The optimum boardroom composition and the limitations of the
agency theory.
Subject:Agency theory (Evaluation)Boards of directors
(Research)Corporate governance (Evaluation)Author:Rebeiz, Karim
S.Pub Date:01/01/2008Publication:Name: Journal of Academy of
Business and Economics Publisher: International Academy of Business
and Economics Audience: Academic Format: Magazine/Journal Subject:
Business; Business, general; Economics; Government Copyright:
COPYRIGHT 2008 International Academy of Business and Economics
ISSN: 1542-8710Issue:Date: Jan, 2008 Source Volume: 8 Source Issue:
1Topic:Event Code: 310 Science & researchGeographic:Geographic
Scope: United States Geographic Code: 1USA United States
Accession Number:192587608Full Text:ABSTRACT
I examine the extent of the linkage between the percent
independent directors in the boardroom (measured by the ratio of
independent directors over total directors) and the market returns
of firms belonging to the technology, engineering and communication
industries. The results indicate that an independent boardroom
configuration positively impacts on the financial performance of
the firms, which is in compliance with the agency theory of the
firm. The relationship "boardroom configuration--financial
performance" is however not linear in nature, but rather
curvilinear with a negative concavity. The implication is that
there is a limitation to the agency theory of the firm as the
optimum boardroom configuration does not consist of 100%
independent directors; instead, it comprises a minority of inside
directors to compensate for the information deficit inherent with a
100% independent boardroom configuration.
Keywords: Board of Directors; Corporate Governance; Agency
Theory; Boardroom Composition; Outside Directors; Inside Directors;
Financial Performance
1. INTRODUCTION
The separation of ownership and corporate control has resulted
in agency cost because the passive owners are largely unaware of
the subtle conflicts of interests regulating the principal-agent
interactions, particularly that they no longer have the
jurisdiction over the modus operandi of the firm. The agency cost
is further magnified in the case of largely diffused and
heterogeneous ownership because the control mechanism and the
managerial incentives are weak. Without an adequate mechanism of
checks and balances, management would operate in all impunity or
minimum accountability (Agrawal and Knoeber, 1996; Bothwell, 1980).
This situation has created a propitious setting for free-ride
opportunisms as some shareholders may take advantage on the efforts
of other fellow shareholders to do the monitoring of the firm on
their behalf. In effect, the costs of corporate monitoring are
borne by a few shareholders, while the benefits of an active
monitoring are shared by all of them. According to Fama and Jensen
(1983), and to Jensen and Meckling (1976), the agency problem would
not arise if it were possible to write a "complete contract" to
ensure that the managers are running the businesses with the best
interest of the shareholders in mind. However, complete contracts
are impractical for the obvious reason that it would be costly and
unrealistic to anticipate all the contingencies involved in running
the daily operations of the business.
An independent boardroom configuration would mitigate the agency
cost of the firms due to the detachment of the independent
directors from the management team. Conversely, an
insider-dominated boardroom is marred with conflicts of interests.
Indeed, inside directors are often put in the awkward (if not
impossible) position of evaluating the CEO who is after all their
boss. Their judgments are consciously or unconsciously impaired by
personal needs or fears. For example, a board consisting
predominantly of inside directors may vote to unduly increase the
compensation of the management team, which would result in an
unwarranted transfer of wealth from the shareholders to the
managers. Nonetheless, the determination of the optimum boardroom
composition (one that would translate into superior financial
performance for the firm) is still being vigorously debated in the
corporate governance literature (e.g., Hermalin and Weisbach, 2003;
Hillman and Dalziel, 2003; Daily et al., 2003; Gompers et al.,
2003; Fields and Keys, 2003). Past results on the topic are mixed
and often contradictory. A consensus does not exist on the issue
because the association between boardroom configuration and firm's
financial performance is often blurred by idiosyncratic firm's
attributes, a notable one being the micro and macro environment,
and the competitive position of the firms within its industry
(Demsetz and Lehn 1985).
I revisit the issue "boardroom configuration--financial
performance" by confining the scope of the investigation to the
technology, engineering and communication sectors. The utilization
of such firms is justified from the standpoint that the level of
information needed by the board in such industries is usually more
complex and more elaborate than in other organizational contexts.
