Ops - Revision history

Oment at 21:45, 24 December 2023

2023-12-24T21:45:14Z

← Older revision		Revision as of 21:45, 24 December 2023
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	Additionally, as of Round 38, success chances are now modified by you and your target's current spy or wizard strength, at 1 % extra success per 10 % extra strength that you have, and vice versa. This is applied after the above formula, so if the formula says that you should have 50 % success, but your strength is 80 % while your target is at 40 %, you'd have a 54 % chance of success.		Additionally, as of Round 38, success chances are now modified by you and your target's current spy or wizard strength, at 1 % extra success per 10 % extra strength that you have, and vice versa. This is applied after the above formula, so if the formula says that you should have 50 % success, but your strength is 80 % while your target is at 40 %, you'd have a 54 % chance of success.

	Success rates do have a so-called clamp: a minimum or maximum success rate that comes in to play at the end. No matter what, you will always have a 1 % success rate on any op, while you will also only have 98 % success rate for info ops and 97 % success rate for Theft or Black Ops at the maximum. At equal strength, this translates to a roughly 10:1 ratio. The exception to this is if the target has 0 spies or 0 wizards: if that is the case, your attempt will always succeed, bypassing any and all checks, including those for the -50 % success [[Wonders]].		Success rates do have a so-called clamp: a minimum or maximum success rate that comes in to play at the end. No matter what, you will ''always'' have a 1 % success rate on any op, while you will also only have 98 % success rate for info ops and 97 % success rate for Theft or Black Ops at the maximum. At equal strength, this translates to a roughly 10:1 ratio for blops. The exception to this is if the target has 0 spies or 0 wizards: if that is the case, your attempt will always succeed, bypassing any and all checks, including those for the -50 % success [[Wonders]].

	== Examples ==		== Examples ==
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	2:1 ratio: 87.8%		2:1 ratio: 87.8%
	\| style="vertical-align: top;" \| Having half the ratio of your target means you can somewhat reliably get information on them, if you do not mind losing spies in the process~~. There's a maximum success chance of 98 %, so there's always some random fail chance~~.		\| style="vertical-align: top;" \| Having half the ratio of your target means you can somewhat reliably get information on them, if you do not mind losing spies in the process.
	\|-		\|-
	\| style="vertical-align: top;" \| '''Theft & Black Ops'''		\| style="vertical-align: top;" \| '''Theft & Black Ops'''
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	2:1 ratio: 79.7%.		2:1 ratio: 79.7%.
	\| style="vertical-align: top;" \| You usually want at near-equal ratios to attempt this~~. The maximum success for this type of op is 97 %~~, ~~but you don't get there until~~ you ~~have well over 10x the opponent's ratio~~.		\| style="vertical-align: top;" \| You usually want at near-equal ratios to at least attempt this, though some situations might entice you to try with worse.
	\|}		\|}

Oment: /* Success Formulas */

2023-12-24T13:45:02Z

Success Formulas

← Older revision		Revision as of 13:45, 24 December 2023
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	Additionally, as of Round 38, success chances are now modified by you and your target's current spy or wizard strength, at 1 % extra success per 10 % extra strength that you have, and vice versa. This is applied after the above formula, so if the formula says that you should have 50 % success, but your strength is 80 % while your target is at 40 %, you'd have a 54 % chance of success.		Additionally, as of Round 38, success chances are now modified by you and your target's current spy or wizard strength, at 1 % extra success per 10 % extra strength that you have, and vice versa. This is applied after the above formula, so if the formula says that you should have 50 % success, but your strength is 80 % while your target is at 40 %, you'd have a 54 % chance of success.

	Success rates do have a so-called clamp: a minimum or maximum success rate that comes in to play at the end. No matter what, you will always have a 1 % success rate on any op, while you will also only have 98 % success rate for info ops and 97 % success rate for Theft or Black Ops at the maximum. At equal strength, this translates to a roughly 10:1 ratio.		Success rates do have a so-called clamp: a minimum or maximum success rate that comes in to play at the end. No matter what, you will always have a 1 % success rate on any op, while you will also only have 98 % success rate for info ops and 97 % success rate for Theft or Black Ops at the maximum. At equal strength, this translates to a roughly 10:1 ratio. The exception to this is if the target has 0 spies or 0 wizards: if that is the case, your attempt will always succeed, bypassing any and all checks, including those for the -50 % success [[Wonders]].

