Серебряный Слиток
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Серебряный Слиток
etcitem
Вес :2
A material used to make Dwarven items. Can be sold in any shop.
Краткая информация
- Item ID: 1873
- Англ. название: Silver Nugget
- Базовая цена: 500
Имя | Уровень | Rate | Шанс | Кол-во | |
---|---|---|---|---|---|
![]() | 5 | ![]() | 0.3902% | 1 | |
![]() | 15 | ![]() | 1.368% | 1 | |
![]() | 17 | ![]() | 1.483% | 1 | |
![]() | 17 | ![]() | 1.454% | 1 | |
![]() | 18 | ![]() | 0.8549% | 1 | |
![]() | 18 | ![]() | 1.247% | 1 | |
![]() | 19 | ![]() | 0.8656% | 1 | |
![]() | 20 | ![]() | 1.809% | 1 | |
![]() | 22 | ![]() | 2% | 1 | |
![]() | 25 | ![]() | 1.999% | 1 | |
![]() | 30 | ![]() | 2.321% | 1 | |
![]() | 12 | ![]() | 0.7% | 1 | |
![]() | 14 | ![]() | 0.9868% | 1 | |
![]() | 15 | ![]() | 1.14% | 1 | |
![]() | 17 | ![]() | 1.357% | 1 | |
![]() | 21 | ![]() | 1.716% | 1 | |
![]() | 32 | ![]() | 2.197% | 1 | |
![]() | 21 | ![]() | 2.019% | 1 | |
![]() | 21 | ![]() | 2.019% | 1 | |
![]() | 24 | ![]() | 2.407% | 1 | |
![]() | 29 | ![]() | 3.441% | 1 | |
![]() | 44 | ![]() | 4.13% | 1 | |
![]() | 49 | ![]() | 5.014% | 1 | |
![]() | 28 | ![]() | 1.997% | 1 | |
![]() | 34 | ![]() | 2.255% | 1 | |
![]() | 35 | ![]() | 3.185% | 1 | |
![]() | 33 | ![]() | 3.651% | 1 | |
![]() | 30 | ![]() | 2.344% | 1 | |
![]() | 31 | ![]() | 2.466% | 1 | |
![]() | 9 | ![]() | 0.5862% | 1 | |
![]() | 16 | ![]() | 1.403% | 1 | |
![]() | 6 | ![]() | 0.4593% | 1 | |
![]() | 5 | ![]() | 0.3902% | 1 | |
![]() | 10 | ![]() | 0.6022% | 1 | |
![]() | 8 | ![]() | 0.4908% | 1 | |
![]() | 13 | ![]() | 1.429% | 1 | |
![]() | 8 | ![]() | 0.4908% | 1 | |
![]() | 21 | ![]() | 1.869% | 1 | |
![]() | 16 | ![]() | 1.193% | 1 | |
![]() | 25 | ![]() | 2.403% | 1 | |
![]() | 17 | ![]() | 1.919% | 1 | |
![]() | 22 | ![]() | 2.373% | 1 | |
![]() | 8 | ![]() | 1.011% | 1 | |
![]() | 18 | ![]() | 0.9974% | 1 | |
![]() | 17 | ![]() | 0.8884% | 1 | |
![]() | 21 | ![]() | 1.144% | 1 | |
![]() | 10 | ![]() | 1.054% | 1 | |
![]() | 14 | ![]() | 0.7524% | 1 | |
![]() | 14 | ![]() | 1.463% | 1 | |
![]() | 1 | ![]() | 0.09405% | 1 | |
![]() | 24 | ![]() | 3.146% | 1 | |
![]() | 5 | ![]() | 0.5795% | 1 | |
![]() | 8 | ![]() | 1.011% | 1 | |
![]() | 15 | ![]() | 1.82% | 1 | |
![]() | 14 | ![]() | 1.492% | 1 | |
![]() | 4 | ![]() | 0.3991% | 1 | |
