Ronaldo
Leão de Miranda
Universidade
Regional de Blumenau - FURB, Brazil
E-mail: ronaldo_leaomiranda@hotmail.com
Luís
Fernando Irgang dos Santos
Universidade
Regional de Blumenau – FURB, Brazil
Universidade
de Halmstad, Suécia
E-mail: luis.irgang@hotmail.com
Giancarlo
Gomes
Universidade
Regional de Blumenau - FURB, Brazil
E-mail: giancarlog@furb.br
Iara
Regina dos Santos Parisotto
Universidade
Regional de Blumenau - FURB, Brazil
E-mail: iaraparisotto@furb.br
Submission: 5/4/2020
Revision: 6/3/2020
Accept: 7/3/2020
ABSTRACT
Innovation has been recognized as
one of the main determinants of nation’s economic development and has been
adopted as a main tool for adding value and achieving sustainable competitive
advantage. In order to understand the influence of global competitiveness on
global innovation of nations, this study analyzed some indexes of 133 countries
using a multiple linear regression analysis. The results suggested that global
competitiveness influences the innovativeness of nations significantly and positively. Higher
education and training was the competitiveness indicators that most influenced
in innovation of nations.
Keywords: Innovation; Global Innovation Index; Competitiveness; Global Competitiveness Index
1.
INTRODUCTION
In the current literature, there is a growing interest in the role of innovation in the economic development of countries. Innovation has been recognized as a major determinant of economic development among nations (Dutta et al., 2018; Kaynak, Altuntas & Dereli, 2017). Innovative countries are able not only to increase their productivity and improve international competitiveness, but also to raise economic growth and the population living standards (Kostoska & Hristoski, 2017). As they approach the frontiers of knowledge, countries find in innovation the best alternative to create added value and achieve sustainable competitive advantage (Farinha, Ferreira & Nunes, 2018).
The globalization effects impose the need to broadly assess the level of countries’ economic development in order to identify factors that may determine the growth of one country against another (Zos-Kior et al., 2017). In an increasingly competitive global economy, innovation is a key factor in ensuring the progress and prosperity of nations (Kaynak et al., 2017). In this sense, composite indexes such as the Global Innovation Index and the Global Competitiveness Index have been increasingly used in academic research in order to compare countries' social and economic development.
The multilateral relationship between
innovation and global competitiveness has been the focus of several studies in
the last decade. Huang (2011) analyzed how technology competencies interact with the competitive
environment and affect innovation. Fonseca and Lima (2015) investigated the correlation between social sustainability, innovation
and competitiveness by adopting as unit of analysis the ten best ranked
countries in these dimensions from 2013 to 2014. Zoroja (2015) analyzed the influence of
innovations usage in information and communication technology (ICT) on the
competitiveness of European countries.
Davydova,
Ibatullina and Pachkova (2016) used innovation and competitiveness
indexes to study the innovative investment development in BRICS countries.
Recently, Cinicioglu et
al. (2017) applied Bayesian Networks to
evaluate the simultaneous interaction of competitiveness indicators in 148
countries and their innovative performance. Yordanova and Stoimenova
(2020) analyzed the linkage between innovation on a country level and
competitiveness of universities in 44 countries and their 1394 universities.
Although previous studies have provided valuable information on innovation from a perspective of global competitiveness, they have focused extensively on the context of European countries. Therefore, there is a need to extend the analysis to a larger and more heterogeneous sample, including not only developed countries from Europe, which have high levels of innovativeness and competitiveness, but also developing countries from other regions with different economic and social contexts. To fill this gap, this study aims to analyze the influence of competitiveness on global innovation of nations. Thus, this study contributes to the academic debate on innovation and competitiveness of nations and provides more broad and actual results through quantitative methods.
The remainder of this paper is organized as follows. First, we provide an overview of the related literature on innovation and competitiveness, highlighting the concepts that guide the study. Second, we present a theoretical background, presenting a discussion around relevant studies. Third, we describe the research methods employed in this study. Next, we present and discuss the findings. Later, we conclude the study, presenting limitations and avenues for future research.
