Name | Schwarzer Schlangenreiter – Felsen spaltende Axt | |
Possible Title | „Einst hielt er der Flut der dunklen Gewässer stand wie ein Fels in der Brandung ...“ | |
Sub | The Abyss Order | |
Grade | Elite | |
Possible Name | Schwarzer Schlangenreiter Adalgsio, Schwarzer Schlangenreiter Adelbert, Schwarzer Schlangenreiter Erhard, Schwarzer Schlangenreiter Roderigo, Schwarzer Schlangenreiter Gunther, Schwarzer Schlangenreiter Sieger, Schwarzer Schlangenreiter Faramund, Schwarzer Schlangenreiter Filibert, Schwarzer Schlangenreiter Athalsteinn, Schwarzer Schlangenreiter Aldric | |
Description | Ein Kämpfer der Garde, der bei Hofe eine wichtige Rolle spielte, wendet die Schwertkampftechnik „Suche nach der Wahrheit“ an, um Feinde des Königshauses zu bekämpfen. Obwohl es sich bei „Suche nach der Wahrheit“ eigentlich um eine Schwertkampftechnik handelt, können ihre Lektionen auf eine Vielzahl von Waffen angewendet werden. In der dunkelsten Stunde des Königreichs bleibt denen, welche die Last dessen Schutzes auf ihren Schultern tragen, manchmal keine Wahl. |
Table of Content |
Found in Domain |
Monster Stats |
Gallery |
Related Tutorial |
Found in Domain
Icon | Name | Monsters | Reward |
Gewundener Abgrund | |||
items per Page |
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Monster Stats
Variant #1
n/a | ||||||||||
Base Stats | Resistances | |||||||||
HP | Atk | Def | ||||||||
108.67 | 75.36 | 500 | 10% | 10% | 10% | 10% | 10% | 10% | 50% | 10% |
Lv | HP | Atk | Def | HP (2P) | Atk (2P) | Def (2P) | HP (3P) | Atk (3P) | Def (3P) | HP (4P) | Atk (4P) | Def (4P) |
1 | 587.36 | 152.27 | 505 | 881.04 | 167.5 | 505 | 1174.72 | 190.34 | 505 | 1468.4 | 213.18 | 505 |
5 | 1323.03 | 254.61 | 525 | 1984.55 | 280.07 | 525 | 2646.06 | 318.26 | 525 | 3307.58 | 356.45 | 525 |
15 | 4170.04 | 642.61 | 575 | 6255.06 | 706.87 | 575 | 8340.08 | 803.26 | 575 | 10425.1 | 899.65 | 575 |
20 | 6809 | 1003.5 | 600 | 10213.5 | 1103.85 | 600 | 13618 | 1254.38 | 600 | 17022.5 | 1404.9 | 600 |
25 | 9530.82 | 1371.2 | 625 | 14296.23 | 1508.32 | 625 | 19061.64 | 1714 | 625 | 23827.05 | 1919.68 | 625 |
30 | 12679.76 | 1639.06 | 650 | 19019.64 | 1802.97 | 650 | 25359.52 | 2048.83 | 650 | 31699.4 | 2294.68 | 650 |
35 | 17021.51 | 1974.28 | 675 | 25532.27 | 2171.71 | 675 | 34043.02 | 2467.85 | 675 | 42553.78 | 2763.99 | 675 |
40 | 22766.78 | 2450.48 | 700 | 34150.17 | 2695.53 | 700 | 45533.56 | 3063.1 | 700 | 56916.95 | 3430.67 | 700 |
45 | 30585.5 | 2899.4 | 725 | 45878.25 | 3189.34 | 725 | 61171 | 3624.25 | 725 | 76463.75 | 4059.16 | 725 |
50 | 41948.26 | 3446.84 | 750 | 62922.39 | 3791.52 | 750 | 83896.52 | 4308.55 | 750 | 104870.65 | 4825.58 | 750 |
55 | 54431.08 | 3970.46 | 775 | 81646.62 | 4367.51 | 775 | 108862.16 | 4963.08 | 775 | 136077.7 | 5558.64 | 775 |
60 | 70871.54 | 4603.78 | 800 | 106307.31 | 5064.16 | 800 | 141743.08 | 5754.73 | 800 | 177178.85 | 6445.29 | 800 |
65 | 93174.76 | 5325.84 | 825 | 139762.14 | 5858.42 | 825 | 186349.52 | 6657.3 | 825 | 232936.9 | 7456.18 | 825 |
70 | 117216.77 | 6122.23 | 850 | 175825.16 | 6734.45 | 850 | 234433.54 | 7652.79 | 850 | 293041.93 | 8571.12 | 850 |
75 | 146671.75 | 7507.88 | 875 | 220007.63 | 8258.67 | 875 | 293343.5 | 9384.85 | 875 | 366679.38 | 10511.03 | 875 |
