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millitary orders
This poll is closed. |
| archer 1 go path 1 |
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2 |
12.50% |
| archer 1 go path 2 |
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5 |
31.25% |
| archer 1 go path 3 |
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3 |
18.75% |
| archer 1 go path 4 |
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5 |
31.25% |
| archer 2 go path 5 |
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8 |
50.00% |
| archer 2 go path 6 |
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4 |
25.00% |
| archer 2 go path 7 |
   |
0 |
0% |
| archer 2 go path 8 |
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3 |
18.75% |
| archer 2 go path 9 |
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1 |
6.25% |
| Imperialis warrior go path 10 |
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7 |
43.75% |
| Imperialis warrior go path 11 |
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0 |
0% |
| Imperialis warrior go path 12 |
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3 |
18.75% |
| Imperialis warrior go path 13 |
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5 |
31.25% |
| Build horse in Imperialis |
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12 |
75.00% |
| Build horse in Majestica |
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11 |
68.75% |
| Build horse in Dominion |
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11 |
68.75% |
Build no horses==> eat them  |
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1 |
6.25% |
| If Majestica is threatened do everything possible |
   |
8 |
50.00% |
If Majestica is threatened, let it get sacked, that city is useless for our millitary anyway  |
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2 |
12.50% |
I need a banana after answering all these questions  |
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10 |
62.50% |
| Total: |
16 voters |
100% |
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shade
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of bribery.
May 2001 time: 06:27
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after our first little strawl into the world there are many possible discisions to make.
(see image for info)
First priority: the barb horsemen.
Since our current turn is gone there is no real certainty to attack it...
but what do we do is the horsemen decides to go to Majestica..do we rush a defender(note we have NO GOLD ) and there are no more then 3 turns before the attack... So if the horsemen would go for Majestic and we have the gold: do we rush or do we let them sack the city, and take it back later or even use it as barbfarm?
The orders for the archer are quite obvious: follow the arrows; home means=> go to that city and defend it
Circle means make a circular motion in exploring.
10-> 13 are the orders for the warrior in Imperialis
10: stay there
11->13 explore.
finally we have 3 cities where should horsemen be build?
--> 3 days to answer our questionair 
(the horsebuildorders are if the cityplanning/building orders minister orders to build millitary units)
Attachment: orders3150.jpg
This has been downloaded 98 time(s).
Last edited by shade on 26-04-2003 at 20:41
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shade
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of bribery.
May 2001 time: 06:27
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quote: Originally posted by cavebear
Hmmm, 6 units with 8 possible directions each turn is 48 directions each turn, factorial, I think. (48*47*46...*3*2*1) Been a few decades since I had to do probability theory. |
looks like it has been a while...
6 units , 8 directions=>48 options if you give all units there seperate options, when all combined
(U1 goes W3,U2 goes W1,...,U6 goes W5),(U1 goes W3,U2 goes W3,...,U6 goes W6),...
that would give 8*8*8*8*8*8=262144 options
(I will not post such a poll )
and where the 48! comes from I don't know but that is way out of the question.
48!=1,24139155925360725 x 10^61
Hmm anyone up for posting more then 5,1724 x 10^59 threads with 24 option poll's...It would give a major boost to your postcount 
Shade
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