![]() | 8 | ![]() | 0.7583% | 1 | |
![]() | 4 | ![]() | 0.5322% | 1 | |
![]() | 16 | ![]() | 1.403% | 1 | |
![]() | 1 | ![]() | 0.1646% | 1 | |
![]() | 17 | ![]() | 0.8286% | 1 | |
![]() | 15 | ![]() | 1.535% | 1 | |
![]() | 15 | ![]() | 1.842% | 1 | |
![]() | 12 | ![]() | 1.631% | 1 | |
![]() | 4 | ![]() | 0.3991% | 1 | |
![]() | 1 | ![]() | 0.2195% | 1 | |
![]() | 1 | ![]() | 0.1646% | 1 | |
![]() | 1 | ![]() | 0.2195% | 1 | |
![]() | 2 | ![]() | 0.247% | 1 | |
![]() | 2 | ![]() | 0.1852% | 1 | |
![]() | 2 | ![]() | 0.247% | 1 | |
![]() | 12 | ![]() | 1.359% | 1 | |
![]() | 17 | ![]() | 0.5997% | 1 | |
![]() | 1 | ![]() | 0.1317% | 1 | |
![]() | 36 | ![]() | 2.355% | 1 | |
![]() | 45 | ![]() | 1.694% | 1 | |
![]() | 44 | ![]() | 1.944% | 1 | |
![]() | 45 | ![]() | 2.022% | 1 | |
![]() | 50 | ![]() | 1.517% | 1 | |
![]() | 36 | ![]() | 2.721% | 1 | |
![]() | 37 | ![]() | 2.364% | 1 | |
![]() | 38 | ![]() | 5.292% | 1 | |
![]() | 44 | ![]() | 1.633% | 1 | |
![]() | 45 | ![]() | 2.541% | 1 | |
![]() | 45 | ![]() | 3.799% | 1 | |
![]() | 52 | ![]() | 3.537% | 1 | |
![]() | 40 | ![]() | 3.721% | 1 | |
![]() | 42 | ![]() | 3.298% | 1 | |
![]() | 45 | ![]() | 2.063% | 1 | |
![]() | 31 | ![]() | 2.389% | 1 | |
![]() | 27 | ![]() | 2.529% | 1 | |
![]() | 62 | ![]() | 6.119% | 1 | |
![]() | 64 | ![]() | 8.756% | 1 | |
![]() | 65 | ![]() | 7.558% | 1 | |
![]() | 70 | ![]() | 15.48% | 1 | |
![]() | 41 | ![]() | 3.148% | 1 | |
![]() | 43 | ![]() | 3.516% | 1 | |
![]() | 49 | ![]() | 4.476% | 1 | |
![]() | 52 | ![]() | 1.865% | 1 | |
![]() | 57 | ![]() | 3.093% | 1 | |
![]() | 58 | ![]() | 3.006% | 1 | |
![]() | 45 | ![]() | 1.905% | 1 | |
![]() | 47 | ![]() | 1.932% | 1 | |
![]() | 63 | ![]() | 2.545% | 1 | |
![]() | 47 | ![]() | 2.361% | 1 | |
![]() | 42 | ![]() | 6.638% | 1 | |
![]() | 50 | ![]() | 4.786% | 1 | |
![]() | 28 | ![]() | 3.483% | 1 | |
![]() | 69 | ![]() | 8.173% | 1 | |
![]() | 38 | ![]() | 4.054% | 1 | |
![]() | 72 | ![]() | 4.759% | 1 | |
![]() | 70 | ![]() | 5.508% | 1 | |
![]() | 17 | ![]() | 1.919% | 1 | |
![]() | 14 | ![]() | 1.756% | 1 | |
![]() | 43 | ![]() | 3.41% | 1 | |
![]() | 48 | ![]() | 3.007% | 1 | |
![]() | 60 | ![]() | 4.867% | 1 | |
![]() | 66 | ![]() | 8.091% | 1 | |
![]() | 69 | ![]() | 9.842% | 1 | |
![]() | 45 | ![]() | 3.524% | 1 | |
