# Hopper Division (2023hop)

Houston, TX, USA · 2023-04-19 to 2023-04-22 · week 8 · 77 teams · completed

Winners advance to [Einstein Field](https://www.match13.com/event/2023cmptx). Other divisions: [Archimedes](https://www.match13.com/event/2023arc), [Curie](https://www.match13.com/event/2023cur), [Daly](https://www.match13.com/event/2023dal), [Galileo](https://www.match13.com/event/2023gal), [Johnson](https://www.match13.com/event/2023joh), [Milstein](https://www.match13.com/event/2023mil), [Newton](https://www.match13.com/event/2023new).

## Watch

- twitch: https://www.twitch.tv/firstinspires_hopper
- twitch: https://www.twitch.tv/firstinspires5

## Alliances

| Alliance | Teams | Result | Playoff record |
| --- | --- | --- | --- |
| Alliance 1 | 1323, 4414, 4096, 2609 | Champion | 5-0-0 |
| Alliance 2 | 4265, 696, 876, 2052 | Eliminated in R2 | 0-2-0 |
| Alliance 3 | 2338, 1727, 498, 610 | Finalist | 4-3-0 |
| Alliance 4 | 2046, 7407, 1986, 488 | Eliminated in R4 | 2-2-0 |
| Alliance 5 | 3357, 2930, 1796, 4682 | Eliminated in R2 | 0-2-0 |
| Alliance 6 | 573, 1987, 4391, 6517 | Eliminated in R3 | 1-2-0 |
| Alliance 7 | 3636, 1706, 4336, 1807 | Eliminated in R5 | 2-2-0 |
| Alliance 8 | 2481, 341, 7457, 226 | Eliminated in R3 | 1-2-0 |

