You're better off downloading the spreadsheet and trying it out yourself, but I'll try to elaborate the key points in greater detail here.
- Base points B, timeout T and expiration E remain the same, but K-factor is replaced with a bonus points multiplier cap C which can be used to adjust the points curve - not too different from adjusting K
- Maximum Points Per WU = PPWU = B * C
- Let's yank back the concept of performance fraction p from v6 client. Let p = % of Timeout to complete a WU. Converting between p and TPF (minutes) is pretty straightforward
- The new proposed points formula per WU:
- PPWU = B*(1 +(C-1)*(1-p/100%) for p values [0%, ..., 100%],
- If( p*T/100% <= E ) then PPWU = B/2 else PPWU = 0 for p > 100%
- I figured we might just set PPWU = B/2 after Timeout, so that there's some sort of actual penalty for forcing some other(s) to complete the very same WU you worked on
- It is no longer possible to gain an insane jump in points by completing a single WU, no matter how fast your brand new quantum computing folding wonder gets
- However, PPD still approaches infinity if the combination of your HW & internet connection & Stanford server speed is so fast that the overall processing time of WUs approaches zero
Code: Select all
p PPD prop. PPD current WUsPerDay TPF PPWU prop.
0% #DIV/0! #DIV/0! #DIV/0! 0.00 34000
1% 1297692 3047194 38.4615 0.37 33740
2% 643846 1077346 19.2308 0.75 33480
3% 425897 586433 12.8205 1.12 33220
4% 316923 380899 9.6154 1.50 32960
5% 251538 272549 7.6923 1.87 32700
6% 207949 207335 6.4103 2.25 32440
7% 176813 164533 5.4945 2.62 32180
8% 153462 134668 4.8077 3.00 31920
9% 135299 112859 4.2735 3.37 31660
10% 120769 96361 3.8462 3.74 31400
11% 108881 83524 3.4965 4.12 31140
12% 98974 73304 3.2051 4.49 30880
13% 90592 65011 2.9586 4.87 30620
14% 83407 58171 2.7473 5.24 30360
15% 77179 52452 2.5641 5.62 30100
16% 71731 47612 2.4038 5.99 29840
17% 66923 43474 2.2624 6.36 29580
18% 62650 39902 2.1368 6.74 29320
19% 58826 36793 2.0243 7.11 29060
20% 55385 34069 1.9231 7.49 28800
21% 52271 31664 1.8315 7.86 28540
22% 49441 29530 1.7483 8.24 28280
23% 46856 27625 1.6722 8.61 28020
24% 44487 25917 1.6026 8.99 27760
25% 42308 24378 1.5385 9.36 27500
26% 40296 22985 1.4793 9.73 27240
27% 38433 21720 1.4245 10.11 26980
28% 36703 20567 1.3736 10.48 26720
29% 35093 19512 1.3263 10.86 26460
30% 33590 18545 1.2821 11.23 26200
31% 32184 17655 1.2407 11.61 25940
32% 30865 16834 1.2019 11.98 25680
33% 29627 16074 1.1655 12.36 25420
34% 28462 15370 1.1312 12.73 25160
35% 27363 14716 1.0989 13.10 24900
36% 26325 14107 1.0684 13.48 24640
37% 25343 13539 1.0395 13.85 24380
38% 24413 13008 1.0121 14.23 24120
39% 23531 12511 0.9862 14.60 23860
40% 22692 12045 0.9615 14.98 23600
41% 21895 11607 0.9381 15.35 23340
42% 21136 11195 0.9158 15.72 23080
43% 20411 10807 0.8945 16.10 22820
44% 19720 10440 0.8741 16.47 22560
45% 19060 10094 0.8547 16.85 22300
46% 18428 9767 0.8361 17.22 22040
47% 17823 9457 0.8183 17.60 21780
48% 17244 9163 0.8013 17.97 21520
49% 16688 8884 0.7849 18.35 21260
50% 16154 8619 0.7692 18.72 21000
51% 15641 8367 0.7541 19.09 20740
52% 15148 8126 0.7396 19.47 20480
53% 14673 7897 0.7257 19.84 20220
54% 14217 7679 0.7123 20.22 19960
55% 13776 7471 0.6993 20.59 19700
56% 13352 7271 0.6868 20.97 19440
57% 12942 7081 0.6748 21.34 19180
58% 12546 6899 0.6631 21.72 18920
