
![]() | Name | Cavaliere del Serpente nero: Fendivento |
| Possible Title | “C’era una volta un vento gentile…” | |
| Sub | The Abyss Order | |
| Grade | Elite | |
| Possible Name | Adalgsio, Adelbert, Erhard, Roderigo, Gunther, Sieger, Faramund, Filibert, Athalsteinn, Aldric | |
| Description | Una guardia di una certa importanza a corte, che abbatte i nemici dei sovrani della nazione grazie alla sua particolare tecnica con la spada, nota come “Verità assoluta”. La Spada del crepuscolo un tempo militava nelle loro fila. La gloria di quel regno si è ormai estinta, senza alcuna speranza di poterla reclamare. |
| Table of Content |
| Drop |
| Similar Monsters |
| Found in Domain |
| Found in Stage |
| Monster Stats |
| Gallery |
| Map Location |
| Related Tutorial |
Drop
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Similar Monsters
| Icon | Name | Grade | Drop |
| Armatura oscura: Alfiere | Elite | ||
| Armatura oscura: Rompifile | Elite | ||
| Armatura oscura: Difensore | Elite | ||
| Cavaliere del Serpente nero: Fendivento | Elite | ||
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Found in Domain
| Icon | Name | Monsters | Reward |
| Abisso a spirale | |||
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Found in Stage
| items per Page |
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Monster Stats
Variant #1
| n/a | ||||||||||
| Base Stats | Resistances | |||||||||
| HP | Atk | Def | ||||||||
| 95.09 | 62.8 | 500 | 30% | 10% | 10% | 10% | 10% | 50% | 10% | 10% |
| Lv | HP | Atk | Def | HP (2P) | Atk (2P) | Def (2P) | HP (3P) | Atk (3P) | Def (3P) | HP (4P) | Atk (4P) | Def (4P) |
| 1 | 513.94 | 126.89 | 505 | 770.91 | 139.58 | 505 | 1027.88 | 158.61 | 505 | 1284.85 | 177.65 | 505 |
| 5 | 1157.65 | 212.18 | 525 | 1736.48 | 233.4 | 525 | 2315.3 | 265.23 | 525 | 2894.13 | 297.05 | 525 |
| 15 | 3648.79 | 535.51 | 575 | 5473.19 | 589.06 | 575 | 7297.58 | 669.39 | 575 | 9121.98 | 749.71 | 575 |
| 20 | 5957.87 | 836.25 | 600 | 8936.81 | 919.88 | 600 | 11915.74 | 1045.31 | 600 | 14894.68 | 1170.75 | 600 |
| 25 | 8339.47 | 1142.66 | 625 | 12509.21 | 1256.93 | 625 | 16678.94 | 1428.33 | 625 | 20848.68 | 1599.72 | 625 |
| 30 | 11094.79 | 1365.88 | 650 | 16642.19 | 1502.47 | 650 | 22189.58 | 1707.35 | 650 | 27736.98 | 1912.23 | 650 |
| 35 | 14893.82 | 1645.23 | 675 | 22340.73 | 1809.75 | 675 | 29787.64 | 2056.54 | 675 | 37234.55 | 2303.32 | 675 |
| 40 | 19920.93 | 2042.07 | 700 | 29881.4 | 2246.28 | 700 | 39841.86 | 2552.59 | 700 | 49802.33 | 2858.9 | 700 |
| 45 | 26762.31 | 2416.17 | 725 | 40143.47 | 2657.79 | 725 | 53524.62 | 3020.21 | 725 | 66905.78 | 3382.64 | 725 |
| 50 | 36704.73 | 2872.37 | 750 | 55057.1 | 3159.61 | 750 | 73409.46 | 3590.46 | 750 | 91761.83 | 4021.32 | 750 |
| 55 | 47627.2 | 3308.71 | 775 | 71440.8 | 3639.58 | 775 | 95254.4 | 4135.89 | 775 | 119068 | 4632.19 | 775 |
| 60 | 62012.6 | 3836.48 | 800 | 93018.9 | 4220.13 | 800 | 124025.2 | 4795.6 | 800 | 155031.5 | 5371.07 | 800 |
| 65 | 81527.92 | 4438.2 | 825 | 122291.88 | 4882.02 | 825 | 163055.84 | 5547.75 | 825 | 203819.8 | 6213.48 | 825 |
| 70 | 102564.67 | 5101.86 | 850 | 153847.01 | 5612.05 | 850 | 205129.34 | 6377.33 | 850 | 256411.68 | 7142.6 | 850 |
| 75 | 128337.78 | 6256.57 | 875 | 192506.67 | 6882.23 | 875 | 256675.56 | 7820.71 | 875 | 320844.45 | 8759.2 | 875 |
