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Difference between revisions of "Frost Head"

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(Updated to SI values)
Line 66: Line 66:
 
== Elementalist ==
 
== Elementalist ==
  
 +
*Values taken from Level 58 Elementalist
 
{| border="0" cellpadding="2" cellspacing="1" style="background-color: #aaaaaa;"
 
{| border="0" cellpadding="2" cellspacing="1" style="background-color: #aaaaaa;"
 
|- {{Bgblue}}
 
|- {{Bgblue}}
Line 82: Line 83:
 
|Time||Movement Speed||Attack Speed||Probability||Time
 
|Time||Movement Speed||Attack Speed||Probability||Time
 
|-style="background-color: #ffffff;" align="center"
 
|-style="background-color: #ffffff;" align="center"
| 1||10||rowspan="20"|25||16||1.6~2.4s||100%||75~188%||100.0~120.0%||11||rowspan="24"|2s||-15.0%||-5.0%||10.0%||1.50s
+
| 1||10||rowspan="30"|15||20||1.6~2.4s||100%||95~190% +191~191||100.0~120.0%||11||rowspan="30"|2s||-12.0%||-4.0%||7.0%||1.00s
 
|-style="background-color: #ffffff;" align="center"
 
|-style="background-color: #ffffff;" align="center"
| 2||12||16||1.6~2.5s||103%||79~197%||103.4~124.1%||13||-15.8%||-5.3%||10.5%||1.53s
+
| 2||12||2||1.6~2.4s||103%||106~213% +215~215||102.1~122.5%||13||-12.8%||-4.3%||7.5%||1.03s
 
|-style="background-color: #ffffff;" align="center"
 
|-style="background-color: #ffffff;" align="center"
| 3||14||17||1.7~2.5s||107%||83~207%||106.9~128.3%||15||-16.6%||-5.5%||11.1%||1.55s
+
| 3||14||25||1.7~2.5s||106%||118~236% +231~231||104.2~125.1%||15||-13.7%||-4.6%||8%||1.07s
 
|-style="background-color: #ffffff;" align="center"
 
|-style="background-color: #ffffff;" align="center"
| 4||16||18||1.7~2.6s||110%||87~217%||110.3~132.4%||17||-17.4%||-5.8%||11.6%||1.58s
+
| 4||16||27||1.7~2.5s||109%||129~259% +255~255||106.3~127.6%||17||-14.5%||-4.8%||8.4||1.1s
 
|-style="background-color: #ffffff;" align="center"
 
|-style="background-color: #ffffff;" align="center"
| 5||18||19||1.8~2.7s||114%||91~227%||113.8~136.6%||19||-18.2%||-6.1%||12.1%||1.60s
+
| 5||18||30||1.7~2.6s||112%||141~282% +279~279||108.4~130.1%||19||-15.3%||-5.1%||8.9%||1.14s
 
|-style="background-color: #ffffff;" align="center"
 
|-style="background-color: #ffffff;" align="center"
| 6||20||20||1.8~2.7s||117%||95~237%||117.2~140.7%||21||-18.9%||-6.3%||12.6%||1.63s
+
| 6||20||33||1.8~2.6s||116%||152~305% +303~303||110.5~132.6%||21||-16.1%||-5.4%||9.4%||1.17s
 
|-style="background-color: #ffffff;" align="center"
 
|-style="background-color: #ffffff;" align="center"
| 7||22||20||1.9~2.8s||121%||99~247%||120.7~144.8%||23||-19.7%||-6.6%||13.2%||1.66s
+
| 7||22||35||1.8~2.7s||119%||164~328% +327~327||112.6~135.2%||23||-17%||-5.7%||9.9%||1.2s
 
|-style="background-color: #ffffff;" align="center"
 
|-style="background-color: #ffffff;" align="center"
| 8||24||21||1.9~2.8s||124%||103~257%||124.1~149.0%||25||-20.5%||-6.8%||13.7%||1.68s
+
| 8||24||38||1.8~2.7s||122%||175~351% +351~351||114.7~137.7%||25||-17.8%||-5.9%||10.4%||1.24s
 
|-style="background-color: #ffffff;" align="center"
 
|-style="background-color: #ffffff;" align="center"
| 9||26||22||1.9~2.9s||128%||107~266%||127.6~153.1%||27||-21.5%||-7.1%||14.2%||1.71s
+
| 9||26||41||1.9~2.8s||125%||187~373% +375~375||116.8~140.2%||27||-18.6||-6.2%||10.9%||1.28s
 
|-style="background-color: #ffffff;" align="center"
 
|-style="background-color: #ffffff;" align="center"
| 10||28||23||2.0~3.0s||131%||111~276%||131.0~157.2%||29||-22.1%||-7.4%||14.7%||1.74s
+
| 10||28||43||1.9~2.8s||128%||198~396% +399~399||118.9~142.7%||29||-19.4%||-6.5%||11.3%||1.31s
 
