Frank Armstrong Ideal Index Portfolio vs Credit Suisse Global Market Portfolio Portfolio Comparison

Simulation Settings
Period: January 1985 - April 2025 (~40 years)
Consolidated Returns as of 30 April 2025
Rebalancing: at every Jan 1st
Currency: USD
Inflation: US
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Results
30 Years
All (since January 1985)
Inflation Adjusted:
Frank Armstrong Ideal Index Portfolio
1.00$
Initial Capital
May 1995
7.32$
Final Capital
April 2025
6.86%
Yearly Return
10.73%
Std Deviation
-40.11%
Max Drawdown
40months
Recovery Period
1.00$
Initial Capital
May 1995
3.48$
Final Capital
April 2025
4.24%
Yearly Return
10.73%
Std Deviation
-41.10%
Max Drawdown
65months
Recovery Period
1.00$
Initial Capital
January 1985
26.46$
Final Capital
April 2025
8.46%
Yearly Return
10.56%
Std Deviation
-40.11%
Max Drawdown
40months
Recovery Period
1.00$
Initial Capital
January 1985
8.73$
Final Capital
April 2025
5.52%
Yearly Return
10.56%
Std Deviation
-41.10%
Max Drawdown
65months
Recovery Period
Credit Suisse Global Market Portfolio
1.00$
Initial Capital
May 1995
7.80$
Final Capital
April 2025
7.09%
Yearly Return
8.33%
Std Deviation
-25.90%
Max Drawdown
29months
Recovery Period
1.00$
Initial Capital
May 1995
3.70$
Final Capital
April 2025
4.46%
Yearly Return
8.33%
Std Deviation
-28.49%
Max Drawdown
44months*
Recovery Period
* in progress
1.00$
Initial Capital
January 1985
29.68$
Final Capital
April 2025
8.77%
Yearly Return
8.59%
Std Deviation
-25.90%
Max Drawdown
29months
Recovery Period
1.00$
Initial Capital
January 1985
9.79$
Final Capital
April 2025
5.82%
Yearly Return
8.59%
Std Deviation
-28.49%
Max Drawdown
44months*
Recovery Period
* in progress

As of April 2025, in the previous 30 Years, the Frank Armstrong Ideal Index Portfolio obtained a 6.86% compound annual return, with a 10.73% standard deviation. It suffered a maximum drawdown of -40.11% that required 40 months to be recovered.

As of April 2025, in the previous 30 Years, the Credit Suisse Global Market Portfolio obtained a 7.09% compound annual return, with a 8.33% standard deviation. It suffered a maximum drawdown of -25.90% that required 29 months to be recovered.

Disclaimer: The simulations on this website are provided in good faith but should NOT be taken as investment advice. We are not liable for any errors or actions based on this information. The authors of the website are not affiliated with the portfolio creators, who are the sole owners of their intellectual property. The translation of asset allocations into ETFs is based on the interpretation of LazyPortfolioETF.com and may not exactly reflect the original intent of the portfolio creators. Content is for informational, educational, illustrative, and entertainment purposes only.
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Asset Allocations and ETFs

The compared portfolios have the following asset allocations.

Weight
(%)
Ticker Name
31.00
VEU
Vanguard FTSE All-World ex-US
9.25
IJS
iShares S&P Small-Cap 600 Value
9.25
VTV
Vanguard Value
8.00
VNQ
Vanguard Real Estate
6.25
IJT
iShares S&P Small-Cap 600 Growth
6.25
VV
Vanguard Large-Cap
30.00
SHY
iShares 1-3 Year Treasury Bond
Weight
(%)
Ticker Name
20.00
SPY
SPDR S&P 500
15.00
VEU
Vanguard FTSE All-World ex-US
5.00
EEM
iShares MSCI Emerging Markets
5.00
VNQ
Vanguard Real Estate
22.00
LQD
iShares Investment Grade Corporate Bond
16.00
BNDX
Vanguard Total International Bond
15.00
TLT
iShares 20+ Year Treasury Bond
2.00
TIP
iShares TIPS Bond
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Portfolio Returns as of Apr 30, 2025

