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RicePigeon

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Posts posted by RicePigeon

  1. Because guild is full of insensitive dumdums who are just jelly because they never made any releases in their lives yet bash good creations and simply shouldnt download it if they don't like it and fuck orochiguild :troll:

     

    EDIT: I just noticed this little gem:

     

    http://mugenmultiverse.fanbb.net/t3133p15-super-mario-released#38335

     

    wsED62n.png

     

    I know copypasting other people's posts has always been his schtick but I can't stop LOL'ing at the irony of this. (wait... Darkmasao visits MFFA now?)

    • A good ton of her normals have 0 recovery frames, which not only render them unpunishable, but also absurdly high frame advantages as well (+11 on hit for her 5y, for example), which lead to...
    • Infinites. Tons of them, including, though certainly not limited to:
      • 5x -> 5y
      • 5x -> 5y -> 5c
      • 5b
      • 5c
      • 5a -> 5y
      • j.5b
    • 5a -> 5b in corner causes 5b to whiff.
    • While not an infinite, j.5z can lock an opponent in the corner indefinitely on hit, especially since it can cancel into itself.
    • Speaking of j.5z, it can do up to 247 damage just by mashing the button, which is absurd for a normal.
    • j.5x can be spammed almost infinitely on an airborne opponent for up to 120ish damage.
    • She seems to get power back way too quickly. Her 236a (Spinnin About), for example, gives her a total of 223 power on hit, 175 on block, and 130 on whiff. This leads to her easily spam her supers with impunity.
    • 236y (Komachi Twirl) has only 1 frame of recovery, but shes completely invincible during said recovery. The move also has a ridiculous frame advantage of +15 on block. If you cancel anything into this, you pretty much have an infinite blockstring that whittles the opponent down with chip damage until KO or time over. In fact, the Komachi Twirl is an infinite blockstring by itself since it only has 5 frame startup.
  2. Further update on the whole Donphan/Forretress mess:

    Turns out Smogon recently implemented a policy change, and are now officially using 1760 ladder stats to determine tiers, effective immediately. As a result:

    Pokemon that are now OU:


      [li]Zapdos[/li]
      [li]Keldeo[/li]
      [li]Chansey[/li]
      [li]Kyurem-B[/li]
      [li]Deoxys-D[/li]
      [li]Terrakion[/li]
      [li]Manaphy[/li]
      [li]Deoxys-S[/li]
      [li]Landorus-I[/li]
      [li]Latias[/li]



    Pokemon that are now UU:

      [li]Donphan[/li]
      [li]Klefki[/li]
      [li]Starmie[/li]
      [li]Smeargle[/li]
      [li]Tentacruel [/li]
      [li]Sableye[/li]
      [li]Cloyster[/li]
      [li]Forretress[/li]
      [li]Galvantula[/li]
      [li]Salamence[/li]
      [li]Trevenant[/li]



    While I'm saddened that Trevenant and Starmie are now UU, I'm sort of happy Zapdos made it back into OU after last gen.

  3. Writing this up out of boredom due to one of my own personal experiences in MUGEN coding...

    Many times I've seen authors use modulo division to generate a spread of random numbers for whatever purpose (be it for AI triggers, random animations, or whatever). For those who don't know what I'm talking about, I'm referring to pieces of code like this:

    trigger1 = random%2 = 0

    To understand why the above code is inefficient, we have to take a deeper look into the results its producing.

    For those who don't already know, in MUGEN, random generates a random integer from 0 to 999 (effectively producing 1 of 1000 different values each time random is called), each with an equal probability of being returned by random. With the % operator, such as in expression X%Y, we are dividing value X by value Y and returning only the remainder as a result. 17%10, for example, would return 7 as its value (17/10 = 1 R7). If we were to apply modulo division to random, for instance, we would be generating a random value from 0 to 999 and then dividing this number by an arbitrary value and returning its remainder as a result. By applying modulo division to random, we expect to see results that have an equal probability of being generated, as follows:

    Random%10 generates:
    0 (10% probability)
    1 (10% probability)
    2 (10% probability)
    3 (10% probability)
    4 (10% probability)
    5 (10% probability)
    6 (10% probability)
    7 (10% probability)
    8 (10% probability)
    9 (10% probability)

    As we can see above, we have a nice even spread of the 10 possible values that random%10 can generate. While this works great for numbers that are factors of 1000 (such as 2, 4, 5, 10, 20, 50, 100, etc), more arbitrary values won't be as neat and organized.