|-style="background-color: #ffffff;" align="center"
 
|-style="background-color: #ffffff;" align="center"
| 11||30||20||2.0~3.0s||134%||114~286%||134.5~161.4%||31||-22.9%||-7.6%||15.3%||1.76s
+
| 11||30||46||1.9~2.9s||131%||210~419% +414~414||121.1~145.3%||31||-20.3%||-6.8%||11.8%||1.35s
 
|-style="background-color: #ffffff;" align="center"
 
|-style="background-color: #ffffff;" align="center"
| 12||32||25||2.0~3.0s||138%||118~296%||137.9~165.5%||33||-23.7%||-7.9%||15.8%||1.79s
+
| 12||32||49||1.9~2.9s||134%||221~442% +438~438||123.2~147.8%||33||-21.1%||-7%||12.3%||1.38s
 
|-style="background-color: #ffffff;" align="center"
 
|-style="background-color: #ffffff;" align="center"
| 13||34||25||2.1~3.2s||141%||122~306%||141.4~169.7%||35||-24.5%||-8.2%||16.3%||1.82s
+
| 13||34||51||2.0~3.0s||137%||233~465% +462~462||125.3~150.3%||35||-21.9%||-7.3%||12.8%||1.41s
 
|-style="background-color: #ffffff;" align="center"
 
|-style="background-color: #ffffff;" align="center"
| 14||36||26||2.1~3.2s||145%||126~316%||144.8~173.8%||37||-25.3%||-8.4%||16.8%||1.84s
+
| 14||36||54||2.0~3.0s||140%||244~488% +486~486||127.4~152.8%||37||-22.8%||-7.6%||13.3%||1.45s
 
|-style="background-color: #ffffff;" align="center"
 
|-style="background-color: #ffffff;" align="center"
| 15||38||27||2.2~3.3s||148%||130~326%||148.3~177.9%||39||-26.1%||-8.7%||17.4%||1.87s
+
| 15||38||57||2.0~3.0s||143%||256~511% +510~510||129.5~155.4%||39||-23.6%||-7.9%||13.8%||1.48s
 
|-style="background-color: #ffffff;" align="center"
 
|-style="background-color: #ffffff;" align="center"
| 16||40||28||2.2~3.3s||152%||134~336%||151.7~182.1%||41||-26.8%||-8.9%||17.8%||1.90s
+
| 16||40||59||2.0~3.1s||147%||267~534% +534~534||131.6~157.9%||41||-24.4%||-8.1%||14.2%||1.52s
 
|-style="background-color: #ffffff;" align="center"
 
|-style="background-color: #ffffff;" align="center"
| 17||42||29||2.3~3.4s||155%||138~345%||155.2~186.2%||43||-27.6%||-9.2%||18.4%||1.92s
+
| 17||42||62||2.1~3.2s||150%||278~557% +447~447||133.7~160.4%||43||-25.2%||-8.4%||14.7%||1.55s
 
|-style="background-color: #ffffff;" align="center"
 
|-style="background-color: #ffffff;" align="center"
| 18||44||30||2.3~3.5s||159%||142~355%||158.6~190.3%||45||-28.4%||-9.5%||18.9%||1.95s
+
| 18||44||65||2.1~3.2s||153%||290~580% +574~574||135.8~162.9%||45||-26.1%||-8.7%||15.2%||1.59s
 
|-style="background-color: #ffffff;" align="center"
 
|-style="background-color: #ffffff;" align="center"
| 19||46||30||2.4~3.5s||162%||146~365%||162.1~194.5%||47||-29.2%||-9.7%||19.5%||1.97s
+
| 19||46||67||2.2~3.3s||156%||301~603% +598~598||137.9~165.5%||47||-26.9%||-9%||15.7%||1.62s
|-style="background-color: #98FB98;" align="center"
 
| 20 (M)||48||31||2.4~3.6s||166%||150~375%||165.5~198.6%||49||-30.0%||-10.0%||20.0%||2.00s
 
 
|-style="background-color: #ffffff;" align="center"
 
|-style="background-color: #ffffff;" align="center"
| 21||rowspan="4"|-||rowspan="4"|-||||2.4~3.7s||169%||148~385%||169.0~202.8%||51||-30.8%||-10.3%||20.5%||2.03s
+
| 20||48||70||2.2~3.3s||159%||313~626% +622~622||140~168%||49||-27.7%||-9.2%||16.2%||1.66s
 
|-style="background-color: #ffffff;" align="center"
 