## Qualification ranking

| Rank | Team | Name | Qual record | RP | xP | Pre-playoff xP | SOS |
| --- | --- | --- | --- | --- | --- | --- | --- |
| 1 | 1323 | MadTown Robotics | 10-0-0 | 40 | 81.8 | 81.2 | 0.51 |
| 2 | 4265 | Secret City Wildbots | 10-0-0 | 38 | 59.4 | 59.3 | 0.06 |
| 3 | 2338 | Gear It Forward | 9-1-0 | 38 | 61.4 | 62.7 | 0.05 |
| 4 | 2046 | Bear Metal | 8-2-0 | 35 | 72.2 | 72.8 | 0.97 |
| 5 | 3357 | COMETS | 8-2-0 | 34 | 59.8 | 60.8 | 0.03 |
| 6 | 573 | Mech Warriors | 8-2-0 | 34 | 56.3 | 56.1 | 0.04 |
| 7 | 3636 | Generals | 7-3-0 | 32 | 59.6 | 58.5 | 0.00 |
| 8 | 696 | Circuit Breakers | 8-2-0 | 32 | 49.0 | 48.6 | 0.11 |
| 9 | 2481 | Roboteers | 8-2-0 | 32 | 58.1 | 59.8 | 0.11 |
| 10 | 1986 | Team Titanium | 8-2-0 | 32 | 57.0 | 56.6 | 0.06 |
| 11 | 4391 | BraveBots | 8-2-0 | 32 | 60.1 | 60.1 | 0.54 |
| 12 | 1987 | Broncobots | 7-3-0 | 32 | 63.1 | 64.4 | 0.32 |
| 13 | 2930 | Sonic Squirrels | 8-2-0 | 31 | 56.7 | 58.3 | 0.40 |
| 14 | 876 | Thunder Robotics | 7-3-0 | 31 | 58.2 | 58.6 | 0.22 |
| 15 | 488 | Team XBOT | 6-4-0 | 30 | 56.2 | 56.2 | 0.15 |
| 16 | 4400 | Cerbotics - Peñoles | 8-2-0 | 30 | 43.5 | 43.5 | 0.08 |
| 17 | 4414 | HighTide | 7-3-0 | 29 | 64.7 | 64.5 | 0.42 |
| 18 | 1727 | REX | 6-4-0 | 29 | 61.2 | 61.8 | 0.06 |
| 19 | 1807 | Redbird Robotics | 6-4-0 | 29 | 51.6 | 51.6 | 0.06 |
| 20 | 7457 | suPURDUEper Robotics | 7-3-0 | 29 | 65.5 | 67.0 | 0.43 |
| 21 | 1706 | Ratchet Rockers | 7-3-0 | 29 | 55.2 | 54.4 | 0.22 |
| 22 | 4336 | Ramageddon Robotics | 6-4-0 | 28 | 54.3 | 52.4 | 0.18 |
| 23 | 4096 | Ctrl-Z | 6-4-0 | 28 | 51.9 | 48.4 | 0.09 |
| 24 | 6357 | The Spring Konstant | 6-4-0 | 28 | 46.1 | 46.1 | 0.01 |
| 25 | 226 | Hammerheads | 6-4-0 | 28 | 52.0 | 52.0 | 0.21 |
| 26 | 2609 | Beaverworx | 7-3-0 | 28 | 49.4 | 49.4 | 0.35 |
| 27 | 772 | Sabre Bytes Robotics | 6-4-0 | 28 | 37.9 | 37.9 | 0.04 |
| 28 | 341 | Miss Daisy | 6-4-0 | 27 | 57.8 | 58.3 | 0.35 |
| 29 | 2495 | Hive Mind | 6-4-0 | 27 | 42.7 | 42.7 | 0.24 |
| 30 | 610 | Crescent Coyotes | 6-4-0 | 27 | 49.2 | 49.2 | 0.52 |
| 31 | 7407 | Wired Boars | 5-5-0 | 26 | 62.4 | 62.5 | 0.91 |
| 32 | 245 | Adambots | 5-5-0 | 26 | 56.4 | 56.4 | 0.94 |
| 33 | 2341 | Sprockets | 6-4-0 | 26 | 31.9 | 31.9 | 0.15 |
| 34 | 1792 | Round Table Robotics | 5-5-0 | 25 | 37.8 | 37.8 | 0.11 |
| 35 | 1796 | RoboTigers | 6-4-0 | 25 | 54.3 | 54.7 | 0.65 |
| 36 | 2096 | RoboActive | 6-4-0 | 25 | 49.0 | 49.0 | 0.16 |
| 37 | 365 | Miracle Workerz | 6-4-0 | 24 | 40.5 | 40.5 | 0.04 |
| 38 | 5667 | The Digital Eagles | 6-4-0 | 24 | 47.9 | 47.9 | 0.44 |
