Harry Browne Permanent Portfolio To GBP Bond Hedged: Rolling Returns

Simulation Settings
Period: January 1950 - November 2025 (~76 years)
Initial Amount: 1ÂŁ
Rebalancing: at every Jan 1st
Currency: GBP
Inflation: UK
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When holding the Harry Browne Permanent Portfolio To GBP Bond Hedged, how long should you stay invested to have high probability to achieve a positive return?

Over the selected period (~76 years), the longest duration with a negative return was 40 months (from July 2020 to October 2023).

This indicates that, within the same timeframe, any rolling period of 41 months or more has consistently resulted in a positive return.

Understanding this metric is crucial as it highlights the importance of a safe investment horizon. Knowing the minimum duration required to likely see positive returns helps investors set realistic expectations and reinforces the strategy of staying invested through market cycles. This approach can mitigate the emotional reactions to short-term market fluctuations and enhance the likelihood of achieving financial goals.

Previous vs subsequent Returns

Is there a correlation between past and future returns over all 10-year rolling periods?

The following chart illustrates the relationship between past returns (x-axis) and subsequent returns (y-axis).

Data points are aggregated to show occurrences, and you can zoom in by clicking or drawing over the desired area.

HARRY BROWNE PERMANENT PORTFOLIO TO GBP BOND HEDGED
Previous vs Next Returns - 10 Years annualized
Time Period: 1 December 1995 - 30 November 2025 (30 Years)
Time Period: 1 January 1950 - 30 November 2025 (~76 years)
30 Years
(1995/12 - 2025/11)
All Data
(1950/01 - 2025/11)

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As of Nov 30, 2025, the annualized return of the previous 10 years has been 8.34%.

Rolling Returns

A rolling return is a measure of investment performance that calculates the return of an investment over a set period of time, with the starting date rolling forward. This approach can provide a more accurate representation of the investment's historical performance and helps investors to evaluate the investment's consistency over time.

HARRY BROWNE PERMANENT PORTFOLIO TO GBP BOND HEDGED
Annualized Rolling Returns
Annualized Rolling Returns - Inflation Adjusted
Time Period: 1 December 1995 - 30 November 2025 (30 Years)
Time Period: 1 January 1950 - 30 November 2025 (~76 years)
30 Years
(1995/12 - 2025/11)
All Data
(1950/01 - 2025/11)
UK Inflation Adjusted:

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Rolling Period Analysis

By selecting the 'Rolling Period', the chart and data will update. To study a different date range, change the simulation settings.

HARRY BROWNE PERMANENT PORTFOLIO TO GBP BOND HEDGED
Rolling Returns Chart
Rolling Returns Chart - Inflation Adjusted
Time Period: 1 January 1950 - 30 November 2025 (~76 years)
Over Time
Histogram
UK Inflation Adjusted:

