The Greasy Pole (Observational Incompetence)
Author  lord_day 

Tags  author:lord_day column conclusive greasy incompetence pole rated 
Created  20120924 
Last Modified  20120924 
Rating 
3 by 26 people.

Map Data  
Description  240 from my newly released map pack, The Conclusive Column. [forum.ninjarobotyeti.com] Check it out if you feel like it. 
Other maps by this author
Comments
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20121008
ok i need some help
define a metric p~ on the set X of real sequences by
p~(x_n,y_n) = sum n=1 to infinity 2^n d(x_n,y_n)/(1+d(x_n,y_n))
where d denotes the euclidean metric. let Y c X be the subset of sequences (x_n) with x_n=0 for n>>0, and define a metric p' on Y by p'((x_n),(y_n)) = sum n=1 to infinity d(x_n,y_n). show that the subspace topology on Y induced from the p~metric topology on X is different from the p'metric topology on Y.
slow agd
p~(x_n,y_n) = sum n=1 to infinity 2^n d(x_n,y_n)/(1+d(x_n,y_n))
where d denotes the euclidean metric. let Y c X be the subset of sequences (x_n) with x_n=0 for n>>0, and define a metric p' on Y by p'((x_n),(y_n)) = sum n=1 to infinity d(x_n,y_n). show that the subspace topology on Y induced from the p~metric topology on X is different from the p'metric topology on Y.
slow agd
Demo Data 

20120926
This is all
magnificent n shit
20120925
AGD4
This is cool! I love this mainly for the concept. The execution is well and it offers some cool jumper parts that I enjoyed. Even though I failed a bunch of times, it wasn't frustrating and, to me, this has a lot of reply value once you get the trick. Faved!
Demo Data 

20120924
...
...second try AGD...
...I agree with what sunset and harvey said , its hella fun and a good concept, but i dont think that its too hard at all...
...5/5...
...I agree with what sunset and harvey said , its hella fun and a good concept, but i dont think that its too hard at all...
...5/5...
Demo Data 

20120924
I Aint any good at this :P
But i still like it! Really good concept and well pulled off :)
20120924
Too hard.
I wish it had a gradual difficulty curve. It's such a cool concept and could be used better.
20120924
Love this.
20120924
well here's the speedrun route.
not sure if you knew about this.
Demo Data 

fingersonthefrets
AGD