Kaylon BaileyGlenville (Cleveland, OH)LB · 6-2 / 2252027★★★85.001268 NATL· 117 POS· 53 ST | LB | ★★★85.00 1268 NATL· 117 POS· 53 ST | C | | Claim |
Jaydon BaileySteele (Cibolo, TX)RB · 5-10 / 185FR★★★82.541660 NATL· 116 POS· 268 ST | RB | ★★★82.54 1660 NATL· 116 POS· 268 ST | — | — | Claim |
Jailen BaileyLincoln (San Diego, CA)WR · 5-10 / 180FR★★★81.581517 NATL· 236 POS· 157 ST | WR | ★★★81.58 1517 NATL· 236 POS· 157 ST | E | | Claim |
| CB | | — | — | Claim |
Baylen BrownO'Connor (Helotes, TX)IOL · 6-5 / 309FR★★★87.13576 NATL· 45 POS· 80 ST | IOL | ★★★87.13 576 NATL· 45 POS· 80 ST | E | | Claim |
?Your Name HereYour School · Your City, STH / W | Baller | ★★★★★+??.?? ? NATL · ? POS · ? ST | | SECB1GACC | ✓Claim Your ProfileTakes less than 2 minutes |
Baylen BakerWylie (Abilene, TX)DL · 6-4 / 295RS-SR★★★75.822481 NATL· 249 POS· 357 ST | DL | ★★★75.82 2481 NATL· 249 POS· 357 ST | E | | Claim |
Baylen WoodmanCraig (Janesville, WI)K · 6-1 / 195SO★★★79.602658 NATL· 23 POS· 24 ST | K | ★★★79.60 2658 NATL· 23 POS· 24 ST | C | | Claim |
| WR | | — | — | Claim |
Baylen BuchananPeachtree Ridge (Suwanee, GA)CB · 5-11 / 197SR★★★86.50605 NATL· 53 POS· 51 ST | CB | ★★★86.50 605 NATL· 53 POS· 51 ST | E | | Claim |
| CC | | E | | Claim |
| LB | | — | — | Claim |
| — | | E | | Claim |
| — | | E | | Claim |
| TE | | — | — | Claim |
| WR | | — | — | Claim |
| WR | | — | — | Claim |
| DL | | — | — | Claim |
| EDGE | | — | — | Claim |
Amari BaileySierra Canyon (Chatsworth, CA)CG · 6-5 / 190FR★★★★★98.6212 NATL· 2 POS· 1 ST | CG | ★★★★★98.62 12 NATL· 2 POS· 1 ST | E | | Claim |
Ace BaileyMcEachern (Chattanooga, TN)SF · 6-8 / 210★★★★★+99.672 NATL· 2 POS· 1 ST | SF | ★★★★★+99.67 2 NATL· 2 POS· 1 ST | — | — | Claim |
Kalon BarnesSilsbee (Silsbee, TX)CB · 5-11.5 / 183SR★★★★89.67341 NATL· 38 POS· 48 ST | CB | ★★★★89.67 341 NATL· 38 POS· 48 ST | E | | Claim |
| DL | | — | — | Claim |
| — | | E | | Claim |
Dominic BaileySt. Frances Academy (Baltimore, MD)DL · 6-3 / 293RS-SR★★★★91.00242 NATL· 29 POS· 12 ST | DL | ★★★★91.00 242 NATL· 29 POS· 12 ST | E | | Claim |
| TE | | — | — | Claim |