Stufentabelle: Unterschied zwischen den Versionen
Aus SchnuppTrupp
(→Stufen 121 bis 150 (theoretische Stufen)) |
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(31 dazwischenliegende Versionen desselben Benutzers werden nicht angezeigt) | |||
Zeile 1: | Zeile 1: | ||
− | = Stufen 1 bis 99 = | + | Auf dieser Seite findet ihr die benötigten EP sowie den Unterschied an EP zur vorherigen Stufe. Die Stufen 1 bis 99 gelten für alle Fertigkeiten, Kerkerkunde kann noch bis 120 trainiert werden. Die Stufen 121 und höher sind rein theoretischer Natur und berechnen sich aus den vorhergehenden. Da ab 200 Millionen EP nicht mehr mitgezählt wird, gibt es keine Stufe 127 zu erreichen. |
+ | |||
+ | = Reguläre Fertigkeiten = | ||
+ | |||
+ | == Stufen 1 bis 99 == | ||
{| class="wikitable" style="text-align: center;" | {| class="wikitable" style="text-align: center;" | ||
Zeile 12: | Zeile 16: | ||
! Unterschied | ! Unterschied | ||
|- | |- | ||
− | ! 1 | + | ! style="background-color: #d3e1db;" | 1 |
| 0 | | 0 | ||
| 0 | | 0 | ||
− | ! 34 | + | ! style="background-color: #d3e1db;" | 34 |
| 20.224 | | 20.224 | ||
| 1.977 | | 1.977 | ||
− | ! 67 | + | ! style="background-color: #d3e1db;" | 67 |
− | | | + | | 547.953 |
− | | | + | | 51.699 |
|- | |- | ||
− | ! 2 | + | ! style="background-color: #d3e1db;" | 2 |
| 83 | | 83 | ||
| 83 | | 83 | ||
− | ! 35 | + | ! style="background-color: #d3e1db;" | 35 |
| 22.406 | | 22.406 | ||
| 2.182 | | 2.182 | ||
− | ! 68 | + | ! style="background-color: #d3e1db;" | 68 |
− | | | + | | 605.032 |
− | | | + | | 57.079 |
|- | |- | ||
− | ! 3 | + | ! style="background-color: #d3e1db;" | 3 |
| 174 | | 174 | ||
| 91 | | 91 | ||
− | ! 36 | + | ! style="background-color: #d3e1db;" | 36 |
| 24.815 | | 24.815 | ||
| 2.409 | | 2.409 | ||
− | ! 69 | + | ! style="background-color: #d3e1db;" | 69 |
− | | | + | | 668.051 |
− | | | + | | 63.019 |
|- | |- | ||
− | ! 4 | + | ! style="background-color: #d3e1db;" | 4 |
| 276 | | 276 | ||
| 102 | | 102 | ||
− | ! 37 | + | ! style="background-color: #d3e1db;" | 37 |
| 27.473 | | 27.473 | ||
| 2.658 | | 2.658 | ||
− | ! 70 | + | ! style="background-color: #d3e1db;" | 70 |
− | | | + | | 737.627 |
− | | | + | | 69.576 |
|- | |- | ||
− | ! 5 | + | ! style="background-color: #d3e1db;" | 5 |
| 388 | | 388 | ||
| 112 | | 112 | ||
− | ! 38 | + | ! style="background-color: #d3e1db;" | 38 |
| 30.408 | | 30.408 | ||
| 2.935 | | 2.935 | ||
− | ! 71 | + | ! style="background-color: #d3e1db;" | 71 |
− | | | + | | 814.445 |
− | | | + | | 76.818 |
|- | |- | ||
− | ! 6 | + | ! style="background-color: #d3e1db;" | 6 |
| 512 | | 512 | ||
| 124 | | 124 | ||
− | ! 39 | + | ! style="background-color: #d3e1db;" | 39 |
| 33.648 | | 33.648 | ||
| 3.240 | | 3.240 | ||
− | ! 72 | + | ! style="background-color: #d3e1db;" | 72 |
− | | | + | | 899.257 |
− | | | + | | 84.812 |
|- | |- | ||
− | ! 7 | + | ! style="background-color: #d3e1db;" | 7 |
| 650 | | 650 | ||
| 138 | | 138 | ||
− | ! 40 | + | ! style="background-color: #d3e1db;" | 40 |
| 37.224 | | 37.224 | ||
| 3.576 | | 3.576 | ||
− | ! 73 | + | ! style="background-color: #d3e1db;" | 73 |
− | | | + | | 992.895 |
− | | | + | | 93638 |
|- | |- | ||
− | ! 8 | + | ! style="background-color: #d3e1db;" | 8 |
| 801 | | 801 | ||
| 151 | | 151 | ||
− | ! 41 | + | ! style="background-color: #d3e1db;" | 41 |
| 41.171 | | 41.171 | ||
| 3.947 | | 3.947 | ||
− | ! 74 | + | ! style="background-color: #d3e1db;" | 74 |
− | | | + | | 1.096.278 |
− | | | + | | 103.383 |
|- | |- | ||
− | ! 9 | + | ! style="background-color: #d3e1db;" | 9 |
| 969 | | 969 | ||
| 168 | | 168 | ||
− | ! 42 | + | ! style="background-color: #d3e1db;" | 42 |
| 45.529 | | 45.529 | ||
| 4.358 | | 4.358 | ||
− | ! 75 | + | ! style="background-color: #d3e1db;" | 75 |
− | | | + | | 1.210.421 |
− | | | + | | 114.143 |
|- | |- | ||
− | ! 10 | + | ! style="background-color: #d3e1db;" | 10 |
| 1.154 | | 1.154 | ||
| 185 | | 185 | ||
− | ! 43 | + | ! style="background-color: #d3e1db;" | 43 |
| 50.339 | | 50.339 | ||
| 4.810 | | 4.810 | ||
− | ! 76 | + | ! style="background-color: #d3e1db;" | 76 |
− | | | + | | 1.336.433 |
− | | | + | | 126.022 |
|- | |- | ||
− | ! 11 | + | ! style="background-color: #d3e1db;" | 11 |
| 1.358 | | 1.358 | ||
| 204 | | 204 | ||
− | ! 44 | + | ! style="background-color: #d3e1db;" | 44 |
| 55.649 | | 55.649 | ||
| 5.310 | | 5.310 | ||
− | ! 77 | + | ! style="background-color: #d3e1db;" | 77 |
− | | | + | | 1.475.581 |
− | | | + | | 139.138 |
|- | |- | ||
− | ! 12 | + | ! style="background-color: #d3e1db;" | 12 |
| 1.584 | | 1.584 | ||
| 226 | | 226 | ||
− | ! 45 | + | ! style="background-color: #d3e1db;" | 45 |
| 61.512 | | 61.512 | ||
| 5.863 | | 5.863 | ||
− | ! 78 | + | ! style="background-color: #d3e1db;" | 78 |
− | | | + | | 1.629.200 |
− | | | + | | 153.619 |
|- | |- | ||
− | ! 13 | + | ! style="background-color: #d3e1db;" | 13 |
| 1.833 | | 1.833 | ||
| 249 | | 249 | ||
− | ! 46 | + | ! style="background-color: #d3e1db;" | 46 |
| 67.983 | | 67.983 | ||
| 6.471 | | 6.471 | ||
− | ! 79 | + | ! style="background-color: #d3e1db;" | 79 |
− | | | + | | 1.798.808 |
− | | | + | | 169.608 |
|- | |- | ||
