diff --git a/.gitignore b/.gitignore
index 87620ac7..01cddf66 100644
--- a/.gitignore
+++ b/.gitignore
@@ -1 +1,5 @@
.ipynb_checkpoints/
+.venv/
+data/quartz_new
+data/lassen_new
+data/lulesh/weak
\ No newline at end of file
diff --git a/data/lulesh/230906-105532_880456_M8YbWSOYgGWa.cali b/data/lulesh/230906-105532_880456_M8YbWSOYgGWa.cali
new file mode 100644
index 00000000..bdd89004
--- /dev/null
+++ b/data/lulesh/230906-105532_880456_M8YbWSOYgGWa.cali
@@ -0,0 +1,252 @@
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diff --git a/data/lulesh/230906-105642_881558_Z9WuzbHyGHk3.cali b/data/lulesh/230906-105642_881558_Z9WuzbHyGHk3.cali
new file mode 100644
index 00000000..f66578cf
--- /dev/null
+++ b/data/lulesh/230906-105642_881558_Z9WuzbHyGHk3.cali
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diff --git a/data/lulesh/230906-161436_1841187_vAd8vzUg69Ko.cali b/data/lulesh/230906-161436_1841187_vAd8vzUg69Ko.cali
new file mode 100644
index 00000000..592c7ea1
--- /dev/null
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diff --git a/data/lulesh/230906-161708_1842840_aNpDApBWMPA9.cali b/data/lulesh/230906-161708_1842840_aNpDApBWMPA9.cali
new file mode 100644
index 00000000..916a54a1
--- /dev/null
+++ b/data/lulesh/230906-161708_1842840_aNpDApBWMPA9.cali
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diff --git a/data/lulesh/230906-161826_2104901_6CP1uqTVN7XD.cali b/data/lulesh/230906-161826_2104901_6CP1uqTVN7XD.cali
new file mode 100644
index 00000000..acce1704
--- /dev/null
+++ b/data/lulesh/230906-161826_2104901_6CP1uqTVN7XD.cali
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diff --git a/data/lulesh/230906-161831_1843936_xZPKD3OQZRWW.cali b/data/lulesh/230906-161831_1843936_xZPKD3OQZRWW.cali
new file mode 100644
index 00000000..5423093c
--- /dev/null
+++ b/data/lulesh/230906-161831_1843936_xZPKD3OQZRWW.cali
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diff --git a/data/lulesh/230906-161831_1864312_E7xTgbUJBpdu.cali b/data/lulesh/230906-161831_1864312_E7xTgbUJBpdu.cali
new file mode 100644
index 00000000..816bff79
--- /dev/null
+++ b/data/lulesh/230906-161831_1864312_E7xTgbUJBpdu.cali
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diff --git a/data/lulesh/230906-161831_3583068_NW4nGJfQmOwY.cali b/data/lulesh/230906-161831_3583068_NW4nGJfQmOwY.cali
new file mode 100644
index 00000000..a153d78d
--- /dev/null
+++ b/data/lulesh/230906-161831_3583068_NW4nGJfQmOwY.cali
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diff --git a/data/lulesh/230906-161947_1647744_dXSnp4w6DEOA.cali b/data/lulesh/230906-161947_1647744_dXSnp4w6DEOA.cali
new file mode 100644
index 00000000..e59001eb
--- /dev/null
+++ b/data/lulesh/230906-161947_1647744_dXSnp4w6DEOA.cali
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diff --git a/data/lulesh/230906-161947_3374772_42bVPey5wQfI.cali b/data/lulesh/230906-161947_3374772_42bVPey5wQfI.cali
new file mode 100644
index 00000000..e7a11d29
--- /dev/null
+++ b/data/lulesh/230906-161947_3374772_42bVPey5wQfI.cali
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diff --git a/data/lulesh/230906-162009_1845030_ynnXObsScQLp.cali b/data/lulesh/230906-162009_1845030_ynnXObsScQLp.cali
new file mode 100644
index 00000000..6a36c840
--- /dev/null
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diff --git a/data/lulesh/230906-162009_1865412_tK36WXnXVJRz.cali b/data/lulesh/230906-162009_1865412_tK36WXnXVJRz.cali
new file mode 100644
index 00000000..b07abd4b
--- /dev/null
+++ b/data/lulesh/230906-162009_1865412_tK36WXnXVJRz.cali
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diff --git a/data/lulesh/230906-162009_2105999_zKuh5cZ11Kqg.cali b/data/lulesh/230906-162009_2105999_zKuh5cZ11Kqg.cali
new file mode 100644
index 00000000..c804af83
--- /dev/null
+++ b/data/lulesh/230906-162009_2105999_zKuh5cZ11Kqg.cali
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diff --git a/data/lulesh/230906-162009_2470697_Tc2D26vLduam.cali b/data/lulesh/230906-162009_2470697_Tc2D26vLduam.cali
new file mode 100644
index 00000000..381b9737
--- /dev/null
+++ b/data/lulesh/230906-162009_2470697_Tc2D26vLduam.cali
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diff --git a/data/lulesh/230906-162009_3584168_xJgs55xaCylL.cali b/data/lulesh/230906-162009_3584168_xJgs55xaCylL.cali
new file mode 100644
index 00000000..0ce53b69
--- /dev/null
+++ b/data/lulesh/230906-162009_3584168_xJgs55xaCylL.cali
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diff --git a/data/lulesh/230906-162100_1846133_OENIJ269GUyv.cali b/data/lulesh/230906-162100_1846133_OENIJ269GUyv.cali
new file mode 100644
index 00000000..8f8c3ba0
--- /dev/null
+++ b/data/lulesh/230906-162100_1846133_OENIJ269GUyv.cali
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diff --git a/data/lulesh/230906-162100_2132900_sE9hrmovNwhd.cali b/data/lulesh/230906-162100_2132900_sE9hrmovNwhd.cali
new file mode 100644
index 00000000..1047b738
--- /dev/null
+++ b/data/lulesh/230906-162100_2132900_sE9hrmovNwhd.cali
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diff --git a/data/lulesh/230906-162101_1887211_w0AyKv33yfZ5.cali b/data/lulesh/230906-162101_1887211_w0AyKv33yfZ5.cali
new file mode 100644
index 00000000..893b9cff
--- /dev/null
+++ b/data/lulesh/230906-162101_1887211_w0AyKv33yfZ5.cali
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diff --git a/data/lulesh/230906-162101_2399085_S2L5NGFwX0AA.cali b/data/lulesh/230906-162101_2399085_S2L5NGFwX0AA.cali
new file mode 100644
index 00000000..bb55d7c2
--- /dev/null
+++ b/data/lulesh/230906-162101_2399085_S2L5NGFwX0AA.cali
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diff --git a/data/lulesh/230906-162101_2430382_H0ifIp9c6QQ2.cali b/data/lulesh/230906-162101_2430382_H0ifIp9c6QQ2.cali
new file mode 100644
index 00000000..93c0e0be
--- /dev/null
+++ b/data/lulesh/230906-162101_2430382_H0ifIp9c6QQ2.cali
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diff --git a/data/lulesh/230906-162122_1867498_14pKZNHOeVLy.cali b/data/lulesh/230906-162122_1867498_14pKZNHOeVLy.cali
new file mode 100644
index 00000000..4363254b
--- /dev/null
+++ b/data/lulesh/230906-162122_1867498_14pKZNHOeVLy.cali
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diff --git a/data/lulesh/230906-162123_1666498_yirCaTIA1TRg.cali b/data/lulesh/230906-162123_1666498_yirCaTIA1TRg.cali
new file mode 100644
index 00000000..f1af19a6
--- /dev/null
+++ b/data/lulesh/230906-162123_1666498_yirCaTIA1TRg.cali
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diff --git a/data/lulesh/230906-162123_1670867_K1hu7tnWY0kw.cali b/data/lulesh/230906-162123_1670867_K1hu7tnWY0kw.cali
new file mode 100644
index 00000000..3280c2db
--- /dev/null
+++ b/data/lulesh/230906-162123_1670867_K1hu7tnWY0kw.cali
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diff --git a/data/lulesh/230906-162222_2528031_78JK4zuEc6lT.cali b/data/lulesh/230906-162222_2528031_78JK4zuEc6lT.cali
new file mode 100644
index 00000000..6ca9e58e
--- /dev/null
+++ b/data/lulesh/230906-162222_2528031_78JK4zuEc6lT.cali
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diff --git a/data/lulesh/230906-162223_1377017_tTqsfgZDq6po.cali b/data/lulesh/230906-162223_1377017_tTqsfgZDq6po.cali
new file mode 100644
index 00000000..61fc63d6
--- /dev/null
+++ b/data/lulesh/230906-162223_1377017_tTqsfgZDq6po.cali
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diff --git a/data/lulesh/230906-162223_3375874_MTgS4BaPnHID.cali b/data/lulesh/230906-162223_3375874_MTgS4BaPnHID.cali
new file mode 100644
index 00000000..b2b0e977
--- /dev/null
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diff --git a/data/lulesh/230906-162223_787261_I4Ev7JZk3kaP.cali b/data/lulesh/230906-162223_787261_I4Ev7JZk3kaP.cali
new file mode 100644
index 00000000..60354a77
--- /dev/null
+++ b/data/lulesh/230906-162223_787261_I4Ev7JZk3kaP.cali
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diff --git a/data/lulesh/230906-162239_1848295_hgaZyrFXNQJL.cali b/data/lulesh/230906-162239_1848295_hgaZyrFXNQJL.cali
new file mode 100644
index 00000000..a8e84677
--- /dev/null
+++ b/data/lulesh/230906-162239_1848295_hgaZyrFXNQJL.cali
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diff --git a/data/lulesh/230906-162239_1889378_xyOXRXDS3O6Q.cali b/data/lulesh/230906-162239_1889378_xyOXRXDS3O6Q.cali
new file mode 100644
index 00000000..3e0720d9
--- /dev/null
+++ b/data/lulesh/230906-162239_1889378_xyOXRXDS3O6Q.cali
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diff --git a/data/lulesh/230906-162417_1869663_AG6tR2GiYyKJ.cali b/data/lulesh/230906-162417_1869663_AG6tR2GiYyKJ.cali
new file mode 100644
index 00000000..8337e634
--- /dev/null
+++ b/data/lulesh/230906-162417_1869663_AG6tR2GiYyKJ.cali
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diff --git a/data/lulesh/230906-162418_1673036_UYmZLoJ83e5P.cali b/data/lulesh/230906-162418_1673036_UYmZLoJ83e5P.cali
new file mode 100644
index 00000000..11878e63
--- /dev/null
+++ b/data/lulesh/230906-162418_1673036_UYmZLoJ83e5P.cali
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diff --git a/data/lulesh/230906-162418_2401253_bgfDdhixifFE.cali b/data/lulesh/230906-162418_2401253_bgfDdhixifFE.cali
new file mode 100644
index 00000000..e1b51df8
--- /dev/null
+++ b/data/lulesh/230906-162418_2401253_bgfDdhixifFE.cali
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diff --git a/data/lulesh/230906-162418_2432547_sFb1MplIyQmr.cali b/data/lulesh/230906-162418_2432547_sFb1MplIyQmr.cali
new file mode 100644
index 00000000..5d67a7af
--- /dev/null
+++ b/data/lulesh/230906-162418_2432547_sFb1MplIyQmr.cali
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diff --git a/data/lulesh/230906-162419_2135066_f6MVUotcIw0c.cali b/data/lulesh/230906-162419_2135066_f6MVUotcIw0c.cali
new file mode 100644
index 00000000..3c7a7c1a
--- /dev/null
+++ b/data/lulesh/230906-162419_2135066_f6MVUotcIw0c.cali
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diff --git a/data/lulesh/230906-162424_2471809_EY2JJ5nPJSbL.cali b/data/lulesh/230906-162424_2471809_EY2JJ5nPJSbL.cali
new file mode 100644
index 00000000..29ed3247
--- /dev/null
+++ b/data/lulesh/230906-162424_2471809_EY2JJ5nPJSbL.cali
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diff --git a/data/lulesh/230906-162426_1648845_D3lP06ObAG0u.cali b/data/lulesh/230906-162426_1648845_D3lP06ObAG0u.cali
new file mode 100644
index 00000000..6870b8ff
--- /dev/null
+++ b/data/lulesh/230906-162426_1648845_D3lP06ObAG0u.cali
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diff --git a/data/lulesh/230906-162426_1866514_4Q0pnDF33cyK.cali b/data/lulesh/230906-162426_1866514_4Q0pnDF33cyK.cali
new file mode 100644
index 00000000..4c1b754e
--- /dev/null
+++ b/data/lulesh/230906-162426_1866514_4Q0pnDF33cyK.cali
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diff --git a/data/lulesh/230906-162427_2107103_REiNBwlPsxZB.cali b/data/lulesh/230906-162427_2107103_REiNBwlPsxZB.cali
new file mode 100644
index 00000000..8d8dbb14
--- /dev/null
+++ b/data/lulesh/230906-162427_2107103_REiNBwlPsxZB.cali
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diff --git a/data/lulesh/230906-162427_3585271_eDP1oVUQV6p1.cali b/data/lulesh/230906-162427_3585271_eDP1oVUQV6p1.cali
new file mode 100644
index 00000000..e62793ea
--- /dev/null
+++ b/data/lulesh/230906-162427_3585271_eDP1oVUQV6p1.cali
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diff --git a/data/lulesh/230906-162453_788373_dGGJzilfWYyX.cali b/data/lulesh/230906-162453_788373_dGGJzilfWYyX.cali
new file mode 100644
index 00000000..0acb8e50
--- /dev/null
+++ b/data/lulesh/230906-162453_788373_dGGJzilfWYyX.cali
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diff --git a/data/lulesh/230906-162851_1668667_QnwuhmgcKdo6.cali b/data/lulesh/230906-162851_1668667_QnwuhmgcKdo6.cali
new file mode 100644
index 00000000..60e44987
--- /dev/null
+++ b/data/lulesh/230906-162851_1668667_QnwuhmgcKdo6.cali
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diff --git a/data/lulesh/230906-163003_2529136_gglNSAxC3C9B.cali b/data/lulesh/230906-163003_2529136_gglNSAxC3C9B.cali
new file mode 100644
index 00000000..6d293f2f
--- /dev/null
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diff --git a/data/lulesh/230906-163004_3376979_Bxpdasgrr6fn.cali b/data/lulesh/230906-163004_3376979_Bxpdasgrr6fn.cali
new file mode 100644
index 00000000..a0dea104
--- /dev/null
+++ b/data/lulesh/230906-163004_3376979_Bxpdasgrr6fn.cali
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diff --git a/data/lulesh/230906-163006_1378126_TlqIafJ7t9dn.cali b/data/lulesh/230906-163006_1378126_TlqIafJ7t9dn.cali
new file mode 100644
index 00000000..32847326
--- /dev/null
+++ b/data/lulesh/230906-163006_1378126_TlqIafJ7t9dn.cali
@@ -0,0 +1,252 @@
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diff --git a/data/lulesh/230906-163119_1818103_c2uKvOsTXLn6.cali b/data/lulesh/230906-163119_1818103_c2uKvOsTXLn6.cali
new file mode 100644
index 00000000..6d0858e7
--- /dev/null
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diff --git a/data/lulesh/230906-163211_1510073_2LFaU4ynpQBe.cali b/data/lulesh/230906-163211_1510073_2LFaU4ynpQBe.cali
new file mode 100644
index 00000000..8d1fe9fa
--- /dev/null
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diff --git a/data/lulesh/230906-163318_1512555_AvyzCotW9nu1.cali b/data/lulesh/230906-163318_1512555_AvyzCotW9nu1.cali
new file mode 100644
index 00000000..493d9db1
--- /dev/null
+++ b/data/lulesh/230906-163318_1512555_AvyzCotW9nu1.cali
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diff --git a/data/lulesh/230906-163429_1515036_4KUd7uMgLyfL.cali b/data/lulesh/230906-163429_1515036_4KUd7uMgLyfL.cali
new file mode 100644
index 00000000..80f5dfc4
--- /dev/null
+++ b/data/lulesh/230906-163429_1515036_4KUd7uMgLyfL.cali
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diff --git a/data/lulesh/230906-163539_1517512_vs6umN5eWdus.cali b/data/lulesh/230906-163539_1517512_vs6umN5eWdus.cali
new file mode 100644
index 00000000..9c8e961d
--- /dev/null
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diff --git a/data/lulesh/230906-163655_1519983_LEhgQMvIMDOu.cali b/data/lulesh/230906-163655_1519983_LEhgQMvIMDOu.cali
new file mode 100644
index 00000000..41f9e424
--- /dev/null
+++ b/data/lulesh/230906-163655_1519983_LEhgQMvIMDOu.cali
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diff --git a/data/lulesh/230906-163839_1701198_RZkddqn7RZXM.cali b/data/lulesh/230906-163839_1701198_RZkddqn7RZXM.cali
new file mode 100644
index 00000000..48d13a1c
--- /dev/null
+++ b/data/lulesh/230906-163839_1701198_RZkddqn7RZXM.cali
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diff --git a/data/lulesh/230906-163840_1522459_QYcDzSG9eJ6c.cali b/data/lulesh/230906-163840_1522459_QYcDzSG9eJ6c.cali
