Monster Point Chopper dodge Queen's laser
- 1 Introduction
- 2 Feat
- 3 Calc
- 3.1 Distance
- 4 Final Result
In chapter 1014, Monster Point Chopper avoids a Queen laser.
First I will calculate the measurements of Monster Point Chopper:
- Luffy = 1.72 meters = 72 px
- 1.72 / 72 = 0.02388888888 m/px
- Monster Point = 368 px = 8.791 meters
- Abdomen = 96 px = 2.293 meters
- Part higher = 207 px = 4.905 meters
Now from Queen:
- Linlin = 8.8 meters = 234 px
- 8.8 / 234 = 0.03760683760683760683760683760684 m/px
- Queen mustache = 87 px = 3.27 meters
- Queen mustache = 3.27 meters = 49 px
- Monster Point = 2.293 meters = 50 px
- Screen = 472 px
Queen - Screen
- D = 3.27 * 472 /(49 * 2 * tan(35deg)) = 22.492 meters
Monster Point - Screen
- D = 2.293 * 472 /(50 * 2 * tan(35deg)) = 15.456 meters
Queen - Monster Point
- D = 22.492 - 15.456 = 7.036 meters
To…
Marco dodges Queen's laser
- 1 Introduction
- 2 Feat
- 3 Calc
- 3.1 Angsize
- 4 Final Result
In chapter 1006, Marco dodges a laser from Queen.
First I will find the size of the Queen's beak:
- Linlin = 8.8 meters = 234 px
- 8.8 / 234 = 0.03760683760683760683760683760684 m/px
- Queen's beak = 31 px = 1.165811 meters
- Marco = 2.03 meters = 51 px
- Queen bic = 1.165811 meters = 42 px
- Screen = 300 px
Marco - Screen
- D = 2.03 * 300 /(51 * 2 * tan(35deg)) = 8.5268 meters
Queen - Screen
- D = 1.165811 * 300 /(42 * 2 * tan(35deg)) = 5.946 meters
Marco - Queen
- D = 8.5268 - 5.946 = 2.5808 meters
To find the real distance I will use the Pythagoras formula.
- Distance =103 px = 2.85901 meters
√((2.5808)^2+(2.85901)^2) = 3.8515 meters
Now we need to find the distance covered by Marco and this is very simple. On the second sweep w…
Hakai (One Piece)
- 1 Feat
- 2 Calc
- 2.1 Volume
- 2.2 Energy
- 3 Result
- Hill = 466.96 meters = 4 px
- 466.96 / 4 = 116.74 m/px
Hakai Dimensioning:
- Diameter = 197 px = 22997.78 meters
- Length = 315 px = 36773.1 meters
- V = (Pi) * R²) * H)
- V = (Pi) * (11498.89²) * (36773.1) = 1.5275378e+13 m³
Air density = 1.225 kg/m³
- Mass = 1.5310422e+13 kg
To calculate the energy of this attack, I will use KE since we have the time.
As mentioned by Kid, Zoro held the attack for 1 second and then the attack crosses the entire distance on the same panel.
- KE = (0.5) * (1.5310422e+13 kg) * (36773.1 m/s²) = 1.0351842e+22 J
- Hakai = 1.0351842e+22 J, or 2.47 Teratons of TNT (Low 6-B, Small Country level)
This is also a Class T feat for Zoro, as he handled all this mass.
Luffy avoids Kuma's beam
In chapter 569, Pacifista shoots a beam of light at Luffy that avoids this.
- Kuma = 6.89 meters = 449 px
- 6.89 / 449 = 0.01534521158 m/px
- Hat = 20 px = 0.306 meters
Considering that he is an average man of 1.75 meters, his arm would be around 0.765 meters.
- Hat = 0.306 meters = 23 px
- Arm = 0.765 meters = 75 px
- Distance = 179 px = 1.8258 meters
- Screen = 761 px
Hat - Screen
- D = 0.306 * 757 /(23 * 2 * tan(35deg)) = 7.191 meters
Arm - Screen
- D = 0.765 * 757 /(75 * 2 * tan(35deg)) = 5.51 meters
Hat - Arm
- D = 7.191 - 5.51 = 1.681 meters
Now, as calculated above, the total distance Luffy jumped was 1,8258 meters, however, at that point the laser had already hit the ground, I'll assume it crossed 1/3 of that distance before the laser hit the ground; 0.6086 meters.
Sp…
Ivankov and Luffy dodges Kuma's beam of light
In chapter 560, Kuma shoots a beam of light at Ivankov and Luffy;
- Ivankov = 4.49 meters = 228 px
- Laser = 0.054855 meters = 9 px
- Screen = 528 px
Ivankov - Screen
- D = 4.49 * 528 /(228 * 2 * tan(35deg)) = 7.42 meters
Laser - Screen
- D = 0.054855 * 528 /(9 * 2 * tan(35deg)) = 2.298 meters
Ivankov - Laser
- D = 7.42 - 2.298 = 5.122 meters
Now I need to find the distances that Ivankov and Luffy crossed to avoid this, I will do this first for Ivankov and then for Luffy.
As we see, Ivankov jumped left towards Luffy to avoid this;
Ivankov = 4.49 meters = 228
4.49 / 228 = 0.01969298245 m/px
Distance = 112 px = 2.205 meters
Speed of light = 299792458 m/s
- Speed of Ivankov = 2.205 * 299792458 /(5.122) = 129059424.032 m/s
Now for the Luffy thing, we see in the scan that he i…