− | ! 14 | + | ! style="background-color: #d3e1db;" | 14 |
| 2.107 | | 2.107 | ||
| 274 | | 274 | ||
− | ! 47 | + | ! style="background-color: #d3e1db;" | 47 |
| 75.127 | | 75.127 | ||
| 7.144 | | 7.144 | ||
− | ! 80 | + | ! style="background-color: #d3e1db;" | 80 |
− | | | + | | 1.986.068 |
− | | | + | | 187.260 |
|- | |- | ||
− | ! 15 | + | ! style="background-color: #d3e1db;" | 15 |
| 2.411 | | 2.411 | ||
| 304 | | 304 | ||
− | ! 48 | + | ! style="background-color: #d3e1db;" | 48 |
| 83.014 | | 83.014 | ||
| 7.887 | | 7.887 | ||
− | ! 81 | + | ! style="background-color: #d3e1db;" | 81 |
− | | | + | | 2.192.818 |
− | | | + | | 206.750 |
|- | |- | ||
− | ! 16 | + | ! style="background-color: #d3e1db;" | 16 |
| 2.746 | | 2.746 | ||
| 335 | | 335 | ||
− | ! 49 | + | ! style="background-color: #d3e1db;" | 49 |
| 91.721 | | 91.721 | ||
| 8.707 | | 8.707 | ||
− | ! 82 | + | ! style="background-color: #d3e1db;" | 82 |
− | | | + | | 2.421.087 |
− | | | + | | 228.269 |
|- | |- | ||
− | ! 17 | + | ! style="background-color: #d3e1db;" | 17 |
| 3.115 | | 3.115 | ||
| 369 | | 369 | ||
− | ! 50 | + | ! style="background-color: #d3e1db;" | 50 |
| 101.333 | | 101.333 | ||
| 9.612 | | 9.612 | ||
− | ! 83 | + | ! style="background-color: #d3e1db;" | 83 |
− | | | + | | 2.673.114 |
− | | | + | | 252.027 |
|- | |- | ||
− | ! 18 | + | ! style="background-color: #d3e1db;" | 18 |
| 3.523 | | 3.523 | ||
| 408 | | 408 | ||
− | ! 51 | + | ! style="background-color: #d3e1db;" | 51 |
| 111.945 | | 111.945 | ||
| 10.612 | | 10.612 | ||
− | ! 84 | + | ! style="background-color: #d3e1db;" | 84 |
− | | | + | | 2.951.373 |
− | | | + | | 278.259 |
|- | |- | ||
− | ! 19 | + | ! style="background-color: #d3e1db;" | 19 |
| 3.973 | | 3.973 | ||
| 450 | | 450 | ||
− | ! 52 | + | ! style="background-color: #d3e1db;" | 52 |
| 123.660 | | 123.660 | ||
| 11.715 | | 11.715 | ||
− | ! 85 | + | ! style="background-color: #d3e1db;" | 85 |
− | | | + | | 3.258.594 |
− | | | + | | 307.221 |
|- | |- | ||
− | ! 20 | + | ! style="background-color: #d3e1db;" | 20 |
| 4.470 | | 4.470 | ||
| 497 | | 497 | ||
− | ! 53 | + | ! style="background-color: #d3e1db;" | 53 |
| 136.594 | | 136.594 | ||
| 12.934 | | 12.934 | ||
− | ! 86 | + | ! style="background-color: #d3e1db;" | 86 |
− | | | + | | 3.597.792 |
− | | | + | | 339.198 |
|- | |- | ||
− | ! 21 | + | ! style="background-color: #d3e1db;" | 21 |
| 5.018 | | 5.018 | ||
| 548 | | 548 | ||
− | ! 54 | + | ! style="background-color: #d3e1db;" | 54 |
| 150.872 | | 150.872 | ||
| 14.278 | | 14.278 | ||
− | ! 87 | + | ! style="background-color: #d3e1db;" | 87 |
− | | | + | | 3.972.294 |
− | | | + | | 374.502 |
|- | |- | ||
− | ! 22 | + | ! style="background-color: #d3e1db;" | 22 |
| 5.624 | | 5.624 | ||
| 606 | | 606 | ||
− | ! 55 | + | ! style="background-color: #d3e1db;" | 55 |
| 166.636 | | 166.636 | ||
| 15.764 | | 15.764 | ||
− | ! 88 | + | ! style="background-color: #d3e1db;" | 88 |
− | | | + | | 4.385.776 |
− | | | + | | 413.482 |
|- | |- | ||
− | ! 23 | + | ! style="background-color: #d3e1db;" | 23 |
| 6.291 | | 6.291 | ||
| 667 | | 667 | ||
− | ! 56 | + | ! style="background-color: #d3e1db;" | 56 |
| 184.040 | | 184.040 | ||
| 17.404 | | 17.404 | ||
− | ! 89 | + | ! style="background-color: #d3e1db;" | 89 |
− | | | + | | 4.842.295 |
− | | | + | | 456.519 |
|- | |- | ||
− | ! 24 | + | ! style="background-color: #d3e1db;" | 24 |
| 7.028 | | 7.028 | ||
| 737 | | 737 | ||
− | ! 57 | + | ! style="background-color: #d3e1db;" | 57 |
| 203254 | | 203254 | ||
| 19214 | | 19214 | ||
− | ! 90 | + | ! style="background-color: #d3e1db;" | 90 |
− | | | + | | 5.346.332 |
− | | | + | | 504.037 |
|- | |- | ||
− | ! 25 | + | ! style="background-color: #d3e1db;" | 25 |
| 7.842 | | 7.842 | ||
| 814 | | 814 | ||
− | ! 58 | + | ! style="background-color: #d3e1db;" | 58 |
| 224.466 | | 224.466 | ||
| 21.212 | | 21.212 | ||
− | ! 91 | + | ! style="background-color: #d3e1db;" | 91 |
− | | | + | | 5.902.831 |
− | | | + | | 556.499 |
|- | |- | ||
− | ! 26 | + | ! style="background-color: #d3e1db;" | 26 |
| 8.740 | | 8.740 | ||
| 898 | | 898 | ||
− | ! 59 | + | ! style="background-color: #d3e1db;" | 59 |
| 247.886 | | 247.886 | ||
| 23.420 | | 23.420 | ||
− | ! 92 | + | ! style="background-color: #d3e1db;" | 92 |
− | | | + | | 6.517.253 |
− | | | + | | 614.422 |
|- | |- | ||
− | ! 27 | + | ! style="background-color: #d3e1db;" | 27 |
| 9.730 | | 9.730 | ||
| 990 | | 990 | ||
− | ! 60 | + | ! style="background-color: #d3e1db;" | 60 |
| 273.742 | | 273.742 | ||
| 25.856 | | 25.856 | ||
− | ! 93 | + | ! style="background-color: #d3e1db;" | 93 |
− | | | + | | 7.195.629 |
− | | | + | | 678.376 |
|- | |- | ||
− | ! 28 | + | ! style="background-color: #d3e1db;" | 28 |
| 10.824 | | 10.824 | ||
| 1.094 | | 1.094 | ||
− | ! 61 | + | ! style="background-color: #d3e1db;" | 61 |
| 302.288 | | 302.288 | ||
| 28.546 | | 28.546 | ||
− | ! 94 | + | ! style="background-color: #d3e1db;" | 94 |
− | | | + | | 7.944.614 |
− | | | + | | 748.985 |
|- | |- | ||
− | ! 29 | + | ! style="background-color: #d3e1db;" | 29 |
| 12.031 | | 12.031 | ||
| 1.207 | | 1.207 | ||
− | ! 62 | + | ! style="background-color: #d3e1db;" | 62 |
| 333.804 | | 333.804 | ||
