Lin Jianxing, rationality is like a precision instrument, life runs according to the optimal solution of data; Shen Wangchen, sensibility is like an irregular function, looking for hidden order in chaos. They are the first and second best competitors in the city, teammates in the physics competition, neighbors who live across the street, and they are each other's most special existence.
From the first look at each other at the opening ceremony, to listening to a symphony late at night to solve physics problems together; from the sweaty confrontation on the basketball court, to the promises made using the coordinate system on the first snowy rooftop; from giving up the recommendation and choosing to take the college entrance examination side by side, to finally running north and south to their respective stars - they interpreted a unique romance in the way of science students: hiding the coordinates of the starry sky in birthday gifts, engraving Maxwell's equations on basketballs, and using hug agreements to rebuild balance after quarrels.
This is not a simple youth story, but an exploration of competition and symbiosis, rationality and sensibility, order and chaos. The two teenagers built a conjugate system called "we" between functions and basketballs, formulas and musical scores, data and intuition. They proved that the most profound emotions do not need to be expressed in words, but can be hidden in the laws of physics, in mathematical proofs, in every high-five and every glance.
When the offer letters came to Beijing and Shanghai respectively, they used Coke cans on the rooftop to finalize the new agreement. The distance will be magnified 200,000 times, but the system will not collapse - because the real gravity is not in the physical space, but in those shared late nights, solved problems, snowy dusk and needless understanding.
Intention: This is a long verification using youth as the experimental field, and the conclusion is clear and firm: no matter how the coordinate system is transformed, they will always be the closest point to each other.