User:Safa/Guides/Otter - Revision history

Safa: /* Mapping Logic */

2014-07-10T20:09:24Z

Mapping Logic

Safa: /* Meet and Greet */

2014-07-10T19:57:34Z

Meet and Greet

Safa at 19:57, 10 July 2014

2014-07-10T19:57:24Z

Safa at 19:55, 10 July 2014

2014-07-10T19:55:00Z

Safa at 19:52, 10 July 2014

2014-07-10T19:52:58Z

Safa: Created page with " This is a simplified version of otter guides that already exist. Intended for virgin otter hunters! I've been going through some tips and tricks to catch otters people wrote do..."

2014-07-10T19:40:55Z

Created page with " This is a simplified version of otter guides that already exist. Intended for virgin otter hunters! I've been going through some tips and tricks to catch otters people wrote do..."

New page

This is a simplified version of otter guides that already exist. Intended for virgin otter hunters!

I've been going through some tips and tricks to catch otters people wrote down recently. Seems like all the guides have long wall of texts and graphs that looks intimidating. A new player might think this is a complicated proccess but on the contrary its pretty simple and enjoyable.

Let's get started shall we?

==Meet and Greet==
{| style="color:black;background-color:#efdfbd;" cellpadding="20" cellspacing="0" border="0"
!width="50%" align="left" |

This is an otter. (from now on forward i'll be calling him Bob)

Otters live in networks of otter holes which always consist of exactly twelve holes.

To catch an otter, in this case Bob we have to find a hole with maximum of 3 escape routes. Because we can only board three otter holes at once. If more than three holes are boarded Bob will eat the extra boards until there is only three left. That jerk!
!align="center"|
[[image:otterpreview.PNG]] Bob
|-
|}

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{| style="color:black;background-color:#efdfbd;" cellpadding="20" cellspacing="0" border="0"
!width="50%" align="left" |
== Labeling Holes ==
Here comes the fun part. To find THE hole we can catch bob we must map escape routes for all 12 holes. For simplicity's sake im going to drop X amount of sand next to each hole. X will indicate their name.

So the hole with 1 sand next to it is hole number 1. Hole with 2 sand next to is 2... goes on like this.

You can also do this with 12 different kind of items if you want.
!align="center"|
[[image:Otterholelabel.PNG]] Otter Hole 2
|-
|}
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{| style="color:black;background-color:#efdfbd;" cellpadding="20" cellspacing="0" border="0"
!width="50%" align="left" |
== Mapping Logic ==
Let's get something to keep record. You can do this on a piece of paper or on your computer doesn't really matter. I'll use Notepad++.
:First im typing all 12 holes in a line. Use whatever material you chose if you didn't go for the sand.
:Now its time to try and grab the otter! Since we didn't board any holes he will escape to an another hole.
In my case Bob was in the 11st hole and escaped to number 4. I'm adding this to my notepad: 11 = >4 (11 escapes to 4)
When i try to grab him again he escaped to number 2. Since he was in 4 this time, im noting this as 4 = >2 (4 escapes to 2)

::Logic here is to get to know at least one escape route for every hole. Once we know that we can get to know more about a hole. For example: If i know 11 escapes to 4, next time Bob pops out from 11 i can board hole number 4. By doing this i force him to use an another escape route of 11. Let's say he went for 3 this time. I'll note that as: 11 = >4 >3 (11 can escape to both 4 and 3)

WARNING! Now that Bob is in the third hole i must remove the board from number 4 because there is a chance that is an escape route of the third hole. If thats the case he can't use it with the board there and i won't be able to note this information.

Now that i know 11 = >4 >3, next time Bob visits 11 i'll board both 4th and 3rd holes so he escapes to somewhere new. If he can't escape to more than 3 places from 11st hole i can catch him here. All i have to do is move him to 11 again by using my notes, block all 3 escape routes he has and try to grab him again. He won't be able to run this time.

