# FIM District Alpena Event (2018mialp)

Alpena, MI, USA · 2018-04-05 to 2018-04-07 · week 6 · 40 teams · completed

## Watch

- dacast: https://iframe.dacast.com/b/66716/c/461548

## Alliances

| Alliance | Teams | Result | Playoff record |
| --- | --- | --- | --- |
| Alliance 1 | 5505, 6077, 6121 | Champion | 6-1-0 |
| Alliance 2 | 6493, 3603, 7084 | Eliminated in QF | 0-2-0 |
| Alliance 3 | 5230, 5193, 5534 | Finalist | 4-2-0 |
| Alliance 4 | 5525, 6067, 3537 | Eliminated in QF | 0-2-0 |
| Alliance 5 | 5547, 6088, 7250 | Eliminated in SF | 2-2-0 |
| Alliance 6 | 7154, 6637, 2246 | Eliminated in QF | 0-2-0 |
| Alliance 7 | 4983, 2405, 6075 | Eliminated in SF | 2-2-0 |
| Alliance 8 | 3322, 7213, 7244 | Eliminated in QF | 1-2-0 |

## Qualification ranking

| Rank | Team | Name | Qual record | RP | xP | Pre-playoff xP | SOS | dP |
| --- | --- | --- | --- | --- | --- | --- | --- | --- |
| 1 | 5505 | V2 - Volts Squared | 11-1-0 | 30 | 124.4 | 123.3 | 0.02 | 76 |
| 2 | 6493 | Red Steel | 11-1-0 | 29 | 92.5 | 92.8 | 0.09 | 46 |
| 3 | 6077 | Wiking Kujon | 10-2-0 | 28 | 105.9 | 106.0 | 0.49 | 71 |
| 4 | 5230 | The Resistance | 7-5-0 | 26 | 98.9 | 96.2 | 0.22 | 58 |
| 5 | 5193 | Pantheon | 10-2-0 | 26 | 115.9 | 113.2 | 0.34 | 53 |
| 6 | 5525 | Alcona Tool Cats | 8-4-0 | 26 | 84.6 | 85.4 | 0.09 | 36 |
| 7 | 5547 | The Talons | 9-3-0 | 25 | 95.6 | 92.0 | 0.03 | 40 |
| 8 | 7154 | TheROK | 8-4-0 | 25 | 84.4 | 84.7 | 0.22 | 28 |
| 9 | 4983 | IronBots | 9-3-0 | 24 | 98.2 | 96.3 | 0.46 | 42 |
| 10 | 6067 | The Underdogs | 8-4-0 | 22 | 94.1 | 93.8 | 0.12 | 29 |
| 11 | 6088 | Stephenson Eagles | 8-4-0 | 22 | 93.9 | 90.6 | 0.42 | 38 |
| 12 | 3322 | Eagle Evolution | 7-5-0 | 22 | 107.4 | 102.0 | 0.51 | 30 |
| 13 | 3603 | Cyber Coyotes | 7-5-0 | 21 | 95.0 | 95.4 | 0.72 | 40 |
| 14 | 6121 | RoboVikes | 6-6-0 | 21 | 84.6 | 83.3 | 0.23 | 51 |
| 15 | 5661 | RoboCards | 6-6-0 | 20 | 60.8 | 60.8 | 0.35 | 14 |
| 16 | 7084 | Hillman Pyrobots | 6-6-0 | 20 | 57.5 | 57.6 | 0.37 | 21 |
| 17 | 5534 | Onaway Onabots | 4-8-0 | 19 | 81.6 | 80.5 | 0.40 | 37 |
| 18 | 2246 | The Army of Sum | 6-6-0 | 18 | 59.9 | 59.5 | 0.33 | 24 |
| 19 | 7250 | OsCODEa 0w\|5 | 5-7-0 | 18 | 71.6 | 69.6 | 0.47 | 33 |
| 20 | 7150 | Ogemaw Overdrive | 6-6-0 | 17 | 53.1 | 53.1 | 0.49 | 13 |
| 21 | 2405 | Techno Trojans | 6-6-0 | 17 | 90.7 | 91.7 | 0.78 | 37 |
| 22 | 6637 | BetaWolves | 6-6-0 | 17 | 96.6 | 95.7 | 0.81 | 23 |
| 23 | 5697 | Bearcats | 4-8-0 | 16 | 81.3 | 81.3 | 0.50 | 12 |
| 24 | 6545 | Tawas Braves | 5-7-0 | 16 | 68.8 | 68.8 | 0.79 | 12 |
| 25 | 3537 | Delta Force | 7-5-0 | 16 | 88.4 | 89.1 | 0.61 | 15 |
| 26 | 6097 | Botcats | 5-7-0 | 15 | 85.1 | 85.1 | 0.77 | 11 |
| 27 | 6638 | Fulton Pirates | 4-8-0 | 15 | 53.9 | 53.9 | 0.77 | 11 |
| 28 | 5110 | Roboherd | 5-7-0 | 15 | 85.0 | 85.0 | 0.49 | 10 |
| 29 | 6074 | RoboBucks | 4-8-0 | 13 | 58.9 | 58.9 | 0.39 | 10 |
| 30 | 6557 | S.R.U - Special Robotics Unit | 4-8-0 | 13 | 63.9 | 63.9 | 0.50 | 9 |
| 31 | 7244 | Huskies Robotics | 4-8-0 | 12 | 68.3 | 66.0 | 0.55 | 25 |
| 32 | 7171 | Wolverine Wildcats | 3-9-0 | 12 | 46.5 | 46.5 | 0.44 | 9 |
| 33 | 7213 | Gladwin Knights | 4-8-0 | 12 | 87.6 | 85.3 | 0.97 | 17 |
| 34 | 7155 | The Robotic Rangers | 4-8-0 | 12 | 65.7 | 65.7 | 0.90 | 8 |
| 35 | 7156 | Metal Heads | 4-8-0 | 12 | 48.1 | 48.1 | 0.63 | 7 |
| 36 | 6611 | WolverBots | 4-8-0 | 12 | 46.4 | 46.4 | 0.37 | 7 |
| 37 | 7172 | AEA Robolution | 4-8-0 | 11 | 53.9 | 53.9 | 0.56 | 6 |
| 38 | 5156 | Laker Battleships | 4-8-0 | 11 | 52.0 | 52.0 | 0.93 | 6 |
| 39 | 6075 | Leland Zebrotics | 4-8-0 | 10 | 69.6 | 69.1 | 0.88 | 22 |
| 40 | 7020 | IM ROBOT | 3-9-0 | 7 | 40.3 | 40.3 | 0.47 | 4 |