Returns are calculated in USD, assuming:
  • no fees or capital gain taxes.
  • rebalancing: at every Jan 1st.
  • dividend reinvestment, when applicable.
RETURN COMPARISON
Period: 1 January 1985 - 30 April 2025 (~40 years)
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Return (%) as of Apr 30, 2025
YTD
(4M)
1M 6M 1Y 5Y 10Y 30Y MAX
(~40Y)
//www.lazyportfolioetf.com/wp-content/themes/dynamico-child/img/author/avatar_frank_armstrong.webp Ideal Index
Frank Armstrong
1.03 -0.07 0.37 8.53 8.29 5.46 6.86 8.46
//www.lazyportfolioetf.com/wp-content/themes/dynamico-child/img/author/avatar_credit_suisse.webp Global Market Portfolio
Credit Suisse
1.92 0.16 1.08 9.63 3.85 4.56 7.09 8.77
Return over 1 year are annualized.
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Capital Growth as of Apr 30, 2025

Frank Armstrong Ideal Index Portfolio: an investment of 1$, since May 1995, now would be worth 7.32$, with a total return of 632.39% (6.86% annualized).

Credit Suisse Global Market Portfolio: an investment of 1$, since May 1995, now would be worth 7.80$, with a total return of 680.00% (7.09% annualized).


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Frank Armstrong Ideal Index Portfolio: an investment of 1$, since January 1985, now would be worth 26.46$, with a total return of 2545.53% (8.46% annualized).

Credit Suisse Global Market Portfolio: an investment of 1$, since January 1985, now would be worth 29.68$, with a total return of 2867.77% (8.77% annualized).


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Portfolio Metrics as of Apr 30, 2025

The following metrics, updated as of 30 April 2025, provide an overview of performance and risk, with the best value in each row highlighted within the table.