| 31.516 | | 31.516 | ||
− | ! 95 | + | ! style="background-color: #d3e1db;" | 95 |
− | | | + | | 8.771.558 |
− | | | + | | 826.944 |
|- | |- | ||
− | ! 30 | + | ! style="background-color: #d3e1db;" | 30 |
| 13.363 | | 13.363 | ||
| 1.332 | | 1.332 | ||
− | ! 63 | + | ! style="background-color: #d3e1db;" | 63 |
| 368.599 | | 368.599 | ||
| 34.795 | | 34.795 | ||
− | ! 96 | + | ! style="background-color: #d3e1db;" | 96 |
− | | | + | | 9.684.577 |
− | | | + | | 913.019 |
|- | |- | ||
− | ! 31 | + | ! style="background-color: #d3e1db;" | 31 |
| 14.833 | | 14.833 | ||
| 1.470 | | 1.470 | ||
− | ! 64 | + | ! style="background-color: #d3e1db;" | 64 |
| 407.015 | | 407.015 | ||
| 38.416 | | 38.416 | ||
− | ! 97 | + | ! style="background-color: #d3e1db;" | 97 |
− | | | + | | 10.692.629 |
− | | | + | | 1.008.052 |
|- | |- | ||
− | ! 32 | + | ! style="background-color: #d3e1db;" | 32 |
| 16.456 | | 16.456 | ||
| 1.623 | | 1.623 | ||
− | ! 65 | + | ! style="background-color: #d3e1db;" | 65 |
| 449.428 | | 449.428 | ||
| 42.413 | | 42.413 | ||
− | ! 98 | + | ! style="background-color: #d3e1db;" | 98 |
− | | | + | | 11.805.606 |
− | | | + | | 1.112.977 |
|- | |- | ||
− | ! 33 | + | ! style="background-color: #d3e1db;" | 33 |
| 18.247 | | 18.247 | ||
| 1.791 | | 1.791 | ||
− | ! 66 | + | ! style="background-color: #d3e1db;" | 66 |
| 496.254 | | 496.254 | ||
| 46.826 | | 46.826 | ||
− | ! 99 | + | ! style="background-color: #d3e1db;" | 99 |
+ | | 13.034.431 | ||
+ | | 1.228.825 | ||
+ | |} | ||
+ | |||
+ | == Stufen 100 bis 126 (theoretische Stufen) == | ||
+ | |||
+ | {| class="wikitable" style="text-align: center;" | ||
+ | ! Stufe | ||
+ | ! Benötigte EP | ||
+ | ! Unterschied | ||
+ | ! Stufe | ||
+ | ! Benötigte EP | ||
+ | ! Unterschied | ||
+ | ! Stufe | ||
+ | ! Benötigte EP | ||
+ | ! Unterschied | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 100 | ||
+ | | 14.391.160 | ||
+ | | 1.356.729 | ||
+ | ! style="background-color: #d3e1db;" | 109 | ||
+ | | 35.085.654 | ||
+ | | 3.307.711 | ||
+ | ! style="background-color: #d3e1db;" | 118 | ||
+ | | 85.539.082 | ||
+ | | 8.064.254 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 101 | ||
+ | | 15.889.109 | ||
+ | | 1.497.949 | ||
+ | ! style="background-color: #d3e1db;" | 110 | ||
+ | | 38.737.661 | ||
+ | | 3.652.007 | ||
+ | ! style="background-color: #d3e1db;" | 119 | ||
+ | | 94.442.737 | ||
+ | | 8.903.655 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 102 | ||
+ | | 17.542.976 | ||
+ | | 1.653.867 | ||
+ | ! style="background-color: #d3e1db;" | 111 | ||
+ | | 42.769.801 | ||
+ | | 4.032.140 | ||
+ | ! style="background-color: #d3e1db;" | 120 | ||
+ | | 104.273.167 | ||
+ | | 9.830.430 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 103 | ||
+ | | 19.368.992 | ||
+ | | 1.826.016 | ||
+ | ! style="background-color: #d3e1db;" | 112 | ||
+ | | 47.221.641 | ||
+ | | 4.451.840 | ||
+ | ! style="background-color: #d3e1db;" | 121 | ||
+ | | 115.126.838 | ||
+ | | 10.853.671 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 104 | ||
+ | | 21.385.073 | ||
+ | | 2.016.081 | ||
+ | ! style="background-color: #d3e1db;" | 113 | ||
+ | | 52.136.869 | ||
+ | | 4.915.228 | ||
+ | ! style="background-color: #d3e1db;" | 122 | ||
+ | | 127.110.260 | ||
+ | | 11.983.422 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 105 | ||
+ | | 23.611.006 | ||
+ | | 2.225.933 | ||
+ | ! style="background-color: #d3e1db;" | 114 | ||
+ | | 57.563.718 | ||
+ | | 5.426.849 | ||
+ | ! style="background-color: #d3e1db;" | 123 | ||
+ | | 140.341.028 | ||
+ | | 13.230.768 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 106 | ||
+ | | 26.068.632 | ||
+ | | 2.457.626 | ||
+ | ! style="background-color: #d3e1db;" | 115 | ||
+ | | 63.555.443 | ||
+ | | 5.991.725 | ||
+ | ! style="background-color: #d3e1db;" | 124 | ||
+ | | 154.948.977 | ||
+ | | 14.607.949 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 107 | ||
+ | | 28.782.069 | ||
+ | | 2.713.437 | ||
+ | ! style="background-color: #d3e1db;" | 116 | ||
+ | | 70.170.840 | ||
+ | | 6.615.397 | ||
+ | ! style="background-color: #d3e1db;" | 125 | ||
+ | | 171.077.457 | ||
+ | | 16.128.480 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 108 | ||
+ | | 31.777.943 | ||
+ | | 2.995.874 | ||
+ | ! style="background-color: #d3e1db;" | 117 | ||
+ | | 77.474.828 | ||
+ | | 7.303.988 | ||
+ | ! style="background-color: #d3e1db;" | 126 | ||
+ | | 188.884.740 | ||
+ | | 17.807.283 | ||
+ | |- | ||
+ | |} | ||
+ | |||
+ | = Elite-Fertigkeiten = | ||
+ | |||
+ | == Stufen 1 bis 120 == | ||
+ | |||
+ | {| class="wikitable" style="text-align: center;" | ||
+ | ! Stufe | ||
+ | ! Benötigte EP | ||
+ | ! Unterschied | ||
+ | ! Stufe | ||
+ | ! Benötigte EP | ||
+ | ! Unterschied | ||
+ | ! Stufe | ||
+ | ! Benötigte EP | ||
+ | ! Unterschied | ||
+ | ! Stufe | ||
+ | ! Benötigte EP | ||
+ | ! Unterschied | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 1 | ||
+ | | 0 | ||
+ | | 0 | ||
+ | ! style="background-color: #d3e1db;" | 34 | ||
+ | | 454.796 | ||
+ | | 50.162 | ||
+ | ! style="background-color: #d3e1db;" | 67 | ||
+ | | 7.028.964 | ||
+ | | 420.491 | ||
+ | ! style="background-color: #d3e1db;" | 100 | ||