Moreover, the engineering and high tech sectors have predominantly
fallen outside the radar scrutiny of the corporate governance
literature. Accordingly, this investigation would provide a fresh
perspective and would shed new lights on an important subject. The
findings of this investigation point out that the boardroom's
independent composition varies in a curvilinear manner (and with a
negative concavity) with the market returns of the firms. This
study confirms the agency theory of the firm by showing that
independent directors are predominantly more effective monitors of
corporate stewardship than inside directors. The results also
highlight the limitations of the agency theory of the firm because
there is a residual value-added component of incorporating a
minimum number of inside directors (executives) into the
boardroom.
2. LITERATURE REVIEW
Three different schools of thoughts have emerged from the stream
of research linking the boardroom configuration to the performance
of the firm as reflected in the following propositions:
Proposition 1: The outside-dominated board improves on the
performance of the firm in conformance with the agency theory of
the firm. The outside directors could add value to the firm through
a controlling/monitoring role, and a servicing role. Rosenstein and
Wyatt (1990) show that the increase of the critical mass of outside
directors to an already outsider dominated board results in modest
higher returns. Lee et al. (1992) also indicate that shareholder's
wealth increases during a management buy out in the case of
outside-dominated boardrooms. In addition, Barnhart et al. (1994)
pinpoint that when outside directors begin to dominate the board,
performance is positively affected by this increase in
independence. As it specifically relates to the controlling and
monitoring role of the board, Kesner and Johnson (1990) report that
boards being sued for failure to maintain their fiduciary
responsibilities to the shareholders have a greater proportion of
inside directors. Similarly, Crutchley et al. (2007) suggest that
firms are more vulnerable to fraud if there are fewer outsiders on
the audit committee and if the outside directors appear
overcommitted by other board assignments. Moreover, Weisbach (1998)
reports a greater likelihood of CEO's turnover in
outsider-dominated boards than in insider-dominated boards and this
occurrence is correlated with firm performance. As it specifically
pertains to the servicing role, the outside directors offer a fresh
perspective and advice to the CEO because of their unique expertise
and experience in different firms and industries. In addition, they
fulfill a valuable resource dependence role; i.e., they are in a
unique position to secure outside resources and information from
the external world due to their associations with other firms and
their networking relationships (Dalton et al., 1998).
Proposition 2: The inside-dominated board improves on the
performance of the firm in conformance to the stewardship theory of
the firm. As background information, the stewardship theory is the
antithesis of the agency theory; it assumes that managers are loyal
stewards for the corporation with no conflict of interest
(Donaldson and Preston, 1995; Fox and Hamilton, 1994; Donaldson and
Davis, 1991; Mizruchi, 1983). Accordingly, the corporate control
should be bestowed to the managers because of their intimate
knowledge of the business, its competitive environment and its
macro environment (Davis et al., 1997). For instance, Kesner (1987)
states that inside dominated boardrooms yield to better firm
performances than outside dominated boardrooms (the study is
confined to Fortune 500 firms). Vance (1978) reports a positive and
significant relationship between the proportion of inside directors
and returns to investors. Baysinger and Hoskinson (1990) suggest
that insider directors have more and easier access to corporate
information than outsiders, and that this situation would lead to
more effective evaluation of top managers.
Proposition 3: An increase in outside representation on a
company's board of directors does not automatically translate into
superior financial performance for the firm. Klein (1998) and
Mehran (1995) indicate a non-significant association between
accounting performance measures and the portion of outside
directors comprising the boardroom. Likewise, Hermalin and Weisbach
(1991) find no significant relationship between the proportion of
outside directors and Tobin's Q performance measure. Bhagat and
Black (2002; 1999) also show no relationship between board
composition and long-term stock market and accounting performance.
In addition, a meta-analysis review of 54 empirical studies reports
no systemic link between governance structure and financial
performance (Dalton et al. 1998).
3. RESEARCH METHODOLOGY
The null hypothesis in this study is that the independent
boardroom composition does not impact on the financial performance
of the firm. In this context, the concept of independence is not
merely confined to the outside directorship position, but to
functional activities that span beyond the directorship position.
The NYSE definition of an independent director has been adopted
herein, namely that a board member should have no material personal
or business affiliations with the firm that span beyond the
customary directorship functions. The independent director could
have been an ex-executive to the firm provided that five years have
passed since the individual has been employed by or has been
otherwise affiliated with the company.
