Robert SmithWoodland (Dorchester, SC)CB · 5-10 / 165FR★★★80.171425 NATL· 117 POS· 35 ST | CB | ★★★80.17 1425 NATL· 117 POS· 35 ST | E | | Claim |
Robert SmithVilla Angela-St. Joseph (Cleveland, OH)IOL · 6-3 / 295SO★★★85.881132 NATL· 91 POS· 48 ST | IOL | ★★★85.88 1132 NATL· 91 POS· 48 ST | E | | Claim |
Robert Porcher IVDr. Phillips (Orlando, FL)DL · 6-3 / 275SO★★★86.80605 NATL· 56 POS· 81 ST | DL | ★★★86.80 605 NATL· 56 POS· 81 ST | E | | Claim |
| RB | | — | — | Claim |
Robert SmithThe First Academy (Orlando, FL)IOL · 6-2 / 3002020 | IOL | | — | — | Claim |
?Your Name HereYour School · Your City, STH / W | Baller | ★★★★★+??.?? ? NATL · ? POS · ? ST | | SECB1GACC | ✓Claim Your ProfileTakes less than 2 minutes |
| EDGE | | — | — | Claim |
| ATH | | — | — | Claim |
| WRC | | E | MCD | Claim |
Robert TolbertEpiscopal School of Dallas (Bellaire, TX)LB · 5-11 / 226FR | LB | | E | | Claim |
Albert SmithPonchatoula (Ponchatoula, LA)EDGE · 6-0 / 210JR★★★85.991020 NATL· 95 POS· 31 ST | EDGE | ★★★85.99 1020 NATL· 95 POS· 31 ST | E | | Claim |
| RB | | C | | Claim |
Keith SmithRainier Beach (Seattle, WA)SF · 6-7 / 205JR★★★★91.18109 NATL· 31 POS· 2 ST | SF | ★★★★91.18 109 NATL· 31 POS· 2 ST | E | | Claim |
Keith SmithSouth Oak Cliff (Dallas, TX)DL · 6-2 / 265SO★★★82.791599 NATL· 165 POS· 260 ST | DL | ★★★82.79 1599 NATL· 165 POS· 260 ST | — | — | Claim |
Seth RobertsAriton (Ariton, AL)EDGE · 6-4 / 2502013★★★72.822456 NATL· 165 POS· 103 ST | EDGE | ★★★72.82 2456 NATL· 165 POS· 103 ST | E | | Claim |
| PG | | E | | Claim |
Keith SmithShoemaker (Killeen, TX)ATH · 6-3 / 193SR★★★81.80638 NATL· 37 POS· 110 ST | ATH | ★★★81.80 638 NATL· 37 POS· 110 ST | E | | Claim |
Charles Smith IVMcEachern (Houston, TX)SG · 6-5 / 185JR★★★86.00203 NATL· 36 POS· 12 ST | SG | ★★★86.00 203 NATL· 36 POS· 12 ST | E | | Claim |
Keith SmithCharter Oak (Covina, CA)RB · 6-0 / 232★★★81.351290 NATL· 136 POS· 156 ST | RB | ★★★81.35 1290 NATL· 136 POS· 156 ST | E | | Claim |
| SG | | — | — | Claim |
| OT | | E | | Claim |
| S | | — | — | Verified |
| SG | | E | | Claim |
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| — | | E | | Claim |
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