new file mode 100644
index 00000000..2dade2cc
--- /dev/null
+++ b/data/lulesh/230906-163840_1522459_QYcDzSG9eJ6c.cali
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diff --git a/data/lulesh/230906-163840_1562524_ZyCR8x41KyKC.cali b/data/lulesh/230906-163840_1562524_ZyCR8x41KyKC.cali
new file mode 100644
index 00000000..8d2155b5
--- /dev/null
+++ b/data/lulesh/230906-163840_1562524_ZyCR8x41KyKC.cali
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diff --git a/data/lulesh/230906-163957_1565005_TJ1UV5ruyvFZ.cali b/data/lulesh/230906-163957_1565005_TJ1UV5ruyvFZ.cali
new file mode 100644
index 00000000..beb511bf
--- /dev/null
+++ b/data/lulesh/230906-163957_1565005_TJ1UV5ruyvFZ.cali
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diff --git a/data/lulesh/230906-163957_1703680_pDWyxZ8xc8pM.cali b/data/lulesh/230906-163957_1703680_pDWyxZ8xc8pM.cali
new file mode 100644
index 00000000..7535d578
--- /dev/null
+++ b/data/lulesh/230906-163957_1703680_pDWyxZ8xc8pM.cali
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diff --git a/data/lulesh/230906-164159_2085679_5SvNkwletxcF.cali b/data/lulesh/230906-164159_2085679_5SvNkwletxcF.cali
new file mode 100644
index 00000000..f5471429
--- /dev/null
+++ b/data/lulesh/230906-164159_2085679_5SvNkwletxcF.cali
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diff --git a/data/lulesh/230906-164200_1867641_muvdqyu0xVLB.cali b/data/lulesh/230906-164200_1867641_muvdqyu0xVLB.cali
new file mode 100644
index 00000000..0b8b7d43
--- /dev/null
+++ b/data/lulesh/230906-164200_1867641_muvdqyu0xVLB.cali
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diff --git a/data/lulesh/230906-164221_1524938_v78F033eOlhN.cali b/data/lulesh/230906-164221_1524938_v78F033eOlhN.cali
new file mode 100644
index 00000000..d7fd3a9a
--- /dev/null
+++ b/data/lulesh/230906-164221_1524938_v78F033eOlhN.cali
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diff --git a/data/lulesh/230906-164306_2108236_2zuUbHw7KEtp.cali b/data/lulesh/230906-164306_2108236_2zuUbHw7KEtp.cali
new file mode 100644
index 00000000..b2326289
--- /dev/null
+++ b/data/lulesh/230906-164306_2108236_2zuUbHw7KEtp.cali
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diff --git a/data/lulesh/230906-164337_1567491_nuKy48k5W6nb.cali b/data/lulesh/230906-164337_1567491_nuKy48k5W6nb.cali
new file mode 100644
index 00000000..a41d084d
--- /dev/null
+++ b/data/lulesh/230906-164337_1567491_nuKy48k5W6nb.cali
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diff --git a/data/lulesh/230906-164337_1706162_p4U3baLaM5JI.cali b/data/lulesh/230906-164337_1706162_p4U3baLaM5JI.cali
new file mode 100644
index 00000000..33804df7
--- /dev/null
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diff --git a/data/lulesh/230906-164604_1869919_LFJMNtxGHTke.cali b/data/lulesh/230906-164604_1869919_LFJMNtxGHTke.cali
new file mode 100644
index 00000000..6c670535
--- /dev/null
+++ b/data/lulesh/230906-164604_1869919_LFJMNtxGHTke.cali
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diff --git a/data/lulesh/230906-164605_1527434_SvyELARWGWOr.cali b/data/lulesh/230906-164605_1527434_SvyELARWGWOr.cali
new file mode 100644
index 00000000..67570034
--- /dev/null
+++ b/data/lulesh/230906-164605_1527434_SvyELARWGWOr.cali
@@ -0,0 +1,252 @@
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diff --git a/data/lulesh/230906-164649_2740140_4yeOCKepM5sJ.cali b/data/lulesh/230906-164649_2740140_4yeOCKepM5sJ.cali
new file mode 100644
index 00000000..2c4477a2
--- /dev/null
+++ b/data/lulesh/230906-164649_2740140_4yeOCKepM5sJ.cali
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diff --git a/data/lulesh/230906-164810_1820318_wie9bO6AsYCG.cali b/data/lulesh/230906-164810_1820318_wie9bO6AsYCG.cali
new file mode 100644
index 00000000..e48a43b2
--- /dev/null
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diff --git a/data/lulesh/230906-165344_1569987_y9KRES7UHHbq.cali b/data/lulesh/230906-165344_1569987_y9KRES7UHHbq.cali
new file mode 100644
index 00000000..feb69196
--- /dev/null
+++ b/data/lulesh/230906-165344_1569987_y9KRES7UHHbq.cali
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diff --git a/data/lulesh/230906-165345_1708658_pI26o9t6lWvd.cali b/data/lulesh/230906-165345_1708658_pI26o9t6lWvd.cali
new file mode 100644
index 00000000..0a61b52d
--- /dev/null
+++ b/data/lulesh/230906-165345_1708658_pI26o9t6lWvd.cali
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diff --git a/data/lulesh/230906-165346_2110520_J4DHv7QYdcqV.cali b/data/lulesh/230906-165346_2110520_J4DHv7QYdcqV.cali
new file mode 100644
index 00000000..dc92ad1b
--- /dev/null
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diff --git a/data/lulesh/230906-165404_1536565_RPA3sfaKZLs2.cali b/data/lulesh/230906-165404_1536565_RPA3sfaKZLs2.cali
new file mode 100644
index 00000000..5b8f5327
--- /dev/null
+++ b/data/lulesh/230906-165404_1536565_RPA3sfaKZLs2.cali
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diff --git a/data/lulesh/230906-165404_1572528_NI3qkNdvkuTb.cali b/data/lulesh/230906-165404_1572528_NI3qkNdvkuTb.cali
new file mode 100644
index 00000000..bb82f2eb
--- /dev/null
+++ b/data/lulesh/230906-165404_1572528_NI3qkNdvkuTb.cali
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diff --git a/data/lulesh/230906-165404_2282981_Be6KdBichziy.cali b/data/lulesh/230906-165404_2282981_Be6KdBichziy.cali
new file mode 100644
index 00000000..f82ce2de
--- /dev/null
+++ b/data/lulesh/230906-165404_2282981_Be6KdBichziy.cali
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diff --git a/data/lulesh/230906-165502_3839338_4Mc23sIHCcrD.cali b/data/lulesh/230906-165502_3839338_4Mc23sIHCcrD.cali
new file mode 100644
index 00000000..ea0c5f2b
--- /dev/null
+++ b/data/lulesh/230906-165502_3839338_4Mc23sIHCcrD.cali
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diff --git a/data/lulesh/230906-165509_2475700_6F0AqeALRh2B.cali b/data/lulesh/230906-165509_2475700_6F0AqeALRh2B.cali
new file mode 100644
index 00000000..b89f1631
--- /dev/null
+++ b/data/lulesh/230906-165509_2475700_6F0AqeALRh2B.cali
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diff --git a/data/lulesh/230906-165517_1539046_PMagVCsrGIT9.cali b/data/lulesh/230906-165517_1539046_PMagVCsrGIT9.cali
new file mode 100644
index 00000000..e4b43b00
--- /dev/null
+++ b/data/lulesh/230906-165517_1539046_PMagVCsrGIT9.cali
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diff --git a/data/lulesh/230906-165518_2438533_hBXQ0NnodCz2.cali b/data/lulesh/230906-165518_2438533_hBXQ0NnodCz2.cali
new file mode 100644
index 00000000..f0214064
--- /dev/null
+++ b/data/lulesh/230906-165518_2438533_hBXQ0NnodCz2.cali
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diff --git a/data/lulesh/230906-165557_1713581_MF37hCbi0RcM.cali b/data/lulesh/230906-165557_1713581_MF37hCbi0RcM.cali
new file mode 100644
index 00000000..9202c064
--- /dev/null
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diff --git a/data/lulesh/230906-165558_2115438_TFTexzn1n2ML.cali b/data/lulesh/230906-165558_2115438_TFTexzn1n2ML.cali
new file mode 100644
index 00000000..1c730196
--- /dev/null
+++ b/data/lulesh/230906-165558_2115438_TFTexzn1n2ML.cali
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diff --git a/data/lulesh/230906-165708_1716064_8gsZhL4fb52b.cali b/data/lulesh/230906-165708_1716064_8gsZhL4fb52b.cali
new file mode 100644
index 00000000..3e9c89fa
--- /dev/null
+++ b/data/lulesh/230906-165708_1716064_8gsZhL4fb52b.cali
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diff --git a/data/lulesh/230906-165709_2117922_af6d4syuBT4x.cali b/data/lulesh/230906-165709_2117922_af6d4syuBT4x.cali
new file mode 100644
index 00000000..6c00257a
--- /dev/null
+++ b/data/lulesh/230906-165709_2117922_af6d4syuBT4x.cali
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diff --git a/data/lulesh/230906-165820_1755726_dyNvSsh7wJJB.cali b/data/lulesh/230906-165820_1755726_dyNvSsh7wJJB.cali
new file mode 100644
index 00000000..2c5efe3f
--- /dev/null
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diff --git a/data/lulesh/230906-170236_844442_HfxDqUcNOW4e.cali b/data/lulesh/230906-170236_844442_HfxDqUcNOW4e.cali
new file mode 100644
index 00000000..ee389d17
--- /dev/null
+++ b/data/lulesh/230906-170236_844442_HfxDqUcNOW4e.cali
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diff --git a/data/lulesh/230906-170237_1384030_J6uSGnzynbVy.cali b/data/lulesh/230906-170237_1384030_J6uSGnzynbVy.cali
new file mode 100644
index 00000000..fbd0aaf2
--- /dev/null
+++ b/data/lulesh/230906-170237_1384030_J6uSGnzynbVy.cali
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diff --git a/data/lulesh/230906-170237_2116399_3DQG6XYovLbw.cali b/data/lulesh/230906-170237_2116399_3DQG6XYovLbw.cali
new file mode 100644
index 00000000..734694a5
--- /dev/null
+++ b/data/lulesh/230906-170237_2116399_3DQG6XYovLbw.cali
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diff --git a/data/lulesh/230906-170237_2340643_MJylgp8lTKk3.cali b/data/lulesh/230906-170237_2340643_MJylgp8lTKk3.cali
new file mode 100644
index 00000000..91d8317a
--- /dev/null
+++ b/data/lulesh/230906-170237_2340643_MJylgp8lTKk3.cali
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diff --git a/data/lulesh/230906-170237_923520_k3Ui8wgATLUJ.cali b/data/lulesh/230906-170237_923520_k3Ui8wgATLUJ.cali
new file mode 100644
index 00000000..acf1b5eb
--- /dev/null
+++ b/data/lulesh/230906-170237_923520_k3Ui8wgATLUJ.cali
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diff --git a/data/lulesh/230906-170247_2668244_ywsLBH4UroQO.cali b/data/lulesh/230906-170247_2668244_ywsLBH4UroQO.cali
new file mode 100644
index 00000000..37e67d18
--- /dev/null
+++ b/data/lulesh/230906-170247_2668244_ywsLBH4UroQO.cali
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diff --git a/data/lulesh/230906-170405_2424079_86y4hMhmdTkM.cali b/data/lulesh/230906-170405_2424079_86y4hMhmdTkM.cali
new file mode 100644
index 00000000..7296931e
--- /dev/null
+++ b/data/lulesh/230906-170405_2424079_86y4hMhmdTkM.cali
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diff --git a/data/lulesh/230906-170405_2670965_fUY2JUUn6pG0.cali b/data/lulesh/230906-170405_2670965_fUY2JUUn6pG0.cali
new file mode 100644
index 00000000..4f8b5e8d
--- /dev/null
+++ b/data/lulesh/230906-170405_2670965_fUY2JUUn6pG0.cali
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diff --git a/data/lulesh/230906-170505_2343172_7uM5KyQSLytw.cali b/data/lulesh/230906-170505_2343172_7uM5KyQSLytw.cali
new file mode 100644
index 00000000..e720a397
--- /dev/null
+++ b/data/lulesh/230906-170505_2343172_7uM5KyQSLytw.cali
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diff --git a/data/lulesh/230906-170859_2050004_bQilPFkFPNtM.cali b/data/lulesh/230906-170859_2050004_bQilPFkFPNtM.cali
new file mode 100644
index 00000000..170c7fd4
--- /dev/null
+++ b/data/lulesh/230906-170859_2050004_bQilPFkFPNtM.cali
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diff --git a/data/lulesh/230906-170905_1366218_dc4St9KZQyLY.cali b/data/lulesh/230906-170905_1366218_dc4St9KZQyLY.cali
new file mode 100644
index 00000000..e56c8a80
--- /dev/null
+++ b/data/lulesh/230906-170905_1366218_dc4St9KZQyLY.cali
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diff --git a/data/lulesh/230906-171015_1636933_sIymnNOIRZy8.cali b/data/lulesh/230906-171015_1636933_sIymnNOIRZy8.cali
new file mode 100644
index 00000000..d4fae17b
--- /dev/null
+++ b/data/lulesh/230906-171015_1636933_sIymnNOIRZy8.cali
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diff --git a/data/lulesh/230906-171015_2090418_xttCAN60mGwb.cali b/data/lulesh/230906-171015_2090418_xttCAN60mGwb.cali
new file mode 100644
index 00000000..4895e63e
--- /dev/null
+++ b/data/lulesh/230906-171015_2090418_xttCAN60mGwb.cali
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diff --git a/data/lulesh/230906-171049_1633441_MA6kiQA2RHPE.cali b/data/lulesh/230906-171049_1633441_MA6kiQA2RHPE.cali
new file mode 100644
index 00000000..079b47f1
--- /dev/null
+++ b/data/lulesh/230906-171049_1633441_MA6kiQA2RHPE.cali
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diff --git a/data/lulesh/230906-171055_2368237_ldHfyYDJx2o9.cali b/data/lulesh/230906-171055_2368237_ldHfyYDJx2o9.cali
new file mode 100644
index 00000000..acdc8901
--- /dev/null
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diff --git a/data/lulesh/230906-171135_2742426_UnDS0uzCJuqd.cali b/data/lulesh/230906-171135_2742426_UnDS0uzCJuqd.cali
new file mode 100644
index 00000000..79eb6ae6
--- /dev/null
+++ b/data/lulesh/230906-171135_2742426_UnDS0uzCJuqd.cali
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diff --git a/data/lulesh/230906-171210_1775661_9OvevyEaS7zB.cali b/data/lulesh/230906-171210_1775661_9OvevyEaS7zB.cali
new file mode 100644
index 00000000..e96fcf4d
--- /dev/null
+++ b/data/lulesh/230906-171210_1775661_9OvevyEaS7zB.cali
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diff --git a/data/lulesh/230906-171213_1673798_BZ84Waw4ZJ1M.cali b/data/lulesh/230906-171213_1673798_BZ84Waw4ZJ1M.cali
new file mode 100644
index 00000000..6e54070a
--- /dev/null
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diff --git a/data/lulesh/230906-171322_2404318_6sueszuK7oc6.cali b/data/lulesh/230906-171322_2404318_6sueszuK7oc6.cali
new file mode 100644
index 00000000..2a461ba9
--- /dev/null
+++ b/data/lulesh/230906-171322_2404318_6sueszuK7oc6.cali
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diff --git a/data/lulesh/230906-173208_1218611_tB8L8iwEtRcU.cali b/data/lulesh/230906-173208_1218611_tB8L8iwEtRcU.cali
new file mode 100644
index 00000000..0661c0f3
--- /dev/null
+++ b/data/lulesh/230906-173208_1218611_tB8L8iwEtRcU.cali
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diff --git a/data/lulesh/230906-173214_1522451_INymAxfG1KFd.cali b/data/lulesh/230906-173214_1522451_INymAxfG1KFd.cali
new file mode 100644
index 00000000..840310e0
--- /dev/null
+++ b/data/lulesh/230906-173214_1522451_INymAxfG1KFd.cali
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diff --git a/data/lulesh/230906-173214_949232_lLdn66zDNqXz.cali b/data/lulesh/230906-173214_949232_lLdn66zDNqXz.cali
new file mode 100644
index 00000000..c7bfb508
--- /dev/null
+++ b/data/lulesh/230906-173214_949232_lLdn66zDNqXz.cali
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diff --git a/data/lulesh/230906-173215_1392747_GeHEieKVGWML.cali b/data/lulesh/230906-173215_1392747_GeHEieKVGWML.cali
new file mode 100644
index 00000000..740fc62a
--- /dev/null
+++ b/data/lulesh/230906-173215_1392747_GeHEieKVGWML.cali
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diff --git a/data/lulesh/230906-173215_2005640_JnmD8Eewhgiw.cali b/data/lulesh/230906-173215_2005640_JnmD8Eewhgiw.cali
