Dragy (DRAGY) Price Prediction 2025–2030
Explore Dragy price predictions for 2025 and beyond. Learn about potential price movements based on AI-driven forecasts for 2026-2030
Explore Dragy price predictions for 2025 and beyond. Learn about potential price movements based on AI-driven forecasts for 2026-2030
Explore the current price and AI-based predictions for Dragy. Track key indicators like green days and 50-day SMA to understand market trends and make informed decisions.
50-day SMA The 50-day SMA is the average closing price of DRAGY over the past 50 days, used to assess trends. $0 | 200-day SMA The 200-day SMA is the average closing price of DRAGY over the past 200 days. Its a key indicator used to identify long-term price trends. $0 | Volatility Volatility measures the price fluctuation of DRAGY over the last 30 days. Higher volatility indicates greater price swings and potentially higher risk. 29.44 | Down Days Down Days represent the number of days in the past 30 where the closing price of DRAGY was lower than its opening price, indicating negative price movement. 11 | Green Days Green Days are the days when DRAGY closed higher than it opened, indicating positive price movement. 9 |
Get daily price predictions for Dragy, including forecasts for today, tomorrow, this week, and the next 30 days. Stay ahead with the latest AI-driven insights.
Date | High | Low | End | Potential ROI |
---|---|---|---|---|
2025-08-09 | $0.000001335 | $0.000001294 | $0.000001335 | -0.54 % |
2025-08-10 | $0.000001399 | $0.000001294 | $0.000001399 | 4.24 % |
2025-08-10 | $0.000001399 | $0.000001294 | $0.000001399 | 4.24 % |
2025-08-31 | $0.000001453 | $0.000001249 | $0.000001249 | 8.31 % |
Explore daily price targets for Dragy over the next 30 days. Each prediction includes potential ROI, helping you plan your investments efficiently.
Date | Price | Potential ROI |
---|---|---|
2025-08-08 | $0.000001294 | -3.57 % |
2025-08-09 | $0.000001335 | -0.54 % |
2025-08-10 | $0.000001399 | 4.24 % |
2025-08-11 | $0.000001404 | 4.6 % |
2025-08-12 | $0.000001453 | 8.31 % |
2025-08-13 | $0.000001421 | 5.93 % |
2025-08-14 | $0.000001392 | 3.72 % |
2025-08-15 | $0.000001366 | 1.76 % |
2025-08-16 | $0.00000142 | 5.8 % |
2025-08-17 | $0.000001386 | 3.28 % |
2025-08-18 | $0.000001412 | 5.22 % |
2025-08-19 | $0.000001424 | 6.11 % |
2025-08-20 | $0.000001452 | 8.18 % |
2025-08-21 | $0.000001434 | 6.85 % |
2025-08-22 | $0.000001404 | 4.63 % |
2025-08-23 | $0.000001379 | 2.79 % |
2025-08-24 | $0.000001324 | -1.33 % |
2025-08-25 | $0.000001311 | -2.29 % |
2025-08-26 | $0.000001265 | -5.7 % |
2025-08-27 | $0.000001286 | -4.16 % |
2025-08-28 | $0.000001297 | -3.33 % |
2025-08-29 | $0.000001268 | -5.47 % |
2025-08-30 | $0.000001282 | -4.46 % |
2025-08-31 | $0.000001249 | -6.93 % |
2025-09-01 | $0.000001217 | -9.29 % |
2025-09-02 | $0.000001225 | -8.67 % |
2025-09-03 | $0.000001246 | -7.15 % |
2025-09-04 | $0.000001255 | -6.46 % |
2025-09-05 | $0.000001277 | -4.83 % |
2025-09-06 | $0.000001228 | -8.49 % |
2025-09-07 | $0.000001245 | -7.23 % |
Explore long-term price predictions for Dragy through 2026-2030. Forecasts include minimum, average, and maximum prices for each year, along with potential ROI.
Year | Min. Price | Max. Price | Avg | Potential ROI |
---|---|---|---|---|
2025 | $0.000001581 | $0.000001141 | $0.000001354 | 17.8 % |
2026 | $0.000001799 | $0.000001301 | $0.000001509 | 34.04 % |
2027 | $0.000001763 | $0.000001106 | $0.000001389 | 31.39 % |
2028 | $0.000001878 | $0.00000116 | $0.000001537 | 39.94 % |
2029 | $0.000001729 | $0.000001235 | $0.000001448 | 28.87 % |
2030 | $0.000001709 | $0.000001253 | $0.000001466 | 27.34 % |
2031 | $0.000001531 | $0.000001341 | $0.000001431 | 14.11 % |
In 2025, Dragy is expected to trade between {$%price_min_year%} and $0.000001581. The most profitable month could be December, with prices potentially increasing by 17.8.
Month | Min. Price | Max. Price | Avg | Potential ROI |
---|---|---|---|---|
August | $14.11 | $14.11 | $14.11 | 14.11 % |
September | $14.11 | $14.11 | $14.11 | 14.11 % |
October | $14.11 | $14.11 | $14.11 | 14.11 % |
November | $14.11 | $14.11 | $14.11 | 14.11 % |
December | $14.11 | $14.11 | $14.11 | 14.11 % |
In 2026, Dragy is expected to trade between {$%price_min_year%} and $0.000001799. The most profitable month could be December, with prices potentially increasing by 34.04.