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Swipe left to see all data
Worst Median Best Negative Periods
-10.63%
Jun 1969 - May 1970
+7.91% +45.79%
Jul 1982 - Jun 1983
10.33%
93 out of 900
-16.67%
Jan 2022 - Dec 2022
+3.59% +40.65%
Jul 1982 - Jun 1983
30.33%
273 out of 900
-3.94%
Jul 1968 - Jun 1970
+7.81% +26.29%
Mar 1972 - Feb 1974
3.04%
27 out of 888
-9.28%
Mar 1974 - Feb 1976
+3.88% +16.61%
Apr 1982 - Mar 1984
23.65%
210 out of 888
-0.77%
Oct 2020 - Sep 2023
+7.94% +20.93%
Mar 1982 - Feb 1985
0.23%
2 out of 876
-6.89%
Oct 2020 - Sep 2023
+3.66% +14.87%
Mar 1982 - Feb 1985
16.21%
142 out of 876
+2.36%
Sep 2000 - Aug 2004
+7.44% +20.19%
Jul 1982 - Jun 1986
0.00%
0 out of 864
-5.46%
Mar 1974 - Feb 1978
+3.52% +14.95%
Jul 1982 - Jun 1986
12.38%
107 out of 864
+3.62%
Jun 1965 - May 1970
+7.51% +19.37%
Jan 1972 - Dec 1976
0.00%
0 out of 852
-3.65%
Mar 1974 - Feb 1979
+3.55% +13.28%
Jul 1982 - Jun 1987
6.46%
55 out of 852
+3.82%
Nov 2016 - Oct 2022
+7.88% +18.12%
Nov 1970 - Oct 1976
0.00%
0 out of 840
-2.75%
Aug 1973 - Jul 1979
+3.86% +9.98%
Jul 1982 - Jun 1988
5.12%
43 out of 840
+3.72%
Nov 2016 - Oct 2023
+8.02% +17.34%
Feb 1973 - Jan 1980
0.00%
0 out of 828
-2.17%
Mar 1974 - Feb 1981
+3.92% +9.81%
Jul 1982 - Jun 1989
5.31%
44 out of 828
+4.65%
Feb 1962 - Jan 1970
+8.01% +17.92%
Feb 1972 - Jan 1980
0.00%
0 out of 816
-2.70%
Apr 1974 - Mar 1982
+4.02% +8.39%
Sep 1992 - Aug 2000
2.45%
20 out of 816
+4.26%
Jun 1961 - May 1970
+8.34% +17.01%
Dec 1971 - Nov 1980
0.00%
0 out of 804
-2.06%
Jul 1973 - Jun 1982
+4.11% +7.70%
Jul 1982 - Jun 1991
3.23%
26 out of 804
+4.63%
Jul 1960 - Jun 1970
+8.25% +17.03%
Jul 1970 - Jun 1980
0.00%
0 out of 792
-0.90%
Jul 1972 - Jun 1982
+4.41% +7.61%
Sep 1990 - Aug 2000
1.64%
13 out of 792
+4.58%
Jul 1959 - Jun 1970
+8.30% +17.16%
Feb 1972 - Jan 1983
0.00%
0 out of 780
-0.42%
Aug 1968 - Jul 1979
+4.40% +8.28%
Aug 1982 - Jul 1993
0.64%
5 out of 780
+4.83%
Jul 1958 - Jun 1970
+8.18% +16.49%
Feb 1971 - Jan 1983
0.00%
0 out of 768
+0.04%
May 1969 - Apr 1981
+4.46% +7.59%
Apr 1982 - Mar 1994
0.00%
0 out of 768
+4.86%
Jul 1957 - Jun 1970
+8.21% +16.49%
Jul 1970 - Jun 1983
0.00%
0 out of 756
-0.41%
Jun 1969 - May 1982
+4.40% +7.37%
Jul 1982 - Jun 1995
1.32%
10 out of 756
+4.67%
Jul 1956 - Jun 1970
+8.17% +16.08%
Apr 1972 - Mar 1986
0.00%
0 out of 744
-0.50%
Jul 1968 - Jun 1982
+4.40% +7.41%
Apr 1982 - Mar 1996
0.67%
5 out of 744
+4.74%
Jul 1955 - Jun 1970
+8.16% +16.03%
Nov 1971 - Oct 1986
0.00%
0 out of 732
+0.20%
Aug 1967 - Jul 1982
+4.19% +7.14%
Aug 1982 - Jul 1997
0.00%
0 out of 732
+5.19%
Oct 1950 - Sep 1966
+8.13% +15.85%
Sep 1970 - Aug 1986
0.00%
0 out of 720
+0.49%
Apr 1966 - Mar 1982
+4.32% +7.17%
Jul 1982 - Jun 1998
0.00%
0 out of 720
+5.47%
Jan 1953 - Dec 1969
+8.29% +15.50%
Jul 1970 - Jun 1987
0.00%
0 out of 708
+0.46%
Apr 1965 - Mar 1982
+4.38% +7.04%
Jul 1982 - Jun 1999
0.00%
0 out of 708
+5.11%
Jul 1952 - Jun 1970
+8.31% +14.58%
Dec 1971 - Nov 1989
0.00%
0 out of 696
+0.47%
Jul 1964 - Jun 1982
+4.42% +7.17%
Jul 1982 - Jun 2000
0.00%
0 out of 696
+5.13%
Jun 1951 - May 1970
+8.34% +14.51%
Jul 1970 - Jun 1989
0.00%
0 out of 684
+0.64%
Jun 1963 - May 1982
+4.44% +6.78%
Jul 1982 - Jun 2001
0.00%
0 out of 684
+5.11%
Jun 1950 - May 1970
+8.50% +13.89%
Jun 1970 - May 1990
0.00%
0 out of 672
+0.67%
Apr 1962 - Mar 1982
+4.50% +6.60%
Jun 1982 - May 2002
0.00%
0 out of 672
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