Winter wind slipped through the cracked window frames, brushing against chipped paint and desks carved with the initials of kids who had long since given up. Twenty-eight students were bent over worksheets, wrestling with multiplication tables.
One of them wasn’t.
Ethan sat in the very first row—not because he was eager, but because he could barely see the board and his grandmother couldn’t afford glasses. At ten, he was the smallest kid in fifth grade, swallowed by clothes passed down from his cousin Marcus. While the others whispered “seven times eight,” Ethan’s pencil raced across a battered notebook, filling pages with symbols that had no business inside an elementary school.
Mrs. Reynolds, tired but gentle, stopped beside him. When she looked down, her brow furrowed. She had a master’s degree, yet she couldn’t decipher a single line.
“What are you working on, Ethan?” she asked carefully.
He answered in a soft, respectful voice. “Lower bounds in network optimization. I’m trying to understand why two mathematicians argued about it for thirty years.”
She blinked. Then quietly walked away.