World of Dungeons - Enzykloplaedia - User contributions [zh_cn]

骰子系统

2008-06-27T04:56:37Z

Noctimarge: /* 以魔法飞弹作为例子说明 */

= 该页面涉及地下城世界的伤害命中计算等内容(测试，未完成) =

==攻击投掷==

平均攻击投掷为

2 * 主要攻击属性 + 1 * 次要攻击属性 + 2 * 技能等级

===以魔法飞弹作为例子说明===

魔法飞弹以感知作为主要攻击属性，智力为次要攻击属性。

一个拥有4感知与3智力的角色如果将他的魔法飞弹等级提升至6，那么他施展魔法飞弹时的平均攻击投掷便是:
<pre>
2*感知 + 1*智力 + 2*魔法飞弹
=2*4 + 1*3 + 2*6
=23
</pre>
(注意：一些物品给予投掷上的奖励与惩罚，种族特色亦会影响这个值；平均投掷只反映期望，每次的投掷结果高低不定)

对手的防御投掷也使用相同的计算方式，此处若以 [https://wca11.world-of-dungeons.org/wod/spiel/hero/skill.php?key=5oqX6a2U 抗魔] 抵抗飞弹，平均防御投掷为：

(假设对手属性为5意志4智力并拥有等级7的抗魔)

<pre>
(2*意志 + 1*智力 + 2*抗魔)*1.2
=(2*5 + 1*4 + 2*7)*1.2
=33[33.6] (地下城世界的所有投掷都使用去尾处理，小数部分忽略)
</pre>
(注意：一些物品给予投掷上的奖励与惩罚，种族特色亦会影响这个值；平均投掷只反映期望，每次的投掷结果高低不定)

当攻击投掷(实际投掷结果，并非平均投掷)高于防御投掷时攻击有效。

==伤害投掷==

平均伤害投掷为：

主要伤害属性 / 2 + 次要伤害属性 / 3 + 技能等级 / 2

===以魔法飞弹作为例子说明===

魔法飞弹以意志作为主要伤害属性，体质为次要伤害属性。

一个拥有5意志与3体质的角色如果将他的魔法飞弹等级提升至6，那么他施展魔法飞弹时的平均伤害投掷便是:
<pre>
(意志/2 + 体质/3 + 魔法飞弹/2)*0.95
=(5/2 + 3/3 + 6/2)*0.95
=(2.5 + 1 + 3)*0.95
=6[6.175] (地下城世界的所有投掷都使用去尾处理，小数部分忽略)
</pre>
(注意：一些物品给予投掷上的奖励与惩罚；平均投掷只反映期望，每次的投掷结果高低不定)

其他技能的效果亦按照类似的方法计算

==Test Rolls==

After the average value has been determined, there will be a simulated dice roll.
Different dice with values from 0 up to a maximum value will be rolled. Fractions are rounded down.

Example:

{| border=0 cellspacing=0 cellpadding=5
| '''die'''
| '''average'''
| '''value'''
|-
|D3
|1
|0, 1, 2
|-
|D5
|2
|0 - 4
|-
|D7
|3
|0 - 6
|-
|D9
|4
|0 - 8
|-
|D11
|5
|0 - 10
|-
|D13
|6
|0 - 12
|-
|D15
|7
|0 - 14
|-
|...
|...
|...
|-
|D (2 X +1)
|X
|0 - 2 X
|-

|}

Depending on the average value of the test roll more than one die will be used.
A D15 is usually the maximum dice value (dice value from 0 to 14)
There will never be more than 6 similar dice at any given time.
To make sure that the average roll equals the average value, an additional smaller die will be used in the calculation.

Example:

{| border=0 cellspacing=0 cellpadding=5
| '''average'''
| '''die'''
|-
|1
|D3
|-
|2
|D5
|-
|...
|...
|-
|7
|D15
|-
|8
|D15 + D3
|-
|9
|D15 + D5
|-
|10
|D15 + D7
|-
|...
|...
|-
|14
|2 D15
|-
|15
|2 D15 + D3
|-
|16
|2 D16 + D3
|-
|...
|...
|-
|42
|6 D15
|-
|43
|6 D15 + D3
|-
|44
|6 D15 + D5
|-
|46
|6 D15 + D7
|-
|47
|6 D15 + D9
|-
|48
|6 D17
|-
|49
|6 D17 + D3
|-
|50
|6 D17 + D5
|-
|...
|...
|-
|53
|6 D17 + D11
|-
|54
|6 D19
|-
|55
|6 D19 + D3
|-
|...
|...
|-

