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import sys sys.path()
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 Q=0 for i in range(n):
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 Q=0 for i in range(n):
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 Q=0 for i in range(n):
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 Q=0 for i in range(n):
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 Q=0 for i in range(n):
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 Q=0 for i in range(n):
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 Q=0 for i in range(n):
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 Q=0 for i in range(n):
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 Q=0 for i in range(n):
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 Q=0 for i in range(n):
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 Q=0 for i in range(n):
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 Q=0 for i in range(n):
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 Q=0 for i in range(n):
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 Q=0 for i in range(n):
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 Q=0 for i in range(n):
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 Q=0 for i in range(n):
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 Q=0 for i in range(n):
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 Q=0 for i in range(n):
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 Q=0 for i in range(n):
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 for i in range(n): y=y+dy
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 for i in range(n): y=y+dy
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 for i in range(n): y=y+dy
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 for i in range(n): y=y+dy
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""" " Havel-Hakimi test " In: non-incresing(!) sequence s with len >= 2 " Out: True if s is realizable by a simple graph; False otherwise. """ def havel_hakimi_test(s): if sum(s)%2 == 1: return False while True: if s[-1] < 0: return False
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 for i in range(n): y=y+dy
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 for i in range(n): y=y+dy
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 pi=3.14 for i in range(n):
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 for i in range(n): y=y+dy
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import math def time2(h,n,m,r,p): g=9.8 y=h v=0 dy=-h/n t=0 for i in range(n): y=y+dy
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