Building a CPC Tourney Set... However, my chip sensibilities (desire for more chips and full racks) are not in line with my wallet. That said, I'm trying to spend more money (that I don't have). I need help sorting this out!
OK, here is some background:
I'm building a 1000 chip set to accommodate 20-30 people. All of my tourney sets in the past have typically involved 300-400 workhorse chips (25s/100s), but I recognize that I could get by with less. I host maybe 4-5 tourney's a year. Most are 20 person max tourneys, and there's the MTTD, which will be 30 people this year. My tourneys run from 10k-20k starting stacks.
A 1000 chip set breakdown (that accommodates these games) would look like this:
25x250
100x250
500x200
1000x200
5000x100
The issues:
1- For starters, this breakdown violates the "full rack" rule.
2- It also seems like such a small set for potentially 30 people.
3- I'd like to have more workhorse (WH) chips 25's/100's in the starting stacks (if possible)
Here's the starting stack breakdowns:
1st Conundrum:
If I host a 30 person tourney (the MTTD), the only way to get starting stacks of at least 12/12 of the WH chips is to bump up to 400 of each of the WH chips. This is a big cost (around $600 extra), and will only be of benefit during ONE game each year, just to use 12 WH chips vs 8 (in starting stacks).
2nd Conundrum:
Full racks... How can I justify filling up the WH chip racks from 250 to 300? Full racks are nice, but I'll never NEED more than 240 chips... So I'm spending an extra $200 for aesthetics?
3rd Conundrum:
Uneven chip amounts (OCD kicks in). I don't like odd numbers (1100=bad, 1200=good). So if I bumped up the chip counts 1100 to satisfy "full rack" chip OCD, then don't I have to bump it to 1200 chips to satisfy the "even numbers" OCD? Because if that's the case, then I'm spending an extra $400 now... And where do I allocate this extra rack of chips?
4th Conundrum:
If I wind up just saying, I'm in for an extra $400, why not just get 400 of each of the WH chips (and be in for $600)? That solves my 1st conundrum, right? However, then I have uneven amounts again... 1300 chips.... I'd need to find a reason to buy another rack to get even to 1400 chips... Increasing my original cost by $800... Damn, this rabbit hole never ends.
OK, in summary, please tell me I'm fine with 1000 chips, and don't need the extra chips. Please convince me that it's ok with a tourney set to have two equal groups of 250 chips.
* fine print. yes, I understand that 1300, 1100, etc... are technically even numbers...
OK, here is some background:
I'm building a 1000 chip set to accommodate 20-30 people. All of my tourney sets in the past have typically involved 300-400 workhorse chips (25s/100s), but I recognize that I could get by with less. I host maybe 4-5 tourney's a year. Most are 20 person max tourneys, and there's the MTTD, which will be 30 people this year. My tourneys run from 10k-20k starting stacks.
A 1000 chip set breakdown (that accommodates these games) would look like this:
25x250
100x250
500x200
1000x200
5000x100
The issues:
1- For starters, this breakdown violates the "full rack" rule.
2- It also seems like such a small set for potentially 30 people.
3- I'd like to have more workhorse (WH) chips 25's/100's in the starting stacks (if possible)
Here's the starting stack breakdowns:
1st Conundrum:
If I host a 30 person tourney (the MTTD), the only way to get starting stacks of at least 12/12 of the WH chips is to bump up to 400 of each of the WH chips. This is a big cost (around $600 extra), and will only be of benefit during ONE game each year, just to use 12 WH chips vs 8 (in starting stacks).
2nd Conundrum:
Full racks... How can I justify filling up the WH chip racks from 250 to 300? Full racks are nice, but I'll never NEED more than 240 chips... So I'm spending an extra $200 for aesthetics?
3rd Conundrum:
Uneven chip amounts (OCD kicks in). I don't like odd numbers (1100=bad, 1200=good). So if I bumped up the chip counts 1100 to satisfy "full rack" chip OCD, then don't I have to bump it to 1200 chips to satisfy the "even numbers" OCD? Because if that's the case, then I'm spending an extra $400 now... And where do I allocate this extra rack of chips?
4th Conundrum:
If I wind up just saying, I'm in for an extra $400, why not just get 400 of each of the WH chips (and be in for $600)? That solves my 1st conundrum, right? However, then I have uneven amounts again... 1300 chips.... I'd need to find a reason to buy another rack to get even to 1400 chips... Increasing my original cost by $800... Damn, this rabbit hole never ends.
OK, in summary, please tell me I'm fine with 1000 chips, and don't need the extra chips. Please convince me that it's ok with a tourney set to have two equal groups of 250 chips.
* fine print. yes, I understand that 1300, 1100, etc... are technically even numbers...