new file mode 100644
index 00000000..dc0ff5cd
--- /dev/null
+++ b/data/lulesh/230906-173215_2005640_JnmD8Eewhgiw.cali
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diff --git a/data/lulesh/230906-173400_1221304_uUoBT6dzhYXF.cali b/data/lulesh/230906-173400_1221304_uUoBT6dzhYXF.cali
new file mode 100644
index 00000000..482346ce
--- /dev/null
+++ b/data/lulesh/230906-173400_1221304_uUoBT6dzhYXF.cali
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diff --git a/data/lulesh/230906-173401_1395543_WbF1mslXyrI3.cali b/data/lulesh/230906-173401_1395543_WbF1mslXyrI3.cali
new file mode 100644
index 00000000..e87e9764
--- /dev/null
+++ b/data/lulesh/230906-173401_1395543_WbF1mslXyrI3.cali
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diff --git a/data/lulesh/230906-173526_1224033_TRvdyML3mrIZ.cali b/data/lulesh/230906-173526_1224033_TRvdyML3mrIZ.cali
new file mode 100644
index 00000000..b43aae4a
--- /dev/null
+++ b/data/lulesh/230906-173526_1224033_TRvdyML3mrIZ.cali
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diff --git a/data/lulesh/230906-173627_1398270_kWWNhIZcDxV1.cali b/data/lulesh/230906-173627_1398270_kWWNhIZcDxV1.cali
new file mode 100644
index 00000000..2771cd59
--- /dev/null
+++ b/data/lulesh/230906-173627_1398270_kWWNhIZcDxV1.cali
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diff --git a/data/lulesh/230906-173736_1226751_bdkadAKkepOi.cali b/data/lulesh/230906-173736_1226751_bdkadAKkepOi.cali
new file mode 100644
index 00000000..89ba62f4
--- /dev/null
+++ b/data/lulesh/230906-173736_1226751_bdkadAKkepOi.cali
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diff --git a/data/lulesh/230906-174244_1229470_SX2MGsPmDL4y.cali b/data/lulesh/230906-174244_1229470_SX2MGsPmDL4y.cali
new file mode 100644
index 00000000..b60c3c3c
--- /dev/null
+++ b/data/lulesh/230906-174244_1229470_SX2MGsPmDL4y.cali
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diff --git a/data/lulesh/230906-174245_1400994_8DCHQUpA84Xu.cali b/data/lulesh/230906-174245_1400994_8DCHQUpA84Xu.cali
new file mode 100644
index 00000000..bbf580b9
--- /dev/null
+++ b/data/lulesh/230906-174245_1400994_8DCHQUpA84Xu.cali
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diff --git a/data/lulesh/230906-174408_1232226_omQ58DFBv72S.cali b/data/lulesh/230906-174408_1232226_omQ58DFBv72S.cali
new file mode 100644
index 00000000..50d67d49
--- /dev/null
+++ b/data/lulesh/230906-174408_1232226_omQ58DFBv72S.cali
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diff --git a/data/lulesh/230906-174858_1403751_SmsdDUqSVRVO.cali b/data/lulesh/230906-174858_1403751_SmsdDUqSVRVO.cali
new file mode 100644
index 00000000..78f47797
--- /dev/null
+++ b/data/lulesh/230906-174858_1403751_SmsdDUqSVRVO.cali
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diff --git a/data/lulesh/230906-175238_1637418_m19zyicpg6Rq.cali b/data/lulesh/230906-175238_1637418_m19zyicpg6Rq.cali
new file mode 100644
index 00000000..06af461c
--- /dev/null
+++ b/data/lulesh/230906-175238_1637418_m19zyicpg6Rq.cali
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diff --git a/data/lulesh/230906-175240_2250956_0MxDz8Z3ZsXe.cali b/data/lulesh/230906-175240_2250956_0MxDz8Z3ZsXe.cali
new file mode 100644
index 00000000..2d17223a
--- /dev/null
+++ b/data/lulesh/230906-175240_2250956_0MxDz8Z3ZsXe.cali
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diff --git a/data/lulesh/230906-180048_1234945_KYdDiD1yCZOz.cali b/data/lulesh/230906-180048_1234945_KYdDiD1yCZOz.cali
new file mode 100644
index 00000000..128966df
--- /dev/null
+++ b/data/lulesh/230906-180048_1234945_KYdDiD1yCZOz.cali
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diff --git a/data/lulesh/230906-180313_2008584_Mqr8ZXX0nMpf.cali b/data/lulesh/230906-180313_2008584_Mqr8ZXX0nMpf.cali
new file mode 100644
index 00000000..d36aa234
--- /dev/null
+++ b/data/lulesh/230906-180313_2008584_Mqr8ZXX0nMpf.cali
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diff --git a/data/lulesh/230906-180316_1824431_zgxxiQE39bCY.cali b/data/lulesh/230906-180316_1824431_zgxxiQE39bCY.cali
new file mode 100644
index 00000000..1c080451
--- /dev/null
+++ b/data/lulesh/230906-180316_1824431_zgxxiQE39bCY.cali
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diff --git a/data/lulesh/230906-180317_1357880_WTzLsgtm2c57.cali b/data/lulesh/230906-180317_1357880_WTzLsgtm2c57.cali
new file mode 100644
index 00000000..22cc7c82
--- /dev/null
+++ b/data/lulesh/230906-180317_1357880_WTzLsgtm2c57.cali
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diff --git a/data/lulesh/230906-181737_1670054_M1QuqYy24hNi.cali b/data/lulesh/230906-181737_1670054_M1QuqYy24hNi.cali
new file mode 100644
index 00000000..beda5ce2
--- /dev/null
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diff --git a/data/lulesh/230906-182815_1406503_lyfcuZbLJZ48.cali b/data/lulesh/230906-182815_1406503_lyfcuZbLJZ48.cali
new file mode 100644
index 00000000..5f8b9a4f
--- /dev/null
+++ b/data/lulesh/230906-182815_1406503_lyfcuZbLJZ48.cali
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diff --git a/data/lulesh/230906-184117_1959231_YXKi9s2PVepk.cali b/data/lulesh/230906-184117_1959231_YXKi9s2PVepk.cali
new file mode 100644
index 00000000..0af82db9
--- /dev/null
+++ b/data/lulesh/230906-184117_1959231_YXKi9s2PVepk.cali
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diff --git a/data/lulesh/230906-184227_3305480_yK7UymyoVBVk.cali b/data/lulesh/230906-184227_3305480_yK7UymyoVBVk.cali
new file mode 100644
index 00000000..c589dfe6
--- /dev/null
+++ b/data/lulesh/230906-184227_3305480_yK7UymyoVBVk.cali
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diff --git a/data/lulesh/230906-190646_1409501_UFZyfDNphAnI.cali b/data/lulesh/230906-190646_1409501_UFZyfDNphAnI.cali
new file mode 100644
index 00000000..e3165878
--- /dev/null
+++ b/data/lulesh/230906-190646_1409501_UFZyfDNphAnI.cali
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diff --git a/data/lulesh/230906-194939_1414980_4T0Ss5cMutDY.cali b/data/lulesh/230906-194939_1414980_4T0Ss5cMutDY.cali
new file mode 100644
index 00000000..8fdba058
--- /dev/null
+++ b/data/lulesh/230906-194939_1414980_4T0Ss5cMutDY.cali
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diff --git a/data/lulesh/230906-200226_1621486_ulnHy9EXkawV.cali b/data/lulesh/230906-200226_1621486_ulnHy9EXkawV.cali
new file mode 100644
index 00000000..2cecb432
--- /dev/null
+++ b/data/lulesh/230906-200226_1621486_ulnHy9EXkawV.cali
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diff --git a/data/lulesh/230906-200344_1624163_z1IzQFJWmi8u.cali b/data/lulesh/230906-200344_1624163_z1IzQFJWmi8u.cali
new file mode 100644
index 00000000..f1be5784
--- /dev/null
+++ b/data/lulesh/230906-200344_1624163_z1IzQFJWmi8u.cali
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diff --git a/data/lulesh/230906-200501_1626839_5CGr8nunUUDc.cali b/data/lulesh/230906-200501_1626839_5CGr8nunUUDc.cali
new file mode 100644
index 00000000..0a6a9a74
--- /dev/null
+++ b/data/lulesh/230906-200501_1626839_5CGr8nunUUDc.cali
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diff --git a/data/lulesh/230906-200625_1629519_WVDlvnZglQky.cali b/data/lulesh/230906-200625_1629519_WVDlvnZglQky.cali
new file mode 100644
index 00000000..c663cc9c
--- /dev/null
+++ b/data/lulesh/230906-200625_1629519_WVDlvnZglQky.cali
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diff --git a/data/lulesh/230906-200746_1632198_UgHHed4qTn3t.cali b/data/lulesh/230906-200746_1632198_UgHHed4qTn3t.cali
new file mode 100644
index 00000000..2967fa80
--- /dev/null
+++ b/data/lulesh/230906-200746_1632198_UgHHed4qTn3t.cali
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diff --git a/data/lulesh/230906-234357_1321777_MMUEI8bW02kG.cali b/data/lulesh/230906-234357_1321777_MMUEI8bW02kG.cali
new file mode 100644
index 00000000..0a509321
--- /dev/null
+++ b/data/lulesh/230906-234357_1321777_MMUEI8bW02kG.cali
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diff --git a/data/lulesh/230906-234845_1602992_aUplxgPClaey.cali b/data/lulesh/230906-234845_1602992_aUplxgPClaey.cali
new file mode 100644
index 00000000..a54a7ea7
--- /dev/null
+++ b/data/lulesh/230906-234845_1602992_aUplxgPClaey.cali
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diff --git a/data/lulesh/230907-020551_1660384_POYmbGkIQL2B.cali b/data/lulesh/230907-020551_1660384_POYmbGkIQL2B.cali
new file mode 100644
index 00000000..5f8a73c6
--- /dev/null
+++ b/data/lulesh/230907-020551_1660384_POYmbGkIQL2B.cali
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diff --git a/data/lulesh/230907-020823_1663073_Wqwm1sFtTuGR.cali b/data/lulesh/230907-020823_1663073_Wqwm1sFtTuGR.cali
new file mode 100644
index 00000000..da7add56
--- /dev/null
+++ b/data/lulesh/230907-020823_1663073_Wqwm1sFtTuGR.cali
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diff --git a/data/lulesh/230907-021042_1466032_XataWJ1kWLOl.cali b/data/lulesh/230907-021042_1466032_XataWJ1kWLOl.cali
new file mode 100644
index 00000000..a1b4688c
--- /dev/null
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diff --git a/data/lulesh/230907-022246_1415556_eXqYaXwkJO0z.cali b/data/lulesh/230907-022246_1415556_eXqYaXwkJO0z.cali
new file mode 100644
index 00000000..fa8eddf3
--- /dev/null
+++ b/data/lulesh/230907-022246_1415556_eXqYaXwkJO0z.cali
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diff --git a/data/lulesh/230907-022246_3760832_bF5oP6StekYV.cali b/data/lulesh/230907-022246_3760832_bF5oP6StekYV.cali
new file mode 100644
index 00000000..e990e7c9
--- /dev/null
+++ b/data/lulesh/230907-022246_3760832_bF5oP6StekYV.cali
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diff --git a/data/lulesh/230907-022247_1223552_tUI361xKCXbY.cali b/data/lulesh/230907-022247_1223552_tUI361xKCXbY.cali
new file mode 100644
index 00000000..ef5d64a4
--- /dev/null
+++ b/data/lulesh/230907-022247_1223552_tUI361xKCXbY.cali
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diff --git a/data/lulesh/230907-022953_2524490_9Hxfz30qIztP.cali b/data/lulesh/230907-022953_2524490_9Hxfz30qIztP.cali
new file mode 100644
index 00000000..8e17c7c7
--- /dev/null
+++ b/data/lulesh/230907-022953_2524490_9Hxfz30qIztP.cali
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diff --git a/data/lulesh/230907-023015_1443653_wXpvoI8QXY9z.cali b/data/lulesh/230907-023015_1443653_wXpvoI8QXY9z.cali
new file mode 100644
index 00000000..bc16a6c7
--- /dev/null
+++ b/data/lulesh/230907-023015_1443653_wXpvoI8QXY9z.cali
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diff --git a/data/lulesh/230907-024209_2109993_B6rUg1QCFAlZ.cali b/data/lulesh/230907-024209_2109993_B6rUg1QCFAlZ.cali
new file mode 100644
index 00000000..2a8246be
--- /dev/null
+++ b/data/lulesh/230907-024209_2109993_B6rUg1QCFAlZ.cali
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diff --git a/data/lulesh/230907-024214_2814081_zQpNirwbUhyi.cali b/data/lulesh/230907-024214_2814081_zQpNirwbUhyi.cali
new file mode 100644
index 00000000..939ce9da
--- /dev/null
+++ b/data/lulesh/230907-024214_2814081_zQpNirwbUhyi.cali
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diff --git a/data/lulesh/230907-024216_1988896_VbmATNHBZbft.cali b/data/lulesh/230907-024216_1988896_VbmATNHBZbft.cali
new file mode 100644
index 00000000..4b3d768c
--- /dev/null
+++ b/data/lulesh/230907-024216_1988896_VbmATNHBZbft.cali
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diff --git a/data/lulesh/230907-024220_1796830_YZcZkbkmDVZw.cali b/data/lulesh/230907-024220_1796830_YZcZkbkmDVZw.cali
new file mode 100644
index 00000000..d11afa39
--- /dev/null
+++ b/data/lulesh/230907-024220_1796830_YZcZkbkmDVZw.cali
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diff --git a/data/lulesh/230907-024223_52354_SDRJWgKDb0hG.cali b/data/lulesh/230907-024223_52354_SDRJWgKDb0hG.cali
new file mode 100644
index 00000000..cf16076f
--- /dev/null
+++ b/data/lulesh/230907-024223_52354_SDRJWgKDb0hG.cali
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diff --git a/data/lulesh/230907-030924_1822056_YYreJkE1euid.cali b/data/lulesh/230907-030924_1822056_YYreJkE1euid.cali
new file mode 100644
index 00000000..cd08039d
--- /dev/null
+++ b/data/lulesh/230907-030924_1822056_YYreJkE1euid.cali
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diff --git a/data/lulesh/230907-030928_1640599_QQn184V2a13E.cali b/data/lulesh/230907-030928_1640599_QQn184V2a13E.cali
new file mode 100644
index 00000000..af241a6c
--- /dev/null
+++ b/data/lulesh/230907-030928_1640599_QQn184V2a13E.cali
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diff --git a/data/lulesh/230907-030929_1460167_qzUCoZhTabte.cali b/data/lulesh/230907-030929_1460167_qzUCoZhTabte.cali
new file mode 100644
index 00000000..1ce3ae47
--- /dev/null
+++ b/data/lulesh/230907-030929_1460167_qzUCoZhTabte.cali
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diff --git a/data/lulesh/230907-030936_2243063_8nAZWW8KdopI.cali b/data/lulesh/230907-030936_2243063_8nAZWW8KdopI.cali
new file mode 100644
index 00000000..52e3eb75
--- /dev/null
+++ b/data/lulesh/230907-030936_2243063_8nAZWW8KdopI.cali
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diff --git a/data/lulesh/230907-031803_1446377_382JBuy47dkq.cali b/data/lulesh/230907-031803_1446377_382JBuy47dkq.cali
new file mode 100644
index 00000000..22cff897
--- /dev/null
+++ b/data/lulesh/230907-031803_1446377_382JBuy47dkq.cali
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diff --git a/data/lulesh_strong/230817-111051_1180875_0SyOTZWhAkDp.cali b/data/lulesh_strong/230817-111051_1180875_0SyOTZWhAkDp.cali
new file mode 100644
index 00000000..d8b3e3c9
--- /dev/null
+++ b/data/lulesh_strong/230817-111051_1180875_0SyOTZWhAkDp.cali
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diff --git a/data/lulesh_strong/230817-112556_453701_pnPXRBg7cToP.cali b/data/lulesh_strong/230817-112556_453701_pnPXRBg7cToP.cali
new file mode 100644
index 00000000..fc8a2836
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diff --git a/data/lulesh_strong/230817-113016_585490_zdf46QN57AYz.cali b/data/lulesh_strong/230817-113016_585490_zdf46QN57AYz.cali
new file mode 100644
index 00000000..5bdb99b7
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new file mode 100644
index 00000000..0ff067e9
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new file mode 100644
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diff --git a/data/lulesh_strong/230817-113310_558888_Z2cfczc6BFHv.cali b/data/lulesh_strong/230817-113310_558888_Z2cfczc6BFHv.cali
new file mode 100644
index 00000000..d44ad16d
--- /dev/null
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diff --git a/data/lulesh_strong/230817-113313_963208_Y0mlbzPM1zX4.cali b/data/lulesh_strong/230817-113313_963208_Y0mlbzPM1zX4.cali