+ | | 37.608.773 | ||
+ | | 1.535.262 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 2 | ||
+ | | 830 | ||
+ | | 830 | ||
+ | ! style="background-color: #d3e1db;" | 35 | ||
+ | | 509.259 | ||
+ | | 54.463 | ||
+ | ! style="background-color: #d3e1db;" | 68 | ||
+ | | 7.467.354 | ||
+ | | 438.390 | ||
+ | ! style="background-color: #d3e1db;" | 101 | ||
+ | | 39.270.442 | ||
+ | | 1.661.669 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 3 | ||
+ | | 1.861 | ||
+ | | 1.031 | ||
+ | ! style="background-color: #d3e1db;" | 36 | ||
+ | | 568.254 | ||
+ | | 58.995 | ||
+ | ! style="background-color: #d3e1db;" | 69 | ||
+ | | 7.924.122 | ||
+ | | 456.786 | ||
+ | ! style="background-color: #d3e1db;" | 102 | ||
+ | | 40.978.509 | ||
+ | | 1.708.067 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 4 | ||
+ | | 2.902 | ||
+ | | 1.041 | ||
+ | ! style="background-color: #d3e1db;" | 37 | ||
+ | | 632.019 | ||
+ | | 63.765 | ||
+ | ! style="background-color: #d3e1db;" | 70 | ||
+ | | 8.399.751 | ||
+ | | 475.629 | ||
+ | ! style="background-color: #d3e1db;" | 103 | ||
+ | | 42.733.789 | ||
+ | | 1.755.280 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 5 | ||
+ | | 3.980 | ||
+ | | 1.078 | ||
+ | ! style="background-color: #d3e1db;" | 38 | ||
+ | | 700.797 | ||
+ | | 68.778 | ||
+ | ! style="background-color: #d3e1db;" | 71 | ||
+ | | 8.925.664 | ||
+ | | 525.913 | ||
+ | ! style="background-color: #d3e1db;" | 104 | ||
+ | | 44.537.107 | ||
+ | | 1.803.318 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 6 | ||
+ | | 5.126 | ||
+ | | 1.146 | ||
+ | ! style="background-color: #d3e1db;" | 39 | ||
+ | | 774.834 | ||
+ | | 74.037 | ||
+ | ! style="background-color: #d3e1db;" | 72 | ||
+ | | 9.472.665 | ||
+ | | 547.001 | ||
+ | ! style="background-color: #d3e1db;" | 105 | ||
+ | | 46.389.292 | ||
+ | | 1.852.185 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 7 | ||
+ | | 6.380 | ||
+ | | 1.264 | ||
+ | ! style="background-color: #d3e1db;" | 40 | ||
+ | | 854.383 | ||
+ | | 79.549 | ||
+ | ! style="background-color: #d3e1db;" | 73 | ||
+ | | 10.041.285 | ||
+ | | 568.620 | ||
+ | ! style="background-color: #d3e1db;" | 106 | ||
+ | | 48.291.180 | ||
+ | | 1.901.888 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 8 | ||
+ | | 7.787 | ||
+ | | 1.397 | ||
+ | ! style="background-color: #d3e1db;" | 41 | ||
+ | | 946.227 | ||
+ | | 91.844 | ||
+ | ! style="background-color: #d3e1db;" | 74 | ||
+ | | 10.632.061 | ||
+ | | 590.776 | ||
+ | ! style="background-color: #d3e1db;" | 107 | ||
+ | | 50.243.611 | ||
+ | | 1.952.431 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 9 | ||
+ | | 9.400 | ||
+ | | 1.613 | ||
+ | ! style="background-color: #d3e1db;" | 42 | ||
+ | | 1.044.569 | ||
+ | | 98.342 | ||
+ | ! style="background-color: #d3e1db;" | 75 | ||
+ | | 11.245.538 | ||
+ | | 613.477 | ||
+ | ! style="background-color: #d3e1db;" | 108 | ||
+ | | 52.247.435 | ||
+ | | 2.003.824 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 10 | ||
+ | | 11.275 | ||
+ | | 1.875 | ||
+ | ! style="background-color: #d3e1db;" | 43 | ||
+ | | 1.149.696 | ||
+ | | 105.127 | ||
+ | ! style="background-color: #d3e1db;" | 76 | ||
+ | | 11.882.262 | ||
+ | | 636.724 | ||
+ | ! style="background-color: #d3e1db;" | 109 | ||
+ | | 54.303.504 | ||
+ | | 2.056.069 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 11 | ||
+ | | 13.605 | ||
+ | | 2.330 | ||
+ | ! style="background-color: #d3e1db;" | 44 | ||
+ | | 1.261.903 | ||
+ | | 112.207 | ||
+ | ! style="background-color: #d3e1db;" | 77 | ||
+ | | 12.542.789 | ||
+ | | 660.527 | ||
+ | ! style="background-color: #d3e1db;" | 110 | ||
+ | | 56.412.678 | ||
+ | | 2.109.174 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 12 | ||
+ | | 16.372 | ||
+ | | 2.767 | ||
+ | ! style="background-color: #d3e1db;" | 45 | ||
+ | | 1.381.488 | ||
+ | | 119.585 | ||
+ | ! style="background-color: #d3e1db;" | 78 | ||
+ | | 13.227.679 | ||
+ | | 684.890 | ||
+ | ! style="background-color: #d3e1db;" | 111 | ||
+ | | 58.575.823 | ||
+ | | 2.163.145 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 13 | ||
+ | | 19.656 | ||
+ | | 3.284 | ||
+ | ! style="background-color: #d3e1db;" | 46 | ||
+ | | 1.508.756 | ||
+ | | 127.268 | ||
+ | ! style="background-color: #d3e1db;" | 79 | ||
+ | | 13.937.496 | ||
+ | | 709.817 | ||
+ | ! style="background-color: #d3e1db;" | 112 | ||
+ | | 60.793.812 | ||
+ | | 2.217.989 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 14 | ||
+ | | 23.546 | ||
+ | | 3.890 | ||
+ | ! style="background-color: #d3e1db;" | 47 | ||
+ | | 1.644.015 | ||
+ | | 135.259 | ||
+ | ! style="background-color: #d3e1db;" | 80 | ||
+ | | 14.672.812 | ||
+ | | 735.316 | ||
+ | ! style="background-color: #d3e1db;" | 113 | ||
+ | | 63.067.521 | ||
+ | | 2.273.709 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 15 | ||
+ | | 28.134 | ||
+ | | 4.592 | ||
+ | ! style="background-color: #d3e1db;" | 48 | ||
+ | | 1.787.581 | ||
+ | | 143.566 | ||
+ | ! style="background-color: #d3e1db;" | 81 | ||
+ | | 15.478.994 | ||
+ | | 806.182 | ||
+ | ! style="background-color: #d3e1db;" | 114 | ||
+ | | 65.397.835 | ||
