Sequencer | StrangerCoug's turn

[Jake The Wolfie]

Numbers that contain a prime in one of it's digits (ex 39 isn't prime, but would be valid because of 3)

[Plotinus]

That'd be a good one. Exactly one digit or at least one digit?

[Jake The Wolfie]

By the language used, it appears to only require 1 prime.

[Not_Mafia]

Upgrade me to a full in if the game doesn’t fill in 48 hours

[skitter30]

Hey i'll in again if there are more slots.
I'm going to be vla wednesday and thursday tho

[Plotinus]

Good to have you again! So there's another ~7 hours for a sixth player or Not_Mafia will be in too.

Which deck do we want to use? We talked some earlier about making a deck to accommodate days of the year, should we just put every number between 1 and 366 once?

The first game lasted 54 days, and the deck had 230 cards, so we used ~4.3 cards/day. This second game, not counting the couple months in the middle when we were waiting for replacements, lasted 57 days and the deck had 272 cards. We used ~4.7 cards/day.

So a 366 card game would last 77-87 days, about 3 months. If we added a repeats of the first 100 numbers that'd be about 99-110 days, almost 4 months.

[StrangerCoug]

I think three months can be a bit long but not impossible for a forum game. Four months takes a Survivor-game level of dedication in my opinion.

[Plotinus]

All right, lets get started, deck is the numbers between 1 and 366 inclusive, each number is unique.

players = ["Not Mafia", "skitter30", "Jake the Wolfie", "StrangerCoug", "Jackal711", "vincentw"]
random.shuffle(players)
print(players)
['Jackal711', 'StrangerCoug', 'Jake the Wolfie', 'Not Mafia', 'vincentw', 'skitter30']

Topology: Jackal711, Not Mafia

Measure: StrangerCoug, vincentw

Dynamics: Jake the Wolfie, skitter30

You can change your team name if both partners agree

It is

Jackal711

's turn

[Plotinus]

Jackal711 has been prodded and has (expired on 2020-04-19 10:53:32) to move before I start looking for a replacement

[Jackal711]

Apologies for the delay. Having issues with email notification of PMs not working, I had no idea this round had started until I logged in this morning to check on a different mishmash game I'm in.

Play [55, 226, 253] as numbers whose digit sum equals 10

[Plotinus]

It's all right, I was late starting it, too. I'm glad you're here now.

Topology: Jackal711, Not Mafia

• [55, 226, 253] {
  n = a₀10^d + a₁10^d-1 + ... + a_d10⁰ with Σ_i∈[0,d]a_i = 10; a_i ≥ 0, d > 0; k ∈ ℤ
  } numbers whose digit sum equals 10

Measure: StrangerCoug, vincentw

Dynamics: Jake the Wolfie, skitter30

It is

Strangercoug's

's turn

[StrangerCoug]

3, 7, 229: Primes

[Plotinus]

Topology: Jackal711, Not Mafia

• [55, 226, 253] {
  n = a₀10^d + a₁10^d-1 + ... + a_d10⁰ with Σ_i∈[0,d]a_i = 10; a_i ≥ 0, d > 0; k ∈ ℤ
  } numbers whose digit sum equals 10

Measure: StrangerCoug, vincentw

• [3, 7, 229] primes

Dynamics: Jake the Wolfie, skitter30

It is

Jake the Wolfies

's turn

[Jake The Wolfie]

272 (2+2=4), 54 (4=4), 183 (1+3=4), and 313 (3+1=4)

Numbers which you can ignore 1 digit and use mathematical opperators on the remaining digits to get 4.

[Plotinus]

Topology: Jackal711, Not Mafia

• [55, 226, 253] {
  n = a₀10^d + a₁10^d-1 + ... + a_d10⁰ with Σ_i∈[0,d]a_i = 10; a_i ≥ 0, d > 0; k ∈ ℤ
  } numbers whose digit sum equals 10

Measure: StrangerCoug, vincentw

• [3, 7, 229] primes

Dynamics: Jake the Wolfie, skitter30

• [54, 183, 272, 313] Numbers where you can ignore 1 digit and use mathematical operators on the remaining digits to get 4

It is

Not_Mafia's

's turn

[Not_Mafia]

115, 182, 278, 218 to complete Jake's sequence (5-1, 8/2, 8/2, 8/2)

[Plotinus]

Spoiler: completed sequences

• [54, 183, 272, 313, 115, 182, 278, 218 ] Numbers where you can ignore 1 digit and use mathematical operators on the remaining digits to get 4

Topology: Jackal711, Not Mafia 8 points

• [55, 226, 253] {
  n = a₀10^d + a₁10^d-1 + ... + a_d10⁰ with Σ_i∈[0,d]a_i = 10; a_i ≥ 0, d > 0; k ∈ ℤ
  } numbers whose digit sum equals 10

Measure: StrangerCoug, vincentw

• [3, 7, 229] primes

Dynamics: Jake the Wolfie, skitter30

It is

vincentw's

's turn

[vincentw]

Play 134, 146, 248 as three-digit numbers whose digits are in strictly ascending order.