|-style="background-color: #ffffff;" align="center"
| 22||||2.5~3.7s||172%||158~395%||172.4~206.9%||53||-31.6%||-10.5%||21.1%||2.05s
+
| 21||50||73||2.2~3.3s||162%||624~649% +646~646||142.1~170.5%||51||-28.6%||-9.5%||16.7%||1.69s
 
|-style="background-color: #ffffff;" align="center"
 
|-style="background-color: #ffffff;" align="center"
| 23||||2.5~3.8s||176%||162~405%||175.9~211.0%||55||-32.4%||-10.8%||21.6%||2.08s
+
| 22||52||75||2.3~3.4s||165%||336~672% +670~670||144.2~173.1%||53||-29.4%||-9.8%||17.1%||1.72s
 
|-style="background-color: #ffffff;" align="center"
 
|-style="background-color: #ffffff;" align="center"
| 24||||2.6~3.9s||179%||166~414%||179.3~215.2%||57||-33.2%||-11.1%||22.1%||2.10s
+
| 23||54||78||2.3~3.4s||168%||347~694% +694~694||146.3~175.6%||55||-30.2%||-10.1%||17.6%||1.76s
 +
|-style="background-color: #ffffff;" align="center"
 +
| 24||56||81||2.3~3.5s||171%||359~717% +718~718||148.4~178.1%||57||-31%||-10.3%||18.1%||1.79s
 +
|-style="background-color: #ffffff;" align="center"
 +
| 25||58||83||2.4~3.5s||174%||370~740% +742~742||150.5~180.6%||59||-31.9%||-10.6%||18.6%||1.83s
 +
|-style="background-color: #ffffff;" align="center"
 +
| 26||60||86||2.4~3.6s||178%||382~763% +758~758||152.6~183.2%||61||-32.7%||-10.9%||19.1%||1.86s
 +
|-style="background-color: #ffffff;" align="center"
 +
| 27||62||88||2.4~3.6s||181%||393~786% +782~782||154.7~185.7%||63||-33.5%||-11.2%||19.6%||1.90s
 +
|-style="background-color: #ffffff;" align="center"
 +
| 28||64||91||2.5~3.7s||184%||405~809% +805~805||156.8~188.2%||65||-34.3%||-11.4%||20%||1.93s
 +
|-style="background-color: #ffffff;" align="center"
 +
| 29||66||X||X~Xs||X%||X% +X||X~X%||67||-X%||-X%||X%||Xs
 +
|-style="background-color: #ffffff;" align="center"
 +
| 30||68||X||X~Xs||X%||X% +X||X~X%||69||-X%||-X%||X%||Xs
 
|}
 
|}

Revision as of 19:15, 30 June 2011



Description

Fires a Frosty's Head, which bounces toward the nearest enemy. It can be fired upward or downward by holding the up or down arrow key while firing. Charging this skill creates a larger, more damaging Frosty's Head that travels farther. Chance on hit: Slow, Freeze. Frosty's Head is a water type skill.


Prerequisite

  • Character Level 10


Details

  • Command Input: Downkey.png + Z
  • Casting Time: 0.5 second
  • Full Charge Casting Time: 0.8 second
  • Cool Time: 1 second
  • Only Elementalist can learn beyond level 10


Mage

Lv Lv Req SP MP Duration Homing Rate Weapon Magic Atk Size Slow & Freeze Lv Slow Freeze
Time Movement Speed Attack Speed Probability Time
1 10 25 16 1.6~2.4s 100% 75~188% 100.0~120.0% 11 2s -15.0% -5.0% 10.0% 1.50s
2 12 16 1.6~2.5s 103% 79~197% 103.4~124.1% 13 -15.8% -5.3% 10.5% 1.53s
3 14 17 1.7~2.5s 107% 83~207% 106.9~128.3% 15 -16.6% -5.5% 11.1% 1.55s
4 16 18 1.7~2.6s 110% 87~217% 110.3~132.4% 17 -17.4% -5.8% 11.6% 1.58s
5 18 19 1.8~2.7s 114% 91~227% 113.8~136.6% 19 -18.2% -6.1% 12.1% 1.60s
6 20 20 1.8~2.7s 117% 95~237% 117.2~140.7% 21 -18.9% -6.3% 12.6% 1.63s
7 22 20 1.9~2.8s 121% 99~247% 120.7~144.8% 23 -19.7% -6.6% 13.2% 1.66s
8 24 21 1.9~2.8s 124% 103~257% 124.1~149.0% 25 -20.5% -6.8% 13.7% 1.68s
9 26 22 1.9~2.9s 128% 107~266% 127.6~153.1% 27 -21.5% -7.1% 14.2% 1.71s
10 (M) 28 23 2.0~3.0s 131% 111~276% 131.0~157.2% 29 -22.1% -7.4% 14.7% 1.74s
11 - - 20 2.0~3.0s 134% 114~286% 134.5~161.4% 31 -22.9% -7.6% 15.3% 1.76s
12 25 2.0~3.0s 138% 118~296% 137.9~165.5% 33 -23.7% -7.9% 15.8% 1.79s