    As an arbitrary example, instead of 10 values, we try for 666 (which should return an even spread of numbers ranging from 0 to 665). The results are listed below:

    Random%666 generates:


    Number    Probability
    0    0.20%
    1    0.20%
    2    0.20%
    3    0.20%
    4    0.20%
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    607    0.10%
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    609    0.10%
    610    0.10%
    611    0.10%
    612    0.10%
    613    0.10%
    614    0.10%
    615    0.10%
    616    0.10%
    617    0.10%
    618    0.10%
    619    0.10%
    620    0.10%
    621    0.10%
    622    0.10%
    623    0.10%
    624    0.10%
    625    0.10%
    626    0.10%
    627    0.10%
    628    0.10%
    629    0.10%
    630    0.10%
    631    0.10%
    632    0.10%
    633    0.10%
    634    0.10%
    635    0.10%
    636    0.10%
    637    0.10%
    638    0.10%
    639    0.10%
    640    0.10%
    641    0.10%
    642    0.10%
    643    0.10%
    644    0.10%
    645    0.10%
    646    0.10%
    647    0.10%
    648    0.10%
    649    0.10%
    650    0.10%
    651    0.10%
    652    0.10%
    653    0.10%
    654    0.10%
    655    0.10%
    656    0.10%
    657    0.10%
    658    0.10%
    659    0.10%
    660    0.10%
    661    0.10%
    662    0.10%
    663    0.10%
    664    0.10%
    665    0.10%



    The problem should be immediately clear: the values ranging from 0-333 each have a 0.20% probability, while values ranging from 334-665 each have a 0.10% probability. If this were an even spread, we should expect any value from 0-332 to be generated only 50% of the time, but instead we see that numbers in this range are generated 66.6% of the time! If we were relying on a number being generated from this range, random%666 would be returning these values TWICE as often as the rest of the spread.

    The solution? Rather than using modulo division, we use the following:

    floor(X*random/1000.0)

    What this does is multiply arbitrary value X by random, then divide by 1000, then floor the result to produce an integer value. This results in a spread ranging from 0-X, but in a much more even fashion. Say we revise our above code to the following:

    floor(666*random/1000.0) generates:


