Millie Gibson/Jenna Coleman (8K)

Alison Brie/Aubrey Plaza (17K)

Kathryn Newton/Brie Larson (6K)

Leni Klum& Kaia Gerber - $8k

Camile Mendes & Madelaine Petsch - $12k

Kathryn Newton & Brie Larson - $4k

Millie Gibson & Jenna Coleman - $8k

Total: $32k

Taylor Swift with Karlie Kloss as “chaperone who obviously joins in” 14k

MIllie Gibson with Karen Gillan for 4K and a total spend of 18k

Kathryn Newton with Brie Larson for 6k and 24K spent

Camila and Lili threeway for 8 of my remaining 9K

Let’s try for Taylor Swift with Karlie Kloss (19k remaining)

Alison Brie with Gillian Jacobs (8k remaining)

Kathryn Newton with Brie Larson (2k remining)

Millie Gibson and Billie Piper (0 remaining)

Budget: 33k

• Taylor Swift - 13k
• • Karlie Kloss - 1k (Remaining: 19k)
• Alison Brie - 10k
• • Anna Kendrick - 3k (Remaining: 6k)
• Kathryn Newton - 3k
• • Brie Larson - 3k (Remaining: 0k)

• Taylor Swift (13K)
  • Karlee Kross (1K)
• Camila Mendes (5K)
  • Madelaine Petsch (7K)
• Kathryn Newton (3K)
  • Brie Larson (3K)

Kathryn + Anya 10

Alison + Aubrey 17

Millie + Karen 4

31 total

Even if the chances are slim, I have to pick up Kathryn Newton just for Elle Fanning 👑

I am much more likely to get the Riverdale guarantee with those high odds, Lili Reinhart, Cami Mendes and Madi Petsch

I have 14k left which is perfect, just enough for Leni Klum, and a shot at her milf mother Heidi Klum

• Leni Klum with mommy Heidi ($14K total spent) <- Rolled 1d10 and got a 10 so Yes!
• Alison Brie with former co-star Gillian Jacobs ($25K) <- Rolled 7 so Yes!
• Camila Mendes with Lili Reinhart ($33K) <- Rolled a 2 so noooo?!?

Budget: 33k

• Camila Mendes + Lili Reinhart (-5-3 = 25)
• Alison Brie + Gillian Jacobs (-10-1 = 14)
• Leni Klum + Heidi Klum (-7-7 = 0)

• Kathryn Newton ($3k) with Elle Fanning as chaperone ($1k, 20%) = $4k
• Camila Mendes ($5k) with Lili Reinhart as chaperone ($3k, 80%) = $8k
• Alison Brie ($10k) with Gillian Jacobs as chaperone ($1k, 40%) = $11k
• Leni Klum ($7k) with Kendall Jenner as chaperone ($3k, 70%) = $10k