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|Research suggests that following a market crash, the average amount of time it takes for the price of a stock market to return to its pre-crash level (i.e. the recovery period) is at least three years.<ref>https://www.newyorkfed.org/mediabrary/media/medialibrary/media/research/staff_reports/research_papers/9809.pdf</ref> Accordingly, we suggest that to account for general market cyclicity, it's best to estimate the expected return of the company between now and five years time.
|Research suggests that following a market crash, the average amount of time it takes for the price of a stock market to return to its pre-crash level (i.e. the recovery period) is at least three years.<ref>https://www.newyorkfed.org/mediabrary/media/medialibrary/media/research/staff_reports/research_papers/9809.pdf</ref> Accordingly, we suggest that to account for general market cyclicity, it's best to estimate the expected return of the company between now and five years time.
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====Sensitive analysis====
The three main inputs that result in the greatest change in the expected return of the Alpha investment are, in order of importance (from highest to lowest):
# The size of the total addressable market (the default size is $ccc billion);
# Alpha FMC peak market share (the default share is ccc%); and
# The discount rate (the default time-weighted average rate is 10%).
The impact of a 10% change in those main inputs to the expected return of the Alpha investment is shown in the table below.
{| class="wikitable sortable"
|+Alpha FMC investment expected return sensitive analysis
!Main input
!10% worse
!Unchanged
!10% better
|-
|The size of the total addressable market
|To be added
|To be added
|To be added
|-
|Alpha FMC peak market share
|To be added
|To be added
|To be added
|-
|The discount rate
|To be added
|To be added
|To be added
|}




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|+
|+
|}
|}
==== Sensitive analysis ====
The three main inputs that result in the greatest change in the expected return of the Alpha investment are, in order of importance (from highest to lowest):
#The initial growth rate (the default rate is cccx);
# The terminal growth rate (the default rate is $ccc million); and
#The discount rate (the default time-weighted average rate is 10%).
The impact of a 10% change in those main inputs to the expected return of the Alpha investment is shown in the table below.
{| class="wikitable sortable"
|+Sirius investment expected return sensitive analysis
!Main input
!10% worse
!Unchanged
!10% better
|-
|The initial growth rate
|To be added
|To be added
|To be added
|-
|The terminal growth rate
|To be added
|To be added
|To be added
|-
|The default rate
|To be added
|To be added
|To be added
|}
{| class="wikitable"
{| class="wikitable"
|+Cost of equity (%)
|+Cost of equity (%)
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|Cost of equity = Risk-free rate + Beta x Equity risk premium.
|Cost of equity = Risk-free rate + Beta x Equity risk premium.
|}
|}
===Relative valuation approach===
== Sensitive analysis ==


== Appendix ==
== Appendix ==
=== Alternative absolute valuation approach ===




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The three main inputs that result in the greatest change in the expected return of the Alpha investment are, in order of importance (from highest to lowest):
The three main inputs that result in the greatest change in the expected return of the Alpha investment are, in order of importance (from highest to lowest):


#The PEG multiple (the default multiple is 1.04x);
#The growth-adjusted EV/sales multiple (the default multiple is cccx);
# The Year-one earnings forecast (the default forecast is $ccc million); and
# The Year-one sales forecast (the default forecast is $ccc million); and
#The Year 2 to 4 earnings growth forecast (the default forecast isccc%)
#The Year 2 to 4 sales growth forecast (the default forecast isccc%)


The impact of a 10% change in those main inputs to the expected return of the Alpha investment is shown in the table below.
The impact of a 10% change in those main inputs to the expected return of the Alpha investment is shown in the table below.
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