AAA:531
Best AAAs: Be Princess | Happy Happy Shining Star!! | XP Sounds Attempt | BB Euro | Gacha Gacha Cute Figu atto Mate | It's Only Natural | Shihen | Epic
Best non-AAAs: Summer Time Perfume (6-0-0-0), The Divine Suicide of K (5-0-0-0), Strangeprogram (4-0-0-0), Going On Spring Wind (3-0-0-1) Lawn Wake I (2-0-0-2), Rottel-da-station (0-0-0-1)
# of BF: 42
I Have 2 Scores But Don't Know Which One To Post... Utopia With 8 Goods And All Other Perfects But I Have One With 7 Goods And 1 Average And Rest Perfect. The One With 7 Goods Has A Lower Score But Is It Better Because It Has One Less Good? Can Anyone Answer This Please!!!!!!!!!!!! Pm Me With An Answer So I Can Post Or Keep Trying. Thanks
I Have 2 Scores But Don't Know Which One To Post... Utopia With 8 Goods And All Other Perfects But I Have One With 7 Goods And 1 Average And Rest Perfect. The One With 7 Goods Has A Lower Score But Is It Better Because It Has One Less Good? Can Anyone Answer This Please!!!!!!!!!!!! Pm Me With An Answer So I Can Post Or Keep Trying. Thanks
I asked this earlier. To post those scores, they are posted like such: for the 8 goods and all perfects, it's 8-0-0-0, or just 8. For the all perfects but one average and one good, it's 7-1-0-0. And a 7-1-0-0 is better than an 8 barley.
"I was brought into this world against my consent, and I will leave this world against my will."- Phil Laak
Actually, the 8-0-0-0 score is better. Both scores have 7 goods; the difference is the other non-perfect. It would be better to have a good instead of an average, so the 8-0-0-0 is better.
On the other hand, a 7-1-0-0 barely beats a 9-0-0-0.
Originally posted by Phynx
BEDTIME FOR ME YAY!!! PILLOW SO SOFT!
Tier Points: 537 (519 + 18 for 664 AAAs)
(7/29/09)
That Means That Even Though The One With 7 Goods HAS A LOWER SCORE, Its Better Cause In This Tournament The Number Of Goods Is More Important Than The Total Score. Thanks.
That Means That Even Though The One With 7 Goods Its Better Cause In This Tournament The Number Of Goods Is More Important Than The Total Score. Thanks.
No...Look at it this way:
7-1-0-0 = 8.8 goods
8-0-0-0 = 8 goods
That 1 average is the same as getting 1.8 goods. Does that make sense?
Edit: So to sum it up...In all scenarios requiring the best total score, (8-0-0-0) will be better than (7-1-0-0).
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