    Number    Probability
    0    0.20%
    1    0.20%
    2    0.10%
    3    0.20%
    4    0.10%
    5    0.20%
    6    0.10%
    7    0.20%
    8    0.10%
    9    0.20%
    10    0.10%
    11    0.20%
    12    0.10%
    13    0.20%
    14    0.10%
    15    0.20%
    16    0.10%
    17    0.20%
    18    0.10%
    19    0.20%
    20    0.10%
    21    0.20%
    22    0.10%
    23    0.20%
    24    0.10%
    25    0.20%
    26    0.10%
    27    0.20%
    28    0.10%
    29    0.20%
    30    0.10%
    31    0.20%
    32    0.10%
    33    0.20%
    34    0.10%
    35    0.20%
    36    0.10%
    37    0.20%
    38    0.10%
    39    0.20%
    40    0.10%
    41    0.20%
    42    0.10%
    43    0.20%
    44    0.10%
    45    0.20%
    46    0.10%
    47    0.20%
    48    0.10%
    49    0.20%
    50    0.10%
    51    0.20%
    52    0.10%
    53    0.20%
    54    0.10%
    55    0.20%
    56    0.10%
    57    0.20%
    58    0.10%
    59    0.20%
    60    0.10%
    61    0.20%
    62    0.10%
    63    0.20%
    64    0.10%
    65    0.20%
    66    0.10%
    67    0.20%
    68    0.10%
    69    0.20%
    70    0.10%
    71    0.20%
    72    0.10%
    73    0.20%
    74    0.10%
    75    0.20%
    76    0.10%
    77    0.20%
    78    0.10%
    79    0.20%
    80    0.10%
    81    0.20%
    82    0.10%
    83    0.20%
    84    0.10%
    85    0.20%
    86    0.10%
    87    0.20%
    88    0.10%
    89    0.20%
    90    0.10%
    91    0.20%
    92    0.10%
    93    0.20%
    94    0.10%
    95    0.20%
    96    0.10%
    97    0.20%
    98    0.10%
    99    0.20%
    100    0.10%
    101    0.20%
    102    0.10%
    103    0.20%
    104    0.10%
    105    0.20%
    106    0.10%
    107    0.20%
    108    0.10%
    109    0.20%
    110    0.10%
    111    0.20%
    112    0.10%
    113    0.20%
    114    0.10%
    115    0.20%
    116    0.10%
    117    0.20%
    118    0.10%
    119    0.20%
    120    0.10%
    121    0.20%
    122    0.10%
    123    0.20%
    124    0.10%
    125    0.20%
    126    0.10%
    127    0.20%
    128    0.10%
    129    0.20%
    130    0.10%
    131    0.20%
    132    0.10%
    133    0.20%
    134    0.10%
    135    0.20%
    136    0.10%
    137    0.20%
    138    0.10%
    139    0.20%
    140    0.10%
    141    0.20%
    142    0.10%
    143    0.20%
    144    0.10%
    145    0.20%
    146    0.10%
    147    0.20%
    148    0.10%
    149    0.20%
    150    0.10%
    151    0.20%
    152    0.10%
    153    0.20%
    154    0.10%
    155    0.20%
    156    0.10%
    157    0.20%
    158    0.10%
    159    0.20%
    160    0.10%
    161    0.20%
    162    0.10%
    163    0.20%
    164    0.10%
    165    0.20%
    166    0.10%
    167    0.20%
    168    0.10%
    169    0.20%
    170    0.10%
    171    0.20%
    172    0.10%
    173    0.20%
    174    0.10%
    175    0.20%
    176    0.10%
    177    0.20%
    178    0.10%
    179    0.20%
    180    0.10%
    181    0.20%
    182    0.10%
    183    0.20%
    184    0.10%
    185    0.20%
    186    0.10%
    187    0.20%
    188    0.10%
    189    0.20%
    190    0.10%
    191    0.20%
    192    0.10%
    193    0.20%
    194    0.10%
    195    0.20%
    196    0.10%
    197    0.20%
    198    0.10%
    199    0.20%
    200    0.10%
    201    0.20%
    202    0.10%
    203    0.20%
    204    0.10%
    205    0.20%
    206    0.10%
    207    0.20%
    208    0.10%
    209    0.20%
    210    0.10%
    211    0.20%
    212    0.10%
    213    0.20%
    214    0.10%
    215    0.20%
    216    0.10%
    217    0.20%
    218    0.10%
    219    0.20%
    220    0.10%
    221    0.20%
    222    0.10%
    223    0.20%
    224    0.10%
    225    0.20%
    226    0.10%
    227    0.20%
    228    0.10%
    229    0.20%
    230    0.10%
    231    0.20%
    232    0.10%
    233    0.20%
    234    0.10%
    235    0.20%
    236    0.10%
    237    0.20%
    238    0.10%
    239    0.20%
    240    0.10%
    241    0.20%
    242    0.10%
    243    0.20%
    244    0.10%
    245    0.20%
    246    0.10%
    247    0.20%
    248    0.10%
    249    0.20%
    250    0.10%
    251    0.20%
    252    0.10%
    253    0.20%
    254    0.10%
    255    0.20%
    256    0.10%
    257    0.20%
    258    0.10%
    259    0.20%
    260    0.10%
    261    0.20%
    262    0.10%
    263    0.20%
    264    0.10%
    265    0.20%
    266    0.10%
    267    0.20%
    268    0.10%
    269    0.20%
    270    0.10%
    271    0.20%
    272    0.10%
    273    0.20%
    274    0.10%
    275    0.20%
    276    0.10%
    277    0.20%
    278    0.10%
    279    0.20%
    280    0.10%
    281    0.20%
    282    0.10%
    283    0.20%
    284    0.10%
    285    0.20%
    286    0.10%
    287    0.20%
    288    0.10%
    289    0.20%
    290    0.10%
    291    0.20%
    292    0.10%
    293    0.20%
    294    0.10%
    295    0.20%
    296    0.10%
    297    0.20%
    298    0.10%
    299    0.20%
    300    0.10%
    301    0.20%
    302    0.10%
    303    0.20%
    304    0.10%
    305    0.20%
    306    0.10%
    307    0.20%
    308    0.10%
    309    0.20%
    310    0.10%
    311    0.20%
    312    0.10%
    313    0.20%
    314    0.10%
    315    0.20%
    316    0.10%
    317    0.20%
    318    0.10%
    319    0.20%
    320    0.10%
    321    0.20%
    322    0.10%
    323    0.20%
    324    0.10%
    325    0.20%
    326    0.10%
    327    0.20%
    328    0.10%
    329    0.20%
    330    0.10%
    331    0.20%
    332    0.10%
    333    0.20%
    334    0.20%
    335    0.10%
