Flawed solution (same flaw as Solution 1327329).
This is an incorrect solution. For example, suppose dx = [0,1,0,-1], dy = [2,0,2,0], x = 1 and y = 5 (which is the same situation as test #1 but with a slightly different dy); then this code would return 'True' when in fact the correct answer would obviously be 'False'.
[Based on solution 1227987] Although this solution passes the test suite, it (and several others like it) is an incorrect solution. For example, suppose dx = [-1,-1,-1,2,-1,6], dy = [-1,-2,-3,1,1,-1], x = 53 and y = -71 (which is the same situation as test #5 but with a slightly different dy); then this code would return 'True' when in fact the correct answer is 'False'.
I still don't understand the scoring system I guess.
Seems odd to me that the commented solution had size 43 ... but doing extra computation reduced this solution to size 33.
(unless JIT is at the level to implicitly convert?)
Although this has passed the tests, I don't think it is correct, since it allows the fly to go backwards in time as well as forwards.
no bonus points for me :(
Number of toolboxes?
Sum of first n terms of a harmonic progression
Get the length of a given vector
Make a run-length companion vector
Spherical surface triangulation
Capture the flag(s)
the fly, the train, the second train, and their Zeno's paradox
Free passes for everyone!
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