[VRR][B-SPEC] 2016 Straight Talk IndyCar Series Season

  • Thread starter Thread starter Eva
  • 3,331 comments
  • 151,093 views

How should the driver names be?


  • Total voters
    29
  • Poll closed .
My name is the most unique! HA
 
Everyone is giving their names and Alexis Rainsford is just like sitting in the dark corner of the room watching in the distance.
 
You guys want my Facebook, Twitter, Instagram and Snapchat? I don't really care in giving them out. :lol:
 
You guys want my Facebook, Twitter, Instagram and Snapchat? I don't really care in giving them out. :lol:
I'll pass. :lol:
 
So, our VRR ranks look like this...
#4: Ivan Acosta
#5: Mohammad Ahmed
#7: Evangeline Porter
#9: Michael White
#14: Jacob Phillabaum
#20: Paul Del Prete
#22: Jacob Descoteau
#24: Jacob Gregory
#39: Ryan Perlstein
#41: Kathryn Graves (Clayton's IRG teammate whom I despise. I think we see my plan...)
#77: Stephanie Porter (My sister. She's helping me organize this behind the scenes so why not?)
#79: Brian Glover
#91: Kunimitsu Kino****a
#96: Clayton Hardy
#98: Matheus Michelin
#99: Sakura Ishiibashi (Kuni's step sister. We needed the cannon fodder.)
#00: Alexis Rainsford (Nas, you are a coward.)
 
Last edited:
(Nas, you are a coward.)
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Qualifying has ended, pole going to #41 of Graves. Highest GTP driver is Michelin in 4th. Perlstein P8, Gregory P10, E. Porter P13, Acosta P14, Glover P17, Descoteau P19, Kino****a P20, Ahmed P22, Hardy P23, Rainsford P27, Windross P29, White P30, Del Prete P32.
 
Last edited:
#00: Alexis Rainsford (Nas, you are a coward.)
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
post-22077-rap-battle-parody-perfect-loop-gLVH.gif
 
A bit concerning is the fact that P1 to P33 are separated in qualifying by 0.116.
 
Qualifying has ended, pole going to #41 of Graves. Highest GTP driver is Michelin in 4th. Perlstein P8, Gregory P10, E. Porter P13, Acosta P14, Glover P17, Descoteau P19, Kino****a P20, Ahmed P22, Hardy P23, Rainsford P27, Windross P29, Gilliland P30, Del Prete P32.
Figures, last place.

Well, time to employ Burnout tactics.
 
Qualifying has ended, pole going to #41 of Graves. Highest GTP driver is Michelin in 4th. Perlstein P8, Gregory P10, E. Porter P13, Acosta P14, Glover P17, Descoteau P19, Kino****a P20, Ahmed P22, Hardy P23, Rainsford P27, Windross P29, Gilliland P30, Del Prete P32.
Wasn't she supposed to lose?
 
Her car's reliability is definately 0/0 :lol:
 
Graves and Ana Beatriz to lead the field to green...we're going!
 
Been at school all day, haven't done slip yet. Will do when I get home.
 
Oh phew, I thought I screwed up massively and you guys started the series. It's been a long day at school mmkay? :P
 
Huge crash! Power and Graves touch out of two. I'll give a list of DNFs when I can. No red flag though.
 
It's not giving me any DNF's, but a lot of cars are in the pits for repairs.
 
Rainsford spins alone. Caution out again. Del Prete leads Hardy, White, Porter, Kimball after 20 laps.
 
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