James' official scores

[James]

CCLXP2

#133 (Block Maze): 818 (b+3) joint bold with Jeffrey

?,???,??? - ?? b

[James]

CCLP1 MS

#61 (Highways): 425 (+1, b+1)

6,006,010 - 144 b

CCLP1 Lynx

#61 (Highways): 413 (b+1)

[James]

CCLP1 MS

#83 (Ruined World): [972] (+1, b+1)

6,006,010 - 144 b

[James]

CCLP2 MS

#148 (Neptune): 550 (+2, b) typg

6,050,830 - 144 b

[Click to Show Content]

+20

[James]

CCLP1 MS

#28 (The Last Starfighter): 277 ("+1", "b+1") (requires TSG)

6,006,010 + 10 - 143 b

Route is 277.4 with 4 blob clones. SuCC will tell you that it's 277.6 (which would imply 278.0 with the 2 blob strategy) because it thinks you can make a keyboard walking move onto ice and then immediately TSG afterwards, but in MSCC you have to do the TSG click before the ice (which costs 0.1, which turns into a lost spring slide in the route.) Not sure how the TW TSG build handles this.

There *is* another route that can give 278.0 - even without TSG! - but it's pretty insane. It requires the lucky 2 blob strategy found in the current bold *and* requires multiple blobs to stack upon each other on the force floors to create slide delay at the *exact* same instant that you try to sneak past an otherwise guaranteed-fatal block (at 7,4), *and* you have to survive the rest of the blocks which will have a randomized slide delay pattern. (You can TSG in one location if you want to help with that, but the others lose time.) SuCC found 2 seeds in the first 1,000,000 that would give 278, and that took into account extra survival chances that come from using TSG in one location; legal 278 odds would be even worse.

You can simplify this 278.0 route in an attempt to get a legal 277 - you can drop [2] to clone 4 blobs instead of 2, and you can drop [2] to eliminate one of the blocks at the start to make you more likely to survive - but the odds still appear to be in the 1/80,000 - 1/120,000 range. The problem is that the blobs randomize the sliplist every single attempt due to sliding on the force floors, so you can't avoid playing dice with the blocks. This extra source of luck is too much of a multiplier to reasonably overcome.

[James]

CC1 MS

#146 (Cake Walk): 721 (+9, b+4) joint bold with IHNN

5,977,680 - 142 b

(Melinda >= 726)

[Ihavenoname248]

(temp post until James gets back, based on: )
[10:17 PM] jamesa7171: got it just in time PogChamp [10:20 PM] jamesa7171: i give you permission to report my score by proxy in #optimization if you're worried about some kind of "pieguy reports in-between us" scenario

CC1 MS

#146 (Cake Walk): 723 (+2, b+2) joint bold with IHNN

5,977,700 - 142 b

(Melinda >= 728)

[James]

Can confirm the above, thanks to Jeffrey for reporting while I was at work (going to leave that up for a more accurate timestamp, plus how often do you get to react to one of your own scores in your own thread? ?)

[James]

CCLP3 MS

#102 (Triple Alarm): 386 (+65, b+6) joint bold with Miika Toukola (who has scored it and will report when possible)

6,070,700 - 113 b

[James]

CCLP4 MS

#102 (k): 326 (+1, b)

#113 (½ of You, ½ of Me): 346 (b)

76 solved, 73 b