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Experience: Difference between revisions

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Experience (view source)

Revision as of 18:24, 7 November 2008

97 bytes removed ,  7 November 2008
Rearranged the Experence tables and formula to a more logical order. Renamed the "Type X" to more useful names.
(Rearranged the Experence tables and formula to a more logical order. Renamed the "Type X" to more useful names.)
Line 4: Line 4:
The cumulative total amount of experience required to reach a specific level is determined by set formulae. Each species of Pokémon follows a set evolution formula. In the [[Generation III]] games, there are 6 formulae, and thus 6 different evolution-rate "types".  
The cumulative total amount of experience required to reach a specific level is determined by set formulae. Each species of Pokémon follows a set evolution formula. In the [[Generation III]] games, there are 6 formulae, and thus 6 different evolution-rate "types".  


To contrast these types, refer to the graph where:
To contrast these types, refer to this graph of levels 1 to 45 where:


Type 1 is <font color=yellow>yellow</font>.<br>
Erratic is black.<br>
Type 2 is black.<br>
Fast is <font color=green>green</font>.<br>
Type 3 is <font color=blue>blue</font>.<br>
Medium Fast is <font color=yellow>yellow</font>.<br>
Type 4 is <font color=purple>purple</font>.<br>
Medium Slow is <font color=purple>purple</font>.<br>
Type 5 is <font color=green>green</font>.<br>
Slow is <font color=brown>brown</font>.<br>
Type 6 is <font color=brown>brown</font>.
Fluctuating is <font color=blue>blue</font>.


<br>
<br>
Where <i>e</i> is the cumulative total amount of experience required to reach level <i>n</i> (the experience required is always rounded down, even if the decimal part is more than .5), the formulas are:
Where <i>e</i> is the cumulative total amount of experience required to reach level <i>n</i> (the experience required is always rounded down, even if the decimal part is more than .5), the formulas are:


* <font color=gold>First Type</font>: ("medium" or "medium fast" or "cubic"); max value = 1000000 ; e = n<sup>3</sup>
* Eratic: ("erratic"); max value = 600000;  uses the following piecewise function:
* <font color=grey>Second Type</font>: ("erratic"); max value = 600000;  uses the following piecewise function:
<!--
<!--


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-->
-->
[[Image:Texerratic.png]]<br>
[[Image:Texerratic.png]]<br>
* <font color=navy>Third Type</font>: ("fluctuating"); max value = 1640000; uses the following piecewise function:
* <font color=green>Fast</font>: max value = 800000; e = (4n<sup>3</sup>/5)
* <font color=gold>Medium Fast</font>: (Also known as Cubic); max value = 1000000 ; e = n<sup>3</sup>
* <font color=purple>Medium Slow</font>: e = (Also known as Parabolic); max value = 1059860; (6n<sup>3</sup>/5) - 15n<sup>2</sup> + 100n - 140;
* <font color=brown>Slow</font>: max value = 1250000; e = (5n<sup>3</sup>/4)
* <font color=navy>Fluctuating</font>: max value = 1640000; uses the following piecewise function:
<!--
<!--
<p style="padding: 1em;
<p style="padding: 1em;
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-->
-->
[[Image:Texfluc.png]]<br>
[[Image:Texfluc.png]]<br>
* <font color=purple>Fourth Type</font>: e = (called "medium slow" or "parabolic"); max value = 1059860; (6n<sup>3</sup>/5) - 15n<sup>2</sup> + 100n - 140;
 
* <font color=green>Fifth Type</font>: ("fast"); max value = 800000; e = (4n<sup>3</sup>/5)
* <font color=brown>Sixth Type</font>: (called "slow"); max value = 1250000; e = (5n<sup>3</sup>/4)


(<i>Max value</i> is the amount of experience required to reach level 100.)
(<i>Max value</i> is the amount of experience required to reach level 100.)