|}

骰子系统

2008-06-27T04:52:15Z

Noctimarge: /* 以魔法飞弹作为例子说明 */

= 该页面涉及地下城世界的伤害命中计算等内容(测试，未完成) =

==攻击投掷==

平均攻击投掷为

2 * 主要攻击属性 + 1 * 次要攻击属性 + 2 * 技能等级

===以魔法飞弹作为例子说明===

魔法飞弹以感知作为主要攻击属性，智力为次要攻击属性。

一个拥有4感知与3智力的角色如果将他的魔法飞弹等级提升至6，那么他施展魔法飞弹时的平均攻击投掷便是:
<pre>
2*感知 + 1*智力 + 2*魔法飞弹
=2*4 + 1*3 + 2*6
=23
</pre>
(注意：一些物品给予投掷上的奖励与惩罚，种族特色亦会影响这个值；平均投掷只反映期望，每次的投掷结果高低不定)

对手的防御投掷也使用相同的计算方式，此处若以 [https://wca11.world-of-dungeons.org/wod/spiel/hero/skill.php?key=5oqX6a2U 抗魔] 抵抗飞弹，平均防御投掷为：

(假设对手属性为5意志4智力并拥有等级7的抗魔)

<pre>
(2*意志 + 1*智力 + 2*抗魔)*1.2
=(2*5 + 1*4 + 2*7)*1.2
=33[33.6] (地下城世界的所有投掷都使用去尾处理，小数部分忽略)
</pre>
(注意：一些物品给予投掷上的奖励与惩罚，种族特色亦会影响这个值；平均投掷只反映期望，每次的投掷结果高低不定)

当攻击投掷(实际投掷结果，并非平均投掷)高于防御投掷时攻击有效。

==伤害投掷==

平均伤害投掷为：

主要伤害属性 / 2 + 次要伤害属性 / 3 + 技能等级 / 2

===以魔法飞弹作为例子说明===

魔法飞弹以意志作为主要伤害属性，体质为次要伤害属性。

一个拥有5意志与3体质的角色如果将他的魔法飞弹等级提升至6，那么他施展魔法飞弹时的平均伤害投掷便是:
<pre>
0.95*(意志/2 + 体质/3 + 魔法飞弹/2)
=0.95*(5/2 + 3/3 + 6/2)
=0.95*(2.5 + 1 + 3)
=6[6.175] (地下城世界的所有投掷都使用去尾处理，小数部分忽略)
</pre>
(注意：一些物品给予投掷上的奖励与惩罚；平均投掷只反映期望，每次的投掷结果高低不定)

其他技能的效果亦按照类似的方法计算

==Test Rolls==

After the average value has been determined, there will be a simulated dice roll.
Different dice with values from 0 up to a maximum value will be rolled. Fractions are rounded down.

Example:

{| border=0 cellspacing=0 cellpadding=5
| '''die'''
| '''average'''
| '''value'''
|-
|D3
|1
|0, 1, 2
|-
|D5
|2
|0 - 4
|-
|D7
|3
|0 - 6
|-
|D9
|4
|0 - 8
|-
|D11
|5
|0 - 10
|-
|D13
|6
|0 - 12
|-
|D15
|7
|0 - 14
|-
|...
|...
|...
|-
|D (2 X +1)
|X
|0 - 2 X
|-

|}

Depending on the average value of the test roll more than one die will be used.
A D15 is usually the maximum dice value (dice value from 0 to 14)
There will never be more than 6 similar dice at any given time.
To make sure that the average roll equals the average value, an additional smaller die will be used in the calculation.