![]() | 47 | ![]() | 1.911% | 1 | |
![]() | 52 | ![]() | 2.117% | 1 | |
![]() | 46 | ![]() | 3.675% | 1 | |
![]() | 73 | ![]() | 8.69% | 2 - 6 | |
![]() | 37 | ![]() | 1.053% | 1 | |
![]() | 46 | ![]() | 1.89% | 1 | |
![]() | 47 | ![]() | 1.415% | 1 | |
![]() | 50 | ![]() | 1.35% | 1 | |
![]() | 55 | ![]() | 2.258% | 1 | |
![]() | 64 | ![]() | 1.618% | 1 | |
![]() | 78 | ![]() | 2.978% | 1 | |
![]() | 75 | ![]() | 5.321% | 1 | |
![]() | 64 | ![]() | 6.602% | 1 | |
![]() | 44 | ![]() | 6.938% | 1 | |
![]() | 51 | ![]() | 2.281% | 1 | |
![]() | 53 | ![]() | 2.446% | 1 | |
![]() | 55 | ![]() | 2.491% | 1 | |
![]() | 58 | ![]() | 2.093% | 1 | |
![]() | 59 | ![]() | 2.295% | 1 | |
![]() | 64 | ![]() | 2.385% | 1 | |
![]() | 30 | ![]() | 1.451% | 1 | |
![]() | 31 | ![]() | 2.04% | 1 | |
![]() | 34 | ![]() | 3.449% | 1 | |
![]() | 26 | ![]() | 1.654% | 1 | |
![]() | 28 | ![]() | 1.815% | 1 | |
![]() | 69 | ![]() | 10% | 1 | |
![]() | 70 | ![]() | 2.695% | 4 - 12 | |
![]() | 73 | ![]() | 12.58% | 1 | |
![]() | 75 | ![]() | 14.24% | 1 | |
![]() | 70 | ![]() | 7.982% | 1 | |
![]() | 69 | ![]() | 6.906% | 1 | |
![]() | 60 | ![]() | 4.568% | 1 | |
![]() | 71 | ![]() | 12.56% | 1 | |
![]() | 74 | ![]() | 14.69% | 1 | |
![]() | 75 | ![]() | 4.268% | 2 - 6 | |
![]() | 74 | ![]() | 10.77% | 1 | |
![]() | 71 | ![]() | 4.325% | 1 | |
![]() | 19 | ![]() | 2.057% | 1 | |
![]() | 21 | ![]() | 4.038% | 1 | |
![]() | 24 | ![]() | 3.209% | 1 | |
![]() | 20 | ![]() | 1.064% | 1 | |
![]() | 21 | ![]() | 2.019% | 1 | |
![]() | 24 | ![]() | 2.622% | 1 | |
![]() | 29 | ![]() | 1.572% | 1 | |
![]() | 29 | ![]() | 6.899% | 1 | |
![]() | 43 | ![]() | 9.423% | 1 | |
![]() | 46 | ![]() | 5.538% | 1 | |
![]() | 53 | ![]() | 5.026% | 1 | |
![]() | 64 | ![]() | 6.17% | 1 | |
![]() | 74 | ![]() | 8.992% | 1 | |
![]() | 21 | ![]() | 5.239% | 1 | |
![]() | 27 | ![]() | 4.421% | 1 | |
![]() | 45 | ![]() | 9.019% | 1 | |
![]() | 51 | ![]() | 9.135% | 1 | |
![]() | 54 | ![]() | 9.739% | 1 | |
![]() | 69 | ![]() | 12.43% | 1 | |
![]() | 78 | ![]() | 11.38% | 1 | |
![]() | 21 | ![]() | 5.239% | 1 | |
![]() | 27 | ![]() | 5.306% | 1 | |
![]() | 45 | ![]() | 7.891% | 1 | |
![]() | 54 | ![]() | 9.739% | 1 | |
![]() | 69 | ![]() | 13.53% | 1 | |
![]() | 78 | ![]() | 12.39% | 1 | |
![]() | 42 | ![]() | 8.478% | 1 | |