Line 79: Line 80:
{| width="100%" class="expandable"
{| width="100%" class="expandable"
|
|
===Medium Fast/Cubic===
===Fast===
|-
|-
|
|
Line 87: Line 88:
| 1 || 0
| 1 || 0
|-
|-
| 2 || 8
| 2 || 6
|-
|-
| 3 || 27
| 3 || 21
|-
|-
| 4 || 64
| 4 || 51
|-
|-
| 5 || 125
| 5 || 100
|-
|-
| 6 || 216
| 6 || 172
|-
|-
| 7 || 343
| 7 || 274
|-
|-
| 8 || 512
| 8 || 409
|-
|-
| 9 || 729
| 9 || 583
|-
|-
| 10 || 1000
| 10 || 800
|-
|-
| 11 || 1331
| 11 || 1064
|-
|-
| 12 || 1728
| 12 || 1382
|-
|-
| 13 || 2197
| 13 || 1757
|-
|-
| 14 || 2744
| 14 || 2195
|-
|-
| 15 || 3375
| 15 || 2700
|-
|-
| 16 || 4096
| 16 || 3276
|-
|-
| 17 || 4913
| 17 || 3930
|-
|-
| 18 || 5832
| 18 || 4665
|-
|-
| 19 || 6859
| 19 || 5487
|-
|-
| 20 || 8000
| 20 || 6400
|-
|-
| 21 || 9261
| 21 || 7408
|-
|-
| 22 || 10648
| 22 || 8518
|-
|-
| 23 || 12167
| 23 || 9733
|-
|-
| 24 || 13824
| 24 || 11059
|-
|-
| 25 || 15625
| 25 || 12500
|-
|-
| 26 || 17576
| 26 || 14060
|-
|-
| 27 || 19683
| 27 || 15746
|-
|-
| 28 || 21952
| 28 || 17561
|-
|-
| 29 || 24389
| 29 || 19511
|-
|-
| 30 || 27000
| 30 || 21600
|-
|-
| 31 || 29791
| 31 || 23832
|-
|-
| 32 || 32768
| 32 || 26214
|-
|-
| 33 || 35937
| 33 || 28749
|-
|-
| 34 || 39304
| 34 || 31443
|-
|-
| 35 || 42875
| 35 || 34300
|-
|-
| 36 || 46656
| 36 || 37324
|-
|-
| 37 || 50653
| 37 || 40522
|-
|-
| 38 || 54872
| 38 || 43897
|-
|-
| 39 || 59319
| 39 || 47455
|-
|-
| 40 || 64000
| 40 || 51200
|-
|-
| 41 || 68921
| 41 || 55136
|-
|-
| 42 || 74088
| 42 || 59270
|-
|-
| 43 || 79507
| 43 || 63605
|-
|-
| 44 || 85184
| 44 || 68147
|-
|-
| 45 || 91125
| 45 || 72900
|-
|-
| 46 || 97336
| 46 || 77868
|-
|-
| 47 || 103823
| 47 || 83058
|-
|-
| 48 || 110592
| 48 || 88473
|-
|-
| 49 || 117649
| 49 || 94119
|-
|-
| 50 || 125000
| 50 || 100000
|-
|-
| 51 || 132651
| 51 || 106120
|-
|-
| 52 || 140608
| 52 || 112486
|-
|-
| 53 || 148877
| 53 || 119101
|-
|-
| 54 || 157464
| 54 || 125971
|-
|-
| 55 || 166375
| 55 || 133100
|-
|-
| 56 || 175616
| 56 || 140492
|-
|-
| 57 || 185193
| 57 || 148154
|-
|-
| 58 || 195112
| 58 || 156089
|-
|-
| 59 || 205379
| 59 || 164303
|-
|-
| 60 || 216000
| 60 || 172800
|-
|-
| 61 || 226981
| 61 || 181584
|-
|-
| 62 || 238328
| 62 || 190662
|-
|-
| 63 || 250047
| 63 || 200037
|-
|-
| 64 || 262144
| 64 || 209715
|-
|-
| 65 || 274625
| 65 || 219700
|-
|-
| 66 || 287496
| 66 || 229996
|-
|-
| 67 || 300763
| 67 || 240610
|-
|-
| 68 || 314432
| 68 || 251545
|-
|-
| 69 || 328509
| 69 || 262807