Elementalist

  • Values taken from Level 58 Elementalist
Lv Lv Req SP MP Duration Homing Rate Weapon Magic Atk Size Slow & Freeze Lv Slow Freeze
Time Movement Speed Attack Speed Probability Time
1 10 15 20 1.6~2.4s 100% 95~190% +191~191 100.0~120.0% 11 2s -12.0% -4.0% 7.0% 1.00s
2 12 2 1.6~2.4s 103% 106~213% +215~215 102.1~122.5% 13 -12.8% -4.3% 7.5% 1.03s
3 14 25 1.7~2.5s 106% 118~236% +231~231 104.2~125.1% 15 -13.7% -4.6% 8% 1.07s
4 16 27 1.7~2.5s 109% 129~259% +255~255 106.3~127.6% 17 -14.5% -4.8% 8.4 1.1s
5 18 30 1.7~2.6s 112% 141~282% +279~279 108.4~130.1% 19 -15.3% -5.1% 8.9% 1.14s
6 20 33 1.8~2.6s 116% 152~305% +303~303 110.5~132.6% 21 -16.1% -5.4% 9.4% 1.17s
7 22 35 1.8~2.7s 119% 164~328% +327~327 112.6~135.2% 23 -17% -5.7% 9.9% 1.2s
8 24 38 1.8~2.7s 122% 175~351% +351~351 114.7~137.7% 25 -17.8% -5.9% 10.4% 1.24s
9 26 41 1.9~2.8s 125% 187~373% +375~375 116.8~140.2% 27 -18.6 -6.2% 10.9% 1.28s
10 28 43 1.9~2.8s 128% 198~396% +399~399 118.9~142.7% 29 -19.4% -6.5% 11.3% 1.31s
11 30 46 1.9~2.9s 131% 210~419% +414~414 121.1~145.3% 31 -20.3% -6.8% 11.8% 1.35s
12 32 49 1.9~2.9s 134% 221~442% +438~438 123.2~147.8% 33 -21.1% -7% 12.3% 1.38s
13 34 51 2.0~3.0s 137% 233~465% +462~462 125.3~150.3% 35 -21.9% -7.3% 12.8% 1.41s
14 36 54 2.0~3.0s 140% 244~488% +486~486 127.4~152.8% 37 -22.8% -7.6% 13.3% 1.45s
15 38 57 2.0~3.0s 143% 256~511% +510~510 129.5~155.4% 39 -23.6% -7.9% 13.8% 1.48s
16 40 59 2.0~3.1s 147% 267~534% +534~534 131.6~157.9% 41 -24.4% -8.1% 14.2% 1.52s
17 42 62 2.1~3.2s 150% 278~557% +447~447 133.7~160.4% 43 -25.2% -8.4% 14.7% 1.55s
18 44 65 2.1~3.2s 153% 290~580% +574~574 135.8~162.9% 45 -26.1% -8.7% 15.2% 1.59s
19 46 67 2.2~3.3s 156% 301~603% +598~598 137.9~165.5% 47 -26.9% -9% 15.7% 1.62s
20 48 70 2.2~3.3s 159% 313~626% +622~622 140~168% 49 -27.7% -9.2% 16.2% 1.66s
21 50 73 2.2~3.3s 162% 624~649% +646~646 142.1~170.5% 51 -28.6% -9.5% 16.7% 1.69s
22 52 75 2.3~3.4s 165% 336~672% +670~670 144.2~173.1% 53 -29.4% -9.8% 17.1% 1.72s
23 54 78 2.3~3.4s 168% 347~694% +694~694 146.3~175.6% 55 -30.2% -10.1% 17.6% 1.76s
24 56 81 2.3~3.5s 171% 359~717% +718~718 148.4~178.1% 57 -31% -10.3% 18.1% 1.79s
25 58 83 2.4~3.5s 174% 370~740% +742~742 150.5~180.6% 59 -31.9% -10.6% 18.6% 1.83s
26 60 86 2.4~3.6s 178% 382~763% +758~758 152.6~183.2% 61 -32.7% -10.9% 19.1% 1.86s
27 62 88 2.4~3.6s 181% 393~786% +782~782 154.7~185.7% 63 -33.5% -11.2% 19.6% 1.90s
28 64 91 2.5~3.7s 184% 405~809% +805~805 156.8~188.2% 65 -34.3% -11.4% 20% 1.93s
29 66 X X~Xs X% X% +X X~X% 67 -X% -X% X% Xs
30 68 X X~Xs X% X% +X X~X% 69 -X% -X% X% Xs