![]() | 55 | ![]() | 5.722% | 1 | |
![]() | 57 | ![]() | 5.111% | 1 | |
![]() | 67 | ![]() | 7.658% | 1 | |
![]() | 32 | ![]() | 5.409% | 1 | |
![]() | 45 | ![]() | 5.83% | 1 | |
![]() | 47 | ![]() | 5.651% | 1 | |
![]() | 77 | ![]() | 11.43% | 1 | |
![]() | 18 | ![]() | 2.015% | 1 | |
![]() | 59 | ![]() | 6.238% | 1 | |
![]() | 38 | ![]() | 6.327% | 1 | |
![]() | 70 | ![]() | 4.036% | 1 | |
![]() | 70 | ![]() | 4.012% | 1 | |
![]() | 70 | ![]() | 4.062% | 1 | |
![]() | 70 | 2.159% | 1 | ||
![]() | 71 | ![]() | 4.509% | 2 - 6 | |
![]() | 71 | ![]() | 5.803% | 1 | |
![]() | 72 | ![]() | 10.97% | 1 | |
![]() | 75 | ![]() | 14.82% | 1 | |
![]() | 76 | ![]() | 18.76% | 1 | |
![]() | 76 | ![]() | 17.3% | 1 | |
![]() | 72 | ![]() | 13.95% | 1 | |
![]() | 73 | ![]() | 8.13% | 1 | |
![]() | 74 | ![]() | 8.399% | 1 | |
![]() | 76 | ![]() | 9.179% | 1 | |
![]() | 77 | ![]() | 7.822% | 1 | |
![]() | 78 | ![]() | 7.504% | 1 | |
![]() | 78 | ![]() | 7.862% | 1 | |
![]() | 78 | ![]() | 9.383% | 1 | |
![]() | 78 | ![]() | 9.065% | 1 | |
![]() | 78 | ![]() | 9.592% | 1 | |
![]() | 78 | ![]() | 8.911% | 1 | |
![]() | 78 | ![]() | 10.37% | 1 | |
![]() | 78 | ![]() | 10.43% | 1 | |
![]() | 78 | ![]() | 12.15% | 1 | |
![]() | 78 | ![]() | 9.382% | 1 | |
![]() | 78 | ![]() | 7.193% | 1 | |
![]() | 78 | ![]() | 8.732% | 1 | |
![]() | 78 | ![]() | 4.014% | 2 - 6 | |
![]() | 78 | ![]() | 14.18% | 1 | |
![]() | 78 | ![]() | 9.198% | 1 | |
![]() | 78 | ![]() | 9.725% | 1 | |
![]() | 78 | ![]() | 14.51% | 1 | |
![]() | 78 | ![]() | 19.81% | 1 | |
![]() | 78 | ![]() | 14.96% | 1 | |
![]() | 78 | ![]() | 19.74% | 1 | |
![]() | 78 | ![]() | 2.11% | 4 - 12 | |
![]() | 78 | ![]() | 2.787% | 3 - 9 | |
![]() | 78 | ![]() | 4.305% | 2 - 6 | |
![]() | 78 | ![]() | 2.973% | 4 - 12 | |
![]() | 78 | ![]() | 6.877% | 2 - 6 | |
![]() | 78 | ![]() | 15.48% | 1 | |
![]() | 78 | ![]() | 13.62% | 1 | |
![]() | 78 | ![]() | 14.06% | 1 | |
![]() | 78 | ![]() | 16.23% | 1 | |
![]() | 78 | ![]() | 4.57% | 2 - 6 | |
![]() | 78 | ![]() | 11.72% | 1 | |
![]() | 78 | ![]() | 17.27% | 1 | |
![]() | 78 | ![]() | 19.31% | 1 | |
![]() | 78 | ![]() | 3.415% | 3 - 9 | |
![]() | 78 | ![]() | 15.76% | 1 | |
![]() | 78 | ![]() | 14.57% | 1 | |
![]() | 78 | 14.84% | 1 | ||
![]() | 78 | ![]() | 4.534% | 2 - 6 | |
![]() | 78 | ![]() | 4.257% | 2 - 6 | |