new file mode 100644
index 00000000..8c732e18
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new file mode 100644
index 00000000..9a644bc6
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new file mode 100644
index 00000000..17cf3988
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diff --git a/data/lulesh_strong/230817-113548_531874_MA7oRDt66oOT.cali b/data/lulesh_strong/230817-113548_531874_MA7oRDt66oOT.cali
new file mode 100644
index 00000000..238451da
--- /dev/null
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diff --git a/data/lulesh_strong/230817-113715_534350_ev1xwmr2JU7J.cali b/data/lulesh_strong/230817-113715_534350_ev1xwmr2JU7J.cali
new file mode 100644
index 00000000..0b790c9e
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new file mode 100644
index 00000000..1dc07a62
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new file mode 100644
index 00000000..137c3d29
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diff --git a/data/lulesh_strong/230817-121846_613322_YEhUwbKXiIJy.cali b/data/lulesh_strong/230817-121846_613322_YEhUwbKXiIJy.cali
new file mode 100644
index 00000000..d6165a85
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diff --git a/data/lulesh_strong/230817-122037_615798_yGg7Dgr89xML.cali b/data/lulesh_strong/230817-122037_615798_yGg7Dgr89xML.cali
new file mode 100644
index 00000000..58ef34f8
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new file mode 100644
index 00000000..56e46cd6
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diff --git a/data/lulesh_strong/230817-122821_746553_RQ2aAMkyq7sT.cali b/data/lulesh_strong/230817-122821_746553_RQ2aAMkyq7sT.cali
new file mode 100644
index 00000000..89dd2e61
--- /dev/null
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diff --git a/data/lulesh_strong/230817-122839_749031_TNTPyKhYbYwo.cali b/data/lulesh_strong/230817-122839_749031_TNTPyKhYbYwo.cali
new file mode 100644
index 00000000..e5365541
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new file mode 100644
index 00000000..1eda6bb3
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diff --git a/data/lulesh_strong/230817-122919_801683_QRqXBLz3Mbet.cali b/data/lulesh_strong/230817-122919_801683_QRqXBLz3Mbet.cali
new file mode 100644
index 00000000..1db2b035
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diff --git a/data/lulesh_strong/230817-122921_543175_feeeWQ78CH21.cali b/data/lulesh_strong/230817-122921_543175_feeeWQ78CH21.cali
new file mode 100644
index 00000000..7c1cfd1c
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diff --git a/data/lulesh_strong/230817-123002_804394_dWKO5VnplrQA.cali b/data/lulesh_strong/230817-123002_804394_dWKO5VnplrQA.cali
new file mode 100644
index 00000000..ef186d7a
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new file mode 100644
index 00000000..3e1635dd
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new file mode 100644
index 00000000..da133d91
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diff --git a/data/lulesh_strong/230821-175835_2173287_mRHz1QMM3pOk.cali b/data/lulesh_strong/230821-175835_2173287_mRHz1QMM3pOk.cali
new file mode 100644
index 00000000..6386fe82
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diff --git a/data/lulesh_strong/230821-175836_1401278_QBfGBPTkJrX6.cali b/data/lulesh_strong/230821-175836_1401278_QBfGBPTkJrX6.cali
new file mode 100644
index 00000000..4b81d359
--- /dev/null
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new file mode 100644
index 00000000..23c69073
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new file mode 100644
index 00000000..95d65aad
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diff --git a/notebooks/02_extrap-with-metadata-aggregated.ipynb b/notebooks/02_extrap-with-metadata-aggregated.ipynb
index d15690ba..d95a20b2 100644
--- a/notebooks/02_extrap-with-metadata-aggregated.ipynb
+++ b/notebooks/02_extrap-with-metadata-aggregated.ipynb
@@ -37,7 +37,9 @@
"from IPython.display import HTML\n",
"\n",
"import thicket as th\n",
- "from thicket.model_extrap import Modeling\n",
+ "import hatchet as ht\n",
+ "from thicket.model_extrap import ExtrapInterface\n",
+ "from thicket.model_extrap import multi_display\n",
"\n",
"display(HTML(\"\"))"
]
@@ -57,8 +59,8 @@
"metadata": {},
"outputs": [],
"source": [
- "data = \"../data/mpi_scaling_cali\"\n",
- "t_ens = th.Thicket.from_caliperreader(data)"
+ "data = \"../data/lulesh/\"\n",
+ "thicket = th.Thicket.from_caliperreader(data)"
]
},
{
@@ -76,7 +78,7 @@
},
"outputs": [],
"source": [
- "t_ens.metadata[\"jobsize\"]"
+ "thicket.metadata"
]
},
{
@@ -95,7 +97,7 @@
"metadata": {},
"outputs": [],
"source": [
- "help(Modeling)"
+ "help(ExtrapInterface)"
]
},
{
@@ -104,11 +106,23 @@
"source": [
"## 3. Create Models\n",
"\n",
- "First, we construct the `Modeling` object by passing all the relevant data to it. We provide `jobsize` as the `param_name` argument so the model will grab this column from the metadata table to use as our parameter. We also sub-select some metrics, since this dataset has a lot of metrics (otherwise the modeling will take a long time to do all metrics).\n",
- "\n",
- "Then, we call `produce_models` on that object (it's unnecessary to provide an aggregation function since the data is already aggregated.).\n",
- "\n",
- "**NOTE:** For this example, you can view all the metric columns by adding a new cell and running: `t_ens.performance_cols`. "
+ "First, we instatiate an Extra-P interface to create performance models and more."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "extrap_interface = ExtrapInterface()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Then, we create the performance models by passing the thicket object that contains the performance measurements to the `create_models()` function of the `ExtrapInterface`. In order to create the models the interface requires some more information. First, we need to provide the names of the parameters that should be considered for modeling, e.g., the `jobsize`. The `create_models()` function will grab this column from the metadata table to use as our parameter. We also sub-select some metrics, since this dataset has a lot of metrics (otherwise the modeling will take a long time to do all metrics). Finally, we provide a name for the model configuration that the function is going to create for us. Extra-P will internally use the provided name as a unique identifier for modeling experiments. This will come in handy when experimenting with different modeling parameters, metrics, and modeler configurations."
]
},
{
@@ -117,15 +131,42 @@
"metadata": {},
"outputs": [],
"source": [
- "mdl = Modeling(\n",
- " t_ens,\n",
- " \"jobsize\",\n",
- " chosen_metrics=[\n",
- " \"Total time\",\n",
- " ],\n",
- ")\n",
+ "extrap_interface.create_models(thicket, \n",
+ " parameters=[\n",
+ " \"jobsize\",\n",
+ " ], \n",
+ " metrics=[\n",
+ " \"Avg time/rank (exc)\",\n",
+ " ],\n",
+ " model_name=\"config1\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### Creating Multi-Parameter Models\n",
"\n",
- "mdl.produce_models()"
+ "Extra-P support multi-parameter modeling. Consequently you can analyze multiple application parameters with Thicket and Extra-P. To create performance models considering multiple parameters simply provide them for the `parameters` variable of the `create_models()` function. The code below shows an example."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "thicket_multi = th.Thicket.from_caliperreader(data)\n",
+ "extrap_interface_multi = ExtrapInterface()\n",
+ "extrap_interface_multi.create_models(thicket_multi, \n",
+ " parameters=[\n",
+ " \"jobsize\",\n",
+ " \"problem_size\"\n",
+ " ], \n",
+ " metrics=[\n",
+ " \"Avg time/rank (exc)\",\n",
+ " ],\n",
+ " model_name=\"config1\")"
]
},
{
@@ -134,7 +175,7 @@
"source": [
"## 4. Models Dataframe\n",
"\n",
- "Model hypothesis functions are stored in thicket's aggregated statistics table."
+ "The created performance models including some statistical quality control metrics such as the RSS (residual sum of squares) or the SMAPE (symmetric mean absolute percentage error) are stored in thicket's aggregated statistics table."
]
},
{
@@ -145,7 +186,7 @@
},
"outputs": [],
"source": [
- "t_ens.statsframe.dataframe"
+ "thicket.statsframe.dataframe"
]
},
{
@@ -154,7 +195,9 @@
"source": [
"## 5. Show the Models Dataframe with Embedded Plots\n",
"\n",
- "(For every `node`, sub-selected `metric` combination)"
+ "(For every `node`, sub-selected `metric` combination)\n",
+ "\n",
+ "Besides the thicket object containing the models one can provide a variety of plotting options to the `to_html()` function that will change the displayed plots. One can for example select between displaying the mean, median, min, max measured metric values. Furthermore, one can display statistical values such as the RSS and SMAPE."
]
},
{
@@ -166,7 +209,61 @@
"outputs": [],
"source": [
"with pd.option_context(\"display.max_colwidth\", 1):\n",
- " display(HTML(mdl.to_html()))"
+ " display(HTML(extrap_interface.to_html(thicket, show_mean=True, show_median=True, show_min_max=True, RSS=True, SMAPE=True)))"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### Displaying Multi-Parameter Data\n",
+ "\n",
+ "To display multi-parameter models one can simply use the same functions as for single-parameter models. The method itself will figure out how many model parameters exist and choose the correct function to display your results."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "with pd.option_context(\"display.max_colwidth\", 1):\n",
+ " display(HTML(extrap_interface_multi.to_html(thicket_multi, show_mean=True, show_median=True, show_min_max=True, RSS=True, SMAPE=True)))"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### Displaying multiple models in one plot\n",
+ "\n",
+ "To display multiple models in one plot one case use the `multi_display()` function.\n",
+ "\n",
+ "We can for example filter the dataframe for all kernels that belong to MPI operations.\n",
+ "We then take the models of specific kernels, e.g., the first two, and pass them into the `multi_display()` function.\n",
+ "The `multi_display()` function then displays both models in the same plot. This works for models with multiple parameter as shown in the example below but also for models with only a single parameter."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "model_objects = thicket_multi.statsframe.dataframe[\"Avg time/rank (exc)_extrap-model\"].filter(like=\"MPI_\")\n",
+ " \n",
+ "models = []\n",
+ "max = 2\n",
+ "counter = 0\n",
+ "for model in model_objects:\n",
+ " if counter < max:\n",
+ " models.append(model)\n",
+ " counter += 1\n",
+ "\n",
+ "plt.clf()\n",
+ "fig, ax = multi_display(models)\n",
+ "plt.show()\n",
+ "plt.close()\n"
]
},
{
@@ -175,7 +272,7 @@
"source": [
"## 6. Query Specific Model\n",
"\n",
- "The 1st node `{\"name\": \"MPI_Allreduce\", \"type\": \"function\"}`, has an interesting graph so we want to retrieve its model. This can be achieved by indexing the `models_df` DataFrame for our chosen node for the metric `Avg time/rank_extrap-model`."
+ "The last node `{\"name\": \"MPI_Allreduce\", \"type\": \"function\"}`, has an interesting graph so we want to retrieve its model. This can be achieved by indexing the `models_df` DataFrame for our chosen node for the metric `Avg time/rank (exc)_extrap-model`."
]
},
{
@@ -184,7 +281,23 @@
"metadata": {},
"outputs": [],
"source": [
- "model_obj = t_ens.statsframe.dataframe.at[t_ens.statsframe.dataframe.index[0], \"Total time_extrap-model\"]"
+ "model_obj = thicket.statsframe.dataframe.at[thicket.statsframe.dataframe.index[len(thicket.statsframe.dataframe.index)-1], \"Avg time/rank (exc)_extrap-model\"]"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "You can also get the function of a model via the model object as shown below."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "model_obj.mdl.hypothesis.function.to_string()"
]
},
{
@@ -193,7 +306,7 @@
"source": [
"## 7. Operations on a model\n",
"\n",
- "We can evaluate the model at a value like a function."
+ "To predict a metric value for a specific configuration of the chosen model parameters, we can evaluate the model like a function by simply providing the values of the chosen parameters."
]
},
{
@@ -202,7 +315,7 @@
"metadata": {},
"outputs": [],
"source": [
- "model_obj.eval(600)\n"
+ "model_obj.eval(600)"
]
},
{
@@ -211,7 +324,29 @@
"source": [
"### Displaying the model:\n",
"\n",
- "It returns a _figure_ and an _axis_ objects. The axis object can be used to adjust the plot, i.e., change labels. The `display()` function requires an input for `RSS` (bool), that determines whether to display Extra-P RSS on the plot."
+ "It returns a _figure_ and an _axis_ objects. The axis object can be used to adjust the plot, i.e., change labels. The `display()` function features several optional input variables that change they way how the data is displayed. For example we can set the `RSS` (bool) value, that determines whether to display Extra-P RSS on the plot. Furthermore, we can show the min, max, mean, and median measured metric values again. Finally, we have the option to display an \"optimal\" scaling model. If one has an idea how the function should scale like, this expectation function can be enetered as shown in the example code below. The plot then shows the expected metric value compared to the created Extra-P model, ready for comparison."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "plt.clf()\n",
+ "fig, ax = model_obj.display(show_mean=True, show_median=True, \n",
+ " show_min_max=True, \n",
+ " RSS=True, SMAPE=True, show_opt_scaling=True,\n",
+ " opt_scaling_func=\"log2(p)**1\")\n",
+ "plt.show()\n",
+ "plt.close()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "The same is true when plotting the results of a multi-parameter model. An example is shown below."
]
},
{
@@ -220,9 +355,536 @@
"metadata": {},
"outputs": [],
"source": [
+ "model_obj_multi = thicket_multi.statsframe.dataframe.at[thicket_multi.statsframe.dataframe.index[len(thicket_multi.statsframe.dataframe.index)-1], \"Avg time/rank (exc)_extrap-model\"]\n",
"plt.clf()\n",
- "fig, ax = model_obj.display(RSS=False)\n",
- "plt.show()"
+ "fig, ax = model_obj_multi.display(show_mean=True, show_median=True, \n",
+ " show_min_max=True, \n",
+ " RSS=True, SMAPE=True, show_opt_scaling=True,\n",
+ " opt_scaling_func=\"q*log2(p)**1\")\n",
+ "plt.show()\n",
+ "plt.close()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "If you want an interactive matplotlib chart you can set `%matplotlib widget` in the notebook."