| 39 | 6429 | 4th Dimension | 5-5-0 | 24 | 31.0 | 31.0 | 0.09 |
| 40 | 498 | The Cobra Commanders | 5-5-0 | 23 | 54.5 | 51.3 | 0.90 |
| 41 | 8019 | Patriot Engineering | 4-6-0 | 23 | 43.6 | 43.6 | 0.56 |
| 42 | 68 | Truck Town Thunder | 4-6-0 | 23 | 35.0 | 35.0 | 0.01 |
| 43 | 9118 | Pb-ers Laguna - Peñoles | 5-5-0 | 23 | 32.0 | 32.0 | 0.16 |
| 44 | 9071 | SlicerTech | 4-6-0 | 22 | 26.7 | 26.7 | 0.13 |
| 45 | 6024 | R Factor | 5-5-0 | 22 | 32.5 | 32.5 | 0.19 |
| 46 | 107 | Team R.O.B.O.T.I.C.S. | 4-6-0 | 21 | 47.2 | 47.2 | 0.96 |
| 47 | 2052 | KnightKrawler | 4-6-0 | 20 | 55.0 | 54.2 | 0.83 |
| 48 | 2169 | KING TeC | 4-6-0 | 20 | 49.3 | 49.3 | 1.00 |
| 49 | 353 | POBots | 3-7-0 | 20 | 46.1 | 46.1 | 0.19 |
| 50 | 9182 | Tech Tr1be | 3-7-0 | 20 | 34.2 | 34.2 | 0.48 |
| 51 | 999 | MechaRAMS | 3-7-0 | 20 | 43.4 | 43.4 | 0.96 |
| 52 | 3189 | Circuit Breakers | 4-6-0 | 20 | 23.7 | 23.7 | 0.64 |
| 53 | 1799 | Wired-Up! | 5-5-0 | 20 | 26.3 | 26.3 | 0.80 |
| 54 | 4450 | Olympia Robotics Federation | 5-5-0 | 20 | 24.9 | 24.9 | 0.15 |
| 55 | 5526 | Type C - Peñoles | 4-6-0 | 19 | 42.7 | 42.7 | 0.68 |
| 56 | 8736 | The Mechanisms | 5-5-0 | 19 | 42.3 | 42.3 | 0.15 |
| 57 | 6721 | Tindley Trailblazers | 3-7-0 | 19 | 34.9 | 34.9 | 0.98 |
| 58 | 5675 | WiredCats | 3-7-0 | 18 | 47.4 | 47.4 | 1.00 |
| 59 | 4930 | Electric Mayhem | 4-6-0 | 18 | 35.0 | 35.0 | 0.20 |
| 60 | 9260 | Built4Bibb Robotics | 4-6-0 | 18 | 40.7 | 40.7 | 0.89 |
| 61 | 9082 | No Limit | 4-6-0 | 18 | 29.0 | 29.0 | 0.64 |
| 62 | 201 | The FEDS | 3-7-0 | 17 | 41.3 | 41.3 | 0.81 |
| 63 | 3654 | TechTigers | 2-8-0 | 16 | 28.8 | 28.8 | 0.84 |
| 64 | 4682 | CyBears | 3-7-0 | 15 | 51.8 | 51.6 | 1.00 |
| 65 | 4213 | MetalCow Robotics | 2-8-0 | 15 | 39.8 | 39.8 | 0.85 |
| 66 | 9202 | Silicon Valley Technos | 3-7-0 | 14 | 31.2 | 31.2 | 0.91 |
| 67 | 190 | Gompei and the HERD | 1-9-0 | 13 | 34.5 | 34.5 | 0.99 |
| 68 | 4135 | Iron Patriots | 3-7-0 | 13 | 31.5 | 31.5 | 0.92 |
| 69 | 6832 | STEAMex | 1-9-0 | 13 | 26.2 | 26.2 | 1.00 |
| 70 | 5648 | Melbourne RoboCats 5648 | 3-7-0 | 13 | 14.1 | 14.1 | 0.85 |
| 71 | 2718 | Team OKC e'possums (Σ 1/n! x 10³) | 1-9-0 | 12 | 22.9 | 22.9 | 0.85 |
| 72 | 6517 | So-Kno Robo | 2-8-0 | 12 | 37.4 | 36.2 | 0.99 |
| 73 | 1311 | Kell Robotics | 2-8-0 | 11 | 21.3 | 21.3 | 0.83 |
| 74 | 3019 | Firebirds | 1-9-0 | 11 | 16.8 | 16.8 | 0.90 |
| 75 | 5816 | Gra-V Robotics | 1-9-0 | 10 | 16.6 | 16.6 | 0.87 |
| 76 | 5123 | Mechadogs | 1-8-0 | 9 | 13.4 | 13.4 | 0.95 |
| 77 | 5587 | Titan Robotics | 1-9-0 | 7 | 24.6 | 24.6 | 1.00 |

