#http://instantglobe.com/CRANES/GeoCoordTool.html

import math

R = 6371
PI = 3.141592
tc1 = 0

lat2 = 44.909916*(PI/180)
lon2 = 4.847728*(PI/180)
lat1 = 45.178890*(PI/180)
lon1 = 5.708217*(PI/180)

drad = math.acos(math.sin(lat1)*math.sin(lat2) + math.cos(lat1)*math.cos(lat2)*math.cos(-lon1+lon2))

dist = drad * R

if math.sin(-lon2+lon1)<0 :
	tc1=math.acos((math.sin(lat2)-math.sin(lat1)*math.cos(drad))/(math.sin(drad)*math.cos(lat1)))
else : 
	tc1=2*3.1415-math.acos((math.sin(lat2)-math.sin(lat1)*math.cos(drad))/(math.sin(drad)*math.cos(lat1)))

print(tc1*(180/PI),dist)


#dist 73.9248
#angle 65.83°deg