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yang [2020/03/12 19:52] – created simbu | yang [2021/09/18 08:48] – [Special Abilities] Power/Charge kills Yang's magic evade multipliers wylem | ||
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+ | =====Yang===== | ||
+ | |||
+ | ====Equipment Options==== | ||
+ | [[Yang Equipment]] | ||
+ | ==== Special Abilities ==== | ||
+ | ===Kick=== | ||
+ | Performs an attack angainst all enemies with half attack power.\\ | ||
+ | ===Power=== | ||
+ | Begins charging with 0 delay, then waits RA ticks before attacking with doubled attack power.\\ | ||
+ | |||
+ | While charging((Between the " | ||
+ | ===Bear=== | ||
+ | Casts Armor with base 75% accuracy on self.\\ | ||
+ | ===Level Based Attack=== | ||
+ | Yang ignores the attack power of equiped weapons, and instead calculates his attack power based on his level.\\ | ||
+ | This formula is...\\ | ||
+ | Level*2+Strength/ | ||
+ | |||
+ | ==== Spells ==== | ||
+ | None\\ | ||
+ | ====Stats Table==== | ||
+ | Go to [[Yang Stats Raw]] for the full stats table | ||
+ | ===Stats per level === | ||
+ | | LV | Total HP | HP Gains | Total MP | MP Gains | Exp. | Str | Agil | Vit | Wis | Will | | ||
| 10 | 300 ( 300 - 300) | 0 - | | 10 | 300 ( 300 - 300) | 0 - | ||
- | | 11 | 342 ( 340 - 345) | 40 - 45 | 0 ( 0 - | ||
- | | 12 | 385 ( 380 - 390) | 40 - 45 | 0 ( 0 - | ||
- | | 13 | 436 ( 428 - 444) | 48 - 54 | 0 ( 0 - | ||
- | | 14 | 487 ( 476 - 498) | 48 - 54 | 0 ( 0 - | ||
- | | 15 | 546 ( 532 - 561) | 56 - 63 | 0 ( 0 - | ||
- | | 16 | 606 ( 588 - 624) | 56 - 63 | 0 ( 0 - | ||
- | | 17 | 674 ( 652 - 696) | 64 - 72 | 0 ( 0 - | ||
- | | 18 | 742 ( 716 - 768) | 64 - 72 | 0 ( 0 - | ||
- | | 19 | 818 ( 788 - 849) | 72 - 81 | 0 ( 0 - | ||
| 20 | 895 ( 860 - 930) | 72 - 81 | 0 ( 0 - | | 20 | 895 ( 860 - 930) | 72 - 81 | 0 ( 0 - | ||
- | | 21 | 971 ( 932 - 1011) | 72 - 81 | 0 ( 0 - | ||
- | | 22 | 1056 (1012 - 1101) | 80 - 90 | 0 ( 0 - | ||
- | | 23 | 1141 (1092 - 1191) | 80 - 90 | 0 ( 0 - | ||
- | | 24 | 1226 (1172 - 1281) | 80 - 90 | 0 ( 0 - | ||
- | | 25 | 1320 (1260 - 1380) | 88 - 99 | 0 ( 0 - | ||
- | | 26 | 1413 (1348 - 1479) | 88 - 99 | 0 ( 0 - | ||
- | | 27 | 1507 (1436 - 1578) | 88 - 99 | 0 ( 0 - | ||
- | | 28 | 1600 (1524 - 1677) | 88 - 99 | 0 ( 0 - | ||
- | | 29 | 1694 (1612 - 1776) | 88 - 99 | 0 ( 0 - | ||
| 30 | 1787 (1700 - 1875) | 88 - 99 | 0 ( 0 - | | 30 | 1787 (1700 - 1875) | 88 - 99 | 0 ( 0 - | ||
- | | 31 | 1889 (1796 - 1983) | 96 - 108 | 0 ( 0 - | ||
- | | 32 | 1991 (1892 - 2091) | 96 - 108 | 0 ( 0 - | ||
- | | 33 | 2102 (1996 - 2208) | 104 - 117 | 0 ( 0 - | ||
- | | 34 | 2212 (2100 - 2325) | 104 - 117 | 0 ( 0 - | ||
- | | 35 | 2331 (2212 - 2451) | 112 - 126 | 0 ( 0 - | ||
- | | 36 | 2450 (2324 - 2577) | 112 - 126 | 0 ( 0 - | ||
- | | 37 | 2578 (2444 - 2712) | 120 - 135 | 0 ( 0 - | ||
- | | 38 | 2705 (2564 - 2847) | 120 - 135 | 0 ( 0 - | ||
- | | 39 | 2841 (2692 - 2991) | 128 - 144 | 0 ( 0 - | ||