## Qualification matches

| Match | Red | Blue | Score | Predicted | Red win prob | Winner |
| --- | --- | --- | --- | --- | --- | --- |
| Qual 1 | 6357, 9182, 610 | 6429, 1706, 1986 | 106–149 | 134–147 | 33% | blue |
| Qual 2 | 2609, 8019, 7457 | 2052, 9082, 3654 | 130–114 | 147–108 | 93% | red |
| Qual 3 | 353, 2718, 772 | 2481, 6024, 696 | 119–164 | 101–102 | 54% | blue |
| Qual 4 | 190, 9202, 6721 | 1323, 488, 2341 | 69–172 | 77–153 | 0% | blue |
| Qual 5 | 1987, 2930, 68 | 1311, 5526, 2169 | 146–108 | 154–87 | 99% | red |
| Qual 6 | 1727, 2096, 4336 | 4682, 5648, 4930 | 164–85 | 143–82 | 98% | red |
| Qual 7 | 1792, 201, 876 | 4450, 6517, 4135 | 128–92 | 119–81 | 93% | red |
| Qual 8 | 9260, 573, 1796 | 999, 3189, 498 | 130–120 | 141–95 | 96% | red |
| Qual 9 | 245, 2338, 1807 | 5667, 1799, 5816 | 151–65 | 169–59 | 100% | red |
| Qual 10 | 5587, 9118, 4096 | 4414, 5675, 3357 | 73–191 | 93–172 | 0% | blue |
| Qual 11 | 5123, 2046, 4265 | 3636, 226, 341 | 156–120 | 141–161 | 27% | red |
| Qual 12 | 9071, 4213, 6832 | 4391, 7407, 2495 | 91–168 | 83–157 | 0% | blue |
| Qual 13 | 4400, 365, 8736 | 2481, 107, 3019 | 130–101 | 133–138 | 47% | red |
| Qual 14 | 2096, 3654, 9182 | 772, 1987, 2052 | 117–157 | 112–149 | 8% | blue |
| Qual 15 | 1323, 5648, 6429 | 4135, 2169, 1792 | 137–123 | 126–95 | 90% | red |
| Qual 16 | 1706, 1727, 5526 | 999, 6721, 8019 | 170–122 | 153–117 | 89% | red |
| Qual 17 | 4450, 5667, 1311 | 696, 573, 488 | 86–166 | 79–125 | 3% | blue |
| Qual 18 | 4414, 3189, 190 | 2930, 7457, 6357 | 123–173 | 134–167 | 11% | blue |
| Qual 19 | 876, 4682, 9118 | 498, 3636, 245 | 104–185 | 124–137 | 37% | blue |
| Qual 20 | 610, 9071, 5587 | 4336, 2338, 68 | 101–137 | 103–155 | 2% | blue |
| Qual 21 | 9260, 6024, 3019 | 226, 201, 2495 | 88–197 | 85–139 | 2% | blue |
| Qual 22 | 9202, 6832, 1986 | 4265, 4096, 1807 | 110–174 | 83–144 | 2% | blue |
| Qual 23 | 6517, 5675, 1799 | 107, 2046, 4930 | 95–160 | 110–144 | 13% | blue |
| Qual 24 | 3357, 2609, 365 | 5816, 5123, 4391 | 176–84 | 157–95 | 99% | red |
| Qual 25 | 2341, 4213, 9082 | 2718, 341, 1796 | 71–117 | 102–138 | 10% | blue |
| Qual 26 | 7407, 4400, 2169 | 8736, 353, 7457 | 165–145 | 142–148 | 43% | red |
| Qual 27 | 488, 4414, 772 | 3636, 1706, 999 | 161–166 | 154–146 | 64% | blue |
| Qual 28 | 1792, 610, 1323 | 1987, 498, 5667 | 182–165 | 157–135 | 78% | red |
| Qual 29 | 201, 2052, 9071 | 1727, 9118, 573 | 131–147 | 128–138 | 42% | blue |
| Qual 30 | 226, 68, 3189 | 5648, 1986, 696 | 88–128 | 119–92 | 81% | blue |
| Qual 31 | 4135, 2930, 1799 | 4336, 3019, 6832 | 138–110 | 114–87 | 84% | red |
| Qual 32 | 1311, 4391, 190 | 9202, 2481, 2096 | 89–106 | 120–134 | 21% | blue |
| Qual 33 | 2718, 8019, 5123 | 107, 1807, 6357 | 79–151 | 74–144 | 1% | blue |
| Qual 34 | 876, 3357, 2341 | 5675, 4930, 9082 | 164–94 | 136–106 | 88% | red |
| Qual 35 | 245, 9260, 5526 | 4096, 4400, 353 | 150–128 | 131–131 | 44% | red |
| Qual 36 | 4213, 4682, 6517 | 3654, 365, 6024 | 61–89 | 134–114 | 78% | blue |
| Qual 37 | 4265, 1796, 2609 | 2338, 2495, 6429 | 165–146 | 179–163 | 75% | red |
| Qual 38 | 8736, 4450, 341 | 6721, 5587, 5816 | 118–74 | 122–71 | 97% | red |
| Qual 39 | 2046, 9182, 9118 | 7407, 68, 5667 | 148–143 | 131–129 | 49% | red |
| Qual 40 | 1792, 498, 2052 | 226, 4391, 4336 | 154–168 | 146–168 | 24% | blue |
| Qual 41 | 6357, 2096, 3636 | 2169, 1799, 107 | 114–131 | 150–131 | 78% | blue |
| Qual 42 | 573, 2481, 2930 | 1706, 1807, 3357 | 193–177 | 178–187 | 40% | red |