METRIC COMPARISON
Period: 1 May 2024 - 30 April 2025 (1 year)
Period: 1 May 2020 - 30 April 2025 (5 years)
Period: 1 May 2015 - 30 April 2025 (10 years)
Period: 1 May 1995 - 30 April 2025 (30 years)
Period: 1 January 1985 - 30 April 2025 (~40 years)
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Ideal Index Global Market Portfolio
Author Frank Armstrong Credit Suisse
ASSET ALLOCATION
Stocks 70% 45%
Fixed Income 30% 55%
Commodities 0% 0%
PERFORMANCES
Annualized Return (%) 8.53 9.63
Infl. Adjusted Return (%) 6.33 7.40
DRAWDOWN
Deepest Drawdown Depth (%) -3.51 -3.62
Start to Recovery (months) 5* 7*
Longest Drawdown Depth (%) -3.51 -3.62
Start to Recovery (months) 5* 7*
Longest Negative Period (months) 8* 7*
Drawdowns / Negative periods marked with * are in progress
RISK INDICATORS
Standard Deviation (%) 7.72 7.00
Sharpe Ratio 0.48 0.69
Sortino Ratio 0.64 0.83
Ulcer Index 1.61 1.59
Ratio: Return / Standard Deviation 1.10 1.38
Ratio: Return / Deepest Drawdown 2.43 2.66
Metrics calculated over the period 1 May 2024 - 30 April 2025
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Ideal Index Global Market Portfolio
Author Frank Armstrong Credit Suisse
ASSET ALLOCATION
Stocks 70% 45%
Fixed Income 30% 55%
Commodities 0% 0%
PERFORMANCES
Annualized Return (%) 8.29 3.85
Infl. Adjusted Return (%) 3.59 -0.65
DRAWDOWN
Deepest Drawdown Depth (%) -18.25 -23.10
Start to Recovery (months) 27 40*
Longest Drawdown Depth (%) -18.25 -23.10
Start to Recovery (months) 27 40*
Longest Negative Period (months) 33 44
Drawdowns / Negative periods marked with * are in progress
RISK INDICATORS
Standard Deviation (%) 11.06 10.98
Sharpe Ratio 0.52 0.12
Sortino Ratio 0.73 0.17
Ulcer Index 6.00 9.93
Ratio: Return / Standard Deviation 0.75 0.35
Ratio: Return / Deepest Drawdown 0.45 0.17
Metrics calculated over the period 1 May 2020 - 30 April 2025
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Ideal Index Global Market Portfolio
Author Frank Armstrong Credit Suisse
ASSET ALLOCATION
Stocks 70% 45%
Fixed Income 30% 55%
Commodities 0% 0%
PERFORMANCES
Annualized Return (%) 5.46 4.56
Infl. Adjusted Return (%) 2.31 1.44
DRAWDOWN
Deepest Drawdown Depth (%) -18.25 -23.10
Start to Recovery (months) 27 40*
Longest Drawdown Depth (%) -18.25 -23.10
Start to Recovery (months) 27 40*
Longest Negative Period (months) 35 50
Drawdowns / Negative periods marked with * are in progress
RISK INDICATORS
Standard Deviation (%) 10.60 9.28
Sharpe Ratio 0.35 0.30
Sortino Ratio 0.47 0.41
Ulcer Index 5.36 7.30
Ratio: Return / Standard Deviation 0.52 0.49
Ratio: Return / Deepest Drawdown 0.30 0.20
Metrics calculated over the period 1 May 2015 - 30 April 2025
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Ideal Index Global Market Portfolio
Author Frank Armstrong Credit Suisse
ASSET ALLOCATION
Stocks 70% 45%
Fixed Income 30% 55%
Commodities 0% 0%
PERFORMANCES
Annualized Return (%) 6.86 7.09
Infl. Adjusted Return (%) 4.24 4.46
DRAWDOWN
Deepest Drawdown Depth (%) -40.11 -25.90
Start to Recovery (months) 40 29
Longest Drawdown Depth (%) -40.11 -23.10
Start to Recovery (months) 40 40*
Longest Negative Period (months) 62 50
Drawdowns / Negative periods marked with * are in progress
RISK INDICATORS
Standard Deviation (%) 10.73 8.33
Sharpe Ratio 0.43 0.58
Sortino Ratio 0.56 0.77
Ulcer Index 7.57 5.57
Ratio: Return / Standard Deviation 0.64 0.85
Ratio: Return / Deepest Drawdown 0.17 0.27
Metrics calculated over the period 1 May 1995 - 30 April 2025
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Ideal Index Global Market Portfolio
Author Frank Armstrong Credit Suisse
ASSET ALLOCATION
Stocks 70% 45%
Fixed Income 30% 55%
Commodities 0% 0%
PERFORMANCES
Annualized Return (%) 8.46 8.77
Infl. Adjusted Return (%) 5.52 5.82
DRAWDOWN
Deepest Drawdown Depth (%) -40.11 -25.90
Start to Recovery (months) 40 29
Longest Drawdown Depth (%) -40.11 -23.10
Start to Recovery (months) 40 40*
Longest Negative Period (months) 62 50
Drawdowns / Negative periods marked with * are in progress
RISK INDICATORS
Standard Deviation (%) 10.56 8.59
Sharpe Ratio 0.50 0.65
Sortino Ratio 0.66 0.88
Ulcer Index 6.81 5.05
Ratio: Return / Standard Deviation 0.80 1.02
Ratio: Return / Deepest Drawdown 0.21 0.34
Metrics calculated over the period 1 January 1985 - 30 April 2025
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Drawdowns

A drawdown refers to the decline in value from a relative peak value to a relative trough. A maximum drawdown is the maximum observed loss from a peak to a trough of a portfolio before a new peak is attained.

DRAWDOWN COMPARISON
Period: 1 May 1995 - 30 April 2025 (30 years)
Period: 1 January 1985 - 30 April 2025 (~40 years)

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Ideal Index Global Market Portfolio
Drawdown
(%)
Recovery
(#Months)
From
To
Drawdown
(%)
Recovery
(#Months)
From
To
-40.11 40 Nov 2007
Feb 2011
-25.90 29 Nov 2007
Mar 2010
-23.10 40* Jan 2022
In progress
-18.25 27 Jan 2022
Mar 2024
-17.16 11 Jan 2020
Nov 2020
-16.33 33 Feb 2001
Oct 2003
-15.51 20 May 2011
Dec 2012
-12.21 8 May 1998
Dec 1998
-9.48 8 Sep 2018
Apr 2019
-8.72 14 Jun 2015
Jul 2016
-8.34 5 Feb 2020
Jun 2020
-6.28 27 Feb 2001
Apr 2003
-6.05 15 Mar 2015
May 2016
-6.00 14 Feb 2018
Mar 2019
-5.62 4 Jul 1998
Oct 1998

