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1 Numbers of Draw CAlls

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NV2080Ti’ AND numCubes=1000 AND NOT scene = ’gallery’ AND ”=’ NV2080Ti’ AND numCubes=50000 AND NOT scene = ’gallery’ AND ”=’

1920x1080 1440x1600 1920x1080 1440x1600

bistro 2

P(n, ,

...

): 70.0 P(

n2

, ,

...

): 70.0 P(

n4

, , ,

...

): 70.0

P(1, , ,

...

): 70.0

P(n, ,

...

): 44.0 P(

n2

, ,

...

): 44.0 P(

n4

, , ,

...

): 44.0

P(1, , ,

...

): 44.0

P(n, ,

...

): 1017.0 P(

n2

, ,

...

): 1021.0 P(

n4

, , ,

...

): 1021.0

P(1, , ,

...

): 1021.0

P(n, ,

...

): 583.0 P(

n2

, ,

...

): 587.0 P(

n4

, , ,

...

): 587.0

P(1, , ,

...

): 587.0

4

P(n, ,

...

): 70.0 P(

n2

, ,

...

): 70.0 P(

n4

, , ,

...

): 70.0

P(1, , ,

...

): 70.0

P(n, ,

...

): 43.0 P(

n2

, ,

...

): 44.0 P(

n4

, , ,

...

): 44.0

P(1, , ,

...

): 44.0

P(n, ,

...

): 1017.0 P(

n2

, ,

...

): 1021.0 P(

n4

, , ,

...

): 1026.0

P(1, , ,

...

): 1026.0

P(n, ,

...

): 582.0 P(

n2

, ,

...

): 587.0 P(

n4

, , ,

...

): 590.0

P(1, , ,

...

): 590.0

16

P(n, ,

...

): 70.0 P(

n2

, ,

...

): 70.0 P(

n4

, , ,

...

): 71.0

P(1, , ,

...

): 71.0

P(n, ,

...

): 43.0 P(

n2

, ,

...

): 44.0 P(

n4

, , ,

...

): 45.0

P(1, , ,

...

): 46.0

P(n, ,

...

): 1017.0 P(

n2

, ,

...

): 1021.0 P(

n4

, , ,

...

): 1029.0

P(1, , ,

...

): 1044.0

P(n, ,

...

): 582.0 P(

n2

, ,

...

): 587.0 P(

n4

, , ,

...

): 596.0

P(1, , ,

...

): 606.0

32

P(n, ,

...

): 69.0 P(

n2

, ,

...

): 70.0 P(

n4

, , ,

...

): 70.0

P(1, , ,

...

): 73.0

P(n, ,

...

): 43.0 P(

n2

, ,

...

): 44.0 P(

n4

, , ,

...

): 45.0

P(1, , ,

...

): 47.0

P(n, ,

...

): 1017.0 P(

n2

, ,

...

): 1021.0 P(

n4

, , ,

...

): 1029.0

P(1, , ,

...

): 1061.0

P(n, ,

...

): 582.0 P(

n2

, ,

...

): 587.0 P(

n4

, , ,

...

): 597.0

P(1, , ,

...

): 626.0

robot lab unity

2

P(n, ,

...

): 74.0 P(

n2

, ,

...

): 77.0 P(

n4

, , ,

...

): 77.0

P(1, , ,

...

): 77.0

P(n, ,

...

): 47.0 P(

n2

, ,

...

): 51.0 P(

n4

, , ,

...

): 51.0

P(1, , ,

...

): 51.0

P(n, ,

...

): 849.0 P(

n2

, ,

...

): 884.0 P(

n4

, , ,

...

): 884.0

P(1, , ,

...

): 884.0

P(n, ,

...

): 489.0 P(

n2

, ,

...

): 534.0 P(

n4

, , ,

...

): 534.0

P(1, , ,

...

): 534.0

4

P(n, ,

...

): 72.0 P(

n2

, ,

...

): 75.0 P(

n4

, , ,

...

): 80.0

P(1, , ,

...

): 80.0

P(n, ,

...

): 46.0 P(

n2

, ,

...

): 49.0 P(

n4

, , ,

...

): 52.0

P(1, , ,

...

): 52.0

P(n, ,

...

): 831.0 P(

n2

, ,

...

): 866.0 P(

n4

, , ,

...

): 931.0

P(1, , ,

...

): 931.0

P(n, ,

...

): 479.0 P(

n2

, ,

...

): 524.0 P(

n4

, , ,

...

): 563.0

P(1, , ,

...

): 563.0

16

P(n, ,

...

): 73.0 P(

n2

, ,

...

): 76.0 P(

n4

, , ,

...

): 81.0

P(1, , ,

...

): 98.0

P(n, ,

...

): 46.0 P(

n2

, ,

...

): 49.0 P(

n4

, , ,

...

): 56.0

P(1, , ,

...