| Qual 43 | 5675, 7457, 488 | 6832, 4135, 245 | 158–94 | 160–121 | 94% | red |
| Qual 44 | 610, 772, 4213 | 9260, 5648, 9202 | 111–66 | 125–74 | 97% | red |
| Qual 45 | 2338, 3654, 4930 | 190, 201, 5526 | 155–126 | 120–109 | 65% | red |
| Qual 46 | 999, 8736, 1796 | 9071, 4265, 1323 | 138–169 | 154–165 | 28% | blue |
| Qual 47 | 9082, 696, 5587 | 365, 2495, 2046 | 98–159 | 86–159 | 1% | blue |
| Qual 48 | 2718, 5816, 4682 | 4414, 4400, 1311 | 103–143 | 80–136 | 2% | blue |
| Qual 49 | 4450, 1987, 6024 | 2341, 7407, 5123 | 125–124 | 113–103 | 67% | red |
| Qual 50 | 9182, 1727, 353 | 2609, 876, 3189 | 144–164 | 144–140 | 55% | blue |
| Qual 51 | 341, 3019, 4096 | 6517, 6429, 8019 | 164–87 | 119–110 | 64% | red |
| Qual 52 | 1986, 7457, 2096 | 6721, 4336, 9118 | 172–112 | 161–118 | 94% | red |
| Qual 53 | 245, 1792, 3357 | 1807, 2052, 4213 | 160–140 | 163–152 | 66% | red |
| Qual 54 | 772, 226, 1706 | 2169, 190, 1796 | 142–136 | 148–132 | 70% | red |
| Qual 55 | 2495, 9202, 3654 | 498, 4135, 8736 | 85–117 | 112–131 | 20% | blue |
| Qual 56 | 6832, 5816, 68 | 1323, 6357, 4930 | 85–151 | 86–153 | 0% | blue |
| Qual 57 | 2338, 7407, 4450 | 365, 5675, 2718 | 140–123 | 159–129 | 89% | red |
| Qual 58 | 201, 4265, 4400 | 9182, 4414, 1799 | 136–134 | 159–136 | 83% | red |
| Qual 59 | 2341, 3019, 6429 | 5526, 353, 2046 | 74–133 | 94–160 | 1% | blue |
| Qual 60 | 1727, 5667, 2481 | 5123, 5587, 6517 | 171–63 | 157–90 | 99% | red |
| Qual 61 | 8019, 876, 3636 | 1311, 999, 5648 | 164–90 | 141–87 | 98% | red |
| Qual 62 | 4682, 696, 2930 | 488, 341, 610 | 177–165 | 137–150 | 34% | red |
| Qual 63 | 1986, 9260, 1987 | 2609, 9071, 107 | 152–59 | 165–149 | 77% | red |
| Qual 64 | 573, 4096, 6024 | 4391, 6721, 9082 | 119–133 | 127–119 | 69% | blue |
| Qual 65 | 7407, 1323, 3189 | 2096, 245, 4450 | 186–123 | 168–139 | 87% | red |
| Qual 66 | 9202, 1799, 226 | 1706, 9118, 68 | 119–91 | 95–122 | 13% | red |
| Qual 67 | 3019, 4135, 4213 | 4265, 4930, 772 | 67–132 | 93–120 | 12% | blue |
| Qual 68 | 7457, 365, 498 | 9182, 5526, 2718 | 165–102 | 151–99 | 97% | red |
| Qual 69 | 5675, 1311, 5123 (DQ) | 2052, 6429, 8736 | 83–127 | 103–135 | 9% | blue |
| Qual 70 | 2495, 610, 8019 | 2481, 4414, 1792 | 144–158 | 132–153 | 17% | blue |
| Qual 71 | 1727, 3636, 696 | 190, 6832, 9260 | 181–131 | 139–86 | 97% | red |
| Qual 72 | 5648, 2046, 6721 | 4400, 3357, 2338 | 151–161 | 124–171 | 3% | blue |
| Qual 73 | 1807, 4336, 9071 | 3189, 341, 6024 | 139–116 | 131–112 | 75% | red |
| Qual 74 | 9082, 6517, 488 | 353, 1987, 5816 | 125–73 | 114–125 | 32% | red |
| Qual 75 | 573, 1986, 5667 | 3654, 2169, 876 | 175–156 | 131–127 | 56% | red |
| Qual 76 | 1796, 4682, 201 | 4096, 6357, 4391 | 138–151 | 148–145 | 57% | blue |
| Qual 77 | 999, 107, 2341 | 2930, 2609, 5587 | 130–159 | 125–144 | 24% | blue |
| Qual 78 | 68, 4213, 4414 | 5123, 498, 2096 | 123–92 | 139–111 | 83% | red |
| Qual 79 | 696, 9202, 7457 | 3019, 1792, 1727 | 145–131 | 117–119 | 57% | red |
| Qual 80 | 4930, 245, 6721 | 6429, 226, 2481 | 117–178 | 128–147 | 22% | blue |
| Qual 81 | 8019, 9071, 190 | 1799, 4450, 2046 | 114–146 | 96–128 | 11% | blue |
| Qual 82 | 9118, 6517, 4265 | 488, 2718, 9260 | 126–124 | 128–127 | 48% | red |
| Qual 83 | 1987, 341, 2338 | 573, 8736, 6832 | 179–135 | 173–127 | 95% | red |
| Qual 84 | 1706, 4391, 5675 | 3654, 3189, 4400 | 134–95 | 180–120 | 99% | red |
| Qual 85 | 3357, 2495, 1323 | 107, 201, 1311 | 174–108 | 197–137 | 99% | red |
| Qual 86 | 772, 4336, 2609 | 4096, 876, 7407 | 128–177 | 145–162 | 25% | blue |