Example:

{| border=0 cellspacing=0 cellpadding=5
| '''average'''
| '''die'''
|-
|1
|D3
|-
|2
|D5
|-
|...
|...
|-
|7
|D15
|-
|8
|D15 + D3
|-
|9
|D15 + D5
|-
|10
|D15 + D7
|-
|...
|...
|-
|14
|2 D15
|-
|15
|2 D15 + D3
|-
|16
|2 D16 + D3
|-
|...
|...
|-
|42
|6 D15
|-
|43
|6 D15 + D3
|-
|44
|6 D15 + D5
|-
|46
|6 D15 + D7
|-
|47
|6 D15 + D9
|-
|48
|6 D17
|-
|49
|6 D17 + D3
|-
|50
|6 D17 + D5
|-
|...
|...
|-
|53
|6 D17 + D11
|-
|54
|6 D19
|-
|55
|6 D19 + D3
|-
|...
|...
|-

|}

骰子系统

2008-06-27T04:51:14Z

Noctimarge: ===以魔法飞弹作为例子说明===

= 该页面涉及地下城世界的伤害命中计算等内容(测试，未完成) =

==攻击投掷==

平均攻击投掷为

2 * 主要攻击属性 + 1 * 次要攻击属性 + 2 * 技能等级

===以魔法飞弹作为例子说明===

魔法飞弹以感知作为主要攻击属性，智力为次要攻击属性。

一个拥有4感知与3智力的角色如果将他的魔法飞弹等级提升至6，那么他施展魔法飞弹时的平均攻击投掷便是:
<pre>
2*感知 + 1*智力 + 2*魔法飞弹
=2*4 + 1*3 + 2*6
=23
</pre>
(注意：一些物品给予投掷上的奖励与惩罚，种族特色亦会影响这个值；平均投掷只反映期望，每次的投掷结果高低不定)

对手的防御投掷也使用相同的计算方式，此处若以 [https://wca11.world-of-dungeons.org/wod/spiel/hero/skill.php?key=5oqX6a2U 抗魔] 抵抗飞弹，平均防御投掷为：

(假设对手属性为5意志4智力并拥有等级7的抗魔)

<pre>
(2*意志 + 1*智力 + 2*抗魔)*1.2
=(2*5 + 1*4 + 2*7)*1.2
=33[33.6] (地下城世界的所有投掷都使用去尾处理，小数部分忽略)
</pre>
(注意：一些物品给予投掷上的奖励与惩罚，种族特色亦会影响这个值；平均投掷只反映期望，每次的投掷结果高低不定)

当攻击投掷(实际投掷结果，并非平均投掷)高于防御投掷时攻击有效。

==伤害投掷==

平均伤害投掷为：

主要伤害属性 / 2 + 次要伤害属性 / 3 + 技能等级 / 2

===以魔法飞弹作为例子说明===

魔法飞弹以意志作为主要伤害属性，体质为次要伤害属性。

一个拥有5意志与3体质的角色如果将他的魔法飞弹等级提升至6，那么他施展魔法飞弹时的平均伤害投掷便是:
<pre>
意志/2 + 体质/3 + 魔法飞弹/2
=0.95*(5/2 + 3/3 + 6/2)
=0.95(2.5 + 1 + 3)
=6[6.175]
</pre>
(注意：一些物品给予投掷上的奖励与惩罚；平均投掷只反映期望，每次的投掷结果高低不定)

其他技能的效果亦按照类似的方法计算

==Test Rolls==

After the average value has been determined, there will be a simulated dice roll.
Different dice with values from 0 up to a maximum value will be rolled. Fractions are rounded down.

Example:

{| border=0 cellspacing=0 cellpadding=5
| '''die'''
| '''average'''
| '''value'''
|-
|D3
|1
|0, 1, 2
|-
|D5
|2
|0 - 4
|-
|D7
|3
|0 - 6
|-
|D9
|4
|0 - 8
|-
|D11
|5
|0 - 10
|-
|D13
|6
|0 - 12
|-
|D15
|7
|0 - 14
|-
|...
|...
|...
|-
|D (2 X +1)
|X
|0 - 2 X
|-

|}

Depending on the average value of the test roll more than one die will be used.
A D15 is usually the maximum dice value (dice value from 0 to 14)
There will never be more than 6 similar dice at any given time.
To make sure that the average roll equals the average value, an additional smaller die will be used in the calculation.