[Plotinus]

Spoiler: completed sequences

• [54, 183, 272, 313, 115, 182, 278, 218 ] Numbers where you can ignore 1 digit and use mathematical operators on the remaining digits to get 4

Topology: Jackal711, Not Mafia 8 points

• [55, 226, 253] {
  n = a₀10^d + a₁10^d-1 + ... + a_d10⁰ with Σ_i∈[0,d]a_i = 10; a_i ≥ 0, d > 0; k ∈ ℤ
  } numbers whose digit sum equals 10

Measure: StrangerCoug, vincentw

• [3, 7, 229] primes
  
• [134, 146, 248] {
  n = 100*a + 10*b + c with 0 < a < b < c < 10
  } 3 digit numbers whose digits are in strictly ascending order

Dynamics: Jake the Wolfie, skitter30

It is

skitter30's

's turn

[skitter30]

166, 337, 333

as numbers with at least one immediately repeating digit

[Plotinus]

Spoiler: completed sequences

• [54, 183, 272, 313, 115, 182, 278, 218 ] Numbers where you can ignore 1 digit and use mathematical operators on the remaining digits to get 4

Topology: Jackal711, Not Mafia 8 points

• [55, 226, 253] {
  n = a₀10^d + a₁10^d-1 + ... + a_d10⁰ with Σ_i∈[0,d]a_i = 10; a_i ≥ 0, d > 0; k ∈ ℤ
  } numbers whose digit sum equals 10

Measure: StrangerCoug, vincentw

• [3, 7, 229] primes
  
• [134, 146, 248] {
  n = 100*a + 10*b + c with 0 < a < b < c < 10
  } 3 digit numbers whose digits are in strictly ascending order

Dynamics: Jake the Wolfie, skitter30

• [166, 337, 333] Numbers with at least one immediately repeating digit

It is

Jackal711's

's turn

[Jackal711]

Alright it's a boring move but I cant find a way to play more than 1 card this turn, so..

I'll add [190] to my digit sum = 10 sequence

[Plotinus]

Spoiler: completed sequences

• [54, 183, 272, 313, 115, 182, 278, 218 ] Numbers where you can ignore 1 digit and use mathematical operators on the remaining digits to get 4

Topology: Jackal711, Not Mafia 8 points

• [55, 226, 253, 190] {
  n = a₀10^d + a₁10^d-1 + ... + a_d10⁰ with Σ_i∈[0,d]a_i = 10; a_i ≥ 0, d > 0; k ∈ ℤ
  } numbers whose digit sum equals 10

Measure: StrangerCoug, vincentw

• [3, 7, 229] primes
  
• [134, 146, 248] {
  n = 100*a + 10*b + c with 0 < a < b < c < 10
  } 3 digit numbers whose digits are in strictly ascending order

Dynamics: Jake the Wolfie, skitter30

• [166, 337, 333] Numbers with at least one immediately repeating digit

It is

Strangercoug's

's turn

[StrangerCoug]

78, 126, 336, 348: Composite numbers whose digit sum is also composite

[Plotinus]

Spoiler: completed sequences

• [54, 183, 272, 313, 115, 182, 278, 218 ] Numbers where you can ignore 1 digit and use mathematical operators on the remaining digits to get 4

Topology: Jackal711, Not Mafia 8 points

• [55, 226, 253, 190] {
  n = a₀10^d + a₁10^d-1 + ... + a_d10⁰ with Σ_i∈[0,d]a_i = 10; a_i ≥ 0, d > 0; k ∈ ℤ
  } numbers whose digit sum equals 10

Measure: StrangerCoug, vincentw

• [3, 7, 229] primes
  
• [134, 146, 248] {
  n = 100*a + 10*b + c with 0 < a < b < c < 10
  } 3 digit numbers whose digits are in strictly ascending order
  
• [78, 126, 336, 348] {
  n is composite and n = a₀10^d + a₁10^d-1 + ... + a_d10⁰ with Σ_i∈[0,d]a_i is composite; a_i ≥ 0, d > 0; k ∈ ℤ
  } composite numbers whose digit sum is composite

Dynamics: Jake the Wolfie, skitter30

• [166, 337, 333] Numbers with at least one immediately repeating digit

It is

Jake the Wolfie's

's turn