PixelatedPunk
Sitting Out
Hello all, I just want a double check on my math on what I should order for a 600 chip set for a T5 tournament. I typically have 8-10 guys where we have unlimited rebuys until a certain time, but am also trying to calculate for having a 20 person tourney with no rebuys with the same set and would like someone to check my math before I order. Based on my math in spreadsheets and via chatGPT, this is what I have come up with (I have included my rough spreadsheet and the chatGPT log below if you want to check it too)
T25: 180 chips
T100: 90 chips
T500: 150 chips
Supports 10 players
Allows 12 full rebuys
Uses 600 chips (rounded for flexibility)
Keeps 8/8/4/7 structure
Another question I had though, with say 10 players, the value of 8/8/4/7 is $4,140. When a player rebuys, do they normally just get the same starting chips, or can you increase some of the higher denom chips while lowering others?
Also, are T5 home games pretty common, or should I go up to T25? Is it just personal preference. We are pretty casual
My spreadsheet
CHATGPT RESULTS FOR CLARITY
Got it! If you're including rebuys in the structure, we'll account for 10 players plus rebuys using the 8/8/4/7 structure.
Supports 10 players
Allows 12 full rebuys
Uses 600 chips (rounded for flexibility)
Keeps 8/8/4/7 structure
Let me know if you need any further adjustments!
Final Chip Breakdown for 600 Chips
T5: 180 chipsT25: 180 chips
T100: 90 chips
T500: 150 chips
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Another question I had though, with say 10 players, the value of 8/8/4/7 is $4,140. When a player rebuys, do they normally just get the same starting chips, or can you increase some of the higher denom chips while lowering others?
Also, are T5 home games pretty common, or should I go up to T25? Is it just personal preference. We are pretty casual
My spreadsheet
CHATGPT RESULTS FOR CLARITY
Got it! If you're including rebuys in the structure, we'll account for 10 players plus rebuys using the 8/8/4/7 structure.
Step 1: Chips Needed for 10 Players (8/8/4/7 Structure)
For 10 players:Denomination | Chips per Player | Total for 10 Players |
---|---|---|
T5 (White) | 8 | 80 |
T25 (Green) | 8 | 80 |
T100 (Black) | 4 | 40 |
T500 (Purple) | 7 | 70 |
Total Chips Needed for Players | - | 270 |
Step 2: Chips Needed for Rebuys
Each rebuy uses the same 8/8/4/7 structure, meaning each rebuy uses 27 chips. If you're allowing 12 rebuys, the total chips needed for rebuys would be:Denomination | Chips per Rebuy | Total for 12 Rebuys |
---|---|---|
T5 (White) | 8 | 96 |
T25 (Green) | 8 | 96 |
T100 (Black) | 4 | 48 |
T500 (Purple) | 7 | 84 |
Total Chips Needed for Rebuys | - | 324 |
Step 3: Grand Total (Players + Rebuys)
The total chips needed for 10 players + 12 rebuys would be:Denomination | Chips for Players | Chips for Rebuys | Total Needed |
---|---|---|---|
T5 (White) | 80 | 96 | 176 |
T25 (Green) | 80 | 96 | 176 |
T100 (Black) | 40 | 48 | 88 |
T500 (Purple) | 70 | 84 | 154 |
Total Chips | 270 | 324 | 594 |
Step 4: Final Chip Breakdown for 600 Chips
Since the total is 594 chips, we can round it up to 600 chips for flexibility:Denomination | Final Chip Count (Rounded) |
---|---|
T5 (White) | 180 |
T25 (Green) | 180 |
T100 (Black) | 90 |
T500 (Purple) | 150 |
Summary
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Let me know if you need any further adjustments!