Example:

{| border=0 cellspacing=0 cellpadding=5
| '''average'''
| '''die'''
|-
|1
|D3
|-
|2
|D5
|-
|...
|...
|-
|7
|D15
|-
|8
|D15 + D3
|-
|9
|D15 + D5
|-
|10
|D15 + D7
|-
|...
|...
|-
|14
|2 D15
|-
|15
|2 D15 + D3
|-
|16
|2 D16 + D3
|-
|...
|...
|-
|42
|6 D15
|-
|43
|6 D15 + D3
|-
|44
|6 D15 + D5
|-
|46
|6 D15 + D7
|-
|47
|6 D15 + D9
|-
|48
|6 D17
|-
|49
|6 D17 + D3
|-
|50
|6 D17 + D5
|-
|...
|...
|-
|53
|6 D17 + D11
|-
|54
|6 D19
|-
|55
|6 D19 + D3
|-
|...
|...
|-

|}

骰子系统

2008-06-27T04:45:19Z

Noctimarge: /* Damage Roll */

= 该页面涉及地下城世界的伤害命中计算等内容(测试，未完成) =

==攻击投掷==

平均攻击投掷为

2 * 主要攻击属性 + 1 * 次要攻击属性 + 2 * 技能等级

===以魔法飞弹作为例子说明===

魔法飞弹以感知作为主要攻击属性，智力为次要攻击属性。

一个拥有4感知与3智力的角色如果将他的魔法飞弹等级提升至6，那么他施展魔法飞弹时的平均攻击投掷便是:
<pre>
2*感知 + 1*智力 + 2*魔法飞弹
=2*4 + 1*3 + 2*6
=23
</pre>
(注意：一些物品给予投掷上的奖励与惩罚，种族特色亦会影响这个值；平均投掷只反映期望，每次的投掷结果高低不定)

对手的防御投掷也使用相同的计算方式，此处若以 [https://wca11.world-of-dungeons.org/wod/spiel/hero/skill.php?key=5oqX6a2U 抗魔] 抵抗飞弹，平均防御投掷为：

(假设对手属性为5意志4智力并拥有等级7的抗魔)

<pre>
(2*意志 + 1*智力 + 2*抗魔)*1.2
=(2*5 + 1*4 + 2*7)*1.2
=33[33.6] (地下城世界的所有投掷都使用去尾处理，小数部分忽略)
</pre>
(注意：一些物品给予投掷上的奖励与惩罚，种族特色亦会影响这个值；平均投掷只反映期望，每次的投掷结果高低不定)

当攻击投掷(实际投掷结果，并非平均投掷)高于防御投掷时攻击有效。

==伤害投掷==

平均伤害投掷为：

主要伤害属性 / 2 + 次要伤害属性 / 3 + 技能等级 / 2

===Example: Brawling===

Brawling has strength as its primary damage attribute, and constitution as its secondary damage attribute.

If your hero has 4 strength, 6 constitution and level 8 brawling, the average damage roll is:
<pre>
strength/2 + constitution/3 + brawling/2
=4/2 + 6/3 + 8/2
= 2 + 2 + 4
= 8
</pre>
(note: some items lend an additional bonus or malus to this value)

Effects of spells and skills are calculated in a similar manner.

==Test Rolls==

After the average value has been determined, there will be a simulated dice roll.
Different dice with values from 0 up to a maximum value will be rolled. Fractions are rounded down.

Example:

{| border=0 cellspacing=0 cellpadding=5
| '''die'''
| '''average'''
| '''value'''
|-
|D3
|1
|0, 1, 2
|-
|D5
|2
|0 - 4
|-
|D7
|3
|0 - 6
|-
|D9
|4
|0 - 8
|-
|D11
|5
|0 - 10
|-
|D13
|6
|0 - 12
|-
|D15
|7
|0 - 14
|-
|...
|...
|...
|-
|D (2 X +1)
|X
|0 - 2 X
|-

|}

Depending on the average value of the test roll more than one die will be used.
A D15 is usually the maximum dice value (dice value from 0 to 14)
There will never be more than 6 similar dice at any given time.
To make sure that the average roll equals the average value, an additional smaller die will be used in the calculation.

Example:

{| border=0 cellspacing=0 cellpadding=5
| '''average'''
| '''die'''
|-
|1
|D3
|-
|2
|D5
|-
|...
|...
|-
|7
|D15
|-
|8
|D15 + D3
|-
|9
|D15 + D5
|-
|10
|D15 + D7
|-
|...
|...
|-
|14
|2 D15
|-
|15
|2 D15 + D3
|-
|16
|2 D16 + D3
|-
|...
|...
|-
|42
|6 D15
|-
|43
|6 D15 + D3
|-
|44
|6 D15 + D5
|-
|46
|6 D15 + D7
|-
|47
|6 D15 + D9
|-
|48
|6 D17
|-
|49
|6 D17 + D3
|-
|50
|6 D17 + D5
|-
|...
|...
|-
|53
|6 D17 + D11
|-
|54
|6 D19
|-
|55
|6 D19 + D3
|-
|...
|...
|-