    336    0.20%
    337    0.10%
    338    0.20%
    339    0.10%
    340    0.20%
    341    0.10%
    342    0.20%
    343    0.10%
    344    0.20%
    345    0.10%
    346    0.20%
    347    0.10%
    348    0.20%
    349    0.10%
    350    0.20%
    351    0.10%
    352    0.20%
    353    0.10%
    354    0.20%
    355    0.10%
    356    0.20%
    357    0.10%
    358    0.20%
    359    0.10%
    360    0.20%
    361    0.10%
    362    0.20%
    363    0.10%
    364    0.20%
    365    0.10%
    366    0.20%
    367    0.10%
    368    0.20%
    369    0.10%
    370    0.20%
    371    0.10%
    372    0.20%
    373    0.10%
    374    0.20%
    375    0.10%
    376    0.20%
    377    0.10%
    378    0.20%
    379    0.10%
    380    0.20%
    381    0.10%
    382    0.20%
    383    0.10%
    384    0.20%
    385    0.10%
    386    0.20%
    387    0.10%
    388    0.20%
    389    0.10%
    390    0.20%
    391    0.10%
    392    0.20%
    393    0.10%
    394    0.20%
    395    0.10%
    396    0.20%
    397    0.10%
    398    0.20%
    399    0.10%
    400    0.20%
    401    0.10%
    402    0.20%
    403    0.10%
    404    0.20%
    405    0.10%
    406    0.20%
    407    0.10%
    408    0.20%
    409    0.10%
    410    0.20%
    411    0.10%
    412    0.20%
    413    0.10%
    414    0.20%
    415    0.10%
    416    0.20%
    417    0.10%
    418    0.20%
    419    0.10%
    420    0.20%
    421    0.10%
    422    0.20%
    423    0.10%
    424    0.20%
    425    0.10%
    426    0.20%
    427    0.10%
    428    0.20%
    429    0.10%
    430    0.20%
    431    0.10%
    432    0.20%
    433    0.10%
    434    0.20%
    435    0.10%
    436    0.20%
    437    0.10%
    438    0.20%
    439    0.10%
    440    0.20%
    441    0.10%
    442    0.20%
    443    0.10%
    444    0.20%
    445    0.10%
    446    0.20%
    447    0.10%
    448    0.20%
    449    0.10%
    450    0.20%
    451    0.10%
    452    0.20%
    453    0.10%
    454    0.20%
    455    0.10%
    456    0.20%
    457    0.10%
    458    0.20%
    459    0.10%
    460    0.20%
    461    0.10%
    462    0.20%
    463    0.10%
    464    0.20%
    465    0.10%
    466    0.20%
    467    0.10%
    468    0.20%
    469    0.10%
    470    0.20%
    471    0.10%
    472    0.20%
    473    0.10%
    474    0.20%
    475    0.10%
    476    0.20%
    477    0.10%
    478    0.20%
    479    0.10%
    480    0.20%
    481    0.10%
    482    0.20%
    483    0.10%
    484    0.20%
    485    0.10%
    486    0.20%
    487    0.10%
    488    0.20%
    489    0.10%
    490    0.20%
    491    0.10%
    492    0.20%
    493    0.10%
    494    0.20%
    495    0.10%
    496    0.20%
    497    0.10%
    498    0.20%
    499    0.10%
    500    0.20%
    501    0.10%
    502    0.20%
    503    0.10%
    504    0.20%
    505    0.10%
    506    0.20%
    507    0.10%
    508    0.20%
    509    0.10%
    510    0.20%
    511    0.10%
    512    0.20%
    513    0.10%
    514    0.20%
    515    0.10%
    516    0.20%
    517    0.10%
    518    0.20%
    519    0.10%
    520    0.20%
    521    0.10%
    522    0.20%
    523    0.10%
    524    0.20%
    525    0.10%
    526    0.20%
    527    0.10%
    528    0.20%
    529    0.10%
    530    0.20%
    531    0.10%
    532    0.20%
    533    0.10%
    534    0.20%
    535    0.10%
    536    0.20%
    537    0.10%
    538    0.20%
    539    0.10%
    540    0.20%
    541    0.10%
    542    0.20%
    543    0.10%
    544    0.20%
    545    0.10%
    546    0.20%
    547    0.10%
    548    0.20%
    549    0.10%
    550    0.20%
    551    0.10%
    552    0.20%
    553    0.10%
    554    0.20%
    555    0.10%
    556    0.20%
    557    0.10%
    558    0.20%
    559    0.10%
    560    0.20%
    561    0.10%
    562    0.20%
    563    0.10%
    564    0.20%
    565    0.10%
    566    0.20%
    567    0.10%
    568    0.20%
    569    0.10%
    570    0.20%
    571    0.10%
    572    0.20%
    573    0.10%
    574    0.20%
    575    0.10%
    576    0.20%
    577    0.10%
    578    0.20%
    579    0.10%
    580    0.20%
    581    0.10%
    582    0.20%
    583    0.10%
    584    0.20%
    585    0.10%
    586    0.20%
    587    0.10%
    588    0.20%
    589    0.10%
    590    0.20%
    591    0.10%
    592    0.20%
    593    0.10%
    594    0.20%
    595    0.10%
    596    0.20%
    597    0.10%
    598    0.20%
    599    0.10%
    600    0.20%
    601    0.10%
    602    0.20%
    603    0.10%
    604    0.20%
    605    0.10%
    606    0.20%
    607    0.10%
    608    0.20%
    609    0.10%
    610    0.20%
    611    0.10%
    612    0.20%
    613    0.10%
    614    0.20%
    615    0.10%
    616    0.20%
    617    0.10%
    618    0.20%
    619    0.10%
    620    0.20%
    621    0.10%
    622    0.20%
    623    0.10%
    624    0.20%
    625    0.10%
    626    0.20%
    627    0.10%
    628    0.20%
    629    0.10%
    630    0.20%
    631    0.10%
    632    0.20%
    633    0.10%
    634    0.20%
    635    0.10%
    636    0.20%
    637    0.10%
    638    0.20%
    639    0.10%
    640    0.20%
    641    0.10%
    642    0.20%
    643    0.10%
    644    0.20%
    645    0.10%
    646    0.20%
    647    0.10%
    648    0.20%
    649    0.10%
    650    0.20%
    651    0.10%
    652    0.20%
    653    0.10%
    654    0.20%
    655    0.10%
    656    0.20%
    657    0.10%
    658    0.20%
    659    0.10%
    660    0.20%
    661    0.10%
    662    0.20%
    663    0.10%
    664    0.20%
    665    0.10%