	== Examples ==		== Examples ==

Oment: /* Success Formulas */

2023-12-24T13:43:38Z

Success Formulas

← Older revision		Revision as of 13:43, 24 December 2023
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	Additionally, as of Round 38, success chances are now modified by you and your target's current spy or wizard strength, at 1 % extra success per 10 % extra strength that you have, and vice versa. This is applied after the above formula, so if the formula says that you should have 50 % success, but your strength is 80 % while your target is at 40 %, you'd have a 54 % chance of success.		Additionally, as of Round 38, success chances are now modified by you and your target's current spy or wizard strength, at 1 % extra success per 10 % extra strength that you have, and vice versa. This is applied after the above formula, so if the formula says that you should have 50 % success, but your strength is 80 % while your target is at 40 %, you'd have a 54 % chance of success.

			Success rates do have a so-called clamp: a minimum or maximum success rate that comes in to play at the end. No matter what, you will always have a 1 % success rate on any op, while you will also only have 98 % success rate for info ops and 97 % success rate for Theft or Black Ops at the maximum. At equal strength, this translates to a roughly 10:1 ratio.

	== Examples ==		== Examples ==

Oment: /* Success Formulas */

2023-12-24T13:40:43Z

Success Formulas

← Older revision		Revision as of 13:40, 24 December 2023
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	<code>0.7^(2/((Attacker Ratio / Defender Ratio) * 1.3)^1.2)</code>		<code>0.7^(2/((Attacker Ratio / Defender Ratio) * 1.3)^1.2)</code>

			Additionally, as of Round 38, success chances are now modified by you and your target's current spy or wizard strength, at 1 % extra success per 10 % extra strength that you have, and vice versa. This is applied after the above formula, so if the formula says that you should have 50 % success, but your strength is 80 % while your target is at 40 %, you'd have a 54 % chance of success.

	== Examples ==		== Examples ==

Oment: /* Success Formulas */

2023-12-24T13:37:40Z

Success Formulas

← Older revision		Revision as of 13:37, 24 December 2023
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	== Success Formulas ==		== Success Formulas ==

	There are ~~three~~ formulas which determine the chance of success for ops. Attacker Ratio and Defender Ratio here refer to the relevant Spies Per Acre (SPA) or Wizards Per Acre (WPA) found on the Statistics page of your Advisor, and are		There are two formulas which determine the chance of success for ops. Attacker Ratio and Defender Ratio here refer to the relevant Spies Per Acre (SPA) or Wizards Per Acre (WPA) found on the Statistics page of your Advisor, and are

	=== Info Ops ===		=== Info Ops ===

167.224.143.136: /* Damage Reduction */

2023-12-17T19:46:05Z

Damage Reduction

@@ Line 56: / Line 56: @@
 As of Round 31, damage from black ops is reduced based on the target's spy/wizard ratio.
 === Damage Reduction ===
-<code>DaysModifier = (0.025 * (DayInRound - 4) + 0.5</code>
+<code>DaysModifier = (0.025 * (DayInRound - 4) + 0.5</code> (0.5 on Day 4, 1.0 on Day 24, 1.5 on Day 44)
-<code>(Ratio / 2 / DaysModifier) * 100%</code> with a max of 50% reduction at 0.5 on Day 4, 1.0 on Day 24, and 1.5 on Day 44
+<code>0.72 * LOG( 1 + 4 * (Ratio / DaysModifier))</code> (Ratio/DaysModifier is capped at 1, yielding a max of 50% reduction)
-The damage reduction based on a dominion's ratio is additive with other damage reduction bonuses and caps at 80%. The ratio required to reach the cap of -50% scales linearly throughout the round (from 0.5 to 1.5).
+{| class="wikitable"
 == See Also ==

Oment: Fixed table, changed example text.

2023-03-31T20:19:17Z

Fixed table, changed example text.

← Older revision		Revision as of 20:19, 31 March 2023
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	<code>0.7^(2/((Attacker Ratio / Defender Ratio) * 1.3)^1.2)</code>		<code>0.7^(2/((Attacker Ratio / Defender Ratio) * 1.3)^1.2)</code>

