Difference between revisions of "Lstar status"

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|10
 
|10
 
|-
 
|-
|1|25.00%|0.00%|0.00%|0.00%|0.00%|0.00%|0.00%|0.00%|0.00%|0.00%|
+
|1
|2|43.75%|6.25%|0.00%|0.00%|0.00%|0.00%|0.00%|0.00%|0.00%|0.00%|
+
|25.00%
|3|57.81%|15.63%|1.56%|0.00%|0.00%|0.00%|0.00%|0.00%|0.00%|0.00%|
+
|0.00%
|4|68.36%|26.17%|5.08%|0.39%|0.00%|0.00%|0.00%|0.00%|0.00%|0.00%|
+
|0.00%
|5|76.27%|36.72%|10.35%|1.56%|0.10%|0.00%|0.00%|0.00%|0.00%|0.00%|
+
|0.00%
|6|82.20%|46.61%|16.94%|3.76%|0.46%|0.02%|0.00%|0.00%|0.00%|0.00%|
+
|0.00%
|7|86.65%|55.51%|24.36%|7.06%|1.29%|0.13%|0.01%|0.00%|0.00%|0.00%|
+
|0.00%
|8|89.99%|63.29%|32.15%|11.38%|2.73%|0.42%|0.04%|0.00%|0.00%|0.00%|
+
|0.00%
|9|92.49%|69.97%|39.93%|16.57%|4.89%|1.00%|0.13%|0.01%|0.00%|0.00%|
+
|0.00%
|10|94.37%|75.60%|47.44%|22.41%|7.81%|1.97%|0.35%|0.04%|0.00%|0.00%|
+
|0.00%
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|0.00%
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|-
 +
|2
 +
|43.75%
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|6.25%
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|0.00%
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|0.00%
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|0.00%
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|0.00%
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|0.00%
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|0.00%
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|0.00%
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|0.00%
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|-
 +
|3
 +
|57.81%
 +
|15.63%
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|1.56%
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|0.00%
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|0.00%
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|0.00%
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|0.00%
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|0.00%
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|0.00%
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|0.00%
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|-
 +
|4
 +
|68.36%
 +
|26.17%
 +
|5.08%
 +
|0.39%
 +
|0.00%
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|0.00%
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|0.00%
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|0.00%
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|0.00%
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|0.00%
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|-
 +
|5
 +
|76.27%
 +
|36.72%
 +
|10.35%
 +
|1.56%
 +
|0.10%
 +
|0.00%
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|0.00%
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|0.00%
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|0.00%
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|0.00%
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|-
 +
|6
 +
|82.20%
 +
|46.61%
 +
|16.94%
 +
|3.76%
 +
|0.46%
 +
|0.02%
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|0.00%
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|0.00%
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|0.00%
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|0.00%
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|-
 +
|7
 +
|86.65%
 +
|55.51%
 +
|24.36%
 +
|7.06%
 +
|1.29%
 +
|0.13%
 +
|0.01%
 +
|0.00%
 +
|0.00%
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|0.00%
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|-
 +
|8
 +
|89.99%
 +
|63.29%
 +
|32.15%
 +
|11.38%
 +
|2.73%
 +
|0.42%
 +
|0.04%
 +
|0.00%
 +
|0.00%
 +
|0.00%
 +
|-
 +
|9
 +
|92.49%
 +
|69.97%
 +
|39.93%
 +
|16.57%
 +
|4.89%
 +
|1.00%
 +
|0.13%
 +
|0.01%
 +
|0.00%
 +
|0.00%
 +
|-
 +
|10
 +
|94.37%
 +
|75.60%
 +
|47.44%
 +
|22.41%
 +
|7.81%
 +
|1.97%
 +
|0.35%
 +
|0.04%
 +
|0.00%
 +
|0.00%
 
|}
 
|}

Latest revision as of 10:10, 13 October 2017

L-Star protected territories

This screen is used to assign L-Stars to protect any territory on the map or have blanket covereage for a Superpower. Any number of slots can be assigned to a single territory. Each L-Star owned can has 3+(Stategic Technology Level) slots. The chance of destroying one or more warheads are as follows for assigned slots (per slot):

%
0 20
1 50
up to 2 20
up to 3 10

e.g. There is an 80% change of destroying a single warhead with a single slot.

If 2 slots cover one territory, there is a 96% change of destroying a single warhead.

Blanket shots

Blanket (unassigned) coverage has a single shot 25% chance of destroying a warhead.

Blanket shots are resolved before territory shots are made, hits are chosen at random.

For multiple slots/warheads the approximate probabilities of destroying all warheads are as below:

Warheads
Blanket slots 1 2 3 4 5 6 7 8 9 10
1 25.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00%
2 43.75% 6.25% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00%
3 57.81% 15.63% 1.56% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00%
4 68.36% 26.17% 5.08% 0.39% 0.00% 0.00% 0.00% 0.00% 0.00% 0.00%
5 76.27% 36.72% 10.35% 1.56% 0.10% 0.00% 0.00% 0.00% 0.00% 0.00%
6 82.20% 46.61% 16.94% 3.76% 0.46% 0.02% 0.00% 0.00% 0.00% 0.00%
7 86.65% 55.51% 24.36% 7.06% 1.29% 0.13% 0.01% 0.00% 0.00% 0.00%
8 89.99% 63.29% 32.15% 11.38% 2.73% 0.42% 0.04% 0.00% 0.00% 0.00%
9 92.49% 69.97% 39.93% 16.57% 4.89% 1.00% 0.13% 0.01% 0.00% 0.00%
10 94.37% 75.60% 47.44% 22.41% 7.81% 1.97% 0.35% 0.04% 0.00% 0.00%