Mixup:Lidia-f+1+2,3,2-ob.gbt: Difference between revisions

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NFG 1 R "Lidia f+1+2,3,2 on block" { "Attacker" "Defender" }
NFG 1 R "Lidia f+1+2,3,2 on block" { "Attacker" "Defender" }


{ { "1" "b" }
{ { "f+1+2,3,2,1" "b" }
{ "1,2,2" "b" }
{ "1,2,2" "b" }
}
}
"Lidia f+1+2,3,2 on block in mirror.
"Lidia f+1+2,3,2 on block in mirror.


Assume attacking Lidia is doing max delay on last hit. So in the case of b vs b, defender should be able to react such that it's about +2. (Blockstun is 19 frames, and delay is 4 frames. So take 15 from an assumed 23 frames to [[react]] to give 8 frames of [[mental frame advantage]]. Take that away from the +10 to get +2.)"
Assume {{P1}} is doing max delay on last hit. So in the case of b vs b, {{P2}} should be able to react such that it's about +2. (Blockstun is 19 frames, and delay is 4 frames. So take 15 from an assumed 23 frames to [[react]] to give 8 frames of [[mental frame advantage]]. Take that away from the +10 to get +2.)"


{
{

Latest revision as of 19:30, 25 September 2021

<?xml version="1.0" encoding="UTF-8"?>
<gambit:document xmlns:gambit="http://gambit.sourceforge.net/" version="0.1">
<colors>
<player id="-1" red="0" green="0" blue="0" />
<player id="0" red="154" green="205" blue="50" />
<player id="1" red="255" green="0" blue="0" />
<player id="2" red="0" green="0" blue="255" />
</colors>
<font size="10" family="74" face="Arial" style="90" weight="92" />
<numbers decimals="4"/>
<game>
<nfgfile>
NFG 1 R "Lidia f+1+2,3,2 on block" { "Attacker" "Defender" }

{ { "f+1+2,3,2,1" "b" }
{ "1,2,2" "b" }
}
"Lidia f+1+2,3,2 on block in mirror.

Assume {{P1}} is doing max delay on last hit. So in the case of b vs b, {{P2}} should be able to react such that it's about +2. (Blockstun is 19 frames, and delay is 4 frames. So take 15 from an assumed 23 frames to [[react]] to give 8 frames of [[mental frame advantage]]. Take that away from the +10 to get +2.)"

{
{ "" 31, -31 }
{ "" -29, 29 }
{ "" -67, 67 }
{ "" -1, 1 }
}
1 2 3 4 
</nfgfile>
<analysis type="list">
<description>
One equilibrium by solving a linear program in strategic game
</description>
<profile type="mixed">
2/9,7/9,11/21,10/21
</profile>
</analysis>
</game>
</gambit:document>