The sample consists of 158 publicly-listed firms that are drawn
from the Compustat database. The chosen firms have been publicly
trading in the U.S. organized exchanges for more than 12 years. In
other words, they have passed a minimum maturity level in the life
cycle in terms of growth and earnings performance. The data on the
corporate governance and firms' attributes have been obtained from
the annual filing in the EDGAR/SEC filings databases and the
Corporate Register. The dependent variable used in this study is
the market return of the firm, which is equal to the total increase
in shareholder wealth (i.e., share price appreciation and income
from dividends--measured on a yearly basis). The average market
return represents the geometric mean over a five-year period
spanning from January 2002 to January 2007. It is noteworthy that
past investigations have utilized accounting returns (e.g., return
on equity) as a proxy to financial performance (Bhagat and Black
2002, 1999; Klein 1998; Mehran 1995; Hermalin and Weisbach 1991).
Nonetheless, the recent trend in the academic literature has been
in the direction of short and long-term shareholders' wealth (Bauer
et al. 2004; Drobetz et al. 2003; Gompers et al. 2003).
The explanatory variable is the percent of independent directors
in the boardroom. The control variables include beta (the firm's
systematic risk), the insiders' holdings (the percentage of shares
owned by insiders and top 5% owners), the board's size (the sum of
the insiders, the outsiders and the gray directors), the market
capitalization of the firms (the share price multiplied by the
number of outstanding shares), and the boardroom leadership
configuration (whether the boardroom adopt a dual or dissociated
CEO/Chairmanship boardroom leadership structure). The
aforementioned independent variables are the arithmetic averages
for the years January 1997-January 2002. The lag time difference
between independent and dependent variables is justified by the
fact that the directional impact of specific firms' attributes on a
variety of organizational outcomes is not an instantaneous
phenomenon.
4. RESULTS AND DISCUSSION
The sample descriptive statistics are shown in Tables 1. The
average market returns (over a five year period) of the firms in
the sample is 11.59% per year. The average percent of independent
directors in the boardroom is 76%. In terms of leadership
structure, 33% of the firms actually dissociate the roles of CEO
and Chairmanship to the board. These statistics conform to the
general corporate governance trend in the U.S. market.
The correlation matrix, shown in Table 2, suggests that the
board's size and the percent of independent directors are
positively related to the market capitalization of the firm. In
other words, large size firms have more inclinations to adopt large
boardroom sizes that also consist of a higher fraction of
independent directors. Conversely, the board's leadership is
negatively related to the market capitalization, thus suggesting
that the probability of having the combined boardroom leadership
structure increases with the size of the firm.
I begin the OLS regression on the market returns with a simple
specification that contains the control variables, namely beta,
insider's holdings, board's size, market capitalization and
leadership configuration (i.e., establishing the control model). I
then add the linear, quadratic and cubic terms of the explanatory
variable (represented by independent directors) to assess linear
and non-linear effects of the augmented models over the control
model. At each step of the process, the significance in the
difference of R square between the augmented model and the
preceding one is assessed for its significance at the 95% level
(two-tailed).