+ | | 2.330.314 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 16 | ||
+ | | 33.520 | ||
+ | | 5.382 | ||
+ | ! style="background-color: #d3e1db;" | 49 | ||
+ | | 1.939.773 | ||
+ | | 152.192 | ||
+ | ! style="background-color: #d3e1db;" | 82 | ||
+ | | 16.313.404 | ||
+ | | 834.410 | ||
+ | ! style="background-color: #d3e1db;" | 115 | ||
+ | | 67.785.643 | ||
+ | | 2.387.808 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 17 | ||
+ | | 39.809 | ||
+ | | 6.289 | ||
+ | ! style="background-color: #d3e1db;" | 50 | ||
+ | | 2.100.917 | ||
+ | | 161.144 | ||
+ | ! style="background-color: #d3e1db;" | 83 | ||
+ | | 17.176.661 | ||
+ | | 863.257 | ||
+ | ! style="background-color: #d3e1db;" | 116 | ||
+ | | 70.231.841 | ||
+ | | 2.446.198 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 18 | ||
+ | | 47.109 | ||
+ | | 7.300 | ||
+ | ! style="background-color: #d3e1db;" | 51 | ||
+ | | 2.283.490 | ||
+ | | 182.573 | ||
+ | ! style="background-color: #d3e1db;" | 84 | ||
+ | | 18.069.395 | ||
+ | | 892.734 | ||
+ | ! style="background-color: #d3e1db;" | 117 | ||
+ | | 72.737.330 | ||
+ | | 2.505.489 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 19 | ||
+ | | 55.535 | ||
+ | | 8.426 | ||
+ | ! style="background-color: #d3e1db;" | 52 | ||
+ | | 2.476.369 | ||
+ | | 192.879 | ||
+ | ! style="background-color: #d3e1db;" | 85 | ||
+ | | 18.992.239 | ||
+ | | 922.844 | ||
+ | ! style="background-color: #d3e1db;" | 118 | ||
+ | | 75.303.019 | ||
+ | | 2.565.689 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 20 | ||
+ | | 65.209 | ||
+ | | 9.267 | ||
+ | ! style="background-color: #d3e1db;" | 53 | ||
+ | | 2.679.907 | ||
+ | | 203.538 | ||
+ | ! style="background-color: #d3e1db;" | 86 | ||
+ | | 19.945.843 | ||
+ | | 953.604 | ||
+ | ! style="background-color: #d3e1db;" | 119 | ||
+ | | 77.929.820 | ||
+ | | 2.626.801 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 21 | ||
+ | | 77.190 | ||
+ | | 12.388 | ||
+ | ! style="background-color: #d3e1db;" | 54 | ||
+ | | 2.894.505 | ||
+ | | 214.598 | ||
+ | ! style="background-color: #d3e1db;" | 87 | ||
+ | | 20.930.821 | ||
+ | | 984.978 | ||
+ | ! style="background-color: #d3e1db;" | 120 | ||
+ | | 80.618.654 | ||
+ | | 2.688.834 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 22 | ||
+ | | 90.811 | ||
+ | | 13.621 | ||
+ | ! style="background-color: #d3e1db;" | 55 | ||
+ | | 3.120.508 | ||
+ | | 226.003 | ||
+ | ! style="background-color: #d3e1db;" | 88 | ||
+ | | 21.947.856 | ||
+ | | 1.017.035 | ||
+ | ! style="background-color: #d3e1db;" | | ||
+ | | | ||
+ | | | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 23 | ||
+ | | 106.221 | ||
+ | | 15.410 | ||
+ | ! style="background-color: #d3e1db;" | 56 | ||
+ | | 3.358.307 | ||
+ | | 237.799 | ||
+ | ! style="background-color: #d3e1db;" | 89 | ||
+ | | 22.997.593 | ||
+ | | 1.049.737 | ||
+ | ! style="background-color: #d3e1db;" | | ||
+ | | | ||
+ | | | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 24 | ||
+ | | 123.573 | ||
+ | | 17.352 | ||
+ | ! style="background-color: #d3e1db;" | 57 | ||
+ | | 3.608.290 | ||
+ | | 249.983 | ||
+ | ! style="background-color: #d3e1db;" | 90 | ||
+ | | 24.080.695 | ||
+ | | 1.083.102 | ||
+ | ! style="background-color: #d3e1db;" | | ||
+ | | | ||
+ | | | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 25 | ||
+ | | 143.025 | ||
+ | | 19.452 | ||
+ | ! style="background-color: #d3e1db;" | 58 | ||
+ | | 3.870.846 | ||
+ | | 262.556 | ||
+ | ! style="background-color: #d3e1db;" | 91 | ||
+ | | 25.259.906 | ||
+ | | 1.179.211 | ||
+ | ! style="background-color: #d3e1db;" | | ||
+ | | | ||
+ | | | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 26 | ||
+ | | 164.742 | ||
+ | | 21.717 | ||
+ | ! style="background-color: #d3e1db;" | 59 | ||
+ | | 4.146.374 | ||
+ | | 275.528 | ||
+ | ! style="background-color: #d3e1db;" | 92 | ||
+ | | 26.475.754 | ||
+ | | 1.215.848 | ||
+ | ! style="background-color: #d3e1db;" | | ||
+ | | | ||
+ | | | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 27 | ||
+ | | 188.893 | ||
+ | | 24.151 | ||
+ | ! style="background-color: #d3e1db;" | 60 | ||
+ | | 4.435.275 | ||
+ | | 288.901 | ||
+ | ! style="background-color: #d3e1db;" | 93 | ||
+ | | 27.731.955 | ||
+ | | 1.256.201 | ||
+ | ! style="background-color: #d3e1db;" | | ||
+ | | | ||
+ | | | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 28 | ||
+ | | 215.651 | ||
+ | | 26.758 | ||
+ | ! style="background-color: #d3e1db;" | 61 | ||
+ | | 4.758.122 | ||
+ | | 322.847 | ||
+ | ! style="background-color: #d3e1db;" | 94 | ||
+ | | 29.020.233 | ||
+ | | 1.288.278 | ||
+ | ! style="background-color: #d3e1db;" | | ||
+ | | | ||
+ | | | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 29 | ||
+ | | 245.196 | ||
+ | | 29.545 | ||
+ | ! style="background-color: #d3e1db;" | 62 | ||
+ | | 5.096.111 | ||
+ | | 337.989 | ||
+ | ! style="background-color: #d3e1db;" | 95 | ||
+ | | 30.350.318 | ||
+ | | 1.330.085 | ||
+ | ! style="background-color: #d3e1db;" | | ||
+ | | | ||
+ | | | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 30 | ||
+ | | 277.713 | ||
+ | | 32.517 | ||
+ | ! style="background-color: #d3e1db;" | 63 | ||