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## 8. Weak and strong scaling support\n",
+ "\n",
+ "Extra-P can model measurement data from weak and strong scaling experiments. The examples shown in the previous cells all used weak scaling. To create a model using data from a strong scaling experiment, Extra-P uses a workaround. Essentially it converts the data from the strong scaling experiment to a weak scaling experiment. As a consequence metric values, e.g., the runtime increases the larger the jobsize. This might me confusing at first as one would expect the runtime to decrease the larger the jobsize. When analyzing the scalability of the created models one has to think of it as a weak scaling experiment instead of strong scaling."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "data_strong = \"../data/lulesh_strong\"\n",
+ "thicket_strong = th.Thicket.from_caliperreader(data_strong)\n",
+ "extrap_interface_strong = ExtrapInterface()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### Creating models for strong scaling measurements:\n",
+ "\n",
+ "To use this functionality we simply have to set the variable `calc_total_metrics=True` of the `create_models()` function. In addition we need to specify the scaling parameter of the performance experiment, which is usually the resource allocation, e.g., the number of MPI ranks. In this example the *jobsize* corresponds to the number of MPI ranks the application was executed with. Therefore, we set `scaling_parameter=\"jobsize\"` accordingly. Based on this information Extra-P multiplies the measured metric values with the number of MPI ranks, to convert the data from a weak into a strong scaling experiment. Though, this is only done for metrics that are measured per rank, e.g., the *Avg time/rank*. This conversion does not apply to metrics such as the *Total time* for which it would make no sense. If the `scaling` and `scaling_parameter` parameters of the `create_models()` function are not specified, the data will be automatically read as a weak scaling experiment."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "extrap_interface_strong.create_models(thicket_strong, \n",
+ " parameters=[\n",
+ " \"jobsize\",\n",
+ " ], \n",
+ " metrics=[\n",
+ " \"Avg time/rank\",\n",
+ " \"Total time\"\n",
+ " ],\n",
+ " use_median=True,\n",
+ " calc_total_metrics=True,\n",
+ " scaling_parameter=\"jobsize\",\n",
+ " model_name=\"config1\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### Analyzing a strong scaling experiment\n",
+ "\n",
+ "Subesequently, we can analyze the data as before. We can take a look at thicket's aggregated statistics table or show the models dataframe with the embedded plots."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "thicket_strong.statsframe.dataframe"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "When analyzing the models dataframe with the embedded plots, we see that models for the metrics *Avg time/rank, Total time*. are almost perfectly identical. This should be the case and indicates that the strong scaling data was correctly converted into a weak scaling experiment.\n",
+ "\n",
+ "In this case both metrics are showing redundant information as we intentionally measured the total time to highlight the conversion process. In reality the *Total time* might not be available as a metric. \n",
+ "\n",
+ "Subsequently, one can analyze and display the created models as before."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "model_obj = thicket_strong.statsframe.dataframe.at[thicket_strong.statsframe.dataframe.index[0], \"Avg time/rank_extrap-model\"]\n",
+ "plt.clf()\n",
+ "fig, ax = model_obj.display(show_mean=True, show_median=True, \n",
+ " show_min_max=True, RSS=True, \n",
+ " AR2=True, show_opt_scaling=True,\n",
+ " opt_scaling_func=\"p**1*log2(p)**1\")\n",
+ "ax.legend(loc=1)\n",
+ "plt.show()\n",
+ "plt.close()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## 9. Extra-P Modeler Configuration Support\n",
+ "\n",
+ "Extra-P feastures several modeling techniques that are used to create performance models. Depending on the modeling problem at hand one might perform better than another. More information about this can be found in the Extra-P documentation at: [Extra-P](https://github.com/extra-p/extrap).\n",
+ "\n",
+ "To show the available modelers from Extra-P that can be used for modeling one can run the below code."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "data = \"../data/lulesh/\"\n",
+ "thicket = th.Thicket.from_caliperreader(data)\n",
+ "extrap_interface = ExtrapInterface()\n",
+ "extrap_interface.print_modelers()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Furthermore, each modeler has a specific set of configuration options that determine how the models are created and for example define the search space for the models.\n",
+ "To query these options for a specific modeler one can use the following code."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "extrap_interface.print_modeler_options(\"default\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "If you want to explore Extra-P's modeling capabilities you can try to use a different modeler and see the difference in models it will return. To change the model generator Extra-P will use specify the name of the modeler as shown below. Here we use the refining modeler instead, which automatically adjusts the search space of the models for the user. Therefore, there is no need to specify the exponents Extra-P should use for modeling.\n",
+ "Furthermore, this example shows how to create models for several parameters and metrics.\n",
+ "To create models for several parameters or metrics simply provide them as a list of string values.\n",
+ "\n",
+ "There are several additional parameters to this method. For example, one can use the parameter `use_median=True` to switch between using the median and mean values of the measured performance metrics values of a measurement point (application configuration) for modeling.\n",
+ "\n",
+ "The `add_stats=True` parameter let's you specify if you want to have Extra-P's statistical values extended to the dataframe object of thicket. These values are internally used by Extra-P to decide which of the found hypotheses will be the best model for a certain node/kernel and metric."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "extrap_interface.create_models(thicket, \n",
+ " parameters=[\n",
+ " \"jobsize\"\n",
+ " ], \n",
+ " metrics=[\n",
+ " \"Avg time/rank (exc)\",\n",
+ " \"Avg time/rank\"\n",
+ " ], \n",
+ " use_median=True,\n",
+ " modeler=\"refining\",\n",
+ " model_name=\"config1\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "For advanced users, you can specific which options Extra-P should use when creating the models. This will influence the type of models you will get.\n",
+ "Define the modeler options that you want to use for modeling in the form of a dictonary and pass them to the create_models() function of the extrap interface.\n",
+ "Use the previously shown `print_modeler_options(\"default\")` function to display which options are available for a specific modeler.\n",
+ "Make sure that the options you are setting are available for the modeler that you specified via `modeler=\"\"`. If not the Extra-P interface will let you know and continue using the default options."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "modeler_options = {'allow_log_terms': True,\n",
+ " 'use_crossvalidation': True,\n",
+ " 'compare_with_RSS': False,\n",
+ " 'poly_exponents': \"0,1,2,3,4,5\",\n",
+ " 'log_exponents': \"0,1,2\",\n",
+ " }\n",
+ "\n",
+ "extrap_interface.create_models(thicket, \n",
+ " parameters=[\n",
+ " \"jobsize\"\n",
+ " ], \n",
+ " metrics=[\n",
+ " \"Avg time/rank (exc)\",\n",
+ " ], \n",
+ " use_median=True,\n",
+ " modeler=\"default\",\n",
+ " model_name=\"config2\",\n",
+ " modeler_options=modeler_options)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Then one can display the models as before using the following code. Now the datframe has a multi-column index, using the name of the specified `model_name` parameter of the `create_models` function.\n",
+ "Take a look how one of the configurations has performance models for two metrics and the other one has only one. It is also possible to consider differen model parameters for each modeling configuration."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "thicket.statsframe.dataframe"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Using the multi-column index one can also simply only analyze one of the configurations used for modeling with Extra-P as shown below."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "thicket.statsframe.dataframe[\"config2\"]"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "The same goes for displaying the models. By specifying the name of the configuration we can access only the model configuration we want to analyse using the multi-column index."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "model_obj = thicket.statsframe.dataframe[\"config2\"].at[thicket.statsframe.dataframe.index[len(thicket.statsframe.dataframe.index)-1], \"Avg time/rank (exc)_extrap-model\"]\n",
+ "plt.clf()\n",
+ "fig, ax = model_obj.display(show_mean=True, show_median=True, \n",
+ " show_min_max=True, RSS=True, \n",
+ " AR2=True, show_opt_scaling=True,\n",
+ " opt_scaling_func=\"log2(p)**1\")\n",
+ "plt.show()\n",
+ "plt.close()\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### Modeler Configuration for Multi-Parameter Models\n",
+ "\n",
+ "For multi-parameter models more modeler configuration options are available. First, one can query the options of our multi-parameter modeler as shown below."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "extrap_interface.print_modeler_options(\"multi-parameter\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "For a multi-parameter modeling scenario one first sets the configuration parameters of the multi-parameter modeler, then the one of the single-parameter modeler used by the multi-parameter modeler.\n",
+ "\n",
+ "The options are specified in a dictionary as key value pairs. The code below shows an example. To set the single-parameter modeler used by the multi-parameter modeler one has to set `'#single_parameter_modeler': \"default\"` in this dictionary. To set the options for the single-parameter modeler one has to set `'#single_parameter_options'` and provide a dictionary for the single-parameter modeler options as the value, e.g., `{'poly_exponents': \"0,1,2,3,4,5\", 'log_exponents': \"0,1,2\"}`."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "modeler_options = {'compare_with_RSS': False,\n",
+ " 'allow_combinations_of_sums_and_products': True,\n",
+ " '#single_parameter_modeler': \"default\",\n",
+ " '#single_parameter_options': {'poly_exponents': \"0,1,2,3,4,5\",\n",
+ " 'log_exponents': \"0,1,2\"},\n",
+ " }\n",
+ "\n",
+ "extrap_interface.create_models(thicket, \n",
+ " parameters=[\n",
+ " \"jobsize\",\n",
+ " \"problem_size\"\n",
+ " ], \n",
+ " metrics=[\n",
+ " \"Avg time/rank (exc)\"\n",
+ " ], \n",
+ " use_median=True,\n",
+ " modeler=\"multi-parameter\",\n",
+ " model_name=\"config3\",\n",
+ " modeler_options=modeler_options)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## 10. Aggregation of Kernels in a Thicket Dataframe\n",
+ "\n",
+ "Sometimes it might be of interest to aggregate a certain set of kernels together and create one performance function for all of them using Extra-P.\n",
+ "\n",
+ "To do so the `ExtrapInterface` class provides a method `produce_aggregated_model()` that takes a thicket as an input. The `produce_aggregated_model()` function will autmatically aggregate all kernels in this thicket by their measured metric values aved in the ModelWrapper objects of each kernel. Then a new Extra-P experiment is created that contains only one kernel, the new aggregated one. Subsequently, a new pandas DataFrame is returned that contains the aggregated kernel Model and so on. The code below provides an example for a kernel aggregation."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "agg_df = extrap_interface_multi.produce_aggregated_model(thicket_multi)\n",
+ "agg_df"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "We can then visualize the aggregated performance model and compare it to the expected behavior or manipulate the plot as wanted."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "model_obj = agg_df.at[agg_df.index[0], \"Avg time/rank (exc)_extrap-model\"]\n",
+ "plt.clf()\n",
+ "fig, ax = model_obj.display(show_mean=True, show_median=True, \n",
+ " show_min_max=True, RSS=True, \n",
+ " AR2=True)\n",
+ "\n",
+ "plt.show()\n",
+ "plt.close()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## 11. Complexity Analysis with Extra-P\n",
+ "\n",
+ "Using the functionalities of Extra-P and Thicket one can easily perform a complexity analysis of the scaling behavior of all nodes in a Thicket.\n",
+ "Therefore, one can use the `complexity_statsframe()` function, which requires only the thicket and the evaluation target as an input. With `eval_targets=[[512]]` one specifies the target scale of the values of the considered model parameters that will be used for the evaluation of the models scaling complexity. The `complexity_statsframe()` function will add three columns to the dataframe: model complexity, the model coefficient, and the growth rank. The column names of these three columns are indexed by the specified evaluation target. The model complexity is the term of the model contributes the most to the asymptotic scaling behavior of the model for the specified evaluation target. The model coefficient is the coefficient of this model term. The growth rank is a ranking of all nodes scaling behavior compared with each other.\n",
