DigiByte Difficulty Chart
The DigiByte difficulty chart plots a visual representation of the historical DigiByte difficulty target increases and descrease over time up to the current DigiByte block.
DigiByte Difficulty: 18.95 M
DigiByte Block Height: 12,901,761
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Current DigiByte Difficulty
The current DigiByte difficulty is 18.95 M at block 12,901,761, resulting in a DigiByte mining difficulty decrease of -97.15 % in the last 24 hours.
18.95 M
(18,948,966.82)
The DigiByte difficulty chart plots the DigiByte difficulty target over time and the current DigiByte difficulty (DGB diff) target. Including a historical data graph visualizing DGB mining difficulty chart values with DigiByte difficulty jumps and adjustments (both increases & decreases) defaulted to today with timeline options of 1 day, 1 week, 1 month, 3 months, 6 months, 1 year, 3 years, and all time.
DigiByte Difficulty Increase
The DigiByte mining difficulty increase average in the last 24 hours is -97.15 % at block 12,901,761 on the DigiByte blockchain network. In the last 7 days the DigiByte difficulty increase was -98.10 %, with the increase in the last 30 days being -94.88 %, and the last 90 days is -91.26 %.
-97.15 %
1 Day
-98.10 %
7 Days
-94.88 %
30 Days
-91.26 %
90 Days
Last DigiByte block mined
DigiByte Difficulty Algorithm is Scrypt
The DigiByte difficulty data levels are calculated using the daily difficulty average data points in the DigiByte difficulty graph.
DigiByte Difficulty History for the Last 120 Days
| Date | DigiByte Difficulty Level |
|---|---|
| 05/07/2021 | 862,667,251.61478283 |
| 05/06/2021 | 664,638,954.12358095 |
| 05/05/2021 | 625,959,322.70277564 |
| 05/04/2021 | 703,289,327.73945971 |
| 05/03/2021 | 748,152,026.47151278 |
| 05/02/2021 | 585,796,489.96688955 |
| 05/01/2021 | 778,761,281.77645054 |
| 04/30/2021 | 998,749,027.28554654 |
| 04/29/2021 | 646,090,114.35935738 |
| 04/28/2021 | 796,405,990.78168946 |
| 04/27/2021 | 782,803,556.15216962 |
| 04/26/2021 | 603,279,348.82144464 |
| 04/25/2021 | 647,344,167.08987903 |
| 04/24/2021 | 588,940,611.53675964 |
| 04/23/2021 | 628,683,926.90184848 |
| 04/22/2021 | 626,208,709.48336882 |
| 04/21/2021 | 588,985,480.26685126 |
| 04/20/2021 | 544,026,378.94430422 |
| 04/19/2021 | 736,853,892.18448611 |
| 04/18/2021 | 644,519,374.85645879 |
| 04/17/2021 | 676,749,396.29582609 |
| 04/16/2021 | 595,469,772.69107807 |
| 04/15/2021 | 395,617,630.60464435 |
| 04/14/2021 | 483,909,159.11028846 |
| 04/13/2021 | 420,443,551.41901142 |
| 04/12/2021 | 493,102,433.29858804 |
| 04/11/2021 | 392,009,683.96310374 |
| 04/10/2021 | 453,786,852.27136991 |
| 04/09/2021 | 495,663,851.01742628 |
| 04/08/2021 | 524,487,869.82579091 |
| 04/07/2021 | 370,402,845.01841312 |
| 04/06/2021 | 413,760,108.30310414 |
| 04/05/2021 | 567,484,218.22614963 |
| 04/04/2021 | 444,866,053.13425465 |
| 04/03/2021 | 359,328,406.01899959 |
| 04/02/2021 | 427,699,245.97772548 |
| 04/01/2021 | 468,384,947.14982991 |
| 03/31/2021 | 370,484,023.81429884 |
| 03/30/2021 | 356,392,409.04313960 |
| 03/29/2021 | 316,955,135.96607875 |
| 03/28/2021 | 361,433,506.71909305 |
| 03/27/2021 | 292,209,091.12344704 |
| 03/26/2021 | 379,311,000.87332363 |
| 03/25/2021 | 376,142,195.11429710 |
| 03/24/2021 | 398,767,040.41232384 |
| 03/23/2021 | 401,714,038.90477082 |
| 03/22/2021 | 324,337,281.53958176 |
| 03/21/2021 | 416,804,670.51646995 |
| 03/20/2021 | 398,949,424.46640819 |
| 03/19/2021 | 445,471,943.62561165 |
| 03/18/2021 | 360,294,340.99184754 |
| 03/17/2021 | 395,210,617.52474866 |
| 03/16/2021 | 414,262,998.03580383 |
| 03/15/2021 | 264,087,915.73628092 |
| 03/14/2021 | 298,330,710.00028512 |
| 03/13/2021 | 347,082,959.50049134 |
| 03/12/2021 | 373,385,600.26453453 |
| 03/11/2021 | 323,437,854.87902987 |
| 03/10/2021 | 378,275,361.51025767 |