|}

骰子系统

2008-06-27T04:32:15Z

Noctimarge: /* 以魔法飞弹作为例子说明 */

= 该页面涉及地下城世界的伤害命中计算等内容(测试，未完成) =

==攻击投掷==

平均攻击投掷为

2 * 主要攻击属性 + 1 * 次要攻击属性 + 2 * 技能等级

===以魔法飞弹作为例子说明===

魔法飞弹以感知作为主要攻击属性，智力为次要攻击属性。

一个拥有4感知与3智力的角色如果将他的魔法飞弹等级提升至6，那么他施展魔法飞弹时的平均攻击投掷便是:
<pre>
2*感知 + 1*智力 + 2*魔法飞弹
=2*4 + 1*3 + 2*6
=23
</pre>
(注意：一些物品给予投掷上的奖励与惩罚，种族特色亦会影响这个值；平均投掷只反映期望，每次的投掷结果高低不定)

对手的防御投掷也使用相同的计算方式，此处若以 [https://wca11.world-of-dungeons.org/wod/spiel/hero/skill.php?key=5oqX6a2U 抗魔] 抵抗飞弹，平均防御投掷为：

(假设对手属性为5意志4智力并拥有等级7的抗魔)

<pre>
(2*意志 + 1*智力 + 2*抗魔)*1.2
=(2*5 + 1*4 + 2*7)*1.2
=33[33.6] (地下城世界的所有投掷都使用去尾处理，小数部分忽略)
</pre>
(注意：一些物品给予投掷上的奖励与惩罚，种族特色亦会影响这个值；平均投掷只反映期望，每次的投掷结果高低不定)

当攻击投掷(实际投掷结果，并非平均投掷)高于防御投掷时攻击有效。

==Damage Roll==

The basic damage roll is:

primary damage attribute / 2 + secondary damage attribute / 3 + skill level / 2

===Example: Brawling===

Brawling has strength as its primary damage attribute, and constitution as its secondary damage attribute.

If your hero has 4 strength, 6 constitution and level 8 brawling, the average damage roll is:
<pre>
strength/2 + constitution/3 + brawling/2
=4/2 + 6/3 + 8/2
= 2 + 2 + 4
= 8
</pre>
(note: some items lend an additional bonus or malus to this value)

Effects of spells and skills are calculated in a similar manner.

==Test Rolls==

After the average value has been determined, there will be a simulated dice roll.
Different dice with values from 0 up to a maximum value will be rolled. Fractions are rounded down.

Example:

{| border=0 cellspacing=0 cellpadding=5
| '''die'''
| '''average'''
| '''value'''
|-
|D3
|1
|0, 1, 2
|-
|D5
|2
|0 - 4
|-
|D7
|3
|0 - 6
|-
|D9
|4
|0 - 8
|-
|D11
|5
|0 - 10
|-
|D13
|6
|0 - 12
|-
|D15
|7
|0 - 14
|-
|...
|...
|...
|-
|D (2 X +1)
|X
|0 - 2 X
|-

|}

Depending on the average value of the test roll more than one die will be used.
A D15 is usually the maximum dice value (dice value from 0 to 14)
There will never be more than 6 similar dice at any given time.
To make sure that the average roll equals the average value, an additional smaller die will be used in the calculation.

Example:

{| border=0 cellspacing=0 cellpadding=5
| '''average'''
| '''die'''
|-
|1
|D3
|-
|2
|D5
|-
|...
|...
|-
|7
|D15
|-
|8
|D15 + D3
|-
|9
|D15 + D5
|-
|10
|D15 + D7
|-
|...
|...
|-
|14
|2 D15
|-
|15
|2 D15 + D3
|-
|16
|2 D16 + D3
|-
|...
|...
|-
|42
|6 D15
|-
|43
|6 D15 + D3
|-
|44
|6 D15 + D5
|-
|46
|6 D15 + D7
|-
|47
|6 D15 + D9
|-
|48
|6 D17
|-
|49
|6 D17 + D3
|-
|50
|6 D17 + D5
|-
|...
|...
|-
|53
|6 D17 + D11
|-
|54
|6 D19
|-
|55
|6 D19 + D3
|-
|...
|...
|-