|-
|-
| 70 || 343000
| 70 || 274400
|-
|-
| 71 || 357911
| 71 || 286328
|-
|-
| 72 || 373248
| 72 || 298598
|-
|-
| 73 || 389017
| 73 || 311213
|-
|-
| 74 || 405224
| 74 || 324179
|-
|-
| 75 || 421875
| 75 || 337500
|-
|-
| 76 || 438976
| 76 || 351180
|-
|-
| 77 || 456533
| 77 || 365226
|-
|-
| 78 || 474552
| 78 || 379641
|-
|-
| 79 || 493039
| 79 || 394431
|-
|-
| 80 || 512000
| 80 || 409600
|-
|-
| 81 || 531441
| 81 || 425152
|-
|-
| 82 || 551368
| 82 || 441094
|-
|-
| 83 || 571787
| 83 || 457429
|-
|-
| 84 || 592704
| 84 || 474163
|-
|-
| 85 || 614125
| 85 || 491300
|-
|-
| 86 || 636056
| 86 || 508844
|-
|-
| 87 || 658503
| 87 || 526802
|-
|-
| 88 || 681472
| 88 || 545177
|-
|-
| 89 || 704969
| 89 || 563975
|-
|-
| 90 || 729000
| 90 || 583200
|-
|-
| 91 || 753571
| 91 || 602856
|-
|-
| 92 || 778688
| 92 || 622950
|-
|-
| 93 || 804357
| 93 || 643485
|-
|-
| 94 || 830584
| 94 || 664467
|-
|-
| 95 || 857375
| 95 || 685900
|-
|-
| 96 || 884736
| 96 || 707788
|-
|-
| 97 || 912673
| 97 || 730138
|-
|-
| 98 || 941192
| 98 || 752953
|-
|-
| 99 || 970299
| 99 || 776239
|-
|-
| 100 || 1000000
| 100 || 800000
|}
|}
|}
|}
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{| width="100%" class="expandable"
{| width="100%" class="expandable"
|
|
 
===Medium Fast===
===Fluctuating===
|-
|-
|
|
Line 506: Line 506:
| 1 || 0
| 1 || 0
|-
|-
| 2 || 4
| 2 || 8
|-
|-
| 3 || 13
| 3 || 27
|-
|-
| 4 || 32
| 4 || 64
|-
|-
| 5 || 65
| 5 || 125
|-
|-
| 6 || 112
| 6 || 216
|-
|-
| 7 || 178
| 7 || 343
|-
|-
| 8 || 276
| 8 || 512
|-
|-
| 9 || 393
| 9 || 729
|-
|-
| 10 || 540
| 10 || 1000
|-
|-
| 11 || 745
| 11 || 1331
|-
|-
| 12 || 967
| 12 || 1728
|-
|-
| 13 || 1230
| 13 || 2197
|-
|-
| 14 || 1591
| 14 || 2744
|-
|-
| 15 || 1957
| 15 || 3375
|-
|-
| 16 || 2457
| 16 || 4096
|-
|-
| 17 || 3046
| 17 || 4913
|-
|-
| 18 || 3732
| 18 || 5832
|-
|-
| 19 || 4526
| 19 || 6859
|-
|-
| 20 || 5440
| 20 || 8000
|-
|-
| 21 || 6482
| 21 || 9261
|-
|-
| 22 || 7666
| 22 || 10648
|-
|-
| 23 || 9003
| 23 || 12167
|-
|-
| 24 || 10506
| 24 || 13824
|-
|-
| 25 || 12187
| 25 || 15625
|-
|-
| 26 || 14060
| 26 || 17576
|-
|-
| 27 || 16140
| 27 || 19683
|-
|-
| 28 || 18439
| 28 || 21952
|-
|-
| 29 || 20974
| 29 || 24389
|-
|-
| 30 || 23760
| 30 || 27000
|-
|-
| 31 || 26811
| 31 || 29791
|-
|-
| 32 || 30146
| 32 || 32768
|-
|-
| 33 || 33780
| 33 || 35937
|-
|-
| 34 || 37731
| 34 || 39304
|-
|-
| 35 || 42017
| 35 || 42875
|-
|-
| 36 || 46656
| 36 || 46656