| 40 | 2977 (2820 - 3135) | 128 - 144 | 0 ( 0 - | | 40 | 2977 (2820 - 3135) | 128 - 144 | 0 ( 0 - | ||
- | | 41 | 3113 (2948 - 3279) | 128 - 144 | 0 ( 0 - | ||
- | | 42 | 3258 (3084 - 3432) | 136 - 153 | 0 ( 0 - | ||
- | | 43 | 3402 (3220 - 3585) | 136 - 153 | 0 ( 0 - | ||
- | | 44 | 3547 (3356 - 3738) | 136 - 153 | 0 ( 0 - | ||
- | | 45 | 3700 (3500 - 3900) | 144 - 162 | 0 ( 0 - | ||
- | | 46 | 3853 (3644 - 4062) | 144 - 162 | 0 ( 0 - | ||
- | | 47 | 4006 (3788 - 4224) | 144 - 162 | 0 ( 0 - | ||
- | | 48 | 4159 (3932 - 4386) | 144 - 162 | 0 ( 0 - | ||
- | | 49 | 4312 (4076 - 4548) | 144 - 162 | 0 ( 0 - | ||
| 50 | 4465 (4220 - 4710) | 144 - 162 | 0 ( 0 - | | 50 | 4465 (4220 - 4710) | 144 - 162 | 0 ( 0 - | ||
- | | 51 | 4618 (4364 - 4872) | 144 - 162 | 0 ( 0 - | ||
- | | 52 | 4771 (4508 - 5034) | 144 - 162 | 0 ( 0 - | ||
- | | 53 | 4924 (4652 - 5196) | 144 - 162 | 0 ( 0 - | ||
- | | 54 | 5077 (4796 - 5358) | 144 - 162 | 0 ( 0 - | ||
- | | 55 | 5230 (4940 - 5520) | 144 - 162 | 0 ( 0 - | ||
- | | 56 | 5383 (5084 - 5682) | 144 - 162 | 0 ( 0 - | ||
- | | 57 | 5536 (5228 - 5844) | 144 - 162 | 0 ( 0 - | ||
- | | 58 | 5689 (5372 - 6006) | 144 - 162 | 0 ( 0 - | ||
- | | 59 | 5842 (5516 - 6168) | 144 - 162 | 0 ( 0 - | ||
| 60 | 6003 (5668 - 6339) | 152 - 171 | 0 ( 0 - | | 60 | 6003 (5668 - 6339) | 152 - 171 | 0 ( 0 - | ||
- | | 61 | 6003 (5668 - 6339) | 0 - | ||
- | | 62 | 6003 (5668 - 6339) | 0 - | ||
- | | 63 | 6003 (5668 - 6339) | 0 - | ||
- | | 64 | 6003 (5668 - 6339) | 0 - | ||
- | | 65 | 6003 (5668 - 6339) | 0 - | ||
- | | 66 | 6003 (5668 - 6339) | 0 - | ||
- | | 67 | 6003 (5668 - 6339) | 0 - | ||
- | | 68 | 6003 (5668 - 6339) | 0 - | ||
- | | 69 | 6003 (5668 - 6339) | 0 - | ||
| 70 | 6003 (5668 - 6339) | 0 - | | 70 | 6003 (5668 - 6339) | 0 - | ||
- | | 71 | 6003 (5668 - 6339) | 0 - | ||
- | | 72 | 6003 (5668 - 6339) | 0 - | ||
- | | 73 | 6003 (5668 - 6339) | 0 - | ||
- | | 74 | 6003 (5668 - 6339) | 0 - | ||
- | | 75 | 6003 (5668 - 6339) | 0 - | ||
- | | 76 | 6003 (5668 - 6339) | 0 - | ||
- | | 77 | 6003 (5668 - 6339) | 0 - | ||
- | | 78 | 6003 (5668 - 6339) | 0 - | ||
- | | 79 | 6003 (5668 - 6339) | 0 - | ||
| 80 | 6003 (5668 - 6339) | 0 - | | 80 | 6003 (5668 - 6339) | 0 - | ||
- | | 81 | 6003 (5668 - 6339) | 0 - | ||
- | | 82 | 6003 (5668 - 6339) | 0 - | ||
- | | 83 | 6003 (5668 - 6339) | 0 - | ||
- | | 84 | 6003 (5668 - 6339) | 0 - | ||
- | | 85 | 6003 (5668 - 6339) | 0 - | ||
- | | 86 | 6003 (5668 - 6339) | 0 - | ||
- | | 87 | 6003 (5668 - 6339) | 0 - | ||
- | | 88 | 6003 (5668 - 6339) | 0 - | ||
- | | 89 | 6003 (5668 - 6339) | 0 - | ||
| 90 | 6003 (5668 - 6339) | 0 - | | 90 | 6003 (5668 - 6339) | 0 - | ||
- | | 91 | 6003 (5668 - 6339) | 0 - | + | |
- | | 92 | 6003 (5668 - 6339) | 0 - | + | |
- | | 93 | 6003 (5668 - 6339) | 0 - | + | |
- | | 94 | 6003 (5668 - 6339) | 0 - | + | |
- | | 95 | 6003 (5668 - 6339) | 0 - | + | |
- | | 96 | 6003 (5668 - 6339) | 0 - | + | |
- | | 97 | 6003 (5668 - 6339) | 0 - | + | |
- | | 98 | 6003 (5668 - 6339) | 0 - | + | |
- | | 99 | 6003 (5668 - 6339) | 0 - | + |