    While this isnt foolproof, as we still have values that are twice as likely to be returned than the other values, you'll notice that the spread is much more even. Values ranging from 0-332 now have a 50% chance of being generated, as we would expect them to be, as opposed to the 66.6% probability we were generating before.

  4. Rules are simple

     

    1. Start off with a base image
    2. Juxtapose a 30x30 cropping of any image to the base image
    3. Post it
    4. Next person uses the image in the last post as the new base image
    5. Repeat steps 2-4 ad infinitum

    Lets see what kind of terrific (or horrifying) results we can come up with.

     

    Heres the base image to start off on:

     

    AhyEr3r.png

  5. Speaking of tiers, there's a HUGE heated debate going on in Smogon right now about using revising the tier system to use the 1760 stats to determine tier lists (basically, they want the tiers to be determined by the usage stats of the top 2% of Pokemon players instead of by the top 50%, which is what they're currently using).  Their reason? The elitists don't want Donphan to be in OU anymore.

     

    Basically, the following would change if this new system were put into effect:

    • List of BL/UU that would become OU: Landorus, Deoxys-S, Latias, Keldeo, Kyurem-B, Chansey, Deoxys-D, Manaphy, Terrakion, Zapdos
    • List of OU that would become UU: Donphan, Klefki, Smeargle, Starmie, Trevenant, Galvantula, Tentacruel, Sableye, Cloyster, Forretress, Salamence

     

    I honestly wish I was kidding about the part about Donphan, but I'll leave this here for your own reading "enjoyment" of counting how many times Donphan is mentioned:

     

    http://www.smogon.com/forums/threads/the-usage-stats-problem-using-1760-stats-for-tiering.3501370/

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