): 68.0

P(n, ,

...

): 824.0 P(

n2

, ,

...

): 859.0 P(

n4

, , ,

...

): 927.0

P(1, , ,

...

): 1139.0

P(n, ,

...

): 475.0 P(

n2

, ,

...

): 519.0 P(

n4

, , ,

...

): 606.0

P(1, , ,

...

): 747.0

32

P(n, ,

...

): 72.0 P(

n2

, ,

...

): 75.0 P(

n4

, , ,

...

): 81.0

P(1, , ,

...

): 111.0

P(n, ,

...

): 46.0 P(

n2

, ,

...

): 49.0 P(

n4

, , ,

...

): 56.0

P(1, , ,

...

): 85.0

P(n, ,

...

): 818.0 P(

n2

, ,

...

): 853.0 P(

n4

, , ,

...

): 923.0

P(1, , ,

...

): 1315.0

P(n, ,

...

): 470.0 P(

n2

, ,

...

): 513.0 P(

n4

, , ,

...

): 596.0

P(1, , ,

...

): 954.0

san miguel

2

P(n, ,

...

): 99.0 P(

n2

, ,

...

): 99.0 P(

n4

, , ,

...

): 99.0

P(1, , ,

...

): 99.0

P(n, ,

...

): 66.0 P(

n2

, ,

...

): 66.0 P(

n4

, , ,

...

): 66.0

P(1, , ,

...

): 66.0

P(n, ,

...

): 1389.0 P(

n2

, ,

...

): 1393.0 P(

n4

, , ,

...

): 1393.0

P(1, , ,

...

): 1393.0

P(n, ,

...

): 868.0 P(

n2

, ,

...

): 873.0 P(

n4

, , ,

...

): 873.0

P(1, , ,

...

): 873.0

4

P(n, ,

...

): 99.0 P(

n2

, ,

...

): 99.0 P(

n4

, , ,

...

): 99.0

P(1, , ,

...

): 99.0

P(n, ,

...

): 66.0 P(

n2

, ,

...

): 66.0 P(

n4

, , ,

...

): 66.0

P(1, , ,

...

): 66.0

P(n, ,

...

): 1387.0 P(

n2

, ,

...

): 1391.0 P(

n4

, , ,

...

): 1399.0

P(1, , ,

...

): 1399.0

P(n, ,

...

): 866.0 P(

n2

, ,

...

): 872.0 P(

n4

, , ,

...

): 877.0

P(1, , ,

...

): 877.0

16

P(n, ,

...

): 99.0 P(

n2

, ,

...

): 99.0 P(

n4

, , ,

...

): 100.0

P(1, , ,

...

): 101.0

P(n, ,

...

): 66.0 P(

n2

, ,

...

): 66.0 P(

n4

, , ,

...

): 67.0

P(1, , ,

...

): 68.0

P(n, ,

...

): 1388.0 P(

n2

, ,

...

): 1392.0 P(

n4

, , ,

...

): 1400.0

P(1, , ,

...

): 1428.0

P(n, ,

...

): 867.0 P(

n2

, ,

...

): 872.0 P(

n4

, , ,

...

): 884.0

P(1, , ,

...

): 902.0

32

P(n, ,

...

): 99.0 P(

n2

, ,

...

): 99.0 P(

n4

, , ,

...

): 100.0

P(1, , ,

...

): 102.0

P(n, ,

...

): 66.0 P(

n2

, ,

...

): 66.0 P(

n4

, , ,

...

): 67.0

P(1, , ,

...

): 69.0

P(n, ,

...

): 1388.0 P(

n2

, ,

...

): 1392.0 P(

n4

, , ,

...

): 1400.0

P(1, , ,

...

): 1446.0

P(n, ,

...

): 867.0 P(

n2

, ,

...

): 872.0 P(

n4

, , ,

...

): 883.0

P(1, , ,

...

): 923.0

sponza 2

P(n, ,

...

): 131.0 P(

n2

, ,

...

): 132.0 P(

n4

, , ,

...

): 132.0

P(1, , ,

...

): 132.0

P(n, ,

...

): 85.0 P(

n2

, ,

...

): 85.0 P(

n4

, , ,

...

): 85.0

P(1, , ,

...

): 85.0

P(n, ,

...

): 1820.0 P(

n2

, ,

...

): 1826.0 P(

n4

, , ,

...

): 1826.0

P(1, , ,

...

): 1826.0

P(n, ,

...

): 1085.0 P(

n2

, ,

...

): 1093.0 P(

n4

, , ,

...

): 1093.0

P(1, , ,

...

): 1093.0

4

P(n, ,

...

): 131.0 P(

n2

, ,

...

): 131.0 P(

n4

, , ,

...

): 132.0

P(1, , ,

...

): 132.0

P(n, ,

...

): 85.0 P(

n2

, ,

...