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| 37 || 50653
| 37 || 50653
|-
|-
| 38 || 55969
| 38 || 54872
|-
|-
| 39 || 60505
| 39 || 59319
|-
|-
| 40 || 66560
| 40 || 64000
|-
|-
| 41 || 71677
| 41 || 68921
|-
|-
| 42 || 78533
| 42 || 74088
|-
|-
| 43 || 84277
| 43 || 79507
|-
|-
| 44 || 91998
| 44 || 85184
|-
|-
| 45 || 98415
| 45 || 91125
|-
|-
| 46 || 107069
| 46 || 97336
|-
|-
| 47 || 114205
| 47 || 103823
|-
|-
| 48 || 123863
| 48 || 110592
|-
|-
| 49 || 131766
| 49 || 117649
|-
|-
| 50 || 142500
| 50 || 125000
|-
|-
| 51 || 151222
| 51 || 132651
|-
|-
| 52 || 163105
| 52 || 140608
|-
|-
| 53 || 172697
| 53 || 148877
|-
|-
| 54 || 185807
| 54 || 157464
|-
|-
| 55 || 196322
| 55 || 166375
|-
|-
| 56 || 210739
| 56 || 175616
|-
|-
| 57 || 222231
| 57 || 185193
|-
|-
| 58 || 238036
| 58 || 195112
|-
|-
| 59 || 250562
| 59 || 205379
|-
|-
| 60 || 267840
| 60 || 216000
|-
|-
| 61 || 281456
| 61 || 226981
|-
|-
| 62 || 300293
| 62 || 238328
|-
|-
| 63 || 315059
| 63 || 250047
|-
|-
| 64 || 335544
| 64 || 262144
|-
|-
| 65 || 351520
| 65 || 274625
|-
|-
| 66 || 373744
| 66 || 287496
|-
|-
| 67 || 390991
| 67 || 300763
|-
|-
| 68 || 415050
| 68 || 314432
|-
|-
| 69 || 433631
| 69 || 328509
|-
|-
| 70 || 459620
| 70 || 343000
|-
|-
| 71 || 479600
| 71 || 357911
|-
|-
| 72 || 507617
| 72 || 373248
|-
|-
| 73 || 529063
| 73 || 389017
|-
|-
| 74 || 559209
| 74 || 405224
|-
|-
| 75 || 582187
| 75 || 421875
|-
|-
| 76 || 614566
| 76 || 438976
|-
|-
| 77 || 639146
| 77 || 456533
|-
|-
| 78 || 673863
| 78 || 474552
|-
|-
| 79 || 700115
| 79 || 493039
|-
|-
| 80 || 737280
| 80 || 512000
|-
|-
| 81 || 765275
| 81 || 531441
|-
|-
| 82 || 804997
| 82 || 551368
|-
|-
| 83 || 834809
| 83 || 571787
|-
|-
| 84 || 877201
| 84 || 592704
|-
|-
| 85 || 908905
| 85 || 614125
|-
|-
| 86 || 954084
| 86 || 636056
|-
|-
| 87 || 987754
| 87 || 658503
|-
|-
| 88 || 1035837
| 88 || 681472
|-
|-
| 89 || 1071552
| 89 || 704969
|-
|-
| 90 || 1122660
| 90 || 729000
|-
|-
| 91 || 1160499
| 91 || 753571
|-
|-
| 92 || 1214753
| 92 || 778688
|-
|-
| 93 || 1254796
| 93 || 804357
|-
|-
| 94 || 1312322
| 94 || 830584
|-
|-
| 95 || 1354652
| 95 || 857375
|-
|-
| 96 || 1415577
| 96 || 884736
|-
|-
| 97 || 1460276
| 97 || 912673
|-
|-
| 98 || 1524731
| 98 || 941192
|-
|-
| 99 || 1571884
| 99 || 970299
|-
|-
| 100 || 1640000
| 100 || 1000000
|}
|}
|}
|}
{| width="100%" class="expandable"
{| width="100%" class="expandable"
|
|