| Qual 87 | 5816, 2169, 5648 | 2341, 6024, 9182 | 70–98 | 86–96 | 34% | blue |
| Qual 88 | 1796, 1807, 365 | 353, 610, 3636 | 132–152 | 154–144 | 56% | blue |
| Qual 89 | 2052, 5526, 1986 | 4682, 5587, 4135 | 140–96 | 149–108 | 93% | red |
| Qual 90 | 6357, 9082, 226 | 5667, 999, 2930 | 120–127 | 117–136 | 21% | blue |
| Qual 91 | 1792, 2718, 190 | 68, 245, 573 | 82–158 | 85–135 | 4% | blue |
| Qual 92 | 498, 6429, 3654 | 488, 9071, 2481 | 108–152 | 120–144 | 18% | blue |
| Qual 93 | 4930, 9260, 1706 | 7457, 1311, 2338 | 118–151 | 130–154 | 23% | blue |
| Qual 94 | 696, 6721, 1987 | 4213, 5675, 201 | 175–110 | 130–138 | 45% | red |
| Qual 95 | 2169, 4265, 4336 | 2046, 8019, 5816 | 169–128 | 146–137 | 70% | red |
| Qual 96 | 772, 8736, 4096 | 3189, 2341, 610 | 120–122 | 124–103 | 75% | blue |
| Qual 97 | 5587, 876, 1807 | 1796, 2096, 4400 | 127–162 | 146–141 | 54% | blue |
| Qual 98 | 3357, 9182, 999 | 4682, 3019, 4450 | 146–86 | 143–91 | 95% | red |
| Qual 99 | 3636, 1986, 4391 | 2930, 2495, 6517 | 196–126 | 165–144 | 73% | red |
| Qual 100 | 365, 9118, 4135 | 341, 6357, 1727 | 117–176 | 108–161 | 4% | blue |
| Qual 101 | 6024, 1323, 4414 | 1799, 2609, 5526 | 177–123 | 182–124 | 96% | red |
| Qual 102 | 5667, 2052, 107 | 7407, 353, 9202 | 161–160 | 156–142 | 62% | red |
| Qual 103 | 5648, 5123, 201 | 9082, 1706, 6832 | 40–115 | 87–113 | 16% | blue |
| Qual 104 | 4336, 3654, 245 | 696, 2341, 4265 | 133–167 | 152–136 | 65% | blue |
| Qual 105 | 8736, 5816, 5675 | 2096, 1792, 9260 | 96–127 | 117–120 | 39% | blue |
| Qual 106 | 2338, 8019, 226 | 4213, 488, 9182 | 172–140 | 155–127 | 80% | red |
| Qual 107 | 7457, 5587, 3019 | 3636, 573, 9071 | 103–150 | 116–133 | 25% | blue |
| Qual 108 | 2046, 4096, 2481 | 1987, 999, 4135 | 166–137 | 189–144 | 91% | red |
| Qual 109 | 1799, 1323, 772 | 1986, 1727, 365 | 147–121 | 138–158 | 26% | red |
| Qual 110 | 3189, 2169, 2495 | 3357, 2052, 2718 | 117–109 | 107–143 | 12% | red |
| Qual 111 | 4400, 4450, 498 | 6024, 4930, 2930 | 145–129 | 116–121 | 44% | red |
| Qual 112 | 6721, 6832, 1311 | 5667, 610, 2609 | 81–104 | 82–151 | 1% | blue |
| Qual 113 | 5648, 1796, 6357 | 5526, 9202, 6517 | 122–118 | 115–96 | 71% | red |
| Qual 114 | 6429, 9082, 7407 | 1807, 190, 4682 | 139–146 | 130–146 | 28% | blue |
| Qual 115 | 68, 107, 341 | 876, 4391, 4414 | 157–197 | 154–193 | 8% | blue |
| Qual 116 | 353, 5123, 999 | 9118, 2338, 1792 | 98–151 | 107–139 | 15% | blue |
| Qual 117 | 9182, 2481, 5675 | 3636, 1323, 4336 | 141–195 | 155–188 | 11% | blue |
| Qual 118 | 5816, 3357, 4096 | 226, 3654, 1727 | 156–145 | 132–154 | 23% | red |
| Qual 119 | 2046, 2930, 8736 | 201, 772, 245 | 181–129 | 171–136 | 87% | red |
| Qual 120 | 4135, 2096, 1706 | 9071, 5667, 2718 | 154–117 | 136–82 | 96% | red |
| Qual 121 | 4930, 3189, 9202 | 8019, 365, 1987 | 92–166 | 85–152 | 1% | blue |
| Qual 122 | 3019, 1311, 7407 | 1986, 498, 9082 | 95–171 | 116–132 | 23% | blue |
| Qual 123 | 4414, 6721, 1807 | 6517, 9260, 2169 | 155–119 | 164–128 | 87% | red |
| Qual 124 | 4391, 488, 353 | 5587, 1799, 5648 | 167–62 | 166–74 | 100% | red |
| Qual 125 | 4400, 2609, 573 | 6357, 696, 4213 | 157–154 | 150–125 | 79% | red |
| Qual 126 | 6024, 190, 2052 | 610, 4265, 876 | 109–164 | 122–162 | 8% | blue |
| Qual 127 | 6832, 107, 4450 | 9118, 1796, 6429 | 81–125 | 106–120 | 30% | blue |
| Qual 128 | 2495, 2341, 4682 | 7457, 68, 5123 | 135–129 | 121–121 | 55% | red |
| Qual 129 | 5526, 3636, 1792 | 341, 772, 5667 | 165–171 | 136–144 | 37% | blue |

