[GUEST ACCESS MODE: Data is scrambled or limited to provide examples. Make requests using your API key to unlock full data. Check https://lunarcrush.ai/auth for authentication information.]  Etc. [@ec265](/creator/twitter/ec265) on x 2748 followers Created: 2025-07-19 07:03:02 UTC Don’t midcurve the $SBET $5b facility Yes, more shares will be issued But, no, that doesn’t mean it isn’t accretive Basic math: (a) $5b/$30 (current share price) = 166M shares (153% increase) (b) $5b/$100 (assumed share price) = 50M shares (46% increase) $5b buys 1.4M $ETH at current prices Total $ETH holdings become 1.8M $ETH price increases to $10k and NAV is $18b Based on new shares we have (a) $8.2b market cap at $XX (b) $15.8b market cap at $XXX Assume 2x mNAV (a) $8.2b to $36b is 4.4x and share price is $XXX (b) $15.8b to $36b is 2.3x and share price is $XXX So, today, you can spend $XX and either end up with $XXX or $XXX Given the same end point, it should be clear that a higher share price is better for less dilution and therefore your bags There are of course assumptions here, but the messaging is the same: The only thing that really matters is accumulating as much $ETH as quickly possible Why? Because the price of $ETH is going much higher $10k $ETH is FUD TL;DR - this is bullish XXXXXX engagements  **Related Topics** [10k](/topic/10k) [$18b](/topic/$18b) [nav](/topic/nav) [$10k](/topic/$10k) [$eth](/topic/$eth) [50m](/topic/50m) [stocks](/topic/stocks) [$5b](/topic/$5b) [Post Link](https://x.com/ec265/status/1946465790821322993)
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Etc. @ec265 on x 2748 followers
Created: 2025-07-19 07:03:02 UTC
Don’t midcurve the $SBET $5b facility
Yes, more shares will be issued
But, no, that doesn’t mean it isn’t accretive
Basic math:
(a) $5b/$30 (current share price) = 166M shares (153% increase)
(b) $5b/$100 (assumed share price) = 50M shares (46% increase)
$5b buys 1.4M $ETH at current prices
Total $ETH holdings become 1.8M
$ETH price increases to $10k and NAV is $18b
Based on new shares we have
(a) $8.2b market cap at $XX
(b) $15.8b market cap at $XXX
Assume 2x mNAV
(a) $8.2b to $36b is 4.4x and share price is $XXX
(b) $15.8b to $36b is 2.3x and share price is $XXX
So, today, you can spend $XX and either end up with $XXX or $XXX
Given the same end point, it should be clear that a higher share price is better for less dilution and therefore your bags
There are of course assumptions here, but the messaging is the same:
The only thing that really matters is accumulating as much $ETH as quickly possible
Why? Because the price of $ETH is going much higher
$10k $ETH is FUD
TL;DR - this is bullish
XXXXXX engagements
/post/tweet::1946465790821322993