	== Examples ~~(Outdated)~~ ==		== Examples ==

	As a general idea of how often you should be successful, some examples of the success rate at any given type of operation are given below. Please keep in mind that these are probabilities, and that individual variance can and will affect you at various points in time. It is not a bug in the formula if you fail a 75% chance four times in a row; you merely got somewhat unlucky. Additionally, the ratios mentioned are relative to each other, i.e. 1 WPA to 0.5 WPA is the same as 2 WPA to 1 WPA, and include any bonuses or penalties you may have.		As a general idea of how often you should be successful, some examples of the success rate at any given type of operation are given below. Please keep in mind that these are probabilities, and that individual variance can and will affect you at various points in time. It is not a bug in the formula if you fail a 75% chance four times in a row; you merely got somewhat unlucky. Additionally, the ratios mentioned are relative to each other, i.e. 1 WPA to 0.5 WPA is the same as 2 WPA to 1 WPA, and include any bonuses or penalties you may have.
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	2:1 ratio: 87.8%		2:1 ratio: 87.8%
	\| style="vertical-align: top;" \| Having half the ratio of your target means you can somewhat reliably get information on them, if you do not mind losing spies in the process.		\| style="vertical-align: top;" \| Having half the ratio of your target means you can somewhat reliably get information on them, if you do not mind losing spies in the process. There's a maximum success chance of 98 %, so there's always some random fail chance.
	\|-		\|-
	\| style="vertical-align: top;" \| '''Theft & Black Ops'''		\| style="vertical-align: top;" \| '''Theft & Black Ops'''
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	2:1 ratio: 79.7%.		2:1 ratio: 79.7%.
	\| style="vertical-align: top;" \| ~~It is only when you have an~~ equal ~~ratio, or close~~ to ~~it, that thieving becomes worthwhile~~ for ~~you to do~~, ~~depending on what your target has stocked up and how hard~~ you ~~need what~~ you'~~re trying to steal~~.		\| style="vertical-align: top;" \| You usually want at near-equal ratios to attempt this. The maximum success for this type of op is 97 %, but you don't get there until you have well over 10x the opponent's ratio.
	\|-		\|}

	== Damage Reduction Formula ==		== Damage Reduction Formula ==

Oment at 10:04, 20 November 2022

2022-11-20T10:04:52Z

← Older revision		Revision as of 10:04, 20 November 2022
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	<code>0.7^(2/((Attacker Ratio / Defender Ratio) * 1.3)^1.2)</code>		<code>0.7^(2/((Attacker Ratio / Defender Ratio) * 1.3)^1.2)</code>

	== Examples ==		== Examples (Outdated) ==

	As a general idea of how often you should be successful, some examples of the success rate at any given type of operation are given below. Please keep in mind that these are probabilities, and that individual variance can and will affect you at various points in time. It is not a bug in the formula if you fail a 75% chance four times in a row; you merely got somewhat unlucky. Additionally, the ratios mentioned are relative to each other, i.e. 1 WPA to 0.5 WPA is the same as 2 WPA to 1 WPA, and include any bonuses or penalties you may have.		As a general idea of how often you should be successful, some examples of the success rate at any given type of operation are given below. Please keep in mind that these are probabilities, and that individual variance can and will affect you at various points in time. It is not a bug in the formula if you fail a 75% chance four times in a row; you merely got somewhat unlucky. Additionally, the ratios mentioned are relative to each other, i.e. 1 WPA to 0.5 WPA is the same as 2 WPA to 1 WPA, and include any bonuses or penalties you may have.

167.224.143.136: /* Damage Reduction */

2022-11-14T02:30:14Z

Damage Reduction

← Older revision		Revision as of 02:30, 14 November 2022
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	<code>(Ratio / 2 / DaysModifier) * 100%</code> with a max of 50% reduction at 0.5 on Day 4, 1.0 on Day 24, and 1.5 on Day 44		<code>(Ratio / 2 / DaysModifier) * 100%</code> with a max of 50% reduction at 0.5 on Day 4, 1.0 on Day 24, and 1.5 on Day 44

			The damage reduction based on a dominion's ratio is additive with other damage reduction bonuses and caps at 80%. The ratio required to reach the cap of -50% scales linearly throughout the round (from 0.5 to 1.5).
	The damage reduction based on a dominion's ratio is additive with other damage reduction bonuses and caps at 80%.

	== See Also ==		== See Also ==

167.224.143.136: /* Damage Reduction Formula */

2022-11-14T02:27:27Z

Damage Reduction Formula

← Older revision		Revision as of 02:27, 14 November 2022
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	As of Round 31, damage from black ops is reduced based on the target's spy/wizard ratio.		As of Round 31, damage from black ops is reduced based on the target's spy/wizard ratio.
	=== Damage Reduction ===		=== Damage Reduction ===
	<code>DaysModifier = (0.025 * (DayInRound - 4) + 0.5;</code>		<code>DaysModifier = (0.025 * (DayInRound - 4) + 0.5</code>

	<code>(Ratio / 2 / DaysModifier) * 100%</code> with a max of 50% reduction at 0.5 on Day 4, 1.0 on Day 24, and 1.5 on Day 44		<code>(Ratio / 2 / DaysModifier) * 100%</code> with a max of 50% reduction at 0.5 on Day 4, 1.0 on Day 24, and 1.5 on Day 44