## Playoff matches

| Match | Red | Blue | Score | Predicted | Red win prob | Winner |
| --- | --- | --- | --- | --- | --- | --- |
| SF 1 | 1323, 4096, 4414 | 341, 7457, 2481 | 216–135 | 201–193 | 69% | red |
| SF 2-1 | 1986, 2046, 7407 | 3357, 1796, 2930 | 207–145 | 206–194 | 71% | red |
| SF 3-1 | 4265, 876, 696 | 1706, 4336, 3636 | 174–201 | 168–174 | 55% | blue |
| SF 4-1 | 498, 1727, 2338 | 573, 1987, 4391 | 199–190 | 185–192 | 46% | red |
| SF 5-1 | 2481, 7457, 341 | 3357, 4682, 2930 | 183–167 | 181–173 | 56% | red |
| SF 6-1 | 4265, 2052, 696 | 573, 6517, 4391 | 175–183 | 161–161 | 59% | blue |
| SF 7-1 | 1323, 4096, 4414 | 7407, 2046, 1986 | 217–201 | 195–197 | 56% | red |
| SF 8-1 | 3636, 4336, 1706 | 1727, 498, 2338 | 200–181 | 174–183 | 39% | red |
| SF 9-1 | 1986, 2046, 7407 | 573, 1987, 4391 | 197–146 | 197–186 | 64% | red |
| SF 10-1 | 2338, 498, 1727 | 341, 7457, 2481 | 218–196 | 178–182 | 55% | red |
| SF 11-1 | 1323, 4096, 4414 | 1706, 4336, 3636 | 213–117 | 204–176 | 80% | red |
| SF 12-1 | 2338, 498, 1727 | 2046, 7407, 1986 | 209–185 | 191–205 | 41% | red |
| SF 13-1 | 3636, 4336, 1706 | 1727, 498, 2338 | 198–212 | 179–194 | 34% | blue |
| F 1 | 1323, 4096, 4414 | 1727, 498, 2338 | 192–162 | 211–198 | 73% | red |
| F 2 | 1323, 4096, 4414 | 1727, 498, 2338 | 212–141 | 209–196 | 73% | red |

Predicted scores and win probabilities are this site's own. The same page for a person: [https://www.match13.com/event/2023hop](https://www.match13.com/event/2023hop).

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