+ "\n",
+ "Furthermore, one can specify several evaluation targets such as (the three columns described above will be added for each evaluation target):\n",
+ "\n",
+ "```\n",
+ "eval_targets=[[512]]\n",
+ "eval_targets=[[512],[1024],...]\n",
+ "```\n",
+ "\n",
+ "For multiple parameters:\n",
+ "\n",
+ "```\n",
+ "eval_targets=[[512,60]]\n",
+ "eval_targets=[[512,60],[1024,70],...]\n",
+ "```\n",
+ "\n",
+ "Subsequently, we can for example sort the nodes by their growth ranks and display the dataframe. This provides some insight in which node has the fastest growing metric value at the target scale."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "extrap_interface_multi.complexity_statsframe(thicket_multi, eval_targets=[[512,60]])\n",
+ "complexity_df = thicket_multi.statsframe.dataframe\n",
+ "complexity_df = complexity_df.sort_values(by=[\"Avg time/rank (exc)_extrap-model_growth_rank_(512,60)\"])\n",
+ "complexity_df"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "We can pipe this information into hatchet and visualize it as a tree using the following code. In the example below each hatchet node shown the metric value and the model complexity."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "th.median(thicket_multi, columns=[\"Avg time/rank (exc)\"])\n",
+ "\n",
+ "print(str(thicket_multi.statsframe.tree(\n",
+ " metric_column='Avg time/rank (exc)_median', \n",
+ " annotation_column=\"Avg time/rank (exc)_extrap-model_complexity_(512,60)\", \n",
+ " colormap=\"RdYlGn\", \n",
+ " )))\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "We can also replace the metric value with the calculated growth rank of each node as shown in the example below. Note that the color coding of the tree corresponds to the found model complexity, metric values, and growth ranks. The legend indicates the color coding and their values."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "th.median(thicket_multi, columns=[\"Avg time/rank (exc)\"])\n",
+ "\n",
+ "print(str(thicket_multi.statsframe.tree(\n",
+ " metric_column=\"Avg time/rank (exc)_extrap-model_growth_rank_(512,60)\", \n",
+ " annotation_column=\"Avg time/rank (exc)_extrap-model_complexity_(512,60)\", \n",
+ " colormap=\"RdYlGn\", \n",
+ " invert_colormap=True,\n",
+ " )))"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### Multi Configuration Analysis\n",
+ "\n",
+ "The same also works when the dataframe contains multiple Extra-P modeler configurations. However, make sure that when, e.g. sorting the dataframe by growth ranks, you also index the modeler configuration."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "thicket.statsframe.dataframe"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "\n",
+ "extrap_interface.complexity_statsframe(thicket, eval_targets=[[512]])\n",
+ "complexity_df = thicket.statsframe.dataframe\n",
+ "complexity_df[\"config2\"].sort_values(by=[\"Avg time/rank_extrap-model_growth_rank_(512)\"])\n",
+ "complexity_df"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Similarly one has to provide the modeler config name `modeler_config=\"config1\"` when creating a hatchet tree, so that the tree function know where to take the data from."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "th.median(thicket, columns=[\"Avg time/rank\"])\n",
+ "\n",
+ "print(thicket.statsframe.tree(\n",
+ " metric_column='Avg time/rank_median', \n",
+ " annotation_column=\"Avg time/rank_extrap-model_complexity_(512)\", \n",
+ " colormap=\"RdYlGn\",\n",
+ " modeler_config=\"config1\",\n",
+ " ))"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## 12. Componentizing a Statsframe for Complexity analysis\n",
+ "\n",
+ "Another way to analyze the complexity of the kernels in a thicket is by componentizing the models created by Extra-P and analyzing the complexities found in all kernels.\n",
+ "Therefore, the `ExtrapInterface` features a function `componentize_statsframe()` that takes a thicket as an input and then componentizes the extra-p model for each kernel into its different parts, meaning into its terms, e.g., `c, log2(p), p*log2(p), ...`. The code below provides an example for this type of analysis."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "extrap_interface.componentize_statsframe(thicket)\n",
+ "xp_comp_df = thicket.statsframe.dataframe\n",
+ "xp_comp_df"
]
}
],
@@ -242,7 +904,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.8.13"
+ "version": "3.9.12"
},
"vscode": {
"interpreter": {
diff --git a/notebooks/03_thicket_rajaperf_clustering.ipynb b/notebooks/03_thicket_rajaperf_clustering.ipynb
index e48a289e..aea60da5 100644
--- a/notebooks/03_thicket_rajaperf_clustering.ipynb
+++ b/notebooks/03_thicket_rajaperf_clustering.ipynb
@@ -20,7 +20,7 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 2,
"id": "e76011bf",
"metadata": {},
"outputs": [],
@@ -60,7 +60,7 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 3,
"id": "6586fbfb",
"metadata": {},
"outputs": [],
@@ -79,7 +79,7 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 4,
"id": "1c86f0eb",
"metadata": {},
"outputs": [],
@@ -182,7 +182,7 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 5,
"id": "cc7affa3",
"metadata": {},
"outputs": [],
@@ -219,7 +219,7 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 6,
"id": "5d602c2d",
"metadata": {},
"outputs": [],
@@ -255,11 +255,13 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 7,
"id": "d1880c5e",
"metadata": {},
"outputs": [],
"source": [
+ "#TODO: this function needs the time (exc) to work!\n",
+ "\n",
"def calc_speedup_by_opt_level(df, opt_level_metric=\"opt_level\", name_metric=\"name\",\n",
" exc_time_metric=\"time (exc)\", min_opt_level=\"-O0\"):\n",
" \"\"\"Calculate speedup based on optimization level (e.g., O0/O1, O0/O2, etc.).\n",
@@ -300,7 +302,7 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 8,
"id": "0534d891",
"metadata": {},
"outputs": [],
@@ -315,7 +317,7 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 9,
"id": "cddd1f09",
"metadata": {},
"outputs": [],
@@ -357,7 +359,7 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 10,
"id": "06bcf566",
"metadata": {},
"outputs": [],
@@ -481,7 +483,7 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 11,
"id": "3b990cfa",
"metadata": {},
"outputs": [],
@@ -547,7 +549,7 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 12,
"id": "2c4c9966",
"metadata": {},
"outputs": [],
@@ -569,19 +571,44 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 35,
"id": "a25f953f",
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "['../data/quartz_new/gcc10.3.1_8388608/O0/1/Base_Seq-default.cali',\n",
+ " '../data/quartz_new/gcc10.3.1_8388608/O1/1/Base_Seq-default.cali',\n",
+ " '../data/quartz_new/gcc10.3.1_8388608/O2/1/Base_Seq-default.cali',\n",
+ " '../data/quartz_new/gcc10.3.1_8388608/O3/1/Base_Seq-default.cali']"
+ ]
+ },
+ "execution_count": 35,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
"source": [
- "root = \"../data/quartz\"\n",
+ "#root = \"../data/quartz\"\n",
+ "#dirs_ordered = [\n",
+ "# \"GCC_831_BaseSeq_O0_08388608/GCC_831_BaseSeq_O0_08388608_01.cali\",\n",
+ "# \"GCC_831_BaseSeq_O1_08388608/GCC_831_BaseSeq_O1_08388608_01.cali\",\n",
+ "# \"GCC_831_BaseSeq_O2_08388608/GCC_831_BaseSeq_O2_08388608_01.cali\",\n",
+ "# \"GCC_831_BaseSeq_O3_08388608/GCC_831_BaseSeq_O3_08388608_01.cali\"\n",
+ "#]\n",
+ "\n",
+ "root = \"../data/quartz_new\"\n",
"dirs_ordered = [\n",
- " \"GCC_831_BaseSeq_O0_08388608/GCC_831_BaseSeq_O0_08388608_01.cali\",\n",
- " \"GCC_831_BaseSeq_O1_08388608/GCC_831_BaseSeq_O1_08388608_01.cali\",\n",
- " \"GCC_831_BaseSeq_O2_08388608/GCC_831_BaseSeq_O2_08388608_01.cali\",\n",
- " \"GCC_831_BaseSeq_O3_08388608/GCC_831_BaseSeq_O3_08388608_01.cali\"\n",
+ " \"gcc10.3.1_8388608/O0/1/Base_Seq-default.cali\",\n",
+ " \"gcc10.3.1_8388608/O1/1/Base_Seq-default.cali\",\n",
+ " \"gcc10.3.1_8388608/O2/1/Base_Seq-default.cali\",\n",
+ " \"gcc10.3.1_8388608/O3/1/Base_Seq-default.cali\",\n",
+ " #\"gcc10.3.1_1048576/O3/1/Base_Seq-default.cali\",\n",
"]\n",
- "directories = [\"{}/{}\".format(root, d) for d in dirs_ordered]"
+ "\n",
+ "directories = [\"{}/{}\".format(root, d) for d in dirs_ordered]\n",
+ "directories"
]
},
{
@@ -594,16 +621,23 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 44,
"id": "9c32973c",
"metadata": {},
"outputs": [],
"source": [
- "topdown_cols=[\n",
- " \"Retiring\",\n",
- " \"Frontend bound\",\n",
- " \"Backend bound\",\n",
- " \"Bad speculation\",\n",
+ "#topdown_cols=[\n",
+ "# \"Retiring\",\n",
+ "# \"Frontend bound\",\n",
+ "# \"Backend bound\",\n",
+ "# \"Bad speculation\",\n",
+ "#]\n",
+ "\n",
+ "#TODO: these topdown metrics do not exist in the new quartz data set\n",
+ "\n",
+ "topdown_cols = [\n",
+ " \"Total time\",\n",
+ " \"BlockSize\", \n",
"]"
]
},
@@ -621,7 +655,7 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 45,
"id": "10cfa497",
"metadata": {},
"outputs": [],
@@ -649,10 +683,26 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 46,
"id": "e439c1a1",
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "ename": "KeyError",
+ "evalue": "\"['time (exc)'] not in index\"",
+ "output_type": "error",
+ "traceback": [
+ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+ "\u001b[0;31mKeyError\u001b[0m Traceback (most recent call last)",
+ "Cell \u001b[0;32mIn[46], line 1\u001b[0m\n\u001b[0;32m----> 1\u001b[0m thicket \u001b[39m=\u001b[39m collect_ensemble_data(directories, topdown_cols)\n",
+ "Cell \u001b[0;32mIn[6], line 18\u001b[0m, in \u001b[0;36mcollect_ensemble_data\u001b[0;34m(directories, metrics, exc_time_metric, profile_level_name)\u001b[0m\n\u001b[1;32m 16\u001b[0m \u001b[39mfor\u001b[39;00m directory \u001b[39min\u001b[39;00m directories:\n\u001b[1;32m 17\u001b[0m thicket \u001b[39m=\u001b[39m Thicket\u001b[39m.\u001b[39mfrom_caliperreader(directory)\n\u001b[0;32m---> 18\u001b[0m thicket\u001b[39m.\u001b[39mdataframe \u001b[39m=\u001b[39m thicket\u001b[39m.\u001b[39;49mdataframe[[\u001b[39m*\u001b[39;49mreal_metrics]]\n\u001b[1;32m 19\u001b[0m thicket\u001b[39m.\u001b[39mexc_metrics \u001b[39m=\u001b[39m [m \u001b[39mfor\u001b[39;00m m \u001b[39min\u001b[39;00m thicket\u001b[39m.\u001b[39mdataframe\u001b[39m.\u001b[39mcolumns \u001b[39mif\u001b[39;00m m \u001b[39min\u001b[39;00m thicket\u001b[39m.\u001b[39mexc_metrics]\n\u001b[1;32m 20\u001b[0m thicket\u001b[39m.\u001b[39minc_metrics \u001b[39m=\u001b[39m [m \u001b[39mfor\u001b[39;00m m \u001b[39min\u001b[39;00m thicket\u001b[39m.\u001b[39mdataframe\u001b[39m.\u001b[39mcolumns \u001b[39mif\u001b[39;00m m \u001b[39min\u001b[39;00m thicket\u001b[39m.\u001b[39minc_metrics]\n",
+ "File \u001b[0;32m/usr/workspace/ritter5/thicket-tutorial/.venv/lib/python3.9/site-packages/pandas/core/frame.py:3767\u001b[0m, in \u001b[0;36mDataFrame.__getitem__\u001b[0;34m(self, key)\u001b[0m\n\u001b[1;32m 3765\u001b[0m \u001b[39mif\u001b[39;00m is_iterator(key):\n\u001b[1;32m 3766\u001b[0m key \u001b[39m=\u001b[39m \u001b[39mlist\u001b[39m(key)\n\u001b[0;32m-> 3767\u001b[0m indexer \u001b[39m=\u001b[39m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49mcolumns\u001b[39m.\u001b[39;49m_get_indexer_strict(key, \u001b[39m\"\u001b[39;49m\u001b[39mcolumns\u001b[39;49m\u001b[39m\"\u001b[39;49m)[\u001b[39m1\u001b[39m]\n\u001b[1;32m 3769\u001b[0m \u001b[39m# take() does not accept boolean indexers\u001b[39;00m\n\u001b[1;32m 3770\u001b[0m \u001b[39mif\u001b[39;00m \u001b[39mgetattr\u001b[39m(indexer, \u001b[39m\"\u001b[39m\u001b[39mdtype\u001b[39m\u001b[39m\"\u001b[39m, \u001b[39mNone\u001b[39;00m) \u001b[39m==\u001b[39m \u001b[39mbool\u001b[39m:\n",
+ "File \u001b[0;32m/usr/workspace/ritter5/thicket-tutorial/.venv/lib/python3.9/site-packages/pandas/core/indexes/base.py:5877\u001b[0m, in \u001b[0;36mIndex._get_indexer_strict\u001b[0;34m(self, key, axis_name)\u001b[0m\n\u001b[1;32m 5874\u001b[0m \u001b[39melse\u001b[39;00m:\n\u001b[1;32m 5875\u001b[0m keyarr, indexer, new_indexer \u001b[39m=\u001b[39m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_reindex_non_unique(keyarr)\n\u001b[0;32m-> 5877\u001b[0m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49m_raise_if_missing(keyarr, indexer, axis_name)\n\u001b[1;32m 5879\u001b[0m keyarr \u001b[39m=\u001b[39m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39mtake(indexer)\n\u001b[1;32m 5880\u001b[0m \u001b[39mif\u001b[39;00m \u001b[39misinstance\u001b[39m(key, Index):\n\u001b[1;32m 5881\u001b[0m \u001b[39m# GH 42790 - Preserve name from an Index\u001b[39;00m\n",
+ "File \u001b[0;32m/usr/workspace/ritter5/thicket-tutorial/.venv/lib/python3.9/site-packages/pandas/core/indexes/base.py:5941\u001b[0m, in \u001b[0;36mIndex._raise_if_missing\u001b[0;34m(self, key, indexer, axis_name)\u001b[0m\n\u001b[1;32m 5938\u001b[0m \u001b[39mraise\u001b[39;00m \u001b[39mKeyError\u001b[39;00m(\u001b[39mf\u001b[39m\u001b[39m\"\u001b[39m\u001b[39mNone of [\u001b[39m\u001b[39m{\u001b[39;00mkey\u001b[39m}\u001b[39;00m\u001b[39m] are in the [\u001b[39m\u001b[39m{\u001b[39;00maxis_name\u001b[39m}\u001b[39;00m\u001b[39m]\u001b[39m\u001b[39m\"\u001b[39m)\n\u001b[1;32m 5940\u001b[0m not_found \u001b[39m=\u001b[39m \u001b[39mlist\u001b[39m(ensure_index(key)[missing_mask\u001b[39m.\u001b[39mnonzero()[\u001b[39m0\u001b[39m]]\u001b[39m.\u001b[39munique())\n\u001b[0;32m-> 5941\u001b[0m \u001b[39mraise\u001b[39;00m \u001b[39mKeyError\u001b[39;00m(\u001b[39mf\u001b[39m\u001b[39m\"\u001b[39m\u001b[39m{\u001b[39;00mnot_found\u001b[39m}\u001b[39;00m\u001b[39m not in index\u001b[39m\u001b[39m\"\u001b[39m)\n",
+ "\u001b[0;31mKeyError\u001b[0m: \"['time (exc)'] not in index\""