## Qualification matches

| Match | Red | Blue | Score | Predicted | Red win prob | Winner |
| --- | --- | --- | --- | --- | --- | --- |
| Qual 1 | 2246, 6088, 5534 | 6121, 5547, 6097 | 223–301 | 205–220 | 47% | blue |
| Qual 2 | 6067, 5193, 7020 | 6074, 7154, 5110 | 228–128 | 276–176 | 78% | red |
| Qual 3 | 7250, 5697, 4983 | 5661, 6075, 7156 | 286–71 | 239–124 | 81% | red |
| Qual 4 | 7244, 7172, 3603 | 7155, 6611, 6077 | 177–330 | 162–220 | 31% | blue |
| Qual 5 | 6637, 3537, 5505 | 5156, 3322, 7150 | 375–201 | 357–81 | 98% | red |
| Qual 6 | 7171, 5230, 5525 | 6557, 6638, 7084 | 421–122 | 211–144 | 66% | red |
| Qual 7 | 6545, 7250, 2405 | 5697, 7213, 6493 | 124–217 | 212–212 | 48% | blue |
| Qual 8 | 5534, 6074, 7155 | 7156, 6067, 3322 | 190–450 | 156–281 | 17% | blue |
| Qual 9 | 7172, 7154, 6075 | 5525, 3603, 2246 | 301–415 | 181–248 | 24% | blue |
| Qual 10 | 5547, 5193, 6088 | 6638, 6545, 4983 | 461–179 | 304–186 | 79% | red |
| Qual 11 | 6557, 6611, 7020 | 5505, 7244, 5661 | 115–390 | 108–353 | 3% | blue |
| Qual 12 | 6121, 7171, 5110 | 7150, 6077, 3537 | 130–244 | 218–268 | 31% | blue |
| Qual 13 | 6637, 2405, 6097 | 7084, 7213, 5230 | 261–315 | 278–234 | 60% | blue |
| Qual 14 | 6557, 6493, 5193 | 5156, 7250, 2246 | 407–50 | 293–166 | 82% | red |
| Qual 15 | 5110, 7155, 3537 | 5534, 4983, 5661 | 149–245 | 226–241 | 42% | blue |
| Qual 16 | 5525, 5547, 5505 | 6097, 7213, 6077 | 386–232 | 321–237 | 73% | red |
| Qual 17 | 7171, 3322, 7020 | 3603, 6075, 5697 | 172–365 | 245–229 | 48% | blue |
| Qual 18 | 7156, 2405, 6611 | 7154, 6493, 6088 | 248–295 | 164–272 | 18% | blue |
| Qual 19 | 6074, 7244, 5230 | 6637, 6545, 5156 | 278–286 | 236–203 | 54% | blue |
| Qual 20 | 7172, 7150, 6638 | 6121, 7084, 6067 | 125–368 | 109–326 | 4% | blue |
| Qual 21 | 5697, 5661, 7171 | 5193, 5534, 5525 | 261–402 | 160–316 | 11% | blue |
| Qual 22 | 7020, 6097, 6075 | 3537, 6088, 6557 | 182–371 | 205–251 | 29% | blue |
| Qual 23 | 5505, 2246, 7150 | 7155, 7156, 7213 | 341–220 | 325–162 | 88% | red |
| Qual 24 | 7084, 6077, 5547 | 4983, 6121, 5156 | 410–289 | 280–212 | 66% | red |
| Qual 25 | 3322, 6074, 3603 | 7244, 6638, 2405 | 325–337 | 306–174 | 82% | blue |
| Qual 26 | 6611, 7250, 6637 | 6067, 5230, 7154 | 135–427 | 216–322 | 19% | blue |