2.
LITERATURE REVIEW
2.1.
Innovation
There is no consensus in literature on the definition of innovation. Several authors have been trying to improve the concept of innovation from macroeconomic, microeconomic, social, environmental, cultural and political perspectives. At microeconomic levels, innovation can be defined as the successful of new knowledge development and application, and the knowledge transformation of into results (Cinicioglu et al., 2017). In a broad sense, Freeman (1987) proposed that innovation does not only refer to the individual work of companies, but also involves the level of collective effort at which governments and institutions perform functions to enable generation and diffusion of innovation in a national economy. Edquist (2010) concludes that the economic, political, social, organizational, institutional and other factors that influence the development, diffusion and use of innovations correspond to a national innovation system.
Due to a highly competitive environment and scenarios of successive global economic crises experienced in recent decades, innovation has been an important alternative in the adoption of countries' economic development strategies. In addition to providing higher growth rates, innovation also contributes to reducing a country's trade deficit, especially as it reduces the need to import technology and knowledge (Erciş & Ünalan, 2016; Petrakis, Kostis & Valsamis, 2015). In this sense, good national innovation systems afford financial resources, incentive policies, efficient institutions and other internal mechanisms that favor the development of innovations and reduce a need for imports (Ezell, Nager & Atkinson, 2016; Freeman, 1987).
In order to measure and compare innovation rates at national level, several indicators are periodically prepared by international organizations. These include the Global Innovation Index - GII, which is provided by the International Business School in cooperation with Cornell University and the World Intellectual Property Organization - WIPO. This index is compiled based on 80 indicators that characterize the level of innovative activity in national economies.
To obtain this index, innovative capacities and institutional conditions for implementation of innovations are considered. The index is calculated by the weighted sum of scores from two indicator groups: available resources and institutional conditions for implementation of the innovation activity; and results obtained from the innovation activity (Kudryavtseva et al., 2016). In its latest edition, the GII report has indicated that Switzerland, the Netherlands, Sweden, the United Kingdom, Singapore, the United States, Finland, Denmark, Germany and Ireland as the 10 most innovative countries (Dutta et al., 2018).
2.2.
Competitiveness
The term competitiveness has historically been used to relate
companies and nations in terms of costs. For example, according to Rosenbaum (2011), competitiveness is determined by the level of
productivity, which will also determine the sustainable level of prosperity of
a nation. A broader interpretation suggests that competitiveness is not just an
accounting outcome of cost-effectiveness, but involves the structure,
processes, and skills of an organization or country (Aiginger & Vogel, 2015).
Habánik, Kordoš and Hošták (2016) conclude that
competitiveness is reflected in a nation's economic performance, productivity,
employment and other social and political spheres. In this study, the concept
suggested by The World Economic Forum (WEF) was adopted, which defines global
competitiveness as the set of institutions, policies and factors that determine
a country's level of productivity (Schwab, 2018).
Since 2004, the WEF has been preparing the Global
Competitiveness Report annually, which contains the GCI – Global Competitiveness
Index. This index has been one of the most widely used indicators among
academics, political and business leaders (Schwab, 2018). GCI assesses a country's competitive environment
based on its ability to ensure sustainable economic growth and the prosperity
level of its population (Habánik et al., 2016).
The index also measures microeconomic and macroeconomic
fundamentals and allows the comparative classification of competitiveness among
nations (Lall, 2001), analyzing trends across countries and the causes of
changes in key components of global competitiveness (Zos-Kior et al., 2017). In its latest edition, the
Global Competitiveness Report highlighted the United States, Singapore,
Germany, Switzerland, Japan, the Netherlands, Hong Kong, the United Kingdom,
Sweden and Denmark in the TOP 10 of the world's most competitive countries (Schwab, 2018).
