Grin-CT32 (GRIN) mining
Mineable with cuckAToo32 · network hashrate 4.525 kH/s
Confidence 65/100 Medium confidence
Why this score?
- Freshness100
- Market data60
- Network data100
- Pool coverage0
- Source coverage100
- Identity0
Price
$0.02
Market cap
$1.61M
Volume 24h
$19,237
Difficulty
257.94k▲ 29%
Network hashrate
4.525 kH/s▲ 40%
Block reward
60 GRIN
Block time
57s
Last height
4027954
GRIN mining calculator
Estimated earnings, costs and profit for mining GRIN with your own hashrate.
| Period | Est. reward | Est. income | Costs | Est. profit |
|---|---|---|---|---|
| Hourly | 83.7453 GRIN | $1.37340.00001694 BTC | $0 | $1.3734 |
| Daily | 2009.8866 GRIN | $32.960.00040662 BTC | $0 | $32.96 |
| Weekly | 14069.2062 GRIN | $230.730.00284637 BTC | $0 | $230.73 |
| Monthly | 60296.5978 GRIN | $988.840.01219871 BTC | $0 | $988.84 |
Best hardware for GRIN
Profit at $0.08/kWh reference, tune it in the calculator.
| Hardware | Revenue/day | Profit/day | Score | Risk |
|---|---|---|---|---|
| $11.77 | $6.40 | 54/100 | ||
| $0.39 | $0.16 | 52/100 | ||
| $0.31 | $0.06 | 47/100 | ||
| $0.47 | $0.05 | 44/100 | ||
| $0.48 | $0.04 | 44/100 | ||
| $0.30 | $0.04 | 45/100 | ||
| $0.32 | $0.04 | 44/100 | ||
| $0.37 | $0.03 | 44/100 | ||
| $0.03 | $0.03 | 66/100 | ||
| $0.13 | $0.03 | 47/100 |
Frequently asked questions about Grin-CT32
How long does it take to mine 1 GRIN?
At the current Grin-CT32 difficulty it would take about 1 hours to mine 1 GRIN with iPollo G1, or 1 hours with AMD RX 6900 XT.
What is the current Grin-CT32 difficulty?
Grin-CT32 network difficulty is currently 257.94k.
What is the current Grin-CT32 network hashrate?
Grin-CT32 network hashrate is currently 4.525 kH/s.
Which hardware can mine Grin-CT32?
Grin-CT32 runs on the cuckAToo32 algorithm: the strongest listed devices today are iPollo G1 (ASIC) and AMD RX 6900 XT (GPU). See the full ranking in the hardware table above.
Is Grin-CT32 worth mining?
With iPollo G1, mining GRIN stays profitable as long as your electricity costs less than $0.18 per kWh. Run your own numbers in the calculator above.