23
ArchTauruS
5 21 41
3032/ 3195
Last seen 1 year ago
Member for 10 years, 9 months, 8 days
Difficulty Normal
I love coding!

Best reviews / Newest reviews
First-Moff
Not following the Zen of Python ;) More
First-toyijiu
Oh, good, but a little bit too complex ;) Simple is better than complex - the Zen of Python 加油! More
First-collect10
Readable and clear, but Python build-in treasure is wasteed. More
First-arcan.run
Bigger Python build-in treasure is wasted ;) More
First-ram097359
Did you mean? ```python def to_encrypt(text, delta): cypher = string.ascii_lowercase[delta:] + string.ascii_lowercase[:delta] transtable = str.maketrans(string.ascii_lowercase, cypher) return text.translate(transtable) ``` More
More datetime module-nakanohito_piyo
let's learn together and make it better and better :) More
First-VerhovPetr
hello, just check len(set(elements)) < 2 More
First-denys.contant
Conditional Operator can make this code much more clear. More
First-bryukh 1
almost the same with me: from datetime import date def checkio(a, b): return sum([1 for i in range((b-a).days+1) if (a.weekday()+i)%7>4]) More
Second-Sim0000 1
too many function area() been called More
Recursive targeting-DiZ 1
I think this algorithm is cool, but it's hard to me to understand. More
First-Kerulen
for probe_try in previous : probe_row = probe_try[0] probe_col = probe_try[1] dist = probe_try[2] can be write as: for probe_y, probe_x, distance in previous: More
4th-dwarfjay
I can not understand all the sulotions including yours :( I used AStar to treat this qustion as a maze. More
Kanji-z_kro
Why this is not working on my PC? It seems you are to encode all the primes to Chinese. You know, my solution is to encode all digits to "@ABCDEFGHI" :) More
Very Clear ~~~-ArchTauruS
Please not be stingy with your comments :) More
First-buckee
def checkio(data): (x1,y1),(x2,y2),(x3,y3) = eval(data) a = 1.* ((x1**2-x2**2+y1**2-y2**2)*(y1-y3)-(x1**2-x3**2+y1**2-y3**2)*(y1-y2)) / (2*(y1-y3)*(x1-x2)-2*(y1-y2)*(x1-x3)) b = 1.* ((x1**2-x2**2+y1**2-y2**2)*(x1-x3)-(x1**2-x3**2+y1**2-y3**2)*(x1-x2)) / (2*(y1-y2)*(x1-x3)-2*(y1-y3)*(x More
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