===Medium Slow/Parabolic===
===Medium Slow===
|-
|-
|
|
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{| width="100%" class="expandable"
{| width="100%" class="expandable"
|
|
===Fast===
===Slow===
|-
|-
|
|
Line 924: Line 924:
| 1 || 0
| 1 || 0
|-
|-
| 2 || 6
| 2 || 10
|-
|-
| 3 || 21
| 3 || 33
|-
|-
| 4 || 51
| 4 || 80
|-
|-
| 5 || 100
| 5 || 156
|-
|-
| 6 || 172
| 6 || 270
|-
|-
| 7 || 274
| 7 || 428
|-
|-
| 8 || 409
| 8 || 640
|-
|-
| 9 || 583
| 9 || 911
|-
|-
| 10 || 800
| 10 || 1250
|-
|-
| 11 || 1064
| 11 || 1663
|-
|-
| 12 || 1382
| 12 || 2160
|-
|-
| 13 || 1757
| 13 || 2746
|-
|-
| 14 || 2195
| 14 || 3430
|-
|-
| 15 || 2700
| 15 || 4218
|-
|-
| 16 || 3276
| 16 || 5120
|-
|-
| 17 || 3930
| 17 || 6141
|-
|-
| 18 || 4665
| 18 || 7290
|-
|-
| 19 || 5487
| 19 || 8573
|-
|-
| 20 || 6400
| 20 || 10000
|-
|-
| 21 || 7408
| 21 || 11576
|-
|-
| 22 || 8518
| 22 || 13310
|-
|-
| 23 || 9733
| 23 || 15208
|-
|-
| 24 || 11059
| 24 || 17280
|-
|-
| 25 || 12500
| 25 || 19531
|-
|-
| 26 || 14060
| 26 || 21970
|-
|-
| 27 || 15746
| 27 || 24603
|-
|-
| 28 || 17561
| 28 || 27440
|-
|-
| 29 || 19511
| 29 || 30486
|-
|-
| 30 || 21600
| 30 || 33750
|-
|-
| 31 || 23832
| 31 || 37238
|-
|-
| 32 || 26214
| 32 || 40960
|-
|-
| 33 || 28749
| 33 || 44921
|-
|-
| 34 || 31443
| 34 || 49130
|-
|-
| 35 || 34300
| 35 || 53593
|-
|-
| 36 || 37324
| 36 || 58320
|-
|-
| 37 || 40522
| 37 || 63316
|-
|-
| 38 || 43897
| 38 || 68590
|-
|-
| 39 || 47455
| 39 || 74148
|-
|-
| 40 || 51200
| 40 || 80000
|-
|-
| 41 || 55136
| 41 || 86151
|-
|-
| 42 || 59270
| 42 || 92610
|-
|-
| 43 || 63605
| 43 || 99383
|-
|-
| 44 || 68147
| 44 || 106480
|-
|-
| 45 || 72900
| 45 || 113906
|-
|-
| 46 || 77868
| 46 || 121670
|-
|-
| 47 || 83058
| 47 || 129778
|-
|-
| 48 || 88473
| 48 || 138240
|-
|-
| 49 || 94119
| 49 || 147061
|-
|-
| 50 || 100000
| 50 || 156250
|-
|-
| 51 || 106120
| 51 || 165813
|-
|-
| 52 || 112486
| 52 || 175760
|-
|-
| 53 || 119101
| 53 || 186096
|-
|-
| 54 || 125971
| 54 || 196830
|-
|-
| 55 || 133100
| 55 || 207968
|-
|-
| 56 || 140492
| 56 || 219520
|-
|-
| 57 || 148154
| 57 || 231491
|-
|-
| 58 || 156089
| 58 || 243890
|-
|-
| 59 || 164303
| 59 || 256723
|-
|-
| 60 || 172800
| 60 || 270000
|-
|-
| 61 || 181584
| 61 || 283726
|-
|-
| 62 || 190662
| 62 || 297910
|-
|-
| 63 || 200037
| 63 || 312558
|-
|-
| 64 || 209715
| 64 || 327680
|-
|-
| 65 || 219700
| 65 || 343281
|-
|-
| 66 || 229996
| 66 || 359370
|-
|-
| 67 || 240610