![]() | 78 | ![]() | 5.905% | 2 - 6 | |
![]() | 78 | ![]() | 6.671% | 2 - 6 | |
![]() | 78 | ![]() | 3.678% | 3 - 9 | |
![]() | 78 | ![]() | 15.03% | 1 | |
![]() | 78 | ![]() | 15.53% | 1 | |
![]() | 78 | ![]() | 16.22% | 1 | |
![]() | 78 | ![]() | 3.734% | 3 - 9 | |
![]() | 78 | ![]() | 3.185% | 3 - 9 | |
![]() | 78 | ![]() | 7.03% | 2 - 6 | |
![]() | 78 | ![]() | 6.81% | 2 - 6 | |
![]() | 65 | ![]() | 0.7274% | 1 | |
![]() | 66 | ![]() | 0.6835% | 1 | |
![]() | 69 | ![]() | 3.692% | 1 | |
![]() | 69 | ![]() | 3.413% | 1 | |
![]() | 69 | ![]() | 3.692% | 1 | |
![]() | 69 | ![]() | 7.091% | 1 | |
![]() | 72 | ![]() | 3.902% | 1 | |
![]() | 73 | ![]() | 5.664% | 1 | |
![]() | 74 | ![]() | 7.054% | 1 | |
![]() | 72 | ![]() | 4.458% | 1 | |
![]() | 60 | ![]() | 3.212% | 1 | |
![]() | 60 | ![]() | 3.828% | 1 | |
![]() | 61 | ![]() | 3.027% | 1 | |
![]() | 62 | ![]() | 4.316% | 1 | |
![]() | 64 | ![]() | 3.905% | 1 | |
![]() | 66 | ![]() | 3.491% | 1 | |
![]() | 63 | ![]() | 2.407% | 1 | |
![]() | 64 | ![]() | 3.443% | 1 | |
![]() | 64 | ![]() | 3.512% | 1 | |
![]() | 65 | ![]() | 2.778% | 1 | |
![]() | 65 | ![]() | 2.778% | 1 | |
![]() | 67 | ![]() | 4.52% | 1 | |
![]() | 68 | ![]() | 4.552% | 1 | |
![]() | 69 | ![]() | 4.607% | 1 | |
![]() | 69 | ![]() | 4.75% | 1 | |
![]() | 70 | ![]() | 7.975% | 1 | |
![]() | 70 | ![]() | 4.493% | 1 | |
![]() | 70 | ![]() | 3.815% | 1 | |
![]() | 70 | ![]() | 3.684% | 1 | |
![]() | 71 | ![]() | 4.965% | 1 | |
![]() | 71 | ![]() | 4.577% | 1 | |
![]() | 72 | ![]() | 3.929% | 1 | |
![]() | 72 | ![]() | 5.189% | 1 | |
![]() | 73 | ![]() | 4.077% | 1 | |
![]() | 73 | ![]() | 4.182% | 1 | |
![]() | 73 | ![]() | 6.184% | 1 | |
![]() | 73 | ![]() | 5.798% | 1 | |
![]() | 73 | ![]() | 4.098% | 1 | |
![]() | 47 | ![]() | 2.595% | 1 | |
![]() | 47 | ![]() | 3.675% | 1 | |
![]() | 47 | ![]() | 7.379% | 1 | |
![]() | 49 | ![]() | 6.582% | 1 | |
![]() | 52 | ![]() | 2.875% | 1 | |
![]() | 52 | ![]() | 4.072% | 1 | |
![]() | 52 | ![]() | 8.497% | 1 | |
![]() | 54 | ![]() | 7.121% | 1 | |
![]() | 39 | ![]() | 2.211% | 1 | |
![]() | 39 | ![]() | 2.809% | 1 | |
![]() | 73 | ![]() | 4.291% | 1 | |
![]() | 75 | ![]() | 4.856% | 1 | |
![]() | 35 | ![]() | 11.23% | 1 | |
![]() | 45 | ![]() | 5.592% | 1 | |
![]() | 45 | ![]() | 4.804% | 1 | |
![]() | 45 | ![]() | 4.254% | 1 | |
