added! thanks
Formula description should be clearer now
missing it blocks in sample tests
No need to respond as I figured it out. Maybe let us know that the equation really utilizes the previous "height". Just to vague IMO but thank you for the problem-set
How in the world is (10-3.5)*(1-0) equal 2.5 in the example?
DMG = max(0, (DISTANCE - 3.5) * (1 - DMG_REDUCTION))
['10 D', '4 D', '0 D'] --> 'jumped to the end with 18 remaining HP' #DMG_1 = 2.5 -> 2, DMG_2 = 0.5 -> 0
cool beans thx again ✌️
good point, but they can still be seen in the homepage even if you haven't completed the kata
Right on, thanks. Just didn't think that matters with it being a comment on a solution lol I am new to this and greatly appreciate it!
flag your comment with spoiler if you're posting code ( i have added it for you)
This comment is hidden because it contains spoiler information about the solution
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added! thanks
Formula description should be clearer now
missing it blocks in sample tests
No need to respond as I figured it out. Maybe let us know that the equation really utilizes the previous "height". Just to vague IMO but thank you for the problem-set
How in the world is (10-3.5)*(1-0) equal 2.5 in the example?
DMG = max(0, (DISTANCE - 3.5) * (1 - DMG_REDUCTION))
['10 D', '4 D', '0 D'] --> 'jumped to the end with 18 remaining HP' #DMG_1 = 2.5 -> 2, DMG_2 = 0.5 -> 0
cool beans thx again ✌️
good point, but they can still be seen in the homepage even if you haven't completed the kata
Right on, thanks. Just didn't think that matters with it being a comment on a solution lol I am new to this and greatly appreciate it!
flag your comment with spoiler if you're posting code ( i have added it for you)
This comment is hidden because it contains spoiler information about the solution