|}

骰子系统

2008-06-27T04:09:39Z

Noctimarge: /* 以魔法飞弹作为例子说明 */

= 该页面涉及地下城世界的伤害命中计算等内容(测试，未完成) =

==攻击投掷==

平均攻击投掷为

2 * 主要攻击属性 + 1 * 次要攻击属性 + 2 * 技能等级

===以魔法飞弹作为例子说明===

魔法飞弹以感知作为主要攻击属性，智力为次要攻击属性。

一个拥有4感知与3智力的角色如果将他的魔法飞弹等级至6，那么他施展魔法飞弹时的平均攻击投掷便是:
<pre>
2*感知 + 1*智力 + 2*魔法飞弹
=2*4 + 1*3 + 2*6
=23
</pre>
(注意：一些物品给予投掷上的奖励与惩罚，种族特色亦会影响这个值；平均投掷只反映期望，每次的投掷结果高低不定)

对手的防御投掷也使用相同的计算方式，此处若以 [https://wca11.world-of-dungeons.org/wod/spiel/hero/skill.php?key=5oqX6a2U 抗魔] 抵抗飞弹，平均防御投掷为：

(假设对手属性为5意志4智力并拥有等级7的抗魔)

<pre>
(2*意志 + 1*智力 + 2*抗魔)*1.2
=(2*5 + 1*4 + 2*7)*1.2
=33[33.6] (地下城世界的所有投掷都使用去尾处理，小数部分忽略)
</pre>
(注意：一些物品给予投掷上的奖励与惩罚，种族特色亦会影响这个值；平均投掷只反映期望，每次的投掷结果高低不定)

当攻击投掷(实际投掷结果，并非平均投掷)高于防御投掷时攻击有效。

==Damage Roll==

The basic damage roll is:

primary damage attribute / 2 + secondary damage attribute / 3 + skill level / 2

===Example: Brawling===

Brawling has strength as its primary damage attribute, and constitution as its secondary damage attribute.

If your hero has 4 strength, 6 constitution and level 8 brawling, the average damage roll is:
<pre>
strength/2 + constitution/3 + brawling/2
=4/2 + 6/3 + 8/2
= 2 + 2 + 4
= 8
</pre>
(note: some items lend an additional bonus or malus to this value)

Effects of spells and skills are calculated in a similar manner.

==Test Rolls==

After the average value has been determined, there will be a simulated dice roll.
Different dice with values from 0 up to a maximum value will be rolled. Fractions are rounded down.

Example:

{| border=0 cellspacing=0 cellpadding=5
| '''die'''
| '''average'''
| '''value'''
|-
|D3
|1
|0, 1, 2
|-
|D5
|2
|0 - 4
|-
|D7
|3
|0 - 6
|-
|D9
|4
|0 - 8
|-
|D11
|5
|0 - 10
|-
|D13
|6
|0 - 12
|-
|D15
|7
|0 - 14
|-
|...
|...
|...
|-
|D (2 X +1)
|X
|0 - 2 X
|-

|}

Depending on the average value of the test roll more than one die will be used.
A D15 is usually the maximum dice value (dice value from 0 to 14)
There will never be more than 6 similar dice at any given time.
To make sure that the average roll equals the average value, an additional smaller die will be used in the calculation.

Example:

{| border=0 cellspacing=0 cellpadding=5
| '''average'''
| '''die'''
|-
|1
|D3
|-
|2
|D5
|-
|...
|...
|-
|7
|D15
|-
|8
|D15 + D3
|-
|9
|D15 + D5
|-
|10
|D15 + D7
|-
|...
|...
|-
|14
|2 D15
|-
|15
|2 D15 + D3
|-
|16
|2 D16 + D3
|-
|...
|...
|-
|42
|6 D15
|-
|43
|6 D15 + D3
|-
|44
|6 D15 + D5
|-
|46
|6 D15 + D7
|-
|47
|6 D15 + D9
|-
|48
|6 D17
|-
|49
|6 D17 + D3
|-
|50
|6 D17 + D5
|-
|...
|...
|-
|53
|6 D17 + D11
|-
|54
|6 D19
|-
|55
|6 D19 + D3
|-
|...
|...
|-

|}

骰子系统

2008-06-26T16:25:48Z

Noctimarge: 新页面: = 该页面涉及地下城世界的伤害命中计算等内容(测试，未完成) = ==攻击投掷== 平均攻击投掷为 2 * 主要攻击属性 + 1 * 次要攻击属性 + 2 * 技...