| 80 | 165456.32 | 7411.27 | 900 | 248184.48 | 8152.4 | 900 | 330912.64 | 9264.09 | 900 | 413640.8 | 10375.78 | 900 |
| 85 | 211387.08 | 8565.98 | 925 | 317080.62 | 9422.58 | 925 | 422774.16 | 10707.48 | 925 | 528467.7 | 11992.37 | 925 |
| 90 | 259702.02 | 9515.69 | 950 | 389553.03 | 10467.26 | 950 | 519404.04 | 11894.61 | 950 | 649255.05 | 13321.97 | 950 |
| 95 | 318000.61 | 10915.48 | 975 | 477000.92 | 12007.03 | 975 | 636001.22 | 13644.35 | 975 | 795001.53 | 15281.67 | 975 |
| 100 | 388220.13 | 12311.04 | 1000 | 582330.2 | 13542.14 | 1000 | 776440.26 | 15388.8 | 1000 | 970550.33 | 17235.46 | 1000 |
Variant #2
| n/a | ||||||||||
| Base Stats | Resistances | |||||||||
| HP | Atk | Def | ||||||||
| 142.63 | 50.24 | 500 | 30% | 10% | 10% | 10% | 10% | 50% | 10% | 10% |
| Lv | HP | Atk | Def | HP (2P) | Atk (2P) | Def (2P) | HP (3P) | Atk (3P) | Def (3P) | HP (4P) | Atk (4P) | Def (4P) |
| 1 | 770.91 | 101.51 | 505 | 1156.37 | 111.66 | 505 | 1541.82 | 126.89 | 505 | 1927.28 | 142.11 | 505 |
| 5 | 1736.48 | 169.74 | 525 | 2604.72 | 186.71 | 525 | 3472.96 | 212.18 | 525 | 4341.2 | 237.64 | 525 |
| 15 | 5473.18 | 428.41 | 575 | 8209.77 | 471.25 | 575 | 10946.36 | 535.51 | 575 | 13682.95 | 599.77 | 575 |
| 20 | 8936.81 | 669 | 600 | 13405.22 | 735.9 | 600 | 17873.62 | 836.25 | 600 | 22342.03 | 936.6 | 600 |
| 25 | 12509.21 | 914.13 | 625 | 18763.82 | 1005.54 | 625 | 25018.42 | 1142.66 | 625 | 31273.03 | 1279.78 | 625 |
| 30 | 16642.19 | 1092.71 | 650 | 24963.29 | 1201.98 | 650 | 33284.38 | 1365.89 | 650 | 41605.48 | 1529.79 | 650 |
| 35 | 22340.73 | 1316.19 | 675 | 33511.1 | 1447.81 | 675 | 44681.46 | 1645.24 | 675 | 55851.83 | 1842.67 | 675 |
| 40 | 29881.39 | 1633.66 | 700 | 44822.09 | 1797.03 | 700 | 59762.78 | 2042.08 | 700 | 74703.48 | 2287.12 | 700 |
| 45 | 40143.46 | 1932.93 | 725 | 60215.19 | 2126.22 | 725 | 80286.92 | 2416.16 | 725 | 100358.65 | 2706.1 | 725 |
| 50 | 55057.09 | 2297.9 | 750 | 82585.64 | 2527.69 | 750 | 110114.18 | 2872.38 | 750 | 137642.73 | 3217.06 | 750 |
| 55 | 71440.79 | 2646.97 | 775 | 107161.19 | 2911.67 | 775 | 142881.58 | 3308.71 | 775 | 178601.98 | 3705.76 | 775 |
| 60 | 93018.9 | 3069.19 | 800 | 139528.35 | 3376.11 | 800 | 186037.8 | 3836.49 | 800 | 232547.25 | 4296.87 | 800 |
| 65 | 122291.88 | 3550.56 | 825 | 183437.82 | 3905.62 | 825 | 244583.76 | 4438.2 | 825 | 305729.7 | 4970.78 | 825 |
| 70 | 153847.01 | 4081.49 | 850 | 230770.52 | 4489.64 | 850 | 307694.02 | 5101.86 | 850 | 384617.53 | 5714.09 | 850 |
| 75 | 192506.67 | 5005.25 | 875 | 288760.01 | 5505.78 | 875 | 385013.34 | 6256.56 | 875 | 481266.68 | 7007.35 | 875 |
| 80 | 248184.49 | 5929.02 | 900 | 372276.74 | 6521.92 | 900 | 496368.98 | 7411.28 | 900 | 620461.23 | 8300.63 | 900 |
| 85 | 317080.62 | 6852.79 | 925 | 475620.93 | 7538.07 | 925 | 634161.24 | 8565.99 | 925 | 792701.55 | 9593.91 | 925 |
| 90 | 389553.02 | 7612.55 | 950 | 584329.53 | 8373.81 | 950 | 779106.04 | 9515.69 | 950 | 973882.55 | 10657.57 | 950 |
| 95 | 477000.92 | 8732.38 | 975 | 715501.38 | 9605.62 | 975 | 954001.84 | 10915.48 | 975 | 1192502.3 | 12225.33 | 975 |
| 100 | 582330.2 | 9848.84 | 1000 | 873495.3 | 10833.72 | 1000 | 1164660.4 | 12311.05 | 1000 | 1455825.5 | 13788.38 | 1000 |






Buffing state is the dumbest thing to do in any game unless is last resort and they did fix his bur...