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Ideal Index Global Market Portfolio
Drawdown
(%)
Recovery
(#Months)
From
To
Drawdown
(%)
Recovery
(#Months)
From
To
-40.11 40 Nov 2007
Feb 2011
-25.90 29 Nov 2007
Mar 2010
-23.10 40* Jan 2022
In progress
-18.25 27 Jan 2022
Mar 2024
-17.16 11 Jan 2020
Nov 2020
-16.33 33 Feb 2001
Oct 2003
-15.51 20 May 2011
Dec 2012
-14.90 14 Sep 1987
Oct 1988
-14.74 15 Jan 1990
Mar 1991
-12.21 8 May 1998
Dec 1998
-11.04 10 Sep 1987
Jun 1988
-9.84 6 Aug 1990
Jan 1991
-9.48 8 Sep 2018
Apr 2019
-8.72 14 Jun 2015
Jul 2016
-8.34 5 Feb 2020
Jun 2020

Rolling Returns

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

You can explore the Rolling Returns for a single portfolio, or check the return differential, by switching on "Head To Head" toggle.

Rolling Returns Comparison
Annualized Rolling Returns Chart
Rolling Returns Chart - Inflation Adjusted
Time Period: 1 January 1985 - 30 April 2025 (~40 years)


Head To Head (Ptf 1 vs Ptf 2):
US Inflation Adjusted:

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Yearly Returns

For each year, the following table provides the return and intra-year drawdown. The highlighted returns represent the highest values for that specific year.

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Ideal Index Global Market Portfolio
Year Return
(%)
Drawdown
(%)
Return
(%)
Drawdown
(%)
2025
1.03 -1.52 1.92 -1.56
2024
7.60 -3.51 5.96 -3.62
2023
12.04 -8.07 12.57 -8.81
2022
-11.91 -18.25 -19.25 -23.10
2021
13.98 -2.66 7.49 -2.99
2020
6.95 -17.16 12.06 -8.34
2019
17.96 -4.04 19.24 -1.07
2018
-6.68 -9.48 -4.76 -6.00
2017
13.88 -0.15 13.93 0.00
2016
9.05 -4.06 6.49 -4.41
2015
-1.66 -7.44 -1.54 -6.05
2014
4.16 -3.12 10.70 -2.47
2013
16.03 -2.21 5.77 -5.32
2012
12.36 -6.57 12.25 -2.32
2011
-2.98 -15.51 6.64 -3.80
2010
13.00 -8.67 11.92 -3.33
2009
21.58 -16.28 17.08 -12.90
2008
-24.86 -27.96 -12.93 -20.63
2007
5.91 -4.80 7.60 -2.29
2006
17.74 -2.78 12.00 -2.16
2005
8.40 -2.89 7.92 -2.32
2004
14.62 -3.40 11.74 -4.15
2003
26.78 -3.93 19.38 -1.62
2002
-7.53 -13.72 -0.18 -5.20
2001
-3.80 -11.76 -0.30 -6.28
2000
2.04 -5.59 2.79 -3.32
1999
13.53 -2.81 9.76 -2.51
1998
8.85 -12.21 13.06 -5.62
1997
12.22 -4.02 10.21 -3.97
1996
11.54 -3.03 8.88 -1.37
1995
16.29 -1.64 21.92 0.00
1994
1.99 -4.20 -3.16 -6.85
1993
17.70 -4.41 20.70 -2.78
1992
3.75 -3.20 4.18 -4.17
1991
20.38 -3.65 25.49 -2.87
1990
-9.45 -14.74 -1.53 -9.84
1989
15.59 -2.18 21.42 -0.61
1988
17.45 -2.71 14.53 -2.19
1987
10.19 -14.90 3.66 -11.04
1986
28.89 -3.91 25.89 -4.02
1985
31.78 -1.78 31.49 -1.25
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