Size and weight variation: Difference between revisions

m
(→‎Generations III and IV: The personality value is not meaningfully expressed as a number (it's just binary data), so there's no reason to talk about how to interpret bitwise operations on it numerically. Conversely, IVs are numerical data, so it does make sense to do that for bitwise operations on them.)
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The following table indicates the probability of each size of Magikarp.
The following table indicates the probability of each size of Magikarp.
{| class="roundtable" style="text-align:center; background:#{{johto color}}; border:3px solid #{{johto color dark}}; {{roundy|10px}} padding:1px; margin:auto"
{| class="roundtable" style="text-align:center; background:#{{johto color}}; border:3px solid #{{johto color dark}}; {{roundy|10px}} padding:1px; margin:auto"
|- style="background:#{{johto color light}}"
|- style="background:#{{johto color light}}"
! Size || Probability || Size || Probability || Size || Probability || Size || Probability || Size || Probability || Size || Probability
! Size
! Size (mm)
! Probability
|-
|-
| — || — || 1'0" || 0% || 2'0" || 2.298% || 3'0" || 5.722% || 4'0" || 0% || 5'0" || 0.317%
| 0'7"
| 190-203
| 0.015%
|-
|-
| — || — || 1'1" || 0% || 2'1" || 0.793% || 3'1" || 5.951% || 4'1" || 0% || 5'1" || 0.160%
| 0'8"
| 204-228
| 0%
|-
|-
| — || — || 1'2" || 0% || 2'2" || 0.763% || 3'2" || 5.722% || 4'2" || 0.983% || 5'2" || 0.089%
| 0'9"
| 229-253
| 0%
|-
|-
| — || — || 1'3" || 0.003% || 2'3" || 0.345% || 3'3" || 5.722% || 4'3" || 2.777% || 5'3" || 0.038%
| 0'10"
| 254-279
| 0%
|-
|-
| — || — || 1'4" || 0.076% || 2'4" || 0% || 3'4" || 5.951% || 4'4" || 2.777% || — || —
| 0'11"
| 280-304
| 0%
|-
|-
| — || — || 1'5" || 0.079% || 2'5" || 2.898% || 3'5" || 9.473% || 4'5" || 1.453% || — || —
| 1'0"
| 305-330
| 0%
|-
|-
| — || — || 1'6" || 0.076% || 2'6" || 4.294% || 3'6" || 7.007% || 4'6" || 0.737% || — || —
| 1'1"
| 331-355
| 0%
|-
|-
| 0'7" || 0.015% || 1'7" || 0.076% || 2'7" || 5.722% || 3'7" || 5.188% || 4'7" || 0.040% || — || —
| 1'2"
|-  
| 356-380
| 0'8" || 0% || 1'8" || 0.064% || 2'8" || 5.951% || 3'8" || 4.297% || 4'8" || 0.038% || — || —
| 0%
|-  
|-
| 0'9" || 0% || 1'9" || 0.101% || 2'9" || 1.892% || 3'9" || 0% || 4'9" || 0.122% || — || —
| 1'3"
|-  
| 381-406
| 0'10" || 0% || 1'10" || 0.159% || 2'10" || 1.923% || 3'10" || 0% || 4'10" || 0.305% || — || —
| 0.003%
|-  
|-
| 0'11" || 0% || 1'11" || 1.355% || 2'11" || 5.951% || 3'11" || 0% || 4'11" || 0.305% || — || —
| 1'4"
| 407-431
| 0.076%
|-
| 1'5"
| 432-457
| 0.079%
|-
| 1'6"
| 458-482
| 0.076%
|-
| 1'7"
| 483-507
| 0.076%
|-
| 1'8"
| 508-533
| 0.064%
|-
| 1'9"
| 534-558
| 0.101%
|-
| 1'10"
| 559-584
| 0.159%
|-
| 1'11"
| 585-609
| 1.355%
|-
| 2'0"
| 610-634
| 2.298%
|-
| 2'1"
| 635-660
| 0.793%
|-
| 2'2"
| 661-685
| 0.763%
|-
| 2'3"
| 686-711
| 0.345%
|-
| 2'4"
| 712-736
| 0%
|-
| 2'5"
| 737-761
| 2.898%
|-
| 2'6"
| 762-787
| 4.294%
|-
| 2'7"
| 788-812
| 5.722%
|-
| 2'8"
| 813-838
| 5.951%
|-
| 2'9"
| 839-863
| 1.892%
|-
| 2'10"
| 864-888
| 1.923%
|-
| 2'11"
| 889-914
| 5.951%
|-
| 3'0"
| 915-939
| 5.722%
|-
| 3'1"
| 940-965
| 5.951%
|-
| 3'2"
| 966-990
| 5.722%
|-
| 3'3"
| 991-1015
| 5.722%
|-
| 3'4"
| 1016-1041
| 5.951%
|-
| 3'5"
| 1042-1066
| 9.473%
|-
| 3'6"
| 1067-1092
| 7.007%
|-
| 3'7"
| 1093-1117
| 5.188%
|-
| 3'8"
| 1118-1142
| 4.297%
|-
| 3'9"
| 1143-1168
| 0%
|-
| 3'10"
| 1169-1193
| 0%
|-
| 3'11"
| 1194-1219
| 0%
|-
| 4'0"
| 1220-1244
| 0%
|-
| 4'1"
| 1245-1269
| 0%
|-
| 4'2"
| 1270-1295
| 0.983%
|-
| 4'3"
| 1296-1320
| 2.777%
|-
| 4'4"
| 1321-1346
| 2.777%
|-
| 4'5"
| 1347-1371
| 1.453%
|-
| 4'6"
| 1372-1396
| 0.737%
|-
| 4'7"
| 1397-1422
| 0.040%
|-
| 4'8"
| 1423-1447
| 0.038%
|-
| 4'9"
| 1448-1473
| 0.122%
|-
| 4'10"
| 1474-1498
| 0.305%
|-
| 4'11"
| 1499-1523
| 0.305%
|-
| 5'0"
| 1524-1549
| 0.317%
|-
| 5'1"
| 1550-1574
| 0.160%
|-
| 5'2"
| 1575-1600
| 0.089%
|-
| 5'3"
| 1601-1625
| 0.038%
|}
|}


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