+ ]
+ }
+ ],
"source": [
"thicket = collect_ensemble_data(directories, topdown_cols)"
]
@@ -673,7 +723,7 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 43,
"id": "aea168dc",
"metadata": {},
"outputs": [],
@@ -683,7 +733,7 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 18,
"id": "11be2ef5",
"metadata": {},
"outputs": [],
@@ -693,7 +743,7 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 19,
"id": "cf9b54ef",
"metadata": {},
"outputs": [],
@@ -711,7 +761,7 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 20,
"id": "5fdffa2b",
"metadata": {},
"outputs": [],
@@ -729,7 +779,7 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 21,
"id": "1703fcef",
"metadata": {},
"outputs": [],
@@ -747,10 +797,338 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 22,
"id": "bc244ead",
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "
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+ "\n",
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+ ],
+ "text/plain": [
+ " opt_level opt_level_int compiler Retiring Frontend bound \\\n",
+ "0 -O1 1 g++-8.3.1 0.182242 0.012817 \n",
+ "1 -O2 2 g++-8.3.1 0.188412 0.012662 \n",
+ "2 -O0 0 g++-8.3.1 0.526971 0.027250 \n",
+ "3 -O3 3 g++-8.3.1 0.109995 0.001164 \n",
+ "4 -O1 1 g++-8.3.1 0.201569 0.000738 \n",
+ "5 -O2 2 g++-8.3.1 0.209207 0.000611 \n",
+ "6 -O0 0 g++-8.3.1 0.456877 0.032924 \n",
+ "7 -O3 3 g++-8.3.1 0.102321 0.000995 \n",
+ "8 -O1 1 g++-8.3.1 0.300882 0.020785 \n",
+ "9 -O2 2 g++-8.3.1 0.366981 0.000601 \n",
+ "10 -O0 0 g++-8.3.1 0.520236 0.027751 \n",
+ "11 -O3 3 g++-8.3.1 0.241718 0.001036 \n",
+ "12 -O1 1 g++-8.3.1 0.251204 0.030122 \n",
+ "13 -O2 2 g++-8.3.1 0.262410 0.017472 \n",
+ "14 -O0 0 g++-8.3.1 0.421374 0.001907 \n",
+ "15 -O3 3 g++-8.3.1 0.126252 0.015701 \n",
+ "16 -O1 1 g++-8.3.1 0.219064 0.014731 \n",
+ "17 -O2 2 g++-8.3.1 0.260140 0.000624 \n",
+ "18 -O0 0 g++-8.3.1 0.600742 0.002234 \n",
+ "19 -O3 3 g++-8.3.1 0.127593 0.001151 \n",
+ "\n",
+ " Backend bound Bad speculation speedup name \n",
+ "0 0.804312 0.000629 1.480293 Stream_ADD.default \n",
+ "1 0.798407 0.000519 1.505408 Stream_ADD.default \n",
+ "2 0.443978 0.001801 1.000000 Stream_ADD.default \n",
+ "3 0.887694 0.001146 1.481885 Stream_ADD.default \n",
+ "4 0.797165 0.000527 1.658998 Stream_COPY.default \n",
+ "5 0.789802 0.000380 1.709656 Stream_COPY.default \n",
+ "6 0.507152 0.003047 1.000000 Stream_COPY.default \n",
+ "7 0.895513 0.001172 1.660180 Stream_COPY.default \n",
+ "8 0.677828 0.000504 2.186819 Stream_DOT.default \n",
+ "9 0.631834 0.000584 2.275193 Stream_DOT.default \n",
+ "10 0.451740 0.000272 1.000000 Stream_DOT.default \n",
+ "11 0.756053 0.001194 2.208209 Stream_DOT.default \n",
+ "12 0.717387 0.001287 1.962381 Stream_MUL.default \n",
+ "13 0.719536 0.000583 2.031418 Stream_MUL.default \n",
+ "14 0.575349 0.001371 1.000000 Stream_MUL.default \n",
+ "15 0.856954 0.001093 1.960274 Stream_MUL.default \n",
+ "16 0.765560 0.000644 1.351241 Stream_TRIAD.default \n",
+ "17 0.738776 0.000460 1.391553 Stream_TRIAD.default \n",
+ "18 0.393250 0.003773 1.000000 Stream_TRIAD.default \n",
+ "19 0.869938 0.001317 1.349819 Stream_TRIAD.default "
+ ]
+ },
+ "execution_count": 22,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
"source": [
"df = build_clustering_df(single_node_thicket, metadata_cols + topdown_cols + [\"speedup\"])\n",
"df"
@@ -768,10 +1146,487 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 23,
"id": "1ea23bf3",
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " opt_level | \n",
+ " opt_level_int | \n",
+ " compiler | \n",
+ " Retiring | \n",
+ " Frontend bound | \n",
+ " Backend bound | \n",
+ " Bad speculation | \n",
+ " speedup | \n",
+ " name | \n",
+ " Retiring_norm | \n",
+ " Frontend bound_norm | \n",
+ " Backend bound_norm | \n",
+ " Bad speculation_norm | \n",
+ " speedup_norm | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " | 0 | \n",
+ " -O1 | \n",
+ " 1 | \n",
+ " g++-8.3.1 | \n",
+ " 0.182242 | \n",
+ " 0.012817 | \n",
+ " 0.804312 | \n",
+ " 0.000629 | \n",
+ " 1.480293 | \n",
+ " Stream_ADD.default | \n",
+ " -0.697795 | \n",
+ " 0.146357 | \n",
+ " 0.666748 | \n",
+ " -0.557795 | \n",
+ " -0.189160 | \n",
+ "
\n",
+ " \n",
+ " | 1 | \n",
+ " -O2 | \n",
+ " 2 | \n",
+ " g++-8.3.1 | \n",
+ " 0.188412 | \n",
+ " 0.012662 | \n",
+ " 0.798407 | \n",
+ " 0.000519 | \n",
+ " 1.505408 | \n",
+ " Stream_ADD.default | \n",
+ " -0.655406 | \n",
+ " 0.132635 | \n",
+ " 0.627534 | \n",
+ " -0.684005 | \n",
+ " -0.130052 | \n",
+ "
\n",
+ " \n",
+ " | 2 | \n",
+ " -O0 | \n",
+ " 0 | \n",
+ " g++-8.3.1 | \n",
+ " 0.526971 | \n",
+ " 0.027250 | \n",
+ " 0.443978 | \n",
+ " 0.001801 | \n",
+ " 1.000000 | \n",
+ " Stream_ADD.default | \n",
+ " 1.670582 | \n",
+ " 1.424102 | \n",
+ " -1.726185 | \n",
+ " 0.786925 | \n",
+ " -1.319538 | \n",
+ "
\n",
+ " \n",
+ " | 3 | \n",
+ " -O3 | \n",
+ " 3 | \n",
+ " g++-8.3.1 | \n",
+ " 0.109995 | \n",
+ " 0.001164 | \n",
+ " 0.887694 | \n",
+ " 0.001146 | \n",
+ " 1.481885 | \n",
+ " Stream_ADD.default | \n",
+ " -1.194151 | \n",
+ " -0.885276 | \n",
+ " 1.220477 | \n",
+ " 0.035396 | \n",
+ " -0.185414 | \n",
+ "
\n",
+ " \n",
+ " | 4 | \n",
+ " -O1 | \n",
+ " 1 | \n",
+ " g++-8.3.1 | \n",
+ " 0.201569 | \n",
+ " 0.000738 | \n",
+ " 0.797165 | \n",
+ " 0.000527 | \n",
+ " 1.658998 | \n",
+ " Stream_COPY.default | \n",
+ " -0.565014 | \n",
+ " -0.922990 | \n",
+ " 0.619286 | \n",
+ " -0.674826 | \n",
+ " 0.231424 | \n",
+ "
\n",
+ " \n",
+ " | 5 | \n",
+ " -O2 | \n",
+ " 2 | \n",
+ " g++-8.3.1 | \n",
+ " 0.209207 | \n",
+ " 0.000611 | \n",
+ " 0.789802 | \n",
+ " 0.000380 | \n",
+ " 1.709656 | \n",
+ " Stream_COPY.default | \n",
+ " -0.512538 | \n",
+ " -0.934233 | \n",
+ " 0.570389 | \n",
+ " -0.843490 | \n",
+ " 0.350649 | \n",
+ "
\n",
+ " \n",
+ " | 6 | \n",
+ " -O0 | \n",
+ " 0 | \n",
+ " g++-8.3.1 | \n",
+ " 0.456877 | \n",
+ " 0.032924 | \n",
+ " 0.507152 | \n",
+ " 0.003047 | \n",
+ " 1.000000 | \n",
+ " Stream_COPY.default | \n",
+ " 1.189019 | \n",
+ " 1.926418 | \n",
+ " -1.306655 | \n",
+ " 2.216549 | \n",
+ " -1.319538 | \n",
+ "
\n",
+ " \n",
+ " | 7 | \n",
+ " -O3 | \n",
+ " 3 | \n",
+ " g++-8.3.1 | \n",
+ " 0.102321 | \n",
+ " 0.000995 | \n",
+ " 0.895513 | \n",
+ " 0.001172 | \n",
+ " 1.660180 | \n",
+ " Stream_COPY.default | \n",
+ " -1.246873 | \n",
+ " -0.900238 | \n",
+ " 1.272402 | \n",
+ " 0.065228 | \n",
+ " 0.234208 | \n",
+ "
\n",
+ " \n",
+ " | 8 | \n",
+ " -O1 | \n",
+ " 1 | \n",
+ " g++-8.3.1 | \n",
+ " 0.300882 | \n",
+ " 0.020785 | \n",
+ " 0.677828 | \n",
+ " 0.000504 | \n",
+ " 2.186819 | \n",
+ " Stream_DOT.default | \n",
+ " 0.117292 | \n",
+ " 0.851759 | \n",
+ " -0.173217 | \n",
+ " -0.701216 | \n",
+ " 1.473661 | \n",
+ "
\n",
+ " \n",
+ " | 9 | \n",
+ " -O2 | \n",
+ " 2 | \n",
+ " g++-8.3.1 | \n",
+ " 0.366981 | \n",
+ " 0.000601 | \n",
+ " 0.631834 | \n",
+ " 0.000584 | \n",
+ " 2.275193 | \n",
+ " Stream_DOT.default | \n",
+ " 0.571410 | \n",
+ " -0.935119 | \n",
+ " -0.478657 | \n",
+ " -0.609426 | \n",
+ " 1.681651 | \n",
+ "
\n",
+ " \n",
+ " | 10 | \n",
+ " -O0 | \n",
+ " 0 | \n",
+ " g++-8.3.1 | \n",
+ " 0.520236 | \n",
+ " 0.027751 | \n",
+ " 0.451740 | \n",
+ " 0.000272 | \n",
+ " 1.000000 | \n",
+ " Stream_DOT.default | \n",
+ " 1.624311 | \n",
+ " 1.468455 | \n",
+ " -1.674639 | \n",
+ " -0.967406 | \n",
+ " -1.319538 | \n",
+ "
\n",
+ " \n",
+ " | 11 | \n",
+ " -O3 | \n",
+ " 3 | \n",
+ " g++-8.3.1 | \n",
+ " 0.241718 | \n",
+ " 0.001036 | \n",
+ " 0.756053 | \n",
+ " 0.001194 | \n",
+ " 2.208209 | \n",
+ " Stream_DOT.default | \n",
+ " -0.289180 | \n",
+ " -0.896608 | \n",
+ " 0.346266 | \n",
+ " 0.090470 | \n",
+ " 1.524002 | \n",
+ "
\n",
+ " \n",
+ " | 12 | \n",
+ " -O1 | \n",
+ " 1 | \n",
+ " g++-8.3.1 | \n",
+ " 0.251204 | \n",
+ " 0.030122 | \n",
+ " 0.717387 | \n",
+ " 0.001287 | \n",
+ " 1.962381 | \n",
+ " Stream_MUL.default | \n",
+ " -0.224008 | \n",
+ " 1.678358 | \n",
+ " 0.089490 | \n",
+ " 0.197176 | \n",
+ " 0.945442 | \n",
+ "
\n",
+ " \n",
+ " | 13 | \n",
+ " -O2 | \n",
+ " 2 | \n",
+ " g++-8.3.1 | \n",
+ " 0.262410 | \n",
+ " 0.017472 | \n",
+ " 0.719536 | \n",
+ " 0.000583 | \n",
+ " 2.031418 | \n",
+ " Stream_MUL.default | \n",
+ " -0.147020 | \n",
+ " 0.558461 | \n",
+ " 0.103761 | \n",
+ " -0.610574 | \n",
+ " 1.107923 | \n",
+ "
\n",
+ " \n",
+ " | 14 | \n",
+ " -O0 | \n",
+ " 0 | \n",
+ " g++-8.3.1 | \n",
+ " 0.421374 | \n",
+ " 0.001907 | \n",
+ " 0.575349 | \n",
+ " 0.001371 | \n",
+ " 1.000000 | \n",
+ " Stream_MUL.default | \n",
+ " 0.945104 | \n",
+ " -0.819499 | \n",
+ " -0.853767 | \n",
+ " 0.293555 | \n",
+ " -1.319538 | \n",
+ "
\n",
+ " \n",
+ " | 15 | \n",
+ " -O3 | \n",
+ " 3 | \n",
+ " g++-8.3.1 | \n",
+ " 0.126252 | \n",
+ " 0.015701 | \n",
+ " 0.856954 | \n",
+ " 0.001093 | \n",
+ " 1.960274 | \n",
+ " Stream_MUL.default | \n",
+ " -1.082461 | \n",
+ " 0.401676 | \n",
+ " 1.016337 | \n",
+ " -0.025414 | \n",
+ " 0.940483 | \n",
+ "
\n",
+ " \n",
+ " | 16 | \n",
+ " -O1 | \n",
+ " 1 | \n",
+ " g++-8.3.1 | \n",
+ " 0.219064 | \n",
+ " 0.014731 | \n",
+ " 0.765560 | \n",
+ " 0.000644 | \n",
+ " 1.351241 | \n",
+ " Stream_TRIAD.default | \n",
+ " -0.444818 | \n",
+ " 0.315802 | \n",
+ " 0.409401 | \n",
+ " -0.540584 | \n",
+ " -0.492885 | \n",
+ "
\n",
+ " \n",
+ " | 17 | \n",
+ " -O2 | \n",
+ " 2 | \n",
+ " g++-8.3.1 | \n",
+ " 0.260140 | \n",
+ " 0.000624 | \n",
+ " 0.738776 | \n",
+ " 0.000460 | \n",
+ " 1.391553 | \n",
+ " Stream_TRIAD.default | \n",
+ " -0.162616 | \n",
+ " -0.933082 | \n",
+ " 0.231531 | \n",
+ " -0.751700 | \n",
+ " -0.398010 | \n",
+ "
\n",
+ " \n",
+ " | 18 | \n",
+ " -O0 | \n",
+ " 0 | \n",
+ " g++-8.3.1 | \n",
+ " 0.600742 | \n",
+ " 0.002234 | \n",
+ " 0.393250 | \n",
+ " 0.003773 | \n",
+ " 1.000000 | \n",
+ " Stream_TRIAD.default | \n",
+ " 2.177408 | \n",
+ " -0.790550 | \n",
+ " -2.063064 | \n",
+ " 3.049541 | \n",
+ " -1.319538 | \n",
+ "
\n",
+ " \n",
+ " | 19 | \n",
+ " -O3 | \n",
+ " 3 | \n",
+ " g++-8.3.1 | \n",
+ " 0.127593 | \n",
+ " 0.001151 | \n",
+ " 0.869938 | \n",
+ " 0.001317 | \n",
+ " 1.349819 | \n",
+ " Stream_TRIAD.default | \n",
+ " -1.073248 | \n",
+ " -0.886427 | \n",
+ " 1.102562 | \n",
+ " 0.231597 | \n",
+ " -0.496233 | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " opt_level opt_level_int compiler Retiring Frontend bound \\\n",
+ "0 -O1 1 g++-8.3.1 0.182242 0.012817 \n",
+ "1 -O2 2 g++-8.3.1 0.188412 0.012662 \n",
+ "2 -O0 0 g++-8.3.1 0.526971 0.027250 \n",
+ "3 -O3 3 g++-8.3.1 0.109995 0.001164 \n",
+ "4 -O1 1 g++-8.3.1 0.201569 0.000738 \n",
+ "5 -O2 2 g++-8.3.1 0.209207 0.000611 \n",
+ "6 -O0 0 g++-8.3.1 0.456877 0.032924 \n",
+ "7 -O3 3 g++-8.3.1 0.102321 0.000995 \n",
+ "8 -O1 1 g++-8.3.1 0.300882 0.020785 \n",
+ "9 -O2 2 g++-8.3.1 0.366981 0.000601 \n",
+ "10 -O0 0 g++-8.3.1 0.520236 0.027751 \n",
+ "11 -O3 3 g++-8.3.1 0.241718 0.001036 \n",
+ "12 -O1 1 g++-8.3.1 0.251204 0.030122 \n",
+ "13 -O2 2 g++-8.3.1 0.262410 0.017472 \n",
+ "14 -O0 0 g++-8.3.1 0.421374 0.001907 \n",
+ "15 -O3 3 g++-8.3.1 0.126252 0.015701 \n",
+ "16 -O1 1 g++-8.3.1 0.219064 0.014731 \n",
+ "17 -O2 2 g++-8.3.1 0.260140 0.000624 \n",
+ "18 -O0 0 g++-8.3.1 0.600742 0.002234 \n",
+ "19 -O3 3 g++-8.3.1 0.127593 0.001151 \n",
+ "\n",
+ " Backend bound Bad speculation speedup name \\\n",
+ "0 0.804312 0.000629 1.480293 Stream_ADD.default \n",
+ "1 0.798407 0.000519 1.505408 Stream_ADD.default \n",
+ "2 0.443978 0.001801 1.000000 Stream_ADD.default \n",
+ "3 0.887694 0.001146 1.481885 Stream_ADD.default \n",
+ "4 0.797165 0.000527 1.658998 Stream_COPY.default \n",
+ "5 0.789802 0.000380 1.709656 Stream_COPY.default \n",
+ "6 0.507152 0.003047 1.000000 Stream_COPY.default \n",
+ "7 0.895513 0.001172 1.660180 Stream_COPY.default \n",
+ "8 0.677828 0.000504 2.186819 Stream_DOT.default \n",
+ "9 0.631834 0.000584 2.275193 Stream_DOT.default \n",
+ "10 0.451740 0.000272 1.000000 Stream_DOT.default \n",
+ "11 0.756053 0.001194 2.208209 Stream_DOT.default \n",
+ "12 0.717387 0.001287 1.962381 Stream_MUL.default \n",
+ "13 0.719536 0.000583 2.031418 Stream_MUL.default \n",
+ "14 0.575349 0.001371 1.000000 Stream_MUL.default \n",
+ "15 0.856954 0.001093 1.960274 Stream_MUL.default \n",
+ "16 0.765560 0.000644 1.351241 Stream_TRIAD.default \n",
+ "17 0.738776 0.000460 1.391553 Stream_TRIAD.default \n",
+ "18 0.393250 0.003773 1.000000 Stream_TRIAD.default \n",
+ "19 0.869938 0.001317 1.349819 Stream_TRIAD.default \n",
+ "\n",
+ " Retiring_norm Frontend bound_norm Backend bound_norm \\\n",
+ "0 -0.697795 0.146357 0.666748 \n",
+ "1 -0.655406 0.132635 0.627534 \n",
+ "2 1.670582 1.424102 -1.726185 \n",
+ "3 -1.194151 -0.885276 1.220477 \n",
+ "4 -0.565014 -0.922990 0.619286 \n",
+ "5 -0.512538 -0.934233 0.570389 \n",
+ "6 1.189019 1.926418 -1.306655 \n",
+ "7 -1.246873 -0.900238 1.272402 \n",
+ "8 0.117292 0.851759 -0.173217 \n",
+ "9 0.571410 -0.935119 -0.478657 \n",
+ "10 1.624311 1.468455 -1.674639 \n",
+ "11 -0.289180 -0.896608 0.346266 \n",
+ "12 -0.224008 1.678358 0.089490 \n",
+ "13 -0.147020 0.558461 0.103761 \n",
+ "14 0.945104 -0.819499 -0.853767 \n",
+ "15 -1.082461 0.401676 1.016337 \n",
+ "16 -0.444818 0.315802 0.409401 \n",
+ "17 -0.162616 -0.933082 0.231531 \n",
+ "18 2.177408 -0.790550 -2.063064 \n",
+ "19 -1.073248 -0.886427 1.102562 \n",
+ "\n",
+ " Bad speculation_norm speedup_norm \n",
+ "0 -0.557795 -0.189160 \n",
+ "1 -0.684005 -0.130052 \n",
+ "2 0.786925 -1.319538 \n",
+ "3 0.035396 -0.185414 \n",
+ "4 -0.674826 0.231424 \n",
+ "5 -0.843490 0.350649 \n",
+ "6 2.216549 -1.319538 \n",
+ "7 0.065228 0.234208 \n",
+ "8 -0.701216 1.473661 \n",
+ "9 -0.609426 1.681651 \n",
+ "10 -0.967406 -1.319538 \n",
+ "11 0.090470 1.524002 \n",
+ "12 0.197176 0.945442 \n",