| Qual 27 | 7172, 6545, 6557 | 5110, 6493, 5534 | 115–328 | 191–288 | 21% | blue |
| Qual 28 | 6121, 6075, 7155 | 5193, 5505, 2405 | 215–397 | 117–423 | 1% | blue |
| Qual 29 | 5230, 5697, 5156 | 3603, 4983, 6067 | 291–292 | 231–289 | 32% | blue |
| Qual 30 | 7020, 7244, 6545 | 5525, 3537, 7250 | 355–420 | 150–300 | 11% | blue |
| Qual 31 | 6077, 6637, 5110 | 6638, 6611, 6088 | 396–210 | 352–155 | 93% | red |
| Qual 32 | 6074, 7213, 7171 | 3322, 2246, 5547 | 173–284 | 198–300 | 18% | blue |
| Qual 33 | 6097, 5661, 7084 | 7156, 7172, 6493 | 208–329 | 228–208 | 55% | blue |
| Qual 34 | 4983, 2405, 7154 | 7150, 5525, 6557 | 396–131 | 273–212 | 68% | red |
| Qual 35 | 3537, 7020, 7213 | 6067, 5505, 6077 | 223–275 | 133–434 | 1% | blue |
| Qual 36 | 6088, 7172, 6121 | 7244, 5156, 7171 | 290–167 | 284–182 | 78% | red |
| Qual 37 | 6637, 7154, 6638 | 5534, 7156, 5697 | 356–173 | 245–249 | 48% | red |
| Qual 38 | 6075, 2246, 6493 | 3322, 5230, 5110 | 220–414 | 186–326 | 13% | blue |
| Qual 39 | 5661, 7155, 7250 | 6074, 5547, 7150 | 151–197 | 194–252 | 29% | blue |
| Qual 40 | 5193, 7084, 6545 | 3603, 6097, 6611 | 267–378 | 273–207 | 68% | blue |
| Qual 41 | 2405, 6121, 3322 | 5156, 5525, 7020 | 412–159 | 336–140 | 93% | red |
| Qual 42 | 2246, 6557, 6637 | 5505, 7172, 4983 | 114–343 | 174–334 | 11% | blue |
| Qual 43 | 5230, 7156, 6097 | 5110, 5193, 7244 | 217–383 | 227–272 | 35% | blue |
| Qual 44 | 7171, 6088, 6077 | 6545, 5697, 7155 | 366–351 | 298–185 | 79% | red |
| Qual 45 | 7213, 3603, 6638 | 7154, 5661, 3537 | 147–345 | 265–225 | 61% | blue |
| Qual 46 | 6611, 7084, 5534 | 7250, 6074, 6075 | 218–291 | 246–186 | 64% | blue |
| Qual 47 | 7150, 6067, 7244 | 5547, 6493, 6545 | 263–376 | 221–249 | 38% | blue |
| Qual 48 | 7213, 5110, 5525 | 6088, 7155, 6637 | 286–341 | 234–270 | 38% | blue |
| Qual 49 | 7156, 5193, 3603 | 6077, 6121, 6557 | 324–153 | 268–251 | 51% | red |
| Qual 50 | 4983, 6097, 7150 | 6611, 3322, 7154 | 301–226 | 205–291 | 26% | red |
| Qual 51 | 5547, 7250, 5230 | 7172, 2405, 3537 | 432–190 | 291–228 | 65% | red |
| Qual 52 | 6638, 5697, 6074 | 7020, 6493, 5505 | 219–434 | 133–367 | 4% | blue |
| Qual 53 | 5661, 5156, 6067 | 5534, 7171, 6075 | 336–219 | 253–233 | 56% | red |