The different regression models used in this study are
illustrated in the equations below:
Control Model:
[MR.sub.i(t+5)] = [[alpha].sub.c][BE.sub.i(t)] +
[[beta].sub.c][IH.sub.i(t)] + [[chi].sub.c][BS.sub.i(t)] +
[[delta].sub.c][MC.sub.i(t)] + [[gamma].sub.c][BL.sub.i(t)] +
[[epsilon].sub.c] (1)
Augmented Model I:
[MR.sub.i(t+5)] = [[alpha].sub.1][BE.sub.i(t) +
[[beta].sub.1][IH.sub.i(t)] + [[chi].sub.1][BS.sub.i(t)] +
[[delta].sub.1][MC.sub.i(t)] + [[gamma].sub.1][BL.sub.i(t)] +
[[eta].sub.1][ID.sub.i(t)] + [[epsilon].sub.1] (2)
[Model 1 is the control model augmented by the variable
independent directors]
Augmented Model 2:
[MR.sub.i(t+5)] = [[alpha].sub.2][BE.sub.i(t)] +
[[beta].sub.2][IH.sub.i(t)] + [[chi].sub.2][BS.sub.i(t)] +
[[delta].sub.2][MC.sub.i(t)] + [[gamma].sub.2][BL.sub.i(t)] +
[[eta].sub.2][ID.sub.i(t)] + [[lambda].sub.2][ID.sup.2.sub.i(t)] +
[[epsilon].sub.2] (3)
[Model 2 is model 1 augmented by the variable independent
directors to the square]
Augmented Model 3:
[MR.sub.i(t+5)] = [[alpha].sub.3][BE.sub.i(t)] +
[[beta].sub.3][IH.sub.i(t)] + [[chi].sub.3][BS.sub.i(t)] +
[[delta].sub.3][MC.sub.i(t)] + [[gamma].sub.3][BL.sub.i(t)] +
[[eta].sub.3][ID.sub.i(t)] + [[lambda].sub.3][ID.sup.2.sub.i(t)] +
[[mu].sub.3][ID.sup.3.sub.i(t)] + [[epsilon].sub.3] (4)
[Model 3 is model 2 augmented by the variable independent
directors to the cube]
where
i = Firm 1 through 158
MR = Market return
BE = Beta (a measure of systematic risk)
IH = Insiders' holdings
BS = Board's size
MC = Market capitalization
BL = Board's leadership, a dummy variable in which a value of
zero is assigned to the dual (joint) leadership structure and a
value of one is allocated to the non-duality configuration
IND = Ratio of independent directors over board's size
The overall hierarchical OLS assessment on the market returns is
shown in Table 3. The OLS findings indicate that the addition of
"independent directors" variable to the control model results in
significant improvement of R square for the quadratic and cubic
models. In other words, a large percent of market returns
variations could be explained collectively by the independent
directors when it is accounted in a non-linear fashion. It is
therefore evident that the percent of independent directors'
variable does influence the market returns of the firm, and this
variation is in the form of a polynomial equation. In fact, the
model 3 (that contains the linear and non-linear terms of the
independent directors' variable) has a coefficient of determination
of 0.619, which is a significant value for this kind of an
investigation. To test the robustness of the aforementioned
findings, the same hierarchical regression (with the same control
and augmented models) is repeated with the Tobin's Q, which is
defined as the ratio of the market value of a firm's assets (i.e.,
the market value of outstanding stock and debt over the replacement
cost of the firm's assets). The Tobin's Q used herein is the
arithmetic mean over the period January 2002- January 2007. The
overall OLS hierarchical results on the Tobin's Q, shown in Table
4, are in many respects similar to those obtained previously with
the market returns. This analysis validates the previous regression
(with market returns) that the financial performance of the firm is
enhanced with higher boardroom independence, and that this
relationship is curvilinear and not linear.
The unstandardized and standardized OLS coefficients (beta
weights) corresponding to the control and the added models for the
market returns and the Tobin's Q are shown in Tables 5 and 6,
respectively. The results indicate that the coefficient of the
independent directors corresponding to the linear model (model 1)
is significantly different than zero. Thus, the null hypothesis
should be rejected at the 5% level. The same findings also apply to
the coefficients of the independent directors for the quadratic and
cubic terms of models 2 and 3, respectively. Likewise, the sign of
the coefficient for the independent directors for the model 1
(linear model) is positive, which indicates a positive directional
impact of the independent directors on the market returns of the
firm. The sign corresponding to the coefficient of the quadratic
term (model 2) is negative, which indicates that the non-linear
relationship between the boardroom's independent composition and
the financial performance of the firm has a negative concavity. In
other words, the optimum boardroom configuration does not comprise
100% outside/independent directors; rather the optimum boardroom
consists of majority of outside directors (close to 80%) and a
minority of inside directors (close to 20%).
5. CONCLUSIONS
This investigation does recognize the financial superiority of
an outsider-dominated boardroom in conformance with the agency
theory of the firm. It also acknowledges the importance of
including a minority of executives in the boardroom to compensate
for the information deficit that is associated with a 100%
outsider-dominated boardroom, thus highlighting the limitations of
the agency theory of the firm. The inside directors provide
valuable information on the products, processes, and culture of the
firm, as well as its external surrounding. As a matter of fact, a
previous study conducted by Bhagat and Black (1999) gives evidence
to the limitation of the agency theory; they report that firms with
supermajority-independent boards are less profitable than other
firms. Undoubtedly, the presence of inside directors with intimate
knowledge of the firm helps in expeditiously and effectively
securing key information from the right sources. Moreover, Adams
and Ferreira (2007) indicate that the presence of inside directors
could produce a friendly board that is propitious to receiving the
right information and, accordingly, providing the right advice to
the CEO. Although inside directors do have an essential function
within the confines of the boardroom, their span of influence
should, however, be strictly limited to an advisory role; they
should certainly not assume a monitoring and controlling role.