+ "13 -0.610574 1.107923 \n",
+ "14 0.293555 -1.319538 \n",
+ "15 -0.025414 0.940483 \n",
+ "16 -0.540584 -0.492885 \n",
+ "17 -0.751700 -0.398010 \n",
+ "18 3.049541 -1.319538 \n",
+ "19 0.231597 -0.496233 "
+ ]
+ },
+ "execution_count": 23,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
"source": [
"df = normalize_data(df, topdown_cols + [\"speedup\"])\n",
"df"
@@ -793,7 +1648,7 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 24,
"id": "8e8f0f53",
"metadata": {},
"outputs": [],
@@ -803,12 +1658,55 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 25,
"id": "9c1f94a1",
"metadata": {
"scrolled": false
},
- "outputs": [],
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "speedup_norm Retiring_norm\n"
+ ]
+ },
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "/usr/workspace/ritter5/thicket-tutorial/.venv/lib/python3.9/site-packages/sklearn/cluster/_kmeans.py:1412: FutureWarning: The default value of `n_init` will change from 10 to 'auto' in 1.4. Set the value of `n_init` explicitly to suppress the warning\n",
+ " super()._check_params_vs_input(X, default_n_init=10)\n",
+ "/usr/workspace/ritter5/thicket-tutorial/.venv/lib/python3.9/site-packages/joblib/externals/loky/backend/context.py:136: UserWarning: Could not find the number of physical cores for the following reason:\n",
+ "found 0 physical cores < 1\n",
+ "Returning the number of logical cores instead. You can silence this warning by setting LOKY_MAX_CPU_COUNT to the number of cores you want to use.\n",
+ " warnings.warn(\n",
+ " File \"/usr/workspace/ritter5/thicket-tutorial/.venv/lib/python3.9/site-packages/joblib/externals/loky/backend/context.py\", line 282, in _count_physical_cores\n",
+ " raise ValueError(f\"found {cpu_count_physical} physical cores < 1\")\n"
+ ]
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "speedup_norm Frontend bound_norm\n",
+ "speedup_norm Backend bound_norm\n",
+ "speedup_norm Bad speculation_norm\n"
+ ]
+ },
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "/usr/workspace/ritter5/thicket-tutorial/.venv/lib/python3.9/site-packages/sklearn/cluster/_kmeans.py:1412: FutureWarning: The default value of `n_init` will change from 10 to 'auto' in 1.4. Set the value of `n_init` explicitly to suppress the warning\n",
+ " super()._check_params_vs_input(X, default_n_init=10)\n",
+ "/usr/workspace/ritter5/thicket-tutorial/.venv/lib/python3.9/site-packages/sklearn/cluster/_kmeans.py:1412: FutureWarning: The default value of `n_init` will change from 10 to 'auto' in 1.4. Set the value of `n_init` explicitly to suppress the warning\n",
+ " super()._check_params_vs_input(X, default_n_init=10)\n",
+ "/usr/workspace/ritter5/thicket-tutorial/.venv/lib/python3.9/site-packages/sklearn/cluster/_kmeans.py:1412: FutureWarning: The default value of `n_init` will change from 10 to 'auto' in 1.4. Set the value of `n_init` explicitly to suppress the warning\n",
+ " super()._check_params_vs_input(X, default_n_init=10)\n"
+ ]
+ }
+ ],
"source": [
"cluster_centers = []\n",
"cluster_labels = []\n",
@@ -853,20 +1751,715 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 26,
"id": "a062f169",
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " opt_level | \n",
+ " opt_level_int | \n",
+ " compiler | \n",
+ " Retiring | \n",
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+ " Backend bound | \n",
+ " Bad speculation | \n",
+ " speedup | \n",
+ " name | \n",
+ " Retiring_norm | \n",
+ " ... | \n",
+ " Bad speculation_norm | \n",
+ " speedup_norm | \n",
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+ " Retiring_cluster | \n",
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+ " Frontend bound_cluster | \n",
+ " Backend bound_cluster_id | \n",
+ " Backend bound_cluster | \n",
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\n",
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+ " 3 | \n",
+ " g++-8.3.1 | \n",
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+ " 0.895513 | \n",
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+ " 2 | \n",
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+ " 0.209207 | \n",
+ " 0.000611 | \n",
+ " 0.789802 | \n",
+ " 0.000380 | \n",
+ " 1.709656 | \n",
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+ " -0.512538 | \n",
+ " ... | \n",
+ " -0.843490 | \n",
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+ " Cluster 2 | \n",
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\n",
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+ " 0 | \n",
+ " g++-8.3.1 | \n",
+ " 0.520236 | \n",
+ " 0.027751 | \n",
+ " 0.451740 | \n",
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+ " 1.000000 | \n",
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+ " 1.624311 | \n",
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\n",
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+ " 0.241718 | \n",
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+ " 0.756053 | \n",
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+ " 2.208209 | \n",
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+ " -0.289180 | \n",
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+ " 1 | \n",
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+ " 2 | \n",
+ " Cluster 2 | \n",
+ " 3 | \n",
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+ " 0.575349 | \n",
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+ " 0 | \n",
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+ " Cluster 1 | \n",
+ " 2 | \n",
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\n",
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+ " 0.856954 | \n",
+ " 0.001093 | \n",
+ " 1.960274 | \n",
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+ " -1.082461 | \n",
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+ " 0.717387 | \n",
+ " 0.001287 | \n",
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+ " -0.224008 | \n",
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+ " 3 | \n",
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\n",
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+ " 2.031418 | \n",
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\n",
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+ " 0.393250 | \n",
+ " 0.003773 | \n",
+ " 1.000000 | \n",
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+ " 1 | \n",
+ " Cluster 1 | \n",
+ "
\n",
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+ " 3 | \n",
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+ " 0.001151 | \n",
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+ " 1.349819 | \n",
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+ " 0.000644 | \n",
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+ "
\n",
+ " \n",
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+ " -O2 | \n",
+ " 2 | \n",
+ " g++-8.3.1 | \n",
+ " 0.260140 | \n",
+ " 0.000624 | \n",
+ " 0.738776 | \n",
+ " 0.000460 | \n",
+ " 1.391553 | \n",
+ " Stream_TRIAD.default | \n",
+ " -0.162616 | \n",
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+ " -0.751700 | \n",
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+ " Cluster 0 | \n",
+ " 0 | \n",
+ " Cluster 0 | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
20 rows × 22 columns
\n",
+ "
"
+ ],
+ "text/plain": [
+ " opt_level opt_level_int compiler Retiring Frontend bound \\\n",
+ "2 -O0 0 g++-8.3.1 0.526971 0.027250 \n",
+ "0 -O1 1 g++-8.3.1 0.182242 0.012817 \n",
+ "3 -O3 3 g++-8.3.1 0.109995 0.001164 \n",
+ "1 -O2 2 g++-8.3.1 0.188412 0.012662 \n",
+ "6 -O0 0 g++-8.3.1 0.456877 0.032924 \n",
+ "4 -O1 1 g++-8.3.1 0.201569 0.000738 \n",
+ "7 -O3 3 g++-8.3.1 0.102321 0.000995 \n",
+ "5 -O2 2 g++-8.3.1 0.209207 0.000611 \n",
+ "10 -O0 0 g++-8.3.1 0.520236 0.027751 \n",
+ "8 -O1 1 g++-8.3.1 0.300882 0.020785 \n",
+ "11 -O3 3 g++-8.3.1 0.241718 0.001036 \n",
+ "9 -O2 2 g++-8.3.1 0.366981 0.000601 \n",
+ "14 -O0 0 g++-8.3.1 0.421374 0.001907 \n",
+ "15 -O3 3 g++-8.3.1 0.126252 0.015701 \n",
+ "12 -O1 1 g++-8.3.1 0.251204 0.030122 \n",
+ "13 -O2 2 g++-8.3.1 0.262410 0.017472 \n",
+ "18 -O0 0 g++-8.3.1 0.600742 0.002234 \n",
+ "19 -O3 3 g++-8.3.1 0.127593 0.001151 \n",
+ "16 -O1 1 g++-8.3.1 0.219064 0.014731 \n",
+ "17 -O2 2 g++-8.3.1 0.260140 0.000624 \n",
+ "\n",
+ " Backend bound Bad speculation speedup name \\\n",
+ "2 0.443978 0.001801 1.000000 Stream_ADD.default \n",
+ "0 0.804312 0.000629 1.480293 Stream_ADD.default \n",
+ "3 0.887694 0.001146 1.481885 Stream_ADD.default \n",
+ "1 0.798407 0.000519 1.505408 Stream_ADD.default \n",
+ "6 0.507152 0.003047 1.000000 Stream_COPY.default \n",
+ "4 0.797165 0.000527 1.658998 Stream_COPY.default \n",
+ "7 0.895513 0.001172 1.660180 Stream_COPY.default \n",
+ "5 0.789802 0.000380 1.709656 Stream_COPY.default \n",
+ "10 0.451740 0.000272 1.000000 Stream_DOT.default \n",
+ "8 0.677828 0.000504 2.186819 Stream_DOT.default \n",
+ "11 0.756053 0.001194 2.208209 Stream_DOT.default \n",
+ "9 0.631834 0.000584 2.275193 Stream_DOT.default \n",
+ "14 0.575349 0.001371 1.000000 Stream_MUL.default \n",
+ "15 0.856954 0.001093 1.960274 Stream_MUL.default \n",
+ "12 0.717387 0.001287 1.962381 Stream_MUL.default \n",
+ "13 0.719536 0.000583 2.031418 Stream_MUL.default \n",
+ "18 0.393250 0.003773 1.000000 Stream_TRIAD.default \n",
+ "19 0.869938 0.001317 1.349819 Stream_TRIAD.default \n",
+ "16 0.765560 0.000644 1.351241 Stream_TRIAD.default \n",
+ "17 0.738776 0.000460 1.391553 Stream_TRIAD.default \n",
+ "\n",
+ " Retiring_norm ... Bad speculation_norm speedup_norm \\\n",
+ "2 1.670582 ... 0.786925 -1.319538 \n",
+ "0 -0.697795 ... -0.557795 -0.189160 \n",
+ "3 -1.194151 ... 0.035396 -0.185414 \n",
+ "1 -0.655406 ... -0.684005 -0.130052 \n",
+ "6 1.189019 ... 2.216549 -1.319538 \n",
+ "4 -0.565014 ... -0.674826 0.231424 \n",
+ "7 -1.246873 ... 0.065228 0.234208 \n",
+ "5 -0.512538 ... -0.843490 0.350649 \n",
+ "10 1.624311 ... -0.967406 -1.319538 \n",
+ "8 0.117292 ... -0.701216 1.473661 \n",
+ "11 -0.289180 ... 0.090470 1.524002 \n",
+ "9 0.571410 ... -0.609426 1.681651 \n",
+ "14 0.945104 ... 0.293555 -1.319538 \n",
+ "15 -1.082461 ... -0.025414 0.940483 \n",
+ "12 -0.224008 ... 0.197176 0.945442 \n",
+ "13 -0.147020 ... -0.610574 1.107923 \n",
+ "18 2.177408 ... 3.049541 -1.319538 \n",
+ "19 -1.073248 ... 0.231597 -0.496233 \n",
+ "16 -0.444818 ... -0.540584 -0.492885 \n",
+ "17 -0.162616 ... -0.751700 -0.398010 \n",
+ "\n",
+ " Retiring_cluster_id Retiring_cluster Frontend bound_cluster_id \\\n",
+ "2 0 Cluster 0 1 \n",
+ "0 2 Cluster 2 0 \n",
+ "3 2 Cluster 2 0 \n",
+ "1 2 Cluster 2 0 \n",
+ "6 0 Cluster 0 1 \n",
+ "4 2 Cluster 2 0 \n",
+ "7 2 Cluster 2 0 \n",
+ "5 2 Cluster 2 0 \n",
+ "10 0 Cluster 0 1 \n",
+ "8 1 Cluster 1 2 \n",
+ "11 1 Cluster 1 3 \n",
+ "9 1 Cluster 1 3 \n",
+ "14 0 Cluster 0 0 \n",
+ "15 1 Cluster 1 2 \n",
+ "12 1 Cluster 1 2 \n",
+ "13 1 Cluster 1 2 \n",
+ "18 0 Cluster 0 0 \n",
+ "19 2 Cluster 2 0 \n",
+ "16 2 Cluster 2 0 \n",
+ "17 2 Cluster 2 0 \n",
+ "\n",
+ " Frontend bound_cluster Backend bound_cluster_id Backend bound_cluster \\\n",
+ "2 Cluster 1 1 Cluster 1 \n",
+ "0 Cluster 0 0 Cluster 0 \n",
+ "3 Cluster 0 0 Cluster 0 \n",
+ "1 Cluster 0 0 Cluster 0 \n",
+ "6 Cluster 1 1 Cluster 1 \n",
+ "4 Cluster 0 0 Cluster 0 \n",
+ "7 Cluster 0 0 Cluster 0 \n",
+ "5 Cluster 0 0 Cluster 0 \n",
+ "10 Cluster 1 1 Cluster 1 \n",
+ "8 Cluster 2 2 Cluster 2 \n",
+ "11 Cluster 3 2 Cluster 2 \n",
+ "9 Cluster 3 2 Cluster 2 \n",
+ "14 Cluster 0 1 Cluster 1 \n",
+ "15 Cluster 2 2 Cluster 2 \n",
+ "12 Cluster 2 2 Cluster 2 \n",
+ "13 Cluster 2 2 Cluster 2 \n",
+ "18 Cluster 0 1 Cluster 1 \n",
+ "19 Cluster 0 0 Cluster 0 \n",
+ "16 Cluster 0 0 Cluster 0 \n",
+ "17 Cluster 0 0 Cluster 0 \n",
+ "\n",
+ " Bad speculation_cluster_id Bad speculation_cluster \n",
+ "2 2 Cluster 2 \n",
+ "0 0 Cluster 0 \n",
+ "3 0 Cluster 0 \n",
+ "1 0 Cluster 0 \n",
+ "6 1 Cluster 1 \n",
+ "4 0 Cluster 0 \n",
+ "7 0 Cluster 0 \n",
+ "5 0 Cluster 0 \n",
+ "10 2 Cluster 2 \n",
+ "8 3 Cluster 3 \n",
+ "11 3 Cluster 3 \n",
+ "9 3 Cluster 3 \n",
+ "14 2 Cluster 2 \n",
+ "15 3 Cluster 3 \n",
+ "12 3 Cluster 3 \n",
+ "13 3 Cluster 3 \n",
+ "18 1 Cluster 1 \n",
+ "19 2 Cluster 2 \n",
+ "16 0 Cluster 0 \n",
+ "17 0 Cluster 0 \n",
+ "\n",
+ "[20 rows x 22 columns]"
+ ]
+ },
+ "execution_count": 26,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
"source": [
"df.sort_values(by=[\"name\", \"speedup\"])"
]
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 27,
"id": "2cb3f41b",
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "[[(-1.319537507471114, 1.5212848761778315),\n",
+ " (1.2788602731186134, -0.17566107112197063),\n",
+ " (-0.11949712237290092, -0.7280508837952591)],\n",
+ " [(-0.33768628329984873, -0.5888638671183992),\n",
+ " (-1.3195375074711138, 1.6063249232993062),\n",
+ " (1.1168772386832795, 0.8725636211286387),\n",
+ " (1.6028263419892814, -0.9158633580550423)],\n",
+ " [(-0.11949712237290092, 0.7467032925908027),\n",
+ " (-1.319537507471114, -1.5248619038487723),\n",
+ " (1.2788602731186134, 0.15066331432110672)],\n",
+ " [(-0.07240510474562359, -0.4939720791412976),\n",
+ " (-1.3195375074711138, 2.633045295435591),\n",
+ " (-1.1137114464511153, 0.08616759338833209),\n",
+ " (1.2788602731186134, -0.27649738854902034)]]"
+ ]
+ },
+ "execution_count": 27,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
"source": [
"cluster_centers"
]
@@ -883,12 +2476,53 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 28,
"id": "27ce46ff",
"metadata": {
"scrolled": false
},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
"source": [
"sns_handles = None\n",
"sns_labels = None\n",
@@ -957,7 +2591,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.8.16"
+ "version": "3.9.12"
}
},
"nbformat": 4,