+ | | 5.449.685 | ||
+ | | 353.574 | ||
+ | ! style="background-color: #d3e1db;" | 96 | ||
+ | | 31.719.944 | ||
+ | | 1.369.626 | ||
+ | ! style="background-color: #d3e1db;" | | ||
+ | | | ||
+ | | | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 31 | ||
+ | | 316.311 | ||
+ | | 38.598 | ||
+ | ! style="background-color: #d3e1db;" | 64 | ||
+ | | 5.819.299 | ||
+ | | 369.614 | ||
+ | ! style="background-color: #d3e1db;" | 97 | ||
+ | | 33.129.852 | ||
+ | | 1.409.908 | ||
+ | ! style="background-color: #d3e1db;" | | ||
+ | | | ||
+ | | | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 32 | ||
+ | | 358.547 | ||
+ | | 42.236 | ||
+ | ! style="background-color: #d3e1db;" | 65 | ||
+ | | 6.205.407 | ||
+ | | 386.108 | ||
+ | ! style="background-color: #d3e1db;" | 98 | ||
+ | | 34.580.790 | ||
+ | | 1.450.938 | ||
+ | ! style="background-color: #d3e1db;" | | ||
+ | | | ||
+ | | | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 33 | ||
+ | | 404.634 | ||
+ | | 46.087 | ||
+ | ! style="background-color: #d3e1db;" | 66 | ||
+ | | 6.608.473 | ||
+ | | 403.066 | ||
+ | ! style="background-color: #d3e1db;" | 99 | ||
+ | | 36.073.511 | ||
+ | | 1.492.721 | ||
+ | ! style="background-color: #d3e1db;" | | ||
| | | | ||
| | | | ||
|} | |} | ||
− | = Stufen | + | == Stufen 121 bis 150 (theoretische Stufen) == |
{| class="wikitable" style="text-align: center;" | {| class="wikitable" style="text-align: center;" | ||
+ | ! Stufe | ||
+ | ! Benötigte EP | ||
+ | ! Unterschied | ||
+ | ! Stufe | ||
+ | ! Benötigte EP | ||
+ | ! Unterschied | ||
! Stufe | ! Stufe | ||
! Benötigte EP | ! Benötigte EP | ||
! Unterschied | ! Unterschied | ||
|- | |- | ||
+ | ! style="background-color: #d3e1db;" | 121 | ||
+ | | 83.370.445 | ||
+ | | 2.751.791 | ||
+ | ! style="background-color: #d3e1db;" | 131 | ||
+ | | 114.558.777 | ||
+ | | 3.433.547 | ||
+ | ! style="background-color: #d3e1db;" | 141 | ||
+ | | 153.104.021 | ||
+ | | 4.214.231 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 122 | ||
+ | | 86.186.124 | ||
+ | | 2.815.679 | ||
+ | ! style="background-color: #d3e1db;" | 132 | ||
+ | | 118.065.845 | ||
+ | | 3.507.068 | ||
+ | ! style="background-color: #d3e1db;" | 142 | ||
+ | | 157.401.983 | ||
+ | | 4.297.962 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 123 | ||
+ | | 89.066.630 | ||
+ | | 2.880.506 | ||
+ | ! style="background-color: #d3e1db;" | 133 | ||
+ | | 121.647.430 | ||
+ | | 3.581.585 | ||
+ | ! style="background-color: #d3e1db;" | 143 | ||
+ | | 161.784.728 | ||
+ | | 4.382.745 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 124 | ||
+ | | 92.012.904 | ||
+ | | 2.946.274 | ||
+ | ! style="background-color: #d3e1db;" | 134 | ||
+ | | 125.304.532 | ||
+ | | 3.657.102 | ||
+ | ! style="background-color: #d3e1db;" | 144 | ||
+ | | 166.253.312 | ||
+ | | 4.468.584 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 125 | ||
+ | | 95.025.896 | ||
+ | | 3.012.992 | ||
+ | ! style="background-color: #d3e1db;" | 135 | ||
+ | | 129.038.159 | ||
+ | | 3.733.627 | ||
+ | ! style="background-color: #d3e1db;" | 145 | ||
+ | | 170.808.801 | ||
+ | | 4.555.489 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 126 | ||
+ | | 98.106.559 | ||
+ | | 3.080.663 | ||
+ | ! style="background-color: #d3e1db;" | 136 | ||
+ | | 132.849.323 | ||
+ | | 3.811.164 | ||
+ | ! style="background-color: #d3e1db;" | 146 | ||
+ | | 175.452.262 | ||
+ | | 4.643.461 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 127 | ||
+ | | 101.255.855 | ||
+ | | 3.149.296 | ||
+ | ! style="background-color: #d3e1db;" | 137 | ||
+ | | 136.739.041 | ||
+ | | 3.889.718 | ||
+ | ! style="background-color: #d3e1db;" | 147 | ||
+ | | 180.184.770 | ||
+ | | 4.732.508 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 128 | ||
+ | | 104.474.750 | ||
+ | | 3.218.895 | ||
+ | ! style="background-color: #d3e1db;" | 138 | ||
+ | | 140.708.338 | ||
+ | | 3.969.297 | ||
+ | ! style="background-color: #d3e1db;" | 148 | ||
+ | | 185.007.406 | ||
+ | | 4.822.636 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 129 | ||
+ | | 107.764.216 | ||
+ | | 3.289.466 | ||
+ | ! style="background-color: #d3e1db;" | 139 | ||
+ | | 144.758.242 | ||
+ | | 4.049.904 | ||
+ | ! style="background-color: #d3e1db;" | 149 | ||
+ | | 189.921.255 | ||
+ | | 4.913.849 | ||
+ | |- | ||
+ | ! style="background-color: #d3e1db;" | 130 | ||
+ | | 111.125.230 | ||
+ | | 3.361.014 | ||
+ | ! style="background-color: #d3e1db;" | 140 | ||
+ | | 148.889.790 | ||
+ | | 4.131.548 | ||
+ | ! style="background-color: #d3e1db;" | 150 | ||
+ | | 194.927.409 | ||
+ | | 5.006.154 | ||
+ | |- | ||
+ | |} | ||
+ | |||
+ | [[Category:Fertigkeitsratgeber]] | ||
+ | [[Category:Tipps und Tricks]] |
Aktuelle Version vom 26. Januar 2016, 20:05 Uhr
Auf dieser Seite findet ihr die benötigten EP sowie den Unterschied an EP zur vorherigen Stufe. Die Stufen 1 bis 99 gelten für alle Fertigkeiten, Kerkerkunde kann noch bis 120 trainiert werden. Die Stufen 121 und höher sind rein theoretischer Natur und berechnen sich aus den vorhergehenden. Da ab 200 Millionen EP nicht mehr mitgezählt wird, gibt es keine Stufe 127 zu erreichen.