= 该页面涉及地下城世界的伤害命中计算等内容(测试，未完成) =

==攻击投掷==

平均攻击投掷为

2 * 主要攻击属性 + 1 * 次要攻击属性 + 2 * 技能等级

===以魔法飞弹作为例子说明===

魔法飞弹以感知作为主要攻击属性，智力为次要攻击属性。

一个拥有4感知与3智力的角色如果将他的魔法飞弹等级至6，那么他施展魔法飞弹时的平均攻击投掷便是:
<pre>
2*感知 + 1*智力 + 2*魔法飞弹
=2*4 + 1*3 + 2*6
=23
</pre>
(注意：一些物品给予攻击上的奖励与惩罚，种族特色亦会影响这个值)

Your opponents defense [[Combat System - Parry Attacks|defense roll]] is calculated in a similar manner.

Your opponent may use 2 skills for parrying your attack([http://info.world-of-dungeons.net/wod/spiel/hero/skill.php?key=ZG9kZ2UgYmxvdyAg Dodge blow],
[http://info.world-of-dungeons.net/wod/spiel/hero/skill.php?key=dXNlIHNoaWVsZCAg Use shield]) or just natural defenses. See [[Combat System - Parry Attacks|defense roll]] to find out which attributes are used.

If your opponent is using [http://info.world-of-dungeons.net/wod/spiel/hero/skill.php?key=ZG9kZ2UgYmxvdyAg Dodge blow] and has 4 dexterity, 6 agility and rank 6 dodge blow, the average defense roll is:
<pre>
(2*dexterity + 1*agility + 2*dodge blow)*1.1
=(2*4 + 1*6 + 2*6)*1.1
=(8 + 6 + 12)*1.1
=26*1.1=28 (calculations in WoD are always rounded down)
</pre>
(note: some items lend an additional bonus or malus to this value)
(note: each roll will deviate randomly up or down)

If the attackers roll is higher than the defenders, the damage roll will be initiated.

==Damage Roll==

The basic damage roll is:

primary damage attribute / 2 + secondary damage attribute / 3 + skill level / 2

===Example: Brawling===

Brawling has strength as its primary damage attribute, and constitution as its secondary damage attribute.

If your hero has 4 strength, 6 constitution and level 8 brawling, the average damage roll is:
<pre>
strength/2 + constitution/3 + brawling/2
=4/2 + 6/3 + 8/2
= 2 + 2 + 4
= 8
</pre>
(note: some items lend an additional bonus or malus to this value)

Effects of spells and skills are calculated in a similar manner.

==Test Rolls==

After the average value has been determined, there will be a simulated dice roll.
Different dice with values from 0 up to a maximum value will be rolled. Fractions are rounded down.

Example:

{| border=0 cellspacing=0 cellpadding=5
| '''die'''
| '''average'''
| '''value'''
|-
|D3
|1
|0, 1, 2
|-
|D5
|2
|0 - 4
|-
|D7
|3
|0 - 6
|-
|D9
|4
|0 - 8
|-
|D11
|5
|0 - 10
|-
|D13
|6
|0 - 12
|-
|D15
|7
|0 - 14
|-
|...
|...
|...
|-
|D (2 X +1)
|X
|0 - 2 X
|-

|}

Depending on the average value of the test roll more than one die will be used.
A D15 is usually the maximum dice value (dice value from 0 to 14)
There will never be more than 6 similar dice at any given time.
To make sure that the average roll equals the average value, an additional smaller die will be used in the calculation.

Example:

{| border=0 cellspacing=0 cellpadding=5
| '''average'''
| '''die'''
|-
|1
|D3
|-
|2
|D5
|-
|...
|...
|-
|7
|D15
|-
|8
|D15 + D3
|-
|9
|D15 + D5
|-
|10
|D15 + D7
|-
|...
|...
|-
|14
|2 D15
|-
|15
|2 D15 + D3
|-
|16
|2 D16 + D3
|-
|...
|...
|-
|42
|6 D15
|-
|43
|6 D15 + D3
|-
|44
|6 D15 + D5
|-
|46
|6 D15 + D7
|-
|47
|6 D15 + D9
|-
|48
|6 D17
|-
|49
|6 D17 + D3
|-
|50
|6 D17 + D5
|-
|...
|...
|-
|53
|6 D17 + D11
|-
|54
|6 D19
|-
|55
|6 D19 + D3
|-
|...
|...
|-

|}