Editing Ops
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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. | ||
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== 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. | + | | 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. |
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| 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 | + | | 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. |
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