Inhaltsverzeichnis
Reguläre Fertigkeiten
Stufen 1 bis 99
Stufe | Benötigte EP | Unterschied | Stufe | Benötigte EP | Unterschied | Stufe | Benötigte EP | Unterschied |
---|---|---|---|---|---|---|---|---|
1 | 0 | 0 | 34 | 20.224 | 1.977 | 67 | 547.953 | 51.699 |
2 | 83 | 83 | 35 | 22.406 | 2.182 | 68 | 605.032 | 57.079 |
3 | 174 | 91 | 36 | 24.815 | 2.409 | 69 | 668.051 | 63.019 |
4 | 276 | 102 | 37 | 27.473 | 2.658 | 70 | 737.627 | 69.576 |
5 | 388 | 112 | 38 | 30.408 | 2.935 | 71 | 814.445 | 76.818 |
6 | 512 | 124 | 39 | 33.648 | 3.240 | 72 | 899.257 | 84.812 |
7 | 650 | 138 | 40 | 37.224 | 3.576 | 73 | 992.895 | 93638 |
8 | 801 | 151 | 41 | 41.171 | 3.947 | 74 | 1.096.278 | 103.383 |
9 | 969 | 168 | 42 | 45.529 | 4.358 | 75 | 1.210.421 | 114.143 |
10 | 1.154 | 185 | 43 | 50.339 | 4.810 | 76 | 1.336.433 | 126.022 |
11 | 1.358 | 204 | 44 | 55.649 | 5.310 | 77 | 1.475.581 | 139.138 |
12 | 1.584 | 226 | 45 | 61.512 | 5.863 | 78 | 1.629.200 | 153.619 |
13 | 1.833 | 249 | 46 | 67.983 | 6.471 | 79 | 1.798.808 | 169.608 |
14 | 2.107 | 274 | 47 | 75.127 | 7.144 | 80 | 1.986.068 | 187.260 |
15 | 2.411 | 304 | 48 | 83.014 | 7.887 | 81 | 2.192.818 | 206.750 |
16 | 2.746 | 335 | 49 | 91.721 | 8.707 | 82 | 2.421.087 | 228.269 |
17 | 3.115 | 369 | 50 | 101.333 | 9.612 | 83 | 2.673.114 | 252.027 |
18 | 3.523 | 408 | 51 | 111.945 | 10.612 | 84 | 2.951.373 | 278.259 |
19 | 3.973 | 450 | 52 | 123.660 | 11.715 | 85 | 3.258.594 | 307.221 |
20 | 4.470 | 497 | 53 | 136.594 | 12.934 | 86 | 3.597.792 | 339.198 |
21 | 5.018 | 548 | 54 | 150.872 | 14.278 | 87 | 3.972.294 | 374.502 |
22 | 5.624 | 606 | 55 | 166.636 | 15.764 | 88 | 4.385.776 | 413.482 |
23 | 6.291 | 667 | 56 | 184.040 | 17.404 | 89 | 4.842.295 | 456.519 |
24 | 7.028 | 737 | 57 | 203254 | 19214 | 90 | 5.346.332 | 504.037 |
25 | 7.842 | 814 | 58 | 224.466 | 21.212 | 91 | 5.902.831 | 556.499 |
26 | 8.740 | 898 | 59 | 247.886 | 23.420 | 92 | 6.517.253 | 614.422 |
27 | 9.730 | 990 | 60 | 273.742 | 25.856 | 93 | 7.195.629 | 678.376 |
28 | 10.824 | 1.094 | 61 | 302.288 | 28.546 | 94 | 7.944.614 | 748.985 |
29 | 12.031 | 1.207 | 62 | 333.804 | 31.516 | 95 | 8.771.558 | 826.944 |
30 | 13.363 | 1.332 | 63 | 368.599 | 34.795 | 96 | 9.684.577 | 913.019 |
31 | 14.833 | 1.470 | 64 | 407.015 | 38.416 | 97 | 10.692.629 | 1.008.052 |
32 | 16.456 | 1.623 | 65 | 449.428 | 42.413 | 98 | 11.805.606 | 1.112.977 |
33 | 18.247 | 1.791 | 66 | 496.254 | 46.826 | 99 | 13.034.431 | 1.228.825 |
Stufen 100 bis 126 (theoretische Stufen)
Stufe | Benötigte EP | Unterschied | Stufe | Benötigte EP | Unterschied | Stufe | Benötigte EP | Unterschied |
---|---|---|---|---|---|---|---|---|
100 | 14.391.160 | 1.356.729 | 109 | 35.085.654 | 3.307.711 | 118 | 85.539.082 | 8.064.254 |
101 | 15.889.109 | 1.497.949 | 110 | 38.737.661 | 3.652.007 | 119 | 94.442.737 | 8.903.655 |
102 | 17.542.976 | 1.653.867 | 111 | 42.769.801 | 4.032.140 | 120 | 104.273.167 | 9.830.430 |
103 | 19.368.992 | 1.826.016 | 112 | 47.221.641 | 4.451.840 | 121 | 115.126.838 | 10.853.671 |
104 | 21.385.073 | 2.016.081 | 113 | 52.136.869 | 4.915.228 | 122 | 127.110.260 | 11.983.422 |
105 | 23.611.006 | 2.225.933 | 114 | 57.563.718 | 5.426.849 | 123 | 140.341.028 | 13.230.768 |
106 | 26.068.632 | 2.457.626 | 115 | 63.555.443 | 5.991.725 | 124 | 154.948.977 | 14.607.949 |
107 | 28.782.069 | 2.713.437 | 116 | 70.170.840 | 6.615.397 | 125 | 171.077.457 | 16.128.480 |
108 | 31.777.943 | 2.995.874 | 117 | 77.474.828 | 7.303.988 | 126 | 188.884.740 | 17.807.283 |
Elite-Fertigkeiten
Stufen 1 bis 120
Stufe | Benötigte EP | Unterschied | Stufe | Benötigte EP | Unterschied | Stufe | Benötigte EP | Unterschied | Stufe | Benötigte EP | Unterschied |
---|---|---|---|---|---|---|---|---|---|---|---|
1 | 0 | 0 | 34 | 454.796 | 50.162 | 67 | 7.028.964 | 420.491 | 100 | 37.608.773 | 1.535.262 |
2 | 830 | 830 | 35 | 509.259 | 54.463 | 68 | 7.467.354 | 438.390 | 101 | 39.270.442 | 1.661.669 |
3 | 1.861 | 1.031 | 36 | 568.254 | 58.995 | 69 | 7.924.122 | 456.786 | 102 | 40.978.509 | 1.708.067 |