GCI is a composite index based on 113 indicators that reflect
the competitiveness of countries. 70% of the variables included in this index
represent qualitative data obtained from a questionnaire applied to companies
top managemers from several economy sectors. The remaining 30% are quantitative
data based on official statistical reports and research results from
international institutions (Kudryavtseva et al., 2016). As a result, GCI provides
a synthetic competitiveness framework, considering simultaneously 12 pillars
that measure different dimensions of competitiveness.
These pillars are grouped into 3 sub-indexes, which
correspond to three stages of development: sub-index of factors or basic
requirements (I), sub-index of efficiency enhancers (II) and sub-index of
innovation and sophistication factors (III) (Kostoska & Hristoski, 2017; Pérez-Moreno, Rodríguez & Luque,
2016). These pillars are
assigned scores from 1 to 7 and these scores are aggregated to determine the
overall global competitiveness index of countries (Dima et al., 2018). Figure 1 illustrates the
global competitiveness index framework.
Figure 1: Global Competitiveness Index
framework.
Source: Adapted from Schwab (2018).
In the first stage, economy is factor
driven and countries compete based on their factor resources such as cheap
labor and natural resources. In this phase, competitiveness occurs from the use
of low production and marketing costs of lower priced products and services (Huggins & Izushi, 2015). Maintaining competitiveness at this stage of development depends
mainly on well-functioning public and private institutions (P1), well-developed
infrastructure (P2), a stable macroeconomic environment (P3) and a healthy
workforce with at least basic education (P4) (Pérez-Moreno et al., 2016).
At the efficiency-driven stage, wage
costs tend to increase. Thus, to remain competitive, countries need to increase
efficiency, especially in the workforce and through the use of technologies (Huggins & Izushi, 2015). Competitiveness is driven by higher education and training (P5),
efficient goods markets (P6), well-functioning labor markets (P7), developed
financial markets (P8), ability to leverage the benefits of existing
technologies ( P9), and a large internal or external market (P10) (Pérez-Moreno et al., 2016).
Finally, at the innovation stage,
wage levels rise further. Thus, competitiveness results from creation of new
and different products and the use of more sophisticated (P11) and innovative
(P12) production processes (Huggins & Izushi, 2015; Pérez-Moreno et al.,
2016).
3.
THEORETICAL BACKGROUND
In order to identify previous studies
on innovation and global competitiveness of nations, Scopus database was used,
because it is an international reference for scientific research. Google
Scholar was also used as a research tool. The search keywords used were
“Innovation”, “Global Innovation Index”, “Competitiveness” and “Global
Competitiveness Index”.
Among the publications from 2010 to
2018, the most similar study found was from Cinicioglu et al. (2017), who applied the Bayesian Networks and cluster analysis to assess the
simultaneous interaction of countries' competitiveness indicators and their
innovative performance, providing a stepwise analysis to show how a country can
reach higher innovation levels. The results suggested that business
sophistication and higher education and training are the competitiveness
indicators that most affect countries' level of innovation.
Kudryavtseva et al. (2016) developed a comparative analysis of the innovative development level
among European Union countries and Russia. The authors used the GCI and the GII
and employed a technique of positioning national innovation systems by integral
cost and benefit indices of innovation activity, through the European
innovation panel. The sample countries were grouped into homogeneous clusters
according to their innovation and competitiveness characteristics. Finally, the
authors compared development trends and the effectiveness of innovation policy
common to the countries in each cluster.
Davydova et al. (2016) evaluated the relationship of several composite indicators from BRICS
countries (Brazil, Russia, India, China, and South Africa) with the innovative
investment development of these countries. The results indicated that GII and
GCI have a high correlation factor. This suggests that the greater the
competition, the higher the level of innovative development in the sample
countries.
Fonseca and Lima (2015) investigated
the correlation among social sustainability, innovation and competitiveness,
adopting as a unit of analysis the ten best ranked countries in these three
related dimensions in 2013 and 2014. The results indicated a high correlation
among these three dimensions. However, considering this homogeneous sample of
the best ranked countries in all performance indicators, high correlation
coefficients are expected, which represents a limitation of the study. Another
limitation concerns the composition of these indicators. The authors could
consider all the factors that compose these indicators and develop a more
sophisticated analysis by testing the relationship between the variables of
each index.
