not a cockroach feat but i'm sure there must be a roach somewhere that scalles to it
requested by rookie
some dude dodges eva lighting from point in blank
requested by rookie
some dude dodges eva lighting from point in blank
first of this lighting is at least lighting speed given it can quickly cover way after mars atmosphere
so let's get to it
i'll do 2 scallings to get a range
scalling 1
brogijin is 1.97 m
brogijin head 1.97/7.2= 0.273 m
his head is 330px (0.27m)
distance from lighting is 26px(0.0212 m)
lighting speed is between 60000-150000 m/s
T=D/S
T(LE)=0.0212/60000
T(HE)=0.0212/150000
T(LE)=3.53333333e-7 seconds
T(HE)=1.41333333e-7 sec
in order to properly dodge this he would need to move a head of distance
S=D/T
S(LE)=0.27/3.53333333e-7
S(HE)=0.27/1.41333333e-7
S(LE)=764150.944
S(HE)=1910377.363 m/s
Scalling 2
bor head is 51px (0.27m)
the lighting travelled 105.11 px (0.556 m)
timeframe is then
T=D/S
T1=0.556/150000
T2=0.556/60000
T1=0.00000370666 seconds
T2=0.00000926666 seconds
panel diagrams are similar enough to go with 70/2
panel height is 797px
2*atan(51/(797/tan(70/2 deg))=5,13098668333745 deg
or about 3.013 meters
now i will get the distance till the second look of his head (125.6px)
2*atan(125.6/(797/tan(70/2 deg)=12,59381344519 deg
1.2234 meters
distance crossed is 3.013-1.2234 m
or about
1.7896
however bor also did a 180/160/120 degrees arc in the middle of his dodging (as he and eva where roughly in front of each other by the start and ending of the feat)
D= Crossed distance x theta
D(LE)=1.7896 x 2,0944
D(ME)=1.7896 x 2,79253
D(HE)=1.7896 x 3,14159
D(LE)=3.7481 meters
D(ME)=4.9975 meters
D(HE)=5.6221 meters
S= D/T
S1(LE)=3.7481/0.00000370666
S1(ME)=4.9975/0.00000370666
S1(HE)=5.6221 /0.00000370666
S2(LE)=3.7481/0.00000926666
S2(ME)=4.9975/0.00000926666
S2(HE)=5.6221 /0.00000926666
S1(LE)=1011179.87622 m/s
S1(ME)=1348248.82779 m/s
S1(HE)=1516756.3251 m/s
S2(LE)=404471.514008 m/s
S2(ME)=539298.9491 m/s
S2(HE)=606701.875325 m/s
so let's get to it
i'll do 2 scallings to get a range
scalling 1
brogijin is 1.97 m
brogijin head 1.97/7.2= 0.273 m
his head is 330px (0.27m)
distance from lighting is 26px(0.0212 m)
lighting speed is between 60000-150000 m/s
T=D/S
T(LE)=0.0212/60000
T(HE)=0.0212/150000
T(LE)=3.53333333e-7 seconds
T(HE)=1.41333333e-7 sec
in order to properly dodge this he would need to move a head of distance
S=D/T
S(LE)=0.27/3.53333333e-7
S(HE)=0.27/1.41333333e-7
S(LE)=764150.944
S(HE)=1910377.363 m/s
Scalling 2
bor head is 51px (0.27m)
the lighting travelled 105.11 px (0.556 m)
timeframe is then
T=D/S
T1=0.556/150000
T2=0.556/60000
T1=0.00000370666 seconds
T2=0.00000926666 seconds
panel diagrams are similar enough to go with 70/2
panel height is 797px
2*atan(51/(797/tan(70/2 deg))=5,13098668333745 deg
or about 3.013 meters
now i will get the distance till the second look of his head (125.6px)
2*atan(125.6/(797/tan(70/2 deg)=12,59381344519 deg
1.2234 meters
distance crossed is 3.013-1.2234 m
or about
1.7896
however bor also did a 180/160/120 degrees arc in the middle of his dodging (as he and eva where roughly in front of each other by the start and ending of the feat)
D= Crossed distance x theta
D(LE)=1.7896 x 2,0944
D(ME)=1.7896 x 2,79253
D(HE)=1.7896 x 3,14159
D(LE)=3.7481 meters
D(ME)=4.9975 meters
D(HE)=5.6221 meters
S= D/T
S1(LE)=3.7481/0.00000370666
S1(ME)=4.9975/0.00000370666
S1(HE)=5.6221 /0.00000370666
S2(LE)=3.7481/0.00000926666
S2(ME)=4.9975/0.00000926666
S2(HE)=5.6221 /0.00000926666
S1(LE)=1011179.87622 m/s
S1(ME)=1348248.82779 m/s
S1(HE)=1516756.3251 m/s
S2(LE)=404471.514008 m/s
S2(ME)=539298.9491 m/s
S2(HE)=606701.875325 m/s
pretty good feat for top tiers i guess
