Culver Academies VRC Blended Over Under Tournament; Culver, IN
Feb 17, 2024 · Culver, Indiana, United States
VEX V5 Robotics Competition 2023-2024: Over UnderV5RC
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Feb 17, 2024 · Culver, Indiana, United States
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| Match | Red alliance | Score | Blue alliance | Stage |
|---|---|---|---|---|
| Qualification 3 | 586B · 491D | 49 126 | 54827A · 587Y | qualification |
| Qualification 4 | 1233P · 84954A | 21 99 | 6210B · 6210T | qualification |
| Qualification 6 | 94521A · 2567K | 55 48 | 491B · 84954C | qualification |
| Qualification 5 | 4981A · 587X | 84 90 | 84954B · 12896A | qualification |
| Qualification 7 | 84954D · 2567B | 113 32 | 6842V · 2567T | qualification |
| Qualification 8 | 2567R · 2567J | 114 79 | 4981C · 2567M | qualification |
| Qualification 9 | 2567F · 491D | 102 67 | 1233P · 587X | qualification |
| Qualification 12 | 1233Z · 12896A | 54 153 | 2567B · 2567J | qualification |
| Qualification 10 | 491B · 586B | 70 107 | 2567V · 2567C | qualification |
| Qualification 11 | 4981D · 6210B | 133 21 | 587W · 84954D | qualification |
| Qualification 1 | 2567F · 2567V | 97 61 | 587W · 1233Z | qualification |
| Qualification 2 | 586G · 2567C | 75 140 | 4981D · 574G | qualification |
| Qualification 13 | 4981C · 574G | 108 134 | 54827A · 84954B | qualification |
| Qualification 14 | 2567T · 84954C | 58 171 | 586G · 84954A | qualification |
| Qualification 15 | 2567M · 6210T | 81 99 | 2567K · 4981A | qualification |
| Qualification 16 | 587Y · 6842V | 91 83 | 94521A · 2567R | qualification |
| Qualification 17 | 54827A · 12896A | 24 73 | 491B · 6210B | qualification |
| Qualification 18 | 2567T · 4981D | 78 45 | 4981C · 1233Z | qualification |
| Qualification 20 | 2567J · 1233P | 79 71 | 4981A · 586B | qualification |
| Qualification 21 | 2567V · 84954D | 142 66 | 491D · 94521A | qualification |
| Qualification 23 | 2567M · 574G | 147 102 | 84954C · 587Y | qualification |
| Qualification 24 | 587W · 6210T | 123 58 | 586G · 2567R | qualification |
| Qualification 25 | 54827A · 94521A | 120 90 | 1233P · 2567T | qualification |
| Qualification 26 | 84954A · 2567V | 142 58 | 2567J · 4981D | qualification |
| Qualification 27 | 84954B · 2567C | 107 79 | 84954D · 2567M | qualification |
| Qualification 28 | 587W · 84954C | 80 59 | 586B · 587X | qualification |
| Qualification 29 | 2567R · 2567B | 132 40 | 491D · 4981A | qualification |
| Qualification 30 | 12896A · 574G | 49 119 | 6210T · 6842V | qualification |
| Qualification 31 | 1233Z · 6210B | 50 62 | 2567K · 587Y | qualification |
| Qualification 32 | 4981C · 491B | 84 94 | 2567F · 586G | qualification |
| Qualification 33 | 84954A · 4981A | 121 56 | 2567C · 94521A | qualification |
| Qualification 34 | 6210T · 84954B | 130 67 | 491D · 2567J | qualification |
| Qualification 35 | 2567K · 54827A | 102 50 | 6842V · 587W | qualification |
| Qualification 36 | 586B · 586G | 64 70 | 1233Z · 2567M | qualification |
| Qualification 19 | 2567K · 587X | 44 135 | 2567C · 2567B | qualification |
| Qualification 37 | 1233P · 587Y | 143 111 | 84954D · 491B | qualification |
| Qualification 38 | 6210B · 2567B | 93 82 | 84954C · 4981C | qualification |
| Qualification 39 | 2567T · 587X | 66 76 | 574G · 2567V | qualification |
| Qualification 41 | 587W · 2567M | 95 125 | 84954A · 491D | qualification |
| Qualification 42 | 4981C · 587Y | 74 140 | 6210T · 2567C | qualification |
| Qualification 43 | 84954D · 2567J | 98 94 | 587X · 54827A | qualification |
| Qualification 44 | 12896A · 2567V | 64 125 | 2567K · 1233P | qualification |
| Qualification 45 | 4981A · 84954C | 44 120 | 4981D · 6842V | qualification |
| Qualification 46 | 491B · 1233Z | 67 116 | 2567R · 574G | qualification |
| Qualification 47 | 2567T · 2567F | 50 98 | 6210B · 586B | qualification |
| Qualification 48 | 94521A · 586G | 30 205 | 2567B · 84954B | qualification |
| Qualification 40 | 2567R · 4981D | 114 92 | 12896A · 2567F | qualification |
| Qualification 22 | 84954B · 6842V | 78 142 | 2567F · 84954A | qualification |
| Round 6 · 1 · 1 | 2567B · 2567F | 175 25 | 491B · 12896A | elimination |
| Round 6 · 2 · 1 | 1233P · 1233Z | 125 57 | 2567J · 2567M | elimination |
| Round 6 · 3 · 1 | 2567C · 2567K | 94 65 | 94521A · 491D | elimination |
| Round 6 · 4 · 1 | 4981D · 6842V | 139 46 | 586G · 587W | elimination |
| Round 6 · 5 · 1 | 6210T · 6210B | 87 74 | 587X · 586B | elimination |
| Round 6 · 6 · 1 | 587Y · 574G | 82 51 | 2567R · 2567T | elimination |
| Round 6 · 7 · 1 | 84954B · 84954A | 111 78 | 4981A · 4981C | elimination |
| Round 6 · 8 · 1 | 2567V · 54827A | 93 71 | 84954D · 84954C | elimination |
| Round 3 · 2 · 1 | 2567C · 2567K | 132 45 | 4981D · 6842V | elimination |
| Round 3 · 3 · 1 | 6210T · 6210B | 79 92 | 587Y · 574G | elimination |
| Round 3 · 4 · 1 | 84954B · 84954A | 147 70 | 2567V · 54827A | elimination |
| Round 4 · 1 · 1 | 2567B · 2567F | 138 35 | 2567C · 2567K | elimination |
| Round 4 · 2 · 1 | 587Y · 574G | 77 141 | 84954B · 84954A | elimination |
| Round 5 · 1 · 1 | 2567B · 2567F | 117 95 | 84954B · 84954A | elimination |
| Round 3 · 1 · 1 | 2567B · 2567F | 150 13 | 1233P · 1233Z | elimination |