| Qual 54 | 5193, 3537, 2246 | 7084, 6637, 7172 | 339–173 | 312–210 | 78% | red |
| Qual 55 | 6493, 4983, 5230 | 7155, 7020, 7150 | 400–127 | 381–130 | 97% | red |
| Qual 56 | 7156, 5505, 7250 | 7171, 3603, 5547 | 436–226 | 306–229 | 71% | red |
| Qual 57 | 6077, 5534, 3322 | 2405, 2246, 5661 | 374–209 | 356–184 | 91% | red |
| Qual 58 | 6067, 6557, 6074 | 6088, 6545, 6097 | 254–299 | 232–266 | 40% | blue |
| Qual 59 | 6075, 6611, 7213 | 5525, 6638, 6121 | 319–189 | 241–254 | 42% | red |
| Qual 60 | 5156, 5110, 7084 | 7154, 7244, 5697 | 308–262 | 200–306 | 18% | red |
| Qual 61 | 4983, 7020, 6637 | 6097, 7171, 7172 | 353–237 | 323–178 | 87% | red |
| Qual 62 | 6493, 6077, 5525 | 3603, 7155, 5230 | 438–189 | 268–291 | 44% | red |
| Qual 63 | 5505, 7154, 6121 | 5661, 5110, 6545 | 419–98 | 419–165 | 97% | red |
| Qual 64 | 6075, 5156, 5193 | 2405, 7150, 7213 | 135–264 | 299–232 | 68% | blue |
| Qual 65 | 5547, 6557, 5697 | 6611, 3537, 6074 | 371–188 | 290–204 | 76% | red |
| Qual 66 | 6638, 6067, 2246 | 7244, 7084, 7156 | 357–278 | 268–198 | 72% | red |
| Qual 67 | 3322, 6088, 5505 | 7250, 5534, 7172 | 438–277 | 442–118 | 99% | red |
| Qual 68 | 3537, 4983, 7171 | 6493, 6121, 6074 | 181–318 | 292–238 | 64% | blue |
| Qual 69 | 2246, 6097, 7244 | 5697, 6067, 6611 | 457–231 | 211–291 | 24% | red |
| Qual 70 | 7084, 7150, 3603 | 7020, 5534, 5547 | 349–253 | 198–279 | 25% | red |
| Qual 71 | 6545, 6077, 7154 | 6075, 6637, 3322 | 230–163 | 270–290 | 45% | red |
| Qual 72 | 6088, 7156, 5156 | 5230, 5661, 5193 | 170–506 | 158–359 | 5% | blue |
| Qual 73 | 2405, 5525, 7155 | 7250, 6638, 5110 | 372–243 | 294–230 | 70% | red |
| Qual 74 | 7213, 5547, 7244 | 6557, 6075, 4983 | 265–313 | 312–238 | 71% | blue |
| Qual 75 | 5230, 5505, 5534 | 7154, 7171, 5193 | 215–262 | 375–204 | 91% | blue |
| Qual 76 | 6545, 5525, 6611 | 2246, 7020, 7156 | 272–104 | 282–185 | 80% | red |
| Qual 77 | 3537, 3322, 7084 | 2405, 5110, 6088 | 332–313 | 261–267 | 47% | red |
| Qual 78 | 5697, 7150, 6121 | 6077, 6074, 7172 | 334–382 | 228–259 | 37% | blue |
| Qual 79 | 6493, 3603, 5661 | 7213, 6637, 6067 | 467–292 | 231–296 | 28% | red |
| Qual 80 | 7155, 5156, 6638 | 6097, 6557, 7250 | 282–181 | 160–311 | 10% | red |