Month | Min. Price | Max. Price | Avg | Potential ROI |
---|---|---|---|---|
January | $14.11 | $14.11 | $14.11 | 14.11 % |
February | $14.11 | $14.11 | $14.11 | 14.11 % |
March | $14.11 | $14.11 | $14.11 | 14.11 % |
April | $14.11 | $14.11 | $14.11 | 14.11 % |
May | $14.11 | $14.11 | $14.11 | 14.11 % |
June | $14.11 | $14.11 | $14.11 | 14.11 % |
July | $14.11 | $14.11 | $14.11 | 14.11 % |
August | $14.11 | $14.11 | $14.11 | 14.11 % |
September | $14.11 | $14.11 | $14.11 | 14.11 % |
October | $14.11 | $14.11 | $14.11 | 14.11 % |
November | $14.11 | $14.11 | $14.11 | 14.11 % |
December | $14.11 | $14.11 | $14.11 | 14.11 % |
In 2027, Dragy is expected to trade between {$%price_min_year%} and $0.000001763. The most profitable month could be December, with prices potentially increasing by 31.39.
Month | Min. Price | Max. Price | Avg | Potential ROI |
---|---|---|---|---|
January | $14.11 | $14.11 | $14.11 | 14.11 % |
February | $14.11 | $14.11 | $14.11 | 14.11 % |
March | $14.11 | $14.11 | $14.11 | 14.11 % |
April | $14.11 | $14.11 | $14.11 | 14.11 % |
May | $14.11 | $14.11 | $14.11 | 14.11 % |
June | $14.11 | $14.11 | $14.11 | 14.11 % |
July | $14.11 | $14.11 | $14.11 | 14.11 % |
August | $14.11 | $14.11 | $14.11 | 14.11 % |
September | $14.11 | $14.11 | $14.11 | 14.11 % |
October | $14.11 | $14.11 | $14.11 | 14.11 % |
November | $14.11 | $14.11 | $14.11 | 14.11 % |
December | $14.11 | $14.11 | $14.11 | 14.11 % |
In 2028, Dragy is expected to trade between {$%price_min_year%} and $0.000001878. The most profitable month could be December, with prices potentially increasing by 39.94.
Month | Min. Price | Max. Price | Avg | Potential ROI |
---|---|---|---|---|
January | $14.11 | $14.11 | $14.11 | 14.11 % |
February | $14.11 | $14.11 | $14.11 | 14.11 % |
March | $14.11 | $14.11 | $14.11 | 14.11 % |
April | $14.11 | $14.11 | $14.11 | 14.11 % |
May | $14.11 | $14.11 | $14.11 | 14.11 % |
June | $14.11 | $14.11 | $14.11 | 14.11 % |
July | $14.11 | $14.11 | $14.11 | 14.11 % |
August | $14.11 | $14.11 | $14.11 | 14.11 % |
September | $14.11 | $14.11 | $14.11 | 14.11 % |
October | $14.11 | $14.11 | $14.11 | 14.11 % |
November | $14.11 | $14.11 | $14.11 | 14.11 % |
December | $14.11 | $14.11 | $14.11 | 14.11 % |
In 2029, Dragy is expected to trade between {$%price_min_year%} and $0.000001729. The most profitable month could be December, with prices potentially increasing by 28.87.
Month | Min. Price | Max. Price | Avg | Potential ROI |
---|---|---|---|---|
January | $14.11 | $14.11 | $14.11 | 14.11 % |
February | $14.11 | $14.11 | $14.11 | 14.11 % |
March | $14.11 | $14.11 | $14.11 | 14.11 % |
April | $14.11 | $14.11 | $14.11 | 14.11 % |
May | $14.11 | $14.11 | $14.11 | 14.11 % |
June | $14.11 | $14.11 | $14.11 | 14.11 % |
July | $14.11 | $14.11 | $14.11 | 14.11 % |
August | $14.11 | $14.11 | $14.11 | 14.11 % |
September | $14.11 | $14.11 | $14.11 | 14.11 % |
October | $14.11 | $14.11 | $14.11 | 14.11 % |
November | $14.11 | $14.11 | $14.11 | 14.11 % |
December | $14.11 | $14.11 | $14.11 | 14.11 % |
In 2030, Dragy is expected to trade between {$%price_min_year%} and $0.000001709. The most profitable month could be December, with prices potentially increasing by 27.34.
Month | Min. Price | Max. Price | Avg | Potential ROI |
---|---|---|---|---|
January | $14.11 | $14.11 | $14.11 | 14.11 % |
February | $14.11 | $14.11 | $14.11 | 14.11 % |
March | $14.11 | $14.11 | $14.11 | 14.11 % |
April | $14.11 | $14.11 | $14.11 | 14.11 % |
May | $14.11 | $14.11 | $14.11 | 14.11 % |
June | $14.11 | $14.11 | $14.11 | 14.11 % |
July | $14.11 | $14.11 | $14.11 | 14.11 % |
August | $14.11 | $14.11 | $14.11 | 14.11 % |
September | $14.11 | $14.11 | $14.11 | 14.11 % |
October | $14.11 | $14.11 | $14.11 | 14.11 % |
November | $14.11 | $14.11 | $14.11 | 14.11 % |
December | $14.11 | $14.11 | $14.11 | 14.11 % |
In 2031, Dragy is expected to trade between {$%price_min_year%} and $0.000001531. The most profitable month could be December, with prices potentially increasing by 14.11.
Month | Min. Price | Max. Price | Avg | Potential ROI |
---|---|---|---|---|
January | $14.11 | $14.11 | $14.11 | 14.11 % |