59% 12164 6724 0.6519 22.09 18660
60% 11795 6557 0.6410 22.46 18400
61% 11438 6396 0.6305 22.84 18140
62% 11092 6242 0.6203 23.21 17880
63% 10757 6094 0.6105 23.59 17620
64% 10433 5952 0.6010 23.96 17360
65% 10118 5815 0.5917 24.34 17100
66% 9814 5683 0.5828 24.71 16840
67% 9518 5556 0.5741 25.08 16580
68% 9231 5434 0.5656 25.46 16320
69% 8952 5317 0.5574 25.83 16060
70% 8681 5203 0.5495 26.21 15800
71% 8418 5093 0.5417 26.58 15540
72% 8162 4988 0.5342 26.96 15280
73% 7914 4886 0.5269 27.33 15020
74% 7672 4787 0.5198 27.71 14760
75% 7436 4691 0.5128 28.08 14500
76% 7206 4599 0.5061 28.45 14240
77% 6983 4510 0.4995 28.83 13980
78% 6765 4423 0.4931 29.20 13720
79% 6553 4340 0.4869 29.58 13460
80% 6346 4259 0.4808 29.95 13200
81% 6144 4180 0.4748 30.33 12940
82% 5947 4104 0.4690 30.70 12680
83% 5755 4030 0.4634 31.08 12420
84% 5568 3958 0.4579 31.45 12160
85% 5385 3888 0.4525 31.82 11900
86% 5206 3821 0.4472 32.20 11640
87% 5031 3755 0.4421 32.57 11380
88% 4860 3691 0.4371 32.95 11120
89% 4693 3629 0.4322 33.32 10860
90% 4530 3569 0.4274 33.70 10600
91% 4370 3510 0.4227 34.07 10340
92% 4214 3453 0.4181 34.44 10080
93% 4061 3398 0.4136 34.82 9820
94% 3912 3344 0.4092 35.19 9560
95% 3765 3291 0.4049 35.57 9300
96% 3622 3240 0.4006 35.94 9040
97% 3481 3190 0.3965 36.32 8780
98% 3344 3141 0.3925 36.69 8520
99% 3209 3108 0.3885 37.07 8260
100% 3077 3077 0.3846 37.44 8000
101% 1523 3046 0.3808 37.81 4000
102% 1508 3017 0.3771 38.19 4000
103% 1494 2987 0.3734 38.56 4000
104% 1479 2959 0.3698 38.94 4000
105% 1465 2930 0.3663 39.31 4000
106% 1451 2903 0.3628 39.69 4000
107% 1438 2876 0.3595 40.06 4000
108% 1425 2849 0.3561 40.44 4000
109% 1411 2823 0.3529 40.81 4000
110% 1399 2797 0.3497 41.18 4000
111% 1386 2772 0.3465 41.56 4000
112% 1374 2747 0.3434 41.93 4000
113% 1361 2723 0.3404 42.31 4000
114% 1350 2699 0.3374 42.68 4000
115% 1338 2676 0.3344 43.06 4000
116% 1326 2653 0.3316 43.43 4000
117% 1315 2630 0.3287 43.80 4000
118% 1304 2608 0.3259 44.18 4000
119% 1293 2586 0.3232 44.55 4000
120% 1282 2564 0.3205 44.93 4000
121% 1271 2543 0.3179 45.30 4000
122% 1261 2522 0.3153 45.68 4000
123% 1251 2502 0.3127 46.05 4000
124% 1241 2481 0.3102 46.43 4000
125% 1231 2462 0.3077 46.80 4000
126% 1221 2442 0.3053 47.17 4000
127% 1211 2423 0.3028 47.55 4000
- Low-end GPUs gain a little, but nowhere near enough to discourage the use of v6 client to finish off Core_15 work only
- Mid-to-High range of GPUs get a more substantial PPD boost, which might encourage some additional people to fold on their GPUs, or put in an additional (relatively cheap) dedicated folding GPU
- Today's top-notch cards shouldn't suffer much, if at all. The "hurt" starts at p < 6% in this example, equivalent to TPF < 2.25min (2min 15s) and about 207k PPD on a P9201 WU
- Even if the current top-notch (GPU) folders might get stung a little bit now, you could consider this kind of scheme an investment in the future. The proposed PPD curve in the 0% - 10% pic may be a bit misleading, since PPD gain is practically linear for p <= 8%. For each halving of p (and thus TPF), the PPD gain is [2.07, 2.03, 2.02]. With this proposed scheme, the upcoming top-notch Maxwell GPUs are less likely to blow your current top-notch Kepler GPUs completely out of water just because an uncapped PPD curve is getting crazier and crazier...