![]() | 43 | ![]() | 8.251% | 1 | |
![]() | 45 | ![]() | 4.743% | 1 | |
![]() | 50 | ![]() | 4.683% | 1 | |
![]() | 55 | ![]() | 10.69% | 1 | |
![]() | 55 | ![]() | 11.98% | 1 | |
![]() | 60 | ![]() | 1.134% | 1 | |
![]() | 70 | ![]() | 7.673% | 1 | |
![]() | 75 | ![]() | 8.849% | 1 | |
![]() | 70 | ![]() | 5.462% | 1 | |
![]() | 75 | ![]() | 18.74% | 1 | |
![]() | 70 | ![]() | 1.744% | 1 | |
![]() | 78 | ![]() | 12.56% | 1 | |
![]() | 78 | ![]() | 9.754% | 1 | |
![]() | 78 | ![]() | 11.42% | 1 | |
![]() | 78 | ![]() | 3.338% | 4 - 12 | |
![]() | 33 | ![]() | 1.852% | 1 | |
![]() | 48 | ![]() | 1.632% | 1 | |
![]() | 63 | ![]() | 1.925% | 1 | |
![]() | 78 | ![]() | 3.069% | 1 | |
![]() | 32 | ![]() | 2.972% | 1 | |
![]() | 36 | ![]() | 3.96% | 1 | |
![]() | 40 | ![]() | 4.913% | 1 | |
![]() | 42 | ![]() | 5.027% | 1 | |
![]() | 43 | ![]() | 4.677% | 1 | |
![]() | 44 | ![]() | 3.058% | 1 | |
![]() | 47 | ![]() | 2.886% | 1 | |
![]() | 49 | ![]() | 3.456% | 1 | |
![]() | 52 | ![]() | 11.29% | 1 | |
![]() | 52 | ![]() | 8.684% | 1 | |
![]() | 53 | ![]() | 9.863% | 1 | |
![]() | 53 | ![]() | 7.567% | 1 | |
![]() | 53 | ![]() | 2.173% | 1 | |
![]() | 54 | ![]() | 2.498% | 1 | |
![]() | 56 | ![]() | 2.801% | 1 | |
![]() | 57 | ![]() | 1.704% | 1 | |
![]() | 57 | ![]() | 2.155% | 1 | |
![]() | 58 | ![]() | 2.234% | 1 | |
![]() | 60 | ![]() | 3.241% | 1 | |
![]() | 61 | ![]() | 2.164% | 1 | |
![]() | 58 | ![]() | 12.78% | 1 | |
![]() | 75 | ![]() | 14.14% | 1 | |
![]() | 78 | ![]() | 12.75% | 1 | |
![]() | 78 | ![]() | 15.19% | 1 | |
![]() | 78 | ![]() | 15.59% | 1 | |
![]() | 78 | ![]() | 6.02% | 2 - 6 | |
![]() | 78 | ![]() | 1.633% | 1 | |
![]() | 78 | ![]() | 19.11% | 1 | |
![]() | 78 | ![]() | 3.093% | 4 - 12 | |
![]() | 78 | ![]() | 13.94% | 1 | |
![]() | 78 | ![]() | 5.099% | 2 - 6 | |
![]() | 78 | ![]() | 7.18% | 2 - 6 | |
![]() | 78 | ![]() | 15.16% | 1 | |
![]() | 78 | ![]() | 14.65% | 1 | |
![]() | 78 | ![]() | 3.52% | 3 - 9 | |
![]() | 78 | ![]() | 8.806% | 2 - 6 | |
![]() | 78 | ![]() | 5.351% | 2 - 6 | |
![]() | 78 | ![]() | 7.686% | 2 - 6 | |
![]() | 78 | ![]() | 3.636% | 3 - 9 | |
![]() | 78 | ![]() | 2.482% | 4 - 12 | |
![]() | 78 | ![]() | 10.68% | 2 - 6 | |
![]() | 78 | ![]() | 7.869% | 2 - 6 | |
![]() | 78 | ![]() | 1.251% | 1 | |
![]() | 78 | ![]() | 13.38% | 1 |