Petrakis et al. (2015) analyzed the impact of culture on innovation and competitiveness in 24
European countries from 2008 to 2013, during the period known as “The Great
Recession”. The authors considered cultural factors related to uncertainty,
trust, creativity and organizational structure and grouped the sample countries
into 2 clusters: countries with anti-innovation culture and countries with
pro-innovation culture. The influence of cultural factors on innovation and
global competitiveness was tested using ordinary least squares regressions. The
results showed that countries with a pro-innovation culture present better
performance in innovation and competitiveness indicators. However, the study
disregards the possible correlation between the innovation and competitiveness
variables in the analysis.
In contrast to other studies, Farinha et al. (2018) defined competitiveness as a dependent variable and analyzed innovation
and entrepreneurship effects on the competitiveness of nations. A conceptual
model of competitiveness was tested by applying descriptive statistics,
structural equation modeling and hierarchical cluster analysis. The results
pointed out that the factors that composed innovation, such as innovation
capacity, R&D spending and quality of scientific research institutions are
the ones that most influence the competitiveness. The study also reveals a
strong link between innovation and entrepreneurship with economic growth and
competitiveness.
Zoroja (2015) analyzed the influence of innovations in information and communication
technology (ICT) on the competitiveness among European countries. Through panel
data analysis for the period 2007-2011, the study suggested that ICTs
positively and significantly influence the global competitiveness. However,
European countries have high scores on global competitiveness and ICT use
rates, which in fact suggests high correlation coefficients between the
variables analyzed.
Yordanova and
Stoimenova (2020) analyzed weather educational
innovation leads to university competitiveness by identifying the dimensions of
universities competitiveness based on the global rankings available. The
authors highlighted whether educational innovation is included and measured
somehow given its mainstream recognition for university competitiveness.
Dima et al. (2018) also defined competitiveness as a dependent variable and, based on
Pearson's regression models, analyzed the influence of knowledge economy
indicators on the competitiveness of European Union countries. The results
showed that innovation and education are the factors that most promote the
competitiveness of EU countries.
There is a great interest on
literature to analyze the innovation phenomenon from a perspective of global
competitiveness. However, it is necessary to conduct a broad study with more
recent indicators and to extend an analysis to a larger and more heterogeneous
sample, including, for example, developing countries that have different
economic and social structures than most European countries. To fill this gap,
this study aims to analyze the influence of competitiveness on global
innovation in several countries. Next session presents the methods employed in
this study.
4.
RESEARCH METHODS
In order to to
analyze the influence of global competitiveness on global innovation, a quantitative approach and a
descriptive technique were employed in this study. The data about innovation of
nations were collected from the Global Innovation Index Report
2018 (Dutta et al., 2018). The data about global competitiveness were collected from The Global Competitiveness Report (Schwab, 2018). Through both databases, it was
possible to gather indicators from 133 countries (see Appendix
1). Finally, data were tabulated using SPSS® software, version 14.
According to Aiginger and Vogel (2015) an adoption of global performance indicators composed of several
indicators, can potentially reduce measurement errors. An analysis of these
indicators allows a generation of information that can be used for formulation
or improvement of government policies or international investment strategies by
the public and private initiative (Lall, 2001; Nasierowski, 2016).
Data analysis was based on
descriptive statistics and linear regression, which allows verifying and
measure how model variables are related (Hair et al., 2009). Equation 1 describes the relationship between the dependent and
independent variables adopted in the model.
