Murrey math lines and forecasts

Murrey Math Levels is one of the classic approaches to currency market analysis, which is successfully applied to everyday trading processes. Murrey math lines can be used for understanding both short- and long-term outlooks. As a rule, a strategy that involves Murrey math lines includes other types of technical analysis.

Murrey math lines are based on the approach and observation of William Gann, also used for forecasting, but Murrey was able to adapt this system, making it understandable for investors. The Murrey math levels approach is to track the 8 major lines (price levels) that together make up the "Murrey math lines" indicator. Despite the fact that the method of analysis and forecasting according to Murrey math lines is quite complex, experts consider it unique and capable of performing in combination with others. On this page, you will find Murrey math lines analytics from RoboForex experts.

04.10.2021

Murrey Math Lines 04.10.2021 (EURUSD, GBPUSD)

EURUSD is expected to continue falling, while GBPUSD may re-test the support at 6/8.
01.10.2021

Murrey Math Lines 01.10.2021 (Brent, S&P 500)

Brent continues trading within the “overbought area”, while the S&P 500 index is heading towards 0/8.
30.09.2021

Murrey Math Lines 30.09.2021 (USDCHF, GOLD)

USDCHF is moving within the “overbought area”, while XAUUSD continues trading downwards.
29.09.2021

Murrey Math Lines 29.09.2021 (USDJPY, USDCAD)

Bears can’t prevent USDJPY from skyrocketing, while USDCAD is getting back to 5/8.
28.09.2021

Murrey Math Lines 28.09.2021 (AUDUSD, NZDUSD)

AUDUSD is consolidating, while NZDUSD may reach 4/8.
27.09.2021

Murrey Math Lines 27.09.2021 (EURUSD, GBPUSD)

Both EURUSD and GBPUSD are expected to reach 2/8.
24.09.2021

Murrey Math Lines 24.09.2021 (Brent, S&P 500)

Brent is back inside the “overbought area”, while the S&P 500 index is returning to 3/8.
23.09.2021

Murrey Math Lines 23.09.2021 (USDCHF, GOLD)

USDCHF is approaching the “overbought area” again, while XAUUSD may fall to reach 3/8.