| 03/09/2021 | 349,932,198.25916759 |
| 03/08/2021 | 332,592,977.48063257 |
| 03/07/2021 | 367,040,496.30056095 |
| 03/06/2021 | 352,516,633.94824403 |
| 03/05/2021 | 344,042,135.66668683 |
| 03/04/2021 | 364,819,021.91235029 |
| 03/03/2021 | 367,611,290.50834016 |
| 03/02/2021 | 350,745,880.01409891 |
| 03/01/2021 | 382,423,059.38154554 |
| 02/28/2021 | 342,303,021.71755572 |
| 02/27/2021 | 288,178,803.37901909 |
| 02/26/2021 | 308,476,581.28905604 |
| 02/25/2021 | 421,173,290.03461690 |
| 02/24/2021 | 366,329,300.81430533 |
| 02/23/2021 | 313,406,841.35188860 |
| 02/22/2021 | 339,464,320.71138888 |
| 02/21/2021 | 402,220,404.83553475 |
| 02/20/2021 | 421,013,081.45632482 |
| 02/19/2021 | 341,353,848.22502054 |
| 02/18/2021 | 388,166,280.31784657 |
| 02/17/2021 | 468,078,266.53035464 |
| 02/16/2021 | 449,502,677.04713680 |
| 02/15/2021 | 462,096,342.78053857 |
| 02/14/2021 | 354,352,245.74138341 |
| 02/13/2021 | 367,552,284.92414886 |
| 02/12/2021 | 311,860,218.86517739 |
| 02/11/2021 | 334,131,952.72206577 |
| 02/10/2021 | 389,878,237.14073844 |
| 02/09/2021 | 317,461,938.99003311 |
| 02/08/2021 | 321,871,393.13589483 |
| 02/07/2021 | 269,926,734.95530195 |
| 02/06/2021 | 216,872,965.41297296 |
| 02/05/2021 | 289,567,921.75029308 |
| 02/04/2021 | 266,752,164.21899635 |
| 02/03/2021 | 231,012,221.74359083 |
| 02/02/2021 | 257,624,234.70027006 |
| 02/01/2021 | 297,480,216.55820567 |
| 01/31/2021 | 291,267,341.61792167 |
| 01/30/2021 | 274,838,492.80478062 |
| 01/29/2021 | 277,384,371.47794266 |
| 01/28/2021 | 212,350,240.61933495 |
| 01/27/2021 | 274,498,923.80384515 |
| 01/26/2021 | 259,125,809.88021543 |
| 01/25/2021 | 288,334,458.97172863 |
| 01/24/2021 | 312,179,310.55391647 |
| 01/23/2021 | 288,810,381.70914457 |
| 01/22/2021 | 287,967,270.78703166 |
| 01/21/2021 | 292,287,857.17743939 |
| 01/20/2021 | 284,029,458.22424268 |
| 01/19/2021 | 200,292,837.29007776 |
| 01/18/2021 | 251,447,099.31975494 |
| 01/17/2021 | 233,303,894.91120898 |
| 01/16/2021 | 272,262,088.63184847 |
| 01/15/2021 | 216,902,978.35918028 |
| 01/14/2021 | 229,264,322.16749494 |
| 01/13/2021 | 283,247,182.09563905 |
| 01/12/2021 | 280,255,559.44538268 |
| 01/11/2021 | 244,761,789.03108735 |
| 01/10/2021 | 251,065,191.61229745 |
| 01/09/2021 | 244,781,759.80219109 |
| 01/08/2021 | 232,908,727.05484497 |
| 01/07/2021 | 299,807,636.40145553 |
What is DigiByte difficulty?
DigiByte mining difficulty determines how difficult it will be to mine the next block and this is why it is referred to as the difficulty of DigiByte mining.
DigiByte difficulty is a measure of how many hashes (statistically) must be generated to find a valid solution to solve the next DigiByte block and earn the mining reward.
As you can see in the DigiByte difficulty chart above, the DigiByte Difficulty makes adjustments often.
Furthermore, the mining difficulty also keeps the block generation in line with the set block time, or the amount of time that should statistically pass between each block.
As more hashing power is added to the DigiByte mining network, the difficulty must increase to ensure blocks are not being generated too quickly.
In order for the blocks to be generated consistently, the difficulty must be increased or decreased, this is called a difficulty re-target.
On a difficulty re-target block (every block or every number of blocks), the difficulty is increased if the previous blocks where generated faster than the specified block time and decreased if the previous blocks where generated slower than the specified block time.
All that said, given a constant hashrate, when the DGB mining difficulty increases you earn less mining rewards due to the overall increase in the total DigiByte network hashrate.
Given, the frequent changes in DigiByte difficulty adjustments up and down, use our DigiByte mining calculator to calculate DigiByte mining profits.