| 67 || 375953
|-
|-
| 68 || 251545
| 68 || 393040
|-
|-
| 69 || 262807
| 69 || 410636
|-
|-
| 70 || 274400
| 70 || 428750
|-
|-
| 71 || 286328
| 71 || 447388
|-
|-
| 72 || 298598
| 72 || 466560
|-
|-
| 73 || 311213
| 73 || 486271
|-
|-
| 74 || 324179
| 74 || 506530
|-
|-
| 75 || 337500
| 75 || 527343
|-
|-
| 76 || 351180
| 76 || 548720
|-
|-
| 77 || 365226
| 77 || 570666
|-
|-
| 78 || 379641
| 78 || 593190
|-
|-
| 79 || 394431
| 79 || 616298
|-
|-
| 80 || 409600
| 80 || 640000
|-
|-
| 81 || 425152
| 81 || 664301
|-
|-
| 82 || 441094
| 82 || 689210
|-
|-
| 83 || 457429
| 83 || 714733
|-
|-
| 84 || 474163
| 84 || 740880
|-
|-
| 85 || 491300
| 85 || 767656
|-
|-
| 86 || 508844
| 86 || 795070
|-
|-
| 87 || 526802
| 87 || 823128
|-
|-
| 88 || 545177
| 88 || 851840
|-
|-
| 89 || 563975
| 89 || 881211
|-
|-
| 90 || 583200
| 90 || 911250
|-
|-
| 91 || 602856
| 91 || 941963
|-
|-
| 92 || 622950
| 92 || 973360
|-
|-
| 93 || 643485
| 93 || 1005446
|-
|-
| 94 || 664467
| 94 || 1038230
|-
|-
| 95 || 685900
| 95 || 1071718
|-
|-
| 96 || 707788
| 96 || 1105920
|-
|-
| 97 || 730138
| 97 || 1140841
|-
|-
| 98 || 752953
| 98 || 1176490
|-
|-
| 99 || 776239
| 99 || 1212873
|-
|-
| 100 || 800000
| 100 || 1250000
|}
|}
|}
|}
{| width="100%" class="expandable"
{| width="100%" class="expandable"
|
|
===Slow===
===Fluctuating===
|-
|-
|
|
Line 1,133: Line 1,133:
| 1 || 0
| 1 || 0
|-
|-
| 2 || 10
| 2 || 4
|-
|-
| 3 || 33
| 3 || 13
|-
|-
| 4 || 80
| 4 || 32
|-
|-
| 5 || 156
| 5 || 65
|-
|-
| 6 || 270
| 6 || 112
|-
|-
| 7 || 428
| 7 || 178
|-
|-
| 8 || 640
| 8 || 276
|-
|-
| 9 || 911
| 9 || 393
|-
|-
| 10 || 1250
| 10 || 540
|-
|-
| 11 || 1663
| 11 || 745
|-
|-
| 12 || 2160
| 12 || 967
|-
|-
| 13 || 2746
| 13 || 1230
|-
|-
| 14 || 3430
| 14 || 1591
|-
|-
| 15 || 4218
| 15 || 1957
|-
|-
| 16 || 5120
| 16 || 2457
|-
|-
| 17 || 6141
| 17 || 3046
|-
|-
| 18 || 7290
| 18 || 3732
|-
|-
| 19 || 8573
| 19 || 4526
|-
|-
| 20 || 10000
| 20 || 5440
|-
|-
| 21 || 11576
| 21 || 6482
|-
|-
| 22 || 13310
| 22 || 7666
|-
|-
| 23 || 15208
| 23 || 9003
|-
|-
| 24 || 17280
| 24 || 10506
|-
|-
| 25 || 19531
| 25 || 12187
|-
|-
| 26 || 21970
| 26 || 14060
|-
|-
| 27 || 24603
| 27 || 16140
|-
|-
| 28 || 27440
| 28 || 18439
|-
|-
| 29 || 30486
| 29 || 20974
|-
|-
| 30 || 33750
| 30 || 23760
|-
|-
| 31 || 37238
| 31 || 26811
|-
|-
| 32 || 40960
| 32 || 30146
|-
|-
| 33 || 44921
| 33 || 33780
|-
|-
| 34 || 49130
| 34 || 37731
|-
|-
| 35 || 53593
| 35 || 42017