!align="center"|
[[image:Safaotterlist.png]] List of escape routes
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|}

@@ Line 53: / Line 53: @@
 ::Logic here is to get to know at least one escape route for every hole. Once we know that we can get to know more about a hole. For example: If i know 11 escapes to 4, next time Bob pops out from 11 i can board hole number 4. By doing this i force him to use an another escape route of 11. Let's say he went for 3 this time. I'll note that as: 11 = >4 >3 (11 can escape to both 4 and 3)
-<B><font color="red">WARNING!</font> </B> Now that Bob is in the third hole i must remove the board from number 4 because there is a chance that is an escape route of the third hole. If thats the case he can't use it with the board there and i won't be able to note this information. Also doing this ensures you can complete the hunt with 3 boards minimum.
+<B><font color="red">WARNING!</font> </B> Now that Bob is in the third hole i must remove the board from number 4 because there is a chance that is an escape route of the third hole. If thats the case he can't use it with the board there and i won't be able to note this information. Also doing this ensures you can complete the hunt with 3 boards total.
 Now that i know 11 = >4 >3, next time Bob visits 11 i'll board both 4th and 3rd holes so he escapes to somewhere new. If he can't escape to more than 3 places from 11st hole i can catch him here. All i have to do is move him to 11 again by using my notes, block all 3 escape routes he has and try to grab him again. He won't be able to run this time.

@@ Line 17: / Line 17: @@
 :Usefull pages to look at:
 http://www.atitd.org/wiki/tale6/Test_of_the_Safari#Otters
 http://www.atitd.org/wiki/tale6/Otter_Guide
@@ Line 29: / Line 30: @@
 {| style="color:black;background-color:#efdfbd;" cellpadding="20" cellspacing="0" border="0"
 !width="50%" align="left" |
 == Labeling Holes ==
 Here comes the fun part. To find THE hole we can catch bob we must map escape routes for all 12 holes. For simplicity's sake im going to drop X amount of sand next to each hole. X will indicate their name.

@@ Line 16: / Line 16: @@
 :Usefull pages to look at:
-::<B><a href="http://www.atitd.org/wiki/tale6/Test_of_the_Safari#Otters">Test of the Safari - Otters</a></B>
+http://www.atitd.org/wiki/tale6/Test_of_the_Safari#Otters
-::<B><a href="http://www.atitd.org/wiki/tale6/Otter_Guide">Otter Guide</a></B>
+http://www.atitd.org/wiki/tale6/Otter_Guide
 !align="center"|

@@ Line 16: / Line 16: @@
 :Usefull pages to look at:
-::[http://www.atitd.org/wiki/tale6/Test_of_the_Safari#Otters]
+::<B><a href="http://www.atitd.org/wiki/tale6/Test_of_the_Safari#Otters">Test of the Safari - Otters</a></B>
-::[http://www.atitd.org/wiki/tale6/Otter_Guide]
+::<B><a href="http://www.atitd.org/wiki/tale6/Otter_Guide">Otter Guide</a></B>
 !align="center"|

@@ Line 14: / Line 14: @@
 To catch an otter, in this case Bob we have to find a hole with maximum of 3 escape routes. Because we can only board three otter holes at once. If more than three holes are boarded Bob will eat the extra boards until there is only three left. That jerk!
 !align="center"|
 [[image:otterpreview.PNG]]<br><i>Bob</i>
@@ Line 46: / Line 51: @@
 ::Logic here is to get to know at least one escape route for every hole. Once we know that we can get to know more about a hole. For example: If i know 11 escapes to 4, next time Bob pops out from 11 i can board hole number 4. By doing this i force him to use an another escape route of 11. Let's say he went for 3 this time. I'll note that as: 11 = >4 >3 (11 can escape to both 4 and 3)
-<B><font color="red">WARNING!</font> </B> Now that Bob is in the third hole i must remove the board from number 4 because there is a chance that is an escape route of the third hole. If thats the case he can't use it with the board there and i won't be able to note this information.
+<B><font color="red">WARNING!</font> </B> Now that Bob is in the third hole i must remove the board from number 4 because there is a chance that is an escape route of the third hole. If thats the case he can't use it with the board there and i won't be able to note this information. Also doing this ensures you can complete the hunt with 3 boards minimum.
 Now that i know 11 = >4 >3, next time Bob visits 11 i'll board both 4th and 3rd holes so he escapes to somewhere new. If he can't escape to more than 3 places from 11st hole i can catch him here. All i have to do is move him to 11 again by using my notes, block all 3 escape routes he has and try to grab him again. He won't be able to run this time.
@@ Line 54: / Line 59: @@
 |-
 |}