4, 24]\nInternal Matrix A: [2304, 168]\nInternal Matrix B: [168, 256]\n[multiply] Global Work Size = [64, 576]\n[multiply] Local Work Size = [4, 8]\n[finalize] skipped as alpha = 1 and beta = 0\n[interleave] QUEUED 1461152576146316000\n[interleave] SUBMIT 1461152576146584000\n[interleave] START 5074528501627\n[interleave] END 5074528898925\n[transpose] QUEUED 1461152576146382000\n[transpose] SUBMIT 1461152576146586000\n[transpose] START 5074529607904\n[transpose] END 5074529754537\n[multiply] QUEUED 1461152576146482000\n[multiply] SUBMIT 1461152576146588000\n[multiply] START 5074529997414\n[multiply] END 5074538203545\nCalculating performance... 24.1503 Gflops/s (performed 198180864 flops in 8206131 ns).\nReference comparison passed!\n\nTest passed\nStop program\n", "##characteristics#run#stdout#repeats": 8, 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