80 | 189092.94 | 8893.53 | 900 | 283639.41 | 9782.88 | 900 | 378185.88 | 11116.91 | 900 | 472732.35 | 12450.94 | 900 |
85 | 241585.23 | 10279.18 | 925 | 362377.85 | 11307.1 | 925 | 483170.46 | 12848.98 | 925 | 603963.08 | 14390.85 | 925 |
90 | 296802.3 | 11418.82 | 950 | 445203.45 | 12560.7 | 950 | 593604.6 | 14273.53 | 950 | 742005.75 | 15986.35 | 950 |
95 | 363429.27 | 13098.57 | 975 | 545143.91 | 14408.43 | 975 | 726858.54 | 16373.21 | 975 | 908573.18 | 18338 | 975 |
100 | 443680.15 | 14773.25 | 1000 | 665520.23 | 16250.58 | 1000 | 887360.3 | 18466.56 | 1000 | 1109200.38 | 20682.55 | 1000 |
Variant #2
n/a | ||||||||||
Base Stats | Resistances | |||||||||
HP | Atk | Def | ||||||||
163.01 | 60.29 | 500 | 10% | 10% | 10% | 10% | 10% | 10% | 50% | 10% |
Lv | HP | Atk | Def | HP (2P) | Atk (2P) | Def (2P) | HP (3P) | Atk (3P) | Def (3P) | HP (4P) | Atk (4P) | Def (4P) |
1 | 881.04 | 121.81 | 505 | 1321.56 | 133.99 | 505 | 1762.08 | 152.26 | 505 | 2202.6 | 170.53 | 505 |
5 | 1984.55 | 203.69 | 525 | 2976.83 | 224.06 | 525 | 3969.1 | 254.61 | 525 | 4961.38 | 285.17 | 525 |
15 | 6255.06 | 514.09 | 575 | 9382.59 | 565.5 | 575 | 12510.12 | 642.61 | 575 | 15637.65 | 719.73 | 575 |
20 | 10213.5 | 802.8 | 600 | 15320.25 | 883.08 | 600 | 20427 | 1003.5 | 600 | 25533.75 | 1123.92 | 600 |
25 | 14296.24 | 1096.96 | 625 | 21444.36 | 1206.66 | 625 | 28592.48 | 1371.2 | 625 | 35740.6 | 1535.74 | 625 |
30 | 19019.64 | 1311.25 | 650 | 28529.46 | 1442.38 | 650 | 38039.28 | 1639.06 | 650 | 47549.1 | 1835.75 | 650 |
35 | 25532.27 | 1579.42 | 675 | 38298.41 | 1737.36 | 675 | 51064.54 | 1974.28 | 675 | 63830.68 | 2211.19 | 675 |
40 | 34150.16 | 1960.39 | 700 | 51225.24 | 2156.43 | 700 | 68300.32 | 2450.49 | 700 | 85375.4 | 2744.55 | 700 |
45 | 45878.24 | 2319.52 | 725 | 68817.36 | 2551.47 | 725 | 91756.48 | 2899.4 | 725 | 114695.6 | 3247.33 | 725 |
50 | 62922.39 | 2757.47 | 750 | 94383.59 | 3033.22 | 750 | 125844.78 | 3446.84 | 750 | 157305.98 | 3860.46 | 750 |
55 | 81646.62 | 3176.36 | 775 | 122469.93 | 3494 | 775 | 163293.24 | 3970.45 | 775 | 204116.55 | 4446.9 | 775 |
60 | 106307.31 | 3683.02 | 800 | 159460.97 | 4051.32 | 800 | 212614.62 | 4603.78 | 800 | 265768.28 | 5156.23 | 800 |
65 | 139762.15 | 4260.67 | 825 | 209643.23 | 4686.74 | 825 | 279524.3 | 5325.84 | 825 | 349405.38 | 5964.94 | 825 |
70 | 175825.16 | 4897.78 | 850 | 263737.74 | 5387.56 | 850 | 351650.32 | 6122.23 | 850 | 439562.9 | 6856.89 | 850 |
75 | 220007.63 | 6006.3 | 875 | 330011.45 | 6606.93 | 875 | 440015.26 | 7507.88 | 875 | 550019.08 | 8408.82 | 875 |
80 | 283639.41 | 7114.82 | 900 | 425459.12 | 7826.3 | 900 | 567278.82 | 8893.53 | 900 | 709098.53 | 9960.75 | 900 |
85 | 362377.85 | 8223.34 | 925 | 543566.78 | 9045.67 | 925 | 724755.7 | 10279.18 | 925 | 905944.63 | 11512.68 | 925 |
90 | 445203.46 | 9135.06 | 950 | 667805.19 | 10048.57 | 950 | 890406.92 | 11418.83 | 950 | 1113008.65 | 12789.08 | 950 |
95 | 545143.91 | 10478.86 | 975 | 817715.87 | 11526.75 | 975 | 1090287.82 | 13098.58 | 975 | 1362859.78 | 14670.4 | 975 |
100 | 665520.23 | 11818.6 | 1000 | 998280.35 | 13000.46 | 1000 | 1331040.46 | 14773.25 | 1000 | 1663800.58 | 16546.04 | 1000 |
One response to “Schwarzer Schlangenreiter – Felsen spaltende Axt”
When will we ever encounter this guy in the open world?
Never?