): 85.0 P(

n4

, , ,

...

): 86.0

P(1, , ,

...

): 86.0

P(n, ,

...

): 1817.0 P(

n2

, ,

...

): 1824.0 P(

n4

, , ,

...

): 1836.0

P(1, , ,

...

): 1836.0

P(n, ,

...

): 1083.0 P(

n2

, ,

...

): 1091.0 P(

n4

, , ,

...

): 1099.0

P(1, , ,

...

): 1099.0

16

P(n, ,

...

): 131.0 P(

n2

, ,

...

): 131.0 P(

n4

, , ,

...

): 132.0

P(1, , ,

...

): 135.0

P(n, ,

...

): 84.0 P(

n2

, ,

...

): 85.0 P(

n4

, , ,

...

): 86.0

P(1, , ,

...

): 88.0

P(n, ,

...

): 1817.0 P(

n2

, ,

...

): 1823.0 P(

n4

, , ,

...

): 1835.0

P(1, , ,

...

): 1871.0

P(n, ,

...

): 1083.0 P(

n2

, ,

...

): 1092.0 P(

n4

, , ,

...

): 1108.0

P(1, , ,

...

): 1131.0

32

P(n, ,

...

): 131.0 P(

n2

, ,

...

): 131.0 P(

n4

, , ,

...

): 132.0

P(1, , ,

...

): 137.0

P(n, ,

...

): 84.0 P(

n2

, ,

...

): 85.0 P(

n4

, , ,

...

): 86.0

P(1, , ,

...

): 90.0

P(n, ,

...

): 1817.0 P(

n2

, ,

...

): 1823.0 P(

n4

, , ,

...

): 1836.0

P(1, , ,

...

): 1898.0

P(n, ,

...

): 1083.0 P(

n2

, ,

...

): 1092.0 P(

n4

, , ,

...

): 1109.0

P(1, , ,

...

): 1165.0

viking village unity

2

P(n, ,

...

): 39.0 P(

n2

, ,

...

): 39.0 P(

n4

, , ,

...

): 39.0

P(1, , ,

...

): 39.0

P(n, ,

...

): 25.0 P(

n2

, ,

...

): 25.0 P(

n4

, , ,

...

): 25.0

P(1, , ,

...

): 25.0

P(n, ,

...

): 346.0 P(

n2

, ,

...

): 349.0 P(

n4

, , ,

...

): 349.0

P(1, , ,

...

): 349.0

P(n, ,

...

): 199.0 P(

n2

, ,

...

): 203.0 P(

n4

, , ,

...

): 203.0

P(1, , ,

...

): 203.0

4

P(n, ,

...

): 39.0 P(

n2

, ,

...

): 39.0 P(

n4

, , ,

...

): 39.0

P(1, , ,

...

): 39.0

P(n, ,

...

): 25.0 P(

n2

, ,

...

): 25.0 P(

n4

, , ,

...

): 25.0

P(1, , ,

...

): 25.0

P(n, ,

...

): 340.0 P(

n2

, ,

...

): 343.0 P(

n4

, , ,

...

): 351.0

P(1, , ,

...

): 351.0

P(n, ,

...

): 195.0 P(

n2

, ,

...

): 200.0 P(

n4

, , ,

...

): 205.0

P(1, , ,

...

): 205.0

16

P(n, ,

...

): 39.0 P(

n2

, ,

...

): 40.0 P(

n4

, , ,

...

): 40.0

P(1, , ,

...

): 43.0

P(n, ,

...

): 25.0 P(

n2

, ,

...

): 26.0 P(

n4

, , ,

...

): 26.0

P(1, , ,

...

): 28.0

P(n, ,

...

): 339.0 P(

n2

, ,

...

): 343.0 P(

n4

, , ,

...

): 350.0

P(1, , ,

...

): 369.0

P(n, ,

...

): 195.0 P(

n2

, ,

...

): 199.0 P(

n4

, , ,

...

): 208.0

P(1, , ,

...

): 219.0

32

P(n, ,

...

): 39.0 P(

n2

, ,

...

): 40.0 P(

n4

, , ,

...

): 40.0

P(1, , ,

...

): 45.0

P(n, ,

...

): 25.0 P(

n2

, ,

...

): 26.0 P(

n4

, , ,

...

): 26.0

P(1, , ,

...

): 30.0

P(n, ,

...

): 339.0 P(

n2

, ,

...

): 343.0 P(

n4

, , ,

...

): 350.0

P(1, , ,

...

): 384.0

P(n, ,

...

): 195.0 P(

n2

, ,

...

): 200.0 P(

n4

, , ,

...

): 208.0

P(1, , ,

...

): 238.0

Table 1: Note: Only the first parameters per P(....) matter for the number of draw calls! I.e. differences are only w.r.t. P(1, ...), P( n 2 , ...), P( n 4 , ...) and P(n, ...).

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