4 | 2.902 | 1.041 | 37 | 632.019 | 63.765 | 70 | 8.399.751 | 475.629 | 103 | 42.733.789 | 1.755.280 |
5 | 3.980 | 1.078 | 38 | 700.797 | 68.778 | 71 | 8.925.664 | 525.913 | 104 | 44.537.107 | 1.803.318 |
6 | 5.126 | 1.146 | 39 | 774.834 | 74.037 | 72 | 9.472.665 | 547.001 | 105 | 46.389.292 | 1.852.185 |
7 | 6.380 | 1.264 | 40 | 854.383 | 79.549 | 73 | 10.041.285 | 568.620 | 106 | 48.291.180 | 1.901.888 |
8 | 7.787 | 1.397 | 41 | 946.227 | 91.844 | 74 | 10.632.061 | 590.776 | 107 | 50.243.611 | 1.952.431 |
9 | 9.400 | 1.613 | 42 | 1.044.569 | 98.342 | 75 | 11.245.538 | 613.477 | 108 | 52.247.435 | 2.003.824 |
10 | 11.275 | 1.875 | 43 | 1.149.696 | 105.127 | 76 | 11.882.262 | 636.724 | 109 | 54.303.504 | 2.056.069 |
11 | 13.605 | 2.330 | 44 | 1.261.903 | 112.207 | 77 | 12.542.789 | 660.527 | 110 | 56.412.678 | 2.109.174 |
12 | 16.372 | 2.767 | 45 | 1.381.488 | 119.585 | 78 | 13.227.679 | 684.890 | 111 | 58.575.823 | 2.163.145 |
13 | 19.656 | 3.284 | 46 | 1.508.756 | 127.268 | 79 | 13.937.496 | 709.817 | 112 | 60.793.812 | 2.217.989 |
14 | 23.546 | 3.890 | 47 | 1.644.015 | 135.259 | 80 | 14.672.812 | 735.316 | 113 | 63.067.521 | 2.273.709 |
15 | 28.134 | 4.592 | 48 | 1.787.581 | 143.566 | 81 | 15.478.994 | 806.182 | 114 | 65.397.835 | 2.330.314 |
16 | 33.520 | 5.382 | 49 | 1.939.773 | 152.192 | 82 | 16.313.404 | 834.410 | 115 | 67.785.643 | 2.387.808 |
17 | 39.809 | 6.289 | 50 | 2.100.917 | 161.144 | 83 | 17.176.661 | 863.257 | 116 | 70.231.841 | 2.446.198 |
18 | 47.109 | 7.300 | 51 | 2.283.490 | 182.573 | 84 | 18.069.395 | 892.734 | 117 | 72.737.330 | 2.505.489 |
19 | 55.535 | 8.426 | 52 | 2.476.369 | 192.879 | 85 | 18.992.239 | 922.844 | 118 | 75.303.019 | 2.565.689 |
20 | 65.209 | 9.267 | 53 | 2.679.907 | 203.538 | 86 | 19.945.843 | 953.604 | 119 | 77.929.820 | 2.626.801 |
21 | 77.190 | 12.388 | 54 | 2.894.505 | 214.598 | 87 | 20.930.821 | 984.978 | 120 | 80.618.654 | 2.688.834 |
22 | 90.811 | 13.621 | 55 | 3.120.508 | 226.003 | 88 | 21.947.856 | 1.017.035 | |||
23 | 106.221 | 15.410 | 56 | 3.358.307 | 237.799 | 89 | 22.997.593 | 1.049.737 | |||
24 | 123.573 | 17.352 | 57 | 3.608.290 | 249.983 | 90 | 24.080.695 | 1.083.102 | |||
25 | 143.025 | 19.452 | 58 | 3.870.846 | 262.556 | 91 | 25.259.906 | 1.179.211 | |||
26 | 164.742 | 21.717 | 59 | 4.146.374 | 275.528 | 92 | 26.475.754 | 1.215.848 | |||
27 | 188.893 | 24.151 | 60 | 4.435.275 | 288.901 | 93 | 27.731.955 | 1.256.201 | |||
28 | 215.651 | 26.758 | 61 | 4.758.122 | 322.847 | 94 | 29.020.233 | 1.288.278 | |||
29 | 245.196 | 29.545 | 62 | 5.096.111 | 337.989 | 95 | 30.350.318 | 1.330.085 | |||
30 | 277.713 | 32.517 | 63 | 5.449.685 | 353.574 | 96 | 31.719.944 | 1.369.626 | |||
31 | 316.311 | 38.598 | 64 | 5.819.299 | 369.614 | 97 | 33.129.852 | 1.409.908 | |||
32 | 358.547 | 42.236 | 65 | 6.205.407 | 386.108 | 98 | 34.580.790 | 1.450.938 | |||
33 | 404.634 | 46.087 | 66 | 6.608.473 | 403.066 | 99 | 36.073.511 | 1.492.721 |
Stufen 121 bis 150 (theoretische Stufen)
Stufe | Benötigte EP | Unterschied | Stufe | Benötigte EP | Unterschied | Stufe | Benötigte EP | Unterschied |
---|---|---|---|---|---|---|---|---|
121 | 83.370.445 | 2.751.791 | 131 | 114.558.777 | 3.433.547 | 141 | 153.104.021 | 4.214.231 |
122 | 86.186.124 | 2.815.679 | 132 | 118.065.845 | 3.507.068 | 142 | 157.401.983 | 4.297.962 |
123 | 89.066.630 | 2.880.506 | 133 | 121.647.430 | 3.581.585 | 143 | 161.784.728 | 4.382.745 |
124 | 92.012.904 | 2.946.274 | 134 | 125.304.532 | 3.657.102 | 144 | 166.253.312 | 4.468.584 |
125 | 95.025.896 | 3.012.992 | 135 | 129.038.159 | 3.733.627 | 145 | 170.808.801 | 4.555.489 |
126 | 98.106.559 | 3.080.663 | 136 | 132.849.323 | 3.811.164 | 146 | 175.452.262 | 4.643.461 |
127 | 101.255.855 | 3.149.296 | 137 | 136.739.041 | 3.889.718 | 147 | 180.184.770 | 4.732.508 |
128 | 104.474.750 | 3.218.895 | 138 | 140.708.338 | 3.969.297 | 148 | 185.007.406 | 4.822.636 |
129 | 107.764.216 | 3.289.466 | 139 | 144.758.242 | 4.049.904 | 149 | 189.921.255 | 4.913.849 |
130 | 111.125.230 | 3.361.014 | 140 | 148.889.790 | 4.131.548 | 150 | 194.927.409 | 5.006.154 |