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PowerCompute Inc. (PWCM) — BTC Stacking Curve

Cumulative holdings, every disclosed buy, share price, and the best-fit saturation curve.

Total BTC
63.7
Disclosed buys
19
Avg cost basis
$50.8K
90-day BTC
16
Weekly rate
1.24/wk
Best fit
Richards
R² 0.20

PowerCompute Inc. holds 63.7 BTC across 19 disclosed purchases. Average cost basis $50,837 per BTC. Last 30 days: 8.1 BTC. Last 90 days: 16 BTC — 1.24/week. Best fit: Richards (R² 0.20). Curve flattens toward 364.46 BTC, steepest accumulation Jul 2024.

Cumulative BTC heldBTC purchase (size = BTC)Share priceRichards fit

Transaction history

All BTC transactions, most recent first.

DateBTCSpotUSD CostCumulative
Sep 30, 20268.1$0$063.7
Sep 24, 2026−267.4$84.0K$22.4M55.6
Aug 31, 20267.9$0$0323
Jul 31, 2026−3.2$0$0315.1
Jun 30, 2026−4.4$0$0318.3
May 31, 2026−11.3$0$0322.7
Apr 30, 2026−7.2$0$0334
Mar 31, 2026−13.5$0$0341.2
Feb 28, 2026−9.4$0$0354.7
Jan 31, 20267.8$0$0364.1
Dec 31, 202554.5$88.4K$4.8M356.3
Nov 30, 20256.9$0$0301.8
Oct 31, 2025−9.6$0$0294.9
Sep 30, 2025−6.7$0$0304.5
Aug 31, 2025160.8$112.3K$18.1M311.2
Jul 31, 2025−5.1$0$0150.4
Jun 30, 20250.5$0$0155.5
May 31, 20256.3$0$0155
Apr 30, 2025−11.5$0$0148.7
Mar 31, 2025−5.6$0$0160.2
Feb 28, 20257.6$0$0165.8
Jan 31, 20258$0$0158.2
Dec 31, 20248$59.4K$475.0K150.2
Nov 30, 20241.7$0$0142.2
Oct 31, 2024−1.8$0$0140.5
Sep 30, 20246.6$0$0142.3
Aug 31, 20243.2$0$0135.7
Jul 31, 2024−28$0$0132.5
Jun 30, 2024−2.6$0$0160.5
May 31, 20248$0$0163.1
Apr 30, 2024−8.3$0$0155.1
Mar 31, 20249.8$0$0163.4
Feb 29, 202426.8$0$0153.6
Jan 31, 202431.7$0$0126.8
Dec 31, 202395.1$0$095.1

How to read this chart

Cumulative BTC held — the staircase. Each step is a disclosed purchase; the step height is the size of the buy.

Purchase bubbles — one per buy. Bubble size is the BTC count; vertical position is the per-BTC cost basis. Small-and-high is a small buy at a high price; big-and-low is a big buy made cheap.

Share price — the secondary line on the right axis. Did the company stack faster when its equity ran hot?

Regression fit — the best of a Richards and a Gompertz saturation curve, chosen by log-R². It has to flatten: there are only 21 million Bitcoin.

Controls — Linear/Log switches the BTC axis. Play animates the curve forward through disclosure time. ‹ › steps through the cohort by holdings.