Equation 1:
GII𝑖𝑡 = 𝛽0 + 𝛽GCI𝑖𝑡 + 𝛽P1𝑖𝑡 + 𝛽P2𝑖𝑡 + 𝛽P3𝑖𝑡 + 𝛽P4𝑖𝑡 + 𝛽P5𝑖𝑡 + 𝛽P6𝑖𝑡 + 𝛽P7𝑖𝑡 + 𝛽P8𝑖𝑡 + 𝛽P9𝑖𝑡 + 𝛽P10𝑖𝑡 + 𝛽P11𝑖𝑡 + 𝜀
In Equation 1, the dependent variable
is represented by GII. 𝛽0 represents the constant, while independent variables are represented by
the Global Competitiveness Index (𝛽GCI𝑖𝑡) and its 11 pillars (𝛽P𝑖𝑡). The error of model is represented by 𝜀.
For this study, the scores already
provided by the sources were used. It was not necessary to standardize the
data, since all the pillars were calculated on a scale ranging from 1 to 7.
Therefore, this study has not propose to validate constructs or dimensions, nor
test the reliability of indicators, since the pillars have the same measurement
score.
The next session presents the results and discussions
regarding data analysis.
5.
FINDINGS
In order to identify the influence of global
competitiveness on innovation of nations, initially a descriptive statistic
technique was performed. Table 1 describes the means, standard deviation and
number of cases analyzed.
Table 1: Descriptive Statistics.
Variables |
Mean |
Standard
Deviation |
N |
GCI - Global Competitiveness Index |
4.2 |
0.70 |
133 |
P1 - Institutions |
4.0 |
0.87 |
133 |
P2 - Infrastructure |
4.1 |
1.21 |
133 |
P3 - Macroeconomic Environment |
4.6 |
1.01 |
133 |
P4 - Health and Primary Education |
5.5 |
0.87 |
133 |
P5 - Higher Education and Training |
4.3 |
1.03 |
133 |
P6 - Goods Market Efficiency |
4.3 |
0.57 |
133 |
P7 - Labor Market Efficiency |
4.2 |
0.60 |
133 |
P8 - Financial Market Development |
4.0 |
0.75 |
133 |
P9 - Technological Readiness |
4.2 |
1.25 |
133 |
P10 - Market Size |
3.9 |
1.16 |
133 |
P11 – Business Sofistication |
4.1 |
0.73 |
133 |
Source: Research data (2019).
The average indexes range from 39 to GII and 42 to GCI, with a standard
deviation of 1.25 and 0.70, respectively. The indicators that composed the
competitiveness of nations range from the lowest average of innovation (3.5) to
the highest average of health and education (5.5), with standard deviations of
0.86 and 0.87 respectively.
Before verifying the possible influence from global competitiveness on
global innovation indexes, a set of assumptions to prove the possibility of
performing a linear regression was validated: diagnosis of serial
autocorrelation in residuals, tests of residues normality and homoscedasticity
and the coefficients linearity (Hair Jr. et al.,
2005).
The Durbin-Watson test presented a value equal to 1.914 attesting to the
non-existence of serial autocorrelation in the residuals. The
Kolmogorov-Smirnov test revealed an acceptable level of significance of up to
5% conferring normality in the waste distribution (Maroco & Bispo,
2003). The inflation factor of the
variance resulted in VIF <10, which indicates that there is no
multicollinearity of the predictor variables (Hair et al.,
1999).
The analysis of variance, provided through the Anova Test, also confirmed
that the model is adequate for the study proposal (Sig <0.005). It means
that the indicatores of competitiveness are predictives of the global
innovation. The regression coefficient of adjustment (R2
= 0.622) showed that approximately 62.2% of the total variance of global
innovation can be explained by the combination of competitiveness indicators (Hair Jr. et al.,
2005). Finally, the linear regression
coefficients are presented in Table 2.
Table 2: Linear regression
coefficients.