## Playoff matches

| Match | Red | Blue | Score | Predicted | Red win prob | Winner |
| --- | --- | --- | --- | --- | --- | --- |
| SF 1 | 6077, 5505, 6121 | 7213, 3322, 7244 | 166–355 | 381–200 | 93% | blue |
| SF 2-1 | 6067, 5525, 3537 | 6088, 5547, 7250 | 267–334 | 268–268 | 56% | blue |
| SF 3-1 | 3603, 6493, 7084 | 2405, 4983, 6075 | 286–382 | 261–282 | 49% | blue |
| SF 4-1 | 5193, 5230, 5534 | 6637, 7154, 2246 | 315–200 | 363–216 | 86% | red |
| SF 2 | 6077, 5505, 6121 | 7213, 3322, 7244 | 412–213 | 361–240 | 84% | red |
| SF 2-2 | 6067, 5525, 3537 | 6088, 5547, 7250 | 346–403 | 278–273 | 55% | blue |
| SF 3-2 | 3603, 6493, 7084 | 2405, 4983, 6075 | 265–398 | 264–299 | 44% | blue |
| SF 4-2 | 5193, 5230, 5534 | 6637, 7154, 2246 | 327–236 | 361–218 | 85% | red |
| SF 3 | 6077, 5505, 6121 | 7213, 3322, 7244 | 432–233 | 365–237 | 84% | red |
| SF 1 | 6077, 5505, 6121 | 6088, 5547, 7250 | 462–291 | 400–218 | 92% | red |
| SF 2-1 | 2405, 4983, 6075 | 5193, 5230, 5534 | 233–339 | 269–326 | 35% | blue |
| SF 2 | 6077, 5505, 6121 | 6088, 5547, 7250 | 422–407 | 382–221 | 90% | red |
| SF 2-2 | 2405, 4983, 6075 | 5193, 5230, 5534 | 202–432 | 251–324 | 32% | blue |
| F 1 | 6077, 5505, 6121 | 5193, 5230, 5534 | 410–287 | 312–249 | 72% | red |
| F 2 | 6077, 5505, 6121 | 5193, 5230, 5534 | 494–304 | 348–259 | 78% | red |

Predicted scores and win probabilities are this site's own. The same page for a person: [https://www.match13.com/event/2018mialp](https://www.match13.com/event/2018mialp).

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