Specifically, they should not serve in the key committees (e.g.,
audit, compensation, nominating), nor be involved in the selection
of outside consultants because of obvious conflicts of interests
inherent to their dual roles as directorates and executives to the
firm.
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Karim S. Rebeiz, American University of Beirut, Beirut,
Lebanon
Dr. Karim S. Rebeiz earned his Ph.D. from the University of
Texas at Austin and his MBA from Harvard Business School. He has
many years of responsible professional experience in Finance at
Ford Motor Company. He is currently an Associate Professor in the
Suliman Olayan School of Business at the American University of
Beirut.TABLE 1. DESCRIPTIVE STATISTICS
StandardVariables Average Deviation Skewness Kurtosis
Market Returns 11.59% 2.15% -1.122 1.191Beta 0.74 0.441 0.714
1.419Insiders' Holdings 17.40% 20.58% 2.058 5.695Board's Size 9.02
2.58 0.563 0.470Market Capitalization 9034.72 2497.13 4.934 7.902
(Mils.)Separate CEO / Chairman * 32.91% -- -- --Independent
Directors 76.45% 13.07% 1.933 -1.191
* Dummy variable
TABLE 2. PEARSON CORRELATION MATRIX FOR INDEPENDENT
VARIABLES
Independent Variables 1 2 3
1. Beta 1.0002. Insiders' Holdings 0.019 1.0003. Board's Size
-0.073 -0.053 1.0004. Market Capitalization -0.114 -0.190 0.2905.
Boards' Leadership -0.066 0.271 -0.0446. Independent Directors
-0.177 -0.129 0.067
Independent Variables 4 5 6
1. Beta2. Insiders' Holdings3. Board's Size4. Market
Capitalization 1.0005. Boards' Leadership -0.150 1.0006.
Independent Directors 0.206 -0.021 1.000
TABLE 3. OVERALL HIERARCHICAL OLS ASSESSMENT ON MARKET
RETURNS
Statistics Control Model Model 1 Model 2 Model 3
R 0.149 0.417 0.683 0.787R Square 0.022 0.174 0.466 0.619F
Statistics 0.691 28.400 110.720 170.458R Square Change 0.152 0.293
0.153F Change 27.709 82.320 59.738Significance of 0.631 0.000 *
0.000 * F Change
* Significant at the 0.05 level (2-tailed)
TABLE 4. OVERALL HIERARCHICAL OLS ASSESSMENT ON TOBIN'S Q
Statistics Control Model Model 1 Model 2 Model 3
R 0.151 0.388 0.626 0.746R Square 0.023 0.151 0.393 0.533F
Statistics 0.713 23.376 82.871 138.408R Square Change 0.128 0.241
0.165F Change 22.663 59.495 55.537Significance of 0.000 0.000 *
0.000 ** F Change
* Significant at the 0.05 level (2-tailed)
TABLE 5. REGRESSION COEFFICIENTS FOR MARKET RETURNS
Models Unstandardized Standardized Coefficients Coefficients
Control ModelBeta -0.503 -0.103Insiders' Holdings 0.000
-0.004Board's Size 0.070 0.084Market Capitalization 0.000
-0.19Board's Leadership -0.321 -0.070Constant 11.460
Model 1Beta -0.200 -0.041Insiders' Holdings 0.004 0.036Board's
Size 0.070 0.084Market Capitalization 0.000 -0.089Board's
Leadership -0.362 -0.079Independent Directors 0.062 0.405Constant
6.498
Model 2Beta -0.264 -0.054Insiders' Holdings -0.006 -0.059Board's
Size 0.136 0.163Market Capitalization 0.000 -0.066Board's
Leadership -0.044 -0.010Independent Directors 0.589
3.853[(Independent Directors).sup.2] -0.389 -3.516Constant
-10.796
Model 3Beta -0.029 -0.006Insiders' Holdings -0.003 -0.025Board's
Size 0.031 0.038Market Capitalization 0.000 -0.024Board's
Leadership -0.021 -0.005Independent Directors -0.743