Model |
Non-Standardized
Coefficients |
Standardized
Coefficients |
T |
Sig. |
|
B |
Standard
Error |
Beta |
|||
(Constant) |
- 1.490 |
.468 |
|
-3.183 |
.002 |
GCI - Global
Competitiveness Index |
.935 |
.094 |
.650 |
9.941 |
.000 |
P1 - Institutions |
.724 |
.064 |
.696 |
11.252 |
.000 |
P2 - Infrastructure |
.670 |
.090 |
.538 |
7.417 |
.000 |
P3 - Macroeconomic
Environment |
.801 |
.103 |
.557 |
7.799 |
.000 |
P4 - Health and
Primary Education |
.842 |
.076 |
.688 |
11.026 |
.000 |
P5 - Higher
Education and Training |
1.382 |
.146 |
.632 |
9.475 |
.000 |
P6 - Goods Market
Efficiency |
1.109 |
.153 |
.530 |
7.258 |
.000 |
P7 - Labor Market
Efficiency |
.824 |
.125 |
.493 |
6.589 |
.000 |
P8 - Financial
Market Development |
.699 |
.062 |
.699 |
11.351 |
.000 |
P9 - Technological
Readiness |
.389 |
.087 |
.360 |
4.488 |
.000 |
P10 - Market Size |
1.170 |
.108 |
.683 |
10.866 |
.000 |
P11 - Businees
Sofistication |
1.045 |
.087 |
.717 |
11.975 |
.000 |
Source: Research data (2019).
The first column of Table 2 indicates the constant and independent
variables of the model, which are followed by estimates of their coefficients,
beta and standard error (non-standard), standardized coefficients (Beta),
t-test and model significance. From the non-standard coefficients (B) and
considering all the significant coefficients (Sig ≤ 0.05), it is possible
to determine the equation of the model:
Equation 2: GII𝑖𝑡 = -1,49 + + 0,935(IGC)𝑖𝑡 + 0,724(P1)𝑖𝑡 + 0,67(P2)𝑖𝑡 + 0,801(P3)𝑖𝑡 + 0,842(P4)𝑖𝑡 + 1,382(P5)𝑖𝑡 + 1,109(P6)𝑖𝑡 + 0,824(P7)𝑖𝑡 + 0,699(P8)𝑖𝑡 + 0,389(P9)𝑖𝑡 + 1,17(P10)𝑖𝑡 +
1,045(P11)𝑖𝑡 + 𝜀
From the results, it can be inferred that when the GII increases by 1%,
there is an increase in both the GCI and its indicators. Thus, regarding the
influence of GCI on GII, the coefficient (B) found is 1.27. It means that if
each percentage point that GII increases, GCI increases 1.27. In this sense,
when analyzing the explanatory power of the independent variable, GCI
contributes to the explanation of GII by 0.714.
Analyzing individually the relationship of the pillars from GCI, it can be
stated that all indicators significantly and positively influence GII. The
pillar that most impacts GII is P5 (higher education and training). This finding is in line with the
research by Yordanova and Stoimenova (2020), as education has a fundamental
role in generating innovation. Yordanova and Stoimenova (2020) conclude that
competitiveness is important and generating educational innovations is
essential to achieve innovation performance at the national level.
This result proves the explanations of Dima et al.
(2018), which states that a well-educated
and qualified population is essential for knowledge transformation into
innovation. The other pillars that most impact GII are: P10 (market size), P6
(goods market efficiency) and P11 (business sophistication). This result is
similar to the study by Cinicioglu et al.
(2017), who suggest that business
sophistication and higher education and training are the competitiveness
indicators that most affect countries' level of innovation.
In contrast, the pillars that least influenced the composition of GII were:
P9 (technological readiness), P2 (infrastructure), P8 (financial market
development) and P1 (institutions). Such result contradicts, in part, the
statements of Ezell et al.
(2016), who suggest that to achieve good
levels of innovation, a country needs financial incentives, efficient
institutions and incentive policies.
In general, based on the statistical test
employed in the analysis, the empirical results indicate that there is
influence of indicators that compose countries' competitiveness on global
innovation, since the increase of one index implies the increase of another,
which corroborates with the findings of Cinicioglu et al. (2017), Davydova et al. (2016) and Fonseca and Lima (2015).
6.
