Chip Spots and Mold (1 Viewer)

Junior24xx

Straight
Joined
Apr 8, 2014
Messages
853
Reaction score
326
Location
Ottawa area, eastern ontario
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
So I'm playing with the design tool (like everyone else I'm sure). Those of you who recall some of my first posts will remember the Flaming BBQ ADHD chip logo that everyone tore apart (good natured and well deserved ribbing).
Anyways the dream of a CPC set lives on and here are the fruits of my labour.
I have yet to design an inlay but I'm thinking of a cash set with a Montreal Canadiens colours theme (hence the red white and blue). I have a 25cent, 1 dollar, 5 dollars, 25 dollars and 100 dollars chip.
I'm curious about the mold. The circle square is one that I like the most but the fleur de lys actually lends itself better to the theme of the set. Also the edge spots I picked are purely based on looks. I know nothing of their meaning.
Any ideas and critiques are welcome.
Thanks
 

Junior24xx

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Fleur de Lys
Fleur de Lys Set.png
 

stocky

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In before BG tells you to mock them up with a blank inlay.

Mold choice is all personal, grad a mold sample set if you don't have one and then just use your favourite. If your set had a specific theme you could argue for certain molds. But otherwise use what you like best.

I'm not a huge fan of all the repeating colors that associates from just one thing (can work it's just not my cup of tea). Have you thought of maybe a Canadian theme instead?

image.jpg


So
25¢ - maple syrup
$1 - maple leafs (just read your op again, wrong nhl team sorry)
$5 - Canadian flag
$25 - forrests?
$100 - something Canadian?
 

Junior24xx

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That's a really cool idea. I toyed with the idea of a red and white canadian chip. Your 1/4pie canadian is awesome. The Toronto maple leafs chip..... Well that another story lol.
I'm kind of partial to the the whole red white blue theme however.
I'm curious to see if people think that there may be confusion brought on by the colours.
 

bmichaelhorn

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That's a really cool idea. I toyed with the idea of a red and white canadian chip. Your 1/4pie canadian is awesome. The Toronto maple leafs chip..... Well that another story lol.
I'm kind of partial to the the whole red white blue theme however.
I'm curious to see if people think that there may be confusion brought on by the colours.

Yes. I try not to repeat colors especially if they're in denoms that are close together as it leads to dirty stacks.
 

BGinGA

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If I recall correctly, I actually liked your flaming BBQ chip design.

Very few sets have successfully pulled off using the same colors repeated over a very small number of chip designs. Even carrying over just one color from chip to chip is difficult without causing issues in play (with pots and stacks). The epic Redbelly set is one where it does work, but even there it could be argued that the set might be even better than it is with more diversity.

I really like your initial black chip mockup, but that chip will probably cost you about $18.57 each to produce. Maybe not that bad, but definitely closer to $5 each than to $1, I'd wager. Combining multiple colors with high-end edge spots = $$$$.

Still laughing at maple syrup, lol. You cwazy wabbits..... but when combined with the other design elements, it's all rather brilliant. I do like the forest chip, and being a CAN,theme, don't forget to include a winter/snowstorm chip in the lineup, too.


And put some damn inlays on those chips. Thank you, stocky.
 

BGinGA

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I'm thinking of a cash set with a Montreal Canadiens colours theme (hence the red white and blue).

If dead-set on a Canadiens set, I think your best approach is to have one chip in each of those colors -- red, white, blue -- instead of trying to use all three colors on all chips. Add other Montreal or hockey-related colors for additional chips you think you will need (gray/silver for the Stanley Cup, some flavor of brown for hockey sticks, etc).. Black is usually a good neutral color when used with primary colors, too.
 

NiceShot

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Pics of the flaming bbq? Sounds like crazy talk but I am curious now...
 

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Regarding mold. Go with the circle square. While the FDL mold may play better with the Canadian theme, the circ-square certainly doesn't take away from the theme. If you prefer the circ-square (which I do too), go with it.
 

abby99

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Mold choice is all personal, grad a mold sample set if you don't have one and then just use your favourite. If your set had a specific theme you could argue for certain molds. But otherwise use what you like best.

I fully agree with this. Neither of the molds you're considering are related thematically to your design ideas, nor do they fight with your ideas. Choose the mold that you like. In the long run, you'll be much happier and you won't regret your decision later. I'm also partial to the circ-square mold even though it's not my absolute favorite.
 

Junior24xx

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In Defence of the flaming BBQ set. My friend and I just got a little carried away and through too many themes into one chip. I still like the idea of the Latin Star Wars moniker for a chip and I think if we took away from the logo there may be something there.
But a fishing/Star Wars/ hockey/ flaming bbq/ Irish/ native/ French may just be a few too many themes for a chip. Plus I did want something with hunting and woodworking to it as well...... Good thing I posted it before we added more.....lol
 

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The logo is a play on the Hockey Night in Canada Logo. Manoir du bon temps means Manor of Good Cheer, its a reference to early Canadian history from the first winters in Quebec.
Theres no way you guys can make fun of this logo as much as my last one..... is there??
 

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I think the FDL version works better. Love the theme. I grew up cheering for Montreal...didn't switch to Ottawa until a few years ago. I'm still torn when Montreal and Ottawa play.
 

Junior24xx

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Yeah I started this out liking circle square much more..... But the inlay size and tie in to the theme make me lean more towards flier de lys.

I'm also going to play with edge spot colours.... I love all the red white and blue but I think there may be too much of it.

Also since this will be a cask set I was thinking that maybe the 100 could be a plaque.

So much time to waste.... Damn design tool

And, OH MY GOD, the senators.... What a run and Everytime I see Bryan Murray I can't help but cheer for them
 

CdnBeerLover

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The CSQ is nice, but I think it was the inlay size that drew me to the FDL. That said, if you haven't sampled the molds, you won't know if you like them or not. I have samples for both the CSQ and the FDL, and I prefer the feel of the CSQ. If you want to compare them, send me a PM. I need to find another CSQ sample to make sure I have a good shuffle sample size...
 

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So much time to waste.... Damn design tool

Yup. I've been playing around in the design tool and Inkscape working on a simple concept for a solid tourney set with a black inlay. Some day...

And, OH MY GOD, the senators.... What a run and Everytime I see Bryan Murray I can't help but cheer for them

Hammond has been carrying them, and Stone has stepped up big time. If it wasn't for their efforts, they would have been out of contention a while ago. Last regular season game is in about 30 minutes. Can't wait.
 
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