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Only way to get 100,000 on crown is different colors
Until you sell it's not gone. You can exchange gems at any time. Experiment
Also, you can see a chart while checking putting the gems that tells you the combination values, usually all gems being the same color offers the most. (its just that Rubies are pretty cheap)
The only exception being the Crown which is worth the most when it has all different gems.
Treasures with a high base value: same color. If it contains both circle and rectangle slots, use red (same color bonus).
Treasures with low base value: whatever you have left.
Do not look for what gives the highest selling price, but what gives the most value (i.e. the highest multiplier).
I found out there's not much difference anyway.
1 sapphire + 1 ruby = (4,000 + 4,000 + 3,000) * 1.1 = 12,100
2 rubies = (4,000 + 3,000 + 3,000) * 1.2 = 12,000
I'll put the chart here for further reference:
2 different colours = x1.1
2 matching colours = x1.2
3 different colours = x1.3
3 matching colours = x1.4
2 pairs of matching colours = x1.5
4 different colours = x1.6
4 matching colours = x1.7
3 and 2 matching colours = x1.8
5 matching colours = x1.9
5 different colours = x2.0
https://steamcommunity.com/sharedfiles/filedetails/?id=2956317077
The game progress toward the end, will have tons of (more than 15 literally) Ruby and Sapphire. You should always insert any Ruby or Sapphire for 2-slot and 3-slot treasure, since their multiplier will never be impressive. The 4-slot and late in the game 5-slot treasure is where you should insert the high tier gem such as Yellow Diamond.
The Crown with 3 Red Beryls and 2 Yellow diamonds is 108,000 with the 5 different colours it's 100,000.
Uh.. duh because you could sell the gems separately for net higher...
Ex. When you first meet the merchant you have flagon + 3 rubies + 1 sapphire.
Flagon with 1 ruby and 1 sapphire is 12,100 + 2 rubies totals 18,100 because you chose a lower multiplier but higher flagon sale.
Flagon with 2 rubies is 12,000 (lower) BUT +1 ruby and 1 sapphire totals 19,000. Picking the higher multiplier netted 900 extra doing basic math.