Warpper → Супер Мега Взаимодействия
Super Mega Gravi

$$\nabla \cdot \vec p = \nabla \cdot \square \frac{d(\vec r \times \vec c)^2}{d\vec s}$$ ------ $$\nabla \cdot \frac{\partial^4 \vec p}{\partial t^4} = \nabla \cdot \square \frac{d(\vec r \times \vec c)^2}{d\vec r}$$

Super Gravi

$$\nabla \cdot \vec s = \nabla \cdot \square \frac{d(\vec r \times \vec j)^2}{d\vec a}$$ ------- $$\nabla \cdot \vec a = \nabla \cdot \square \frac{d(\vec r \times \vec a)^2}{d\vec a}$$ ------- $$\nabla \cdot \vec r = \nabla \cdot \square \frac{d(\vec r \times \vec v)^2}{d\vec a}$$

Gravi

$$\nabla \cdot \vec a = \nabla \cdot \square \frac{d(\vec r \times \vec v)^2}{d\vec r}$$ ------- $$\nabla \cdot \vec r_{t^2} = \nabla \cdot \square \frac{d(\vec r \times \vec r_t)^2}{d\vec r}$$ ------- $$\nabla \cdot \vec r_{t^4} = \nabla \cdot \square \frac{d(\vec r \times \vec r_{t^2})^2}{d\vec r}$$

Inertia

$$\nabla \cdot \vec r = \nabla \cdot \square \frac{d(\vec r \times \vec r_t)^2}{d\vec r_{t^2}}$$ ------ $$\nabla \cdot \vec r_{t^2} = \nabla \cdot \square \frac{d(\vec r \times \vec r_{t^2})^2}{d\vec r_{t^2}}$$

EM

$$\nabla \cdot \vec r_{t^2} = \nabla \cdot \square \frac{d(\vec r \times \vec r_{t^3})^2}{d\vec r_{t^4}}$$

Quantum

$$\nabla \cdot \vec r_{t^4} = \nabla \cdot \square \frac{d(\vec r \times \vec r_{t^5})^2}{d\vec r_{t^6}}$$

Super Quantum

$$\nabla \cdot \vec r_{t^6} = \nabla \cdot \square \frac{d(\vec r \times \vec r_{t^7})^2}{d\vec r_{t^8}}$$

Super Mega Quantum

$$\nabla \cdot \vec r_{t^8} = \nabla \cdot \square \frac{d(\vec r \times \vec r_{t^9})^2}{d\vec r_{t^{10}}}$$