-4.859[(Independent Directors).sup.2] 1.879 16.963[(Independent
Directors).sup.3] -1.197 -11.946Constant 13.207
Models t Values Significance
Control ModelBeta -1.276 0.206Insiders' Holdings -0.045
0.964Board's Size 1.002 0.318Market Capitalization -0.223
0.824Board's Leadership -0.837 0.404Constant 15.336 0.000
Model 1Beta -0.540 0.590Insiders' Holdings 0.462 0.645Board's
Size 1.081 0.281Market Capitalization -1.107 0.270Board's
Leadership -1.022 0.309Independent Directors 5.264 0.000 *Constant
5.568 0.000
Model 2Beta -0.885 0.378Insiders' Holdings -0.928 0.355Board's
Size 2.585 0.011Market Capitalization -1.015 0.312Board's
Leadership -0.153 0.879Independent Directors 10.006 0.000
*[(Independent Directors).sup.2] -9.073 0.000 *Constant -5.079
0.000
Model 3Beta -0.114 0.910Insiders' Holdings -0.451 0.652Board's
Size 0.674 0.501Market Capitalization -0.440 0.660Board's
Leadership -0.085 0.932Independent Directors -4.141 0.000
*[(Independent Directors).sup.2] 6.353 0.000 *[(Independent
Directors).sup.3] -7.729 0.000 *Constant 3.678 0.000 *
* Significant at the 0.05 level (2-tailed)
TABLE 6. REGRESSION COEFFICIENTS FOR TOBIN'S Q
Unstandardized Standardized Models Coefficients Coefficients
Control Model Beta -0.082 -0.115 Insiders' Holdings 0.000 -0.017
Board's Size 0.009 0.072 Market Capitalization 0.000 -0.032 Board'
s Leadership -0.046 -0.069 Constant 1.300
Model 1 Beta -0.042 -0.058 Insiders' Holdings 0.000 0.020
Board's Size 0.009 0.071 Market Capitalization 0.000 -0.096 Board'
s Leadership -0.051 -0.077 Independent Directors 0.008 0.371
Constant 0.636
Model 2 Beta -0.050 -0.070 Insiders' Holdings -0.001 -0.067
Board's Size 0.017 0.143 Market Capitalization 0.000 -0.075 Board'
s Leadership -0.009 -0.014 Independent Directors 0.078
3.502[(Independent Directors).sup.2] -0.052 -3.192 Constant
-1.654
Model 3 Beta -0.014 -0.020 Insiders' Holdings -0.000 -0.030
Board's Size 0.002 0.013 Market Capitalization 0.000 -0.032 Board's
Leadership -0.006 -0.009 Independent Directors -0.124
-5.560[(Independent Directors).sup.2] 0.293 18.109[(Independent
Directors).sup.3] -0.182 -12.426 Constant 1.988
Models t Values Significance
Control Model Beta -1.423 0.157 Insiders' Holdings -0.197 0.844
Board's Size 0.856 0.393 Market Capitalization -0.372 0.711 Board'
s Leadership -0.822 0.412 Constant 11.955 0.000
Model 1 Beta -0.760 0.448 Insiders' Holdings 0.252 0.801 Board's
Size 0.910 0.364 Market Capitalization -1.178 0.241 Board' s
Leadership -0.982 0.328 Independent Directors 4.761 0.000 *
Constant 3.686 0.000
Model 2 Beta -1.078 0.283 Insiders' Holdings -0.977 0.330
Board's Size 2.130 0.035 Market Capitalization -1.082 0.312 Board'
s Leadership -0.209 0.879 Independent Directors 8.516 0.000
*[(Independent Directors).sup.2] -7.714 0.000 * Constant -4.995
0.000
Model 3 Beta -0.360 0.719 Insiders' Holdings -0.520 0.604
Board's Size 0.217 0.829 Market Capitalization -0.533 0.595 Board's
Leadership -0.152 0.880 Independent Directors -4.392 0.000
*[(Independent Directors).sup.2] 6.287 0.000 *[(Independent
Directors).sup.3] -7.452 0.000 * Constant 3.519 0.001
* Significant at the 0.05 level (2-tailed)Gale
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