FINAL CONSIDERATIONS
This study aimed at analyzing
the influence of competitiveness on global innovation of nations. To test
this relationship, a multiple linear regression analyses was employed, which
proved the relationship of influence of the pillars of competitiveness on the
countries' overall innovation index. By analyzing the regression coefficient of
adjustment (R2 = 0.622), it can be inferred that approximately 62.2%
of the total variance of global innovation can be explained by the combination
of competitiveness indicators. It is important to understand that the
relationship between competitiveness indicators and the level of innovation in
a country is a two-way relationship, rather than a unidirectional one, in which
innovation and competitiveness interact (Cinicioglu et al., 2017).
When analyzing the influence of the GCI on the
GII, the coefficient (B) resulted in 1.27, which demonstrates that at each percentage
point that the GII increases, the GCI increases in the same proportion. When
analyzing the indicators that compose the GCI, it can be inferred that if GII
increases in one percent, the P6 (goods market efficiency) increases in 1.382. This result confirms
the study of Huggins and Izushi (2015), which
advocates that in order to maintain high competitiveness, countries need to
increase the efficiency, especially in the workforce and through the use of
technologies.
This study has some limitations. First, the
adoption of secondary data to analyze innovation and global competitiveness may
be conditional and contain some bias in the methods used by the organizations
providing the indicators (Cinicioglu et al., 2017).
Second, an analysis of compound indices that are
calculated from similar data series and similar parametric methods tends to
generate high correlation factors and to present a high level of statistical
significance (Nasierowski, 2016).
Third, for analysis purposes, an unidirectional
relationship between competitiveness and innovation was considered. For future
research, it is suggested that the multilateral relationship of these
indicators be investigated to obtain a more sophisticated and complete analysis
of an interaction dynamics of constructs.
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APPENDIX 1: Sample of countries used in the study.
Afghanistan |
Cambodia |
El Salvador |
Ireland |
Malaysia |
Pakistan |
Swaziland |
Albania |
Cameroon |
Estonia |
Israel |
Mali |
Panama |
Sweden |
Algeria |
Canada |
Ethiopia |
Italy |
Mauritania |
Paraguay |
Switzerland |
Angola |
Central African Republic |
Finland |
Jamaica |
Mauritius |
Peru |
Tajikistan |
Argentina |
Chad |
France |
Japan |
Mexico |
Philippines |
Tanzania |
Armenia |
Chile |
Georgia |
Jordan |
Moldavia |
Poland |
Thailand |
Australia |
China |
Germany |
Kazakhstan |
Mongolia |
Portugal |
Togo |
Austria |
Colombia |
Ghana |
Kenya |
Montenegro |
Romania |
Tunisia |
Azerbaijan |
Congo Republic |
Greece |
Kuwait |
Morocco |
Russia |
Turkey |
Bangladesh |
Costa Rica |
Guatemala |
Kyrgyzstan |
Mozambique |
Rwanda |
Uganda |
Belarus |
Croatia |
Guiana |
Laos |
Myanmar |
Saudi Arabia |
Ukraine |
Belgium |
Cuba |
Guinea |
Latvia |
Namibia |
Senegal |
United Arab Emirates |
Benin |
Cyprus |
Honduras |
Lebanon |
Nepal |
Serbia |
United Kingdom |
Bolivia |
Czech Republic |
Hungary |
Lesotho |
Netherlands |
Slovakia |
United States |
Bosnia and Herzegovina |
Denmark |
Iceland |
Liberia |
New Zealand |
Slovenia |
Uruguay |
Botswana |
Djibouti |
India |
Lithuania |
Nicaragua |
South Africa |
Uzbekistan |
Brazil |
Dominican Republic |
Indonesia |
Macedonia |
Niger |
South Korea |
Venezuela |
Bulgaria |
Ecuador |
Iran |
Madagascar |
Nigeria |
Spain |
Yemen |
Burkina Faso |
Egypt |
Iraq |
Malawi |
Norway |
Sri Lanka |
Zambia |
Source: Research data (2019).