|-
|-
| 36 || 58320
| 36 || 46656
|-
|-
| 37 || 63316
| 37 || 50653
|-
|-
| 38 || 68590
| 38 || 55969
|-
|-
| 39 || 74148
| 39 || 60505
|-
|-
| 40 || 80000
| 40 || 66560
|-
|-
| 41 || 86151
| 41 || 71677
|-
|-
| 42 || 92610
| 42 || 78533
|-
|-
| 43 || 99383
| 43 || 84277
|-
|-
| 44 || 106480
| 44 || 91998
|-
|-
| 45 || 113906
| 45 || 98415
|-
|-
| 46 || 121670
| 46 || 107069
|-
|-
| 47 || 129778
| 47 || 114205
|-
|-
| 48 || 138240
| 48 || 123863
|-
|-
| 49 || 147061
| 49 || 131766
|-
|-
| 50 || 156250
| 50 || 142500
|-
|-
| 51 || 165813
| 51 || 151222
|-
|-
| 52 || 175760
| 52 || 163105
|-
|-
| 53 || 186096
| 53 || 172697
|-
|-
| 54 || 196830
| 54 || 185807
|-
|-
| 55 || 207968
| 55 || 196322
|-
|-
| 56 || 219520
| 56 || 210739
|-
|-
| 57 || 231491
| 57 || 222231
|-
|-
| 58 || 243890
| 58 || 238036
|-
|-
| 59 || 256723
| 59 || 250562
|-
|-
| 60 || 270000
| 60 || 267840
|-
|-
| 61 || 283726
| 61 || 281456
|-
|-
| 62 || 297910
| 62 || 300293
|-
|-
| 63 || 312558
| 63 || 315059
|-
|-
| 64 || 327680
| 64 || 335544
|-
|-
| 65 || 343281
| 65 || 351520
|-
|-
| 66 || 359370
| 66 || 373744
|-
|-
| 67 || 375953
| 67 || 390991
|-
|-
| 68 || 393040
| 68 || 415050
|-
|-
| 69 || 410636
| 69 || 433631
|-
|-
| 70 || 428750
| 70 || 459620
|-
|-
| 71 || 447388
| 71 || 479600
|-
|-
| 72 || 466560
| 72 || 507617
|-
|-
| 73 || 486271
| 73 || 529063
|-
|-
| 74 || 506530
| 74 || 559209
|-
|-
| 75 || 527343
| 75 || 582187
|-
|-
| 76 || 548720
| 76 || 614566
|-
|-
| 77 || 570666
| 77 || 639146
|-
|-
| 78 || 593190
| 78 || 673863
|-
|-
| 79 || 616298
| 79 || 700115
|-
|-
| 80 || 640000
| 80 || 737280
|-
|-
| 81 || 664301
| 81 || 765275
|-
|-
| 82 || 689210
| 82 || 804997
|-
|-
| 83 || 714733
| 83 || 834809
|-
|-
| 84 || 740880
| 84 || 877201
|-
|-
| 85 || 767656
| 85 || 908905
|-
|-
| 86 || 795070
| 86 || 954084
|-
|-
| 87 || 823128
| 87 || 987754
|-
|-
| 88 || 851840
| 88 || 1035837
|-
|-
| 89 || 881211
| 89 || 1071552
|-
|-
| 90 || 911250
| 90 || 1122660
|-
|-
| 91 || 941963
| 91 || 1160499
|-
|-
| 92 || 973360
| 92 || 1214753
|-
|-
| 93 || 1005446
| 93 || 1254796
|-
|-
| 94 || 1038230
| 94 || 1312322
|-
|-
| 95 || 1071718
| 95 || 1354652
|-
|-
| 96 || 1105920
| 96 || 1415577
|-
|-
| 97 || 1140841
| 97 || 1460276
|-
|-
| 98 || 1176490
| 98 || 1524731
|-
|-
| 99 || 1212873
| 99 || 1571884
|-
|-
| 100 || 1250000
| 100 || 1640000
|}
|}
|}
|}
Retrieved from "https://bulbapedia.bulbagarden.net/wiki/Special:MobileDiff/541488"