tag:blogger.com,1999:blog-66736147401876237402024-03-19T05:07:08.691+02:00VoxUkraineVoxUkrainehttp://www.blogger.com/profile/04789272652945537005noreply@blogger.comBlogger112125tag:blogger.com,1999:blog-6673614740187623740.post-13372118414603850392014-11-16T03:29:00.002+02:002014-11-16T03:29:07.118+02:00<div dir="ltr" style="text-align: left;" trbidi="on">
<h2 style="text-align: center;">
<span style="color: red; font-size: x-large;">VoxUkraine migrated to </span><span style="color: red; font-size: x-large;"><a href="http://voxukraine.org/">http://voxukraine.org</a></span></h2>
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<div class="blogger-post-footer">VoxUkraine RSS</div>VoxUkrainehttp://www.blogger.com/profile/04789272652945537005noreply@blogger.com0tag:blogger.com,1999:blog-6673614740187623740.post-26545655361452532052014-10-31T05:07:00.000+02:002014-10-31T05:07:22.113+02:00<div dir="ltr" style="text-align: left;" trbidi="on">
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<h1 class="post-title">
“Candidate Pool” or What One Needs to Know to Start a Staff Reform</h1>
<div class="post-byline">
<strong><br /></strong></div>
<div class="post-byline">
<strong>By Bogdan Balasynovych, Victor Maziarchuk, and <a href="http://www.case-ukraine.com.ua/node/32?language=en">Dmytro Boyarchuk</a></strong></div>
<div class="entry">
<div class="entry-inner">
<br /><br />
On September, 24 the deputy head of the Presidential administration
Dmytro Shymkiv reported on finalizing the last preparatory work on a
draft of an administrative bill for the temporary engagement of business
professionals in civil service. “There is a need to engage business
professionals as the heads of divisions and departments”, – he said at a
briefing. According to Shymkiv, special funds financed through donor
assistance and charitable contributions will be set up, and these funds
will provide a source of fringe benefits to bring in new, effective
employees.<br />
<br /><br />
The proposal, presented to the Presidential administration, is not
only an interesting one, but also the correct one, as without competent
people it is impossible to build a new country; however, the previous
attempts by the public authorities’ to update their cadres brought about
no results.<br />
<br /><br />
<a href="http://voxukraine.org/2014/10/31/candidate-pool-or-what-one-needs-to-know-to-start-a-staff-reform/">continue reading</a></div>
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<div class="blogger-post-footer">VoxUkraine RSS</div>VoxUkrainehttp://www.blogger.com/profile/04789272652945537005noreply@blogger.com0tag:blogger.com,1999:blog-6673614740187623740.post-67315722266402770302014-10-29T18:54:00.002+02:002014-10-29T18:54:49.498+02:00<div dir="ltr" style="text-align: left;" trbidi="on">
<h1 class="post-title">
US policy toward Ukraine in the remaining years of the Obama presidency</h1>
<br />
<div class="post-byline">
<strong>By <a href="http://polisci.berkeley.edu/people/person/edward-w-walker">Edward W. Walker</a>, UC Berkeley.</strong></div>
<div class="entry">
<div class="entry-inner">
<div class="entry-content">
I started a <a href="http://eurasiangeopolitics.com/">blog</a>
earlier this year, the intent of which is to try to predict major
developments in post-Soviet space, including of course in Ukraine – so
the emphasis is on what I think will happen, not what I want to happen.
That’s the spirit of my talk today as well: I’m going to tell you what I
think U.S. policy will be toward Ukraine in the remaining years of the
Obama presidency, not what I think it should be. I will focus first on
domestic development in the U.S., because domestic political factors
inevitably influence a president’s foreign policy. I will then turn to
U.S. policy toward Ukraine, beginning with some general points and then
addressing the particular issues shown in Slide 1.<br />
<br /><br />
<a href="http://voxukraine.org/2014/10/29/us-policy-toward-ukraine-in-the-remaining-years-of-the-obama-presidency/">continue reading</a></div>
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<div class="blogger-post-footer">VoxUkraine RSS</div>VoxUkrainehttp://www.blogger.com/profile/04789272652945537005noreply@blogger.com0tag:blogger.com,1999:blog-6673614740187623740.post-65258047492850798362014-10-28T06:49:00.003+02:002014-10-28T06:49:50.427+02:00<div dir="ltr" style="text-align: left;" trbidi="on">
<h1 class="post-title">
Corruption: The mistake you make…</h1>
<br />
<div class="post-byline">
<strong>By <a href="https://sites.google.com/site/tmylovanov/">Tymofiy Mylovanov</a>, University of Pittsburgh and VoxUkraine</strong></div>
<div class="entry">
<div class="entry-inner">
<blockquote>
<div style="text-align: right;">
The mistake you make, don’t you see, is in
thinking one can live in a corrupt society without being corrupt
oneself. After all, what do you achieve by refusing to make money?
You’re trying to behave as though one could stand right outside our
economic system. But one can’t.<br />
― <a href="http://www.goodreads.com/author/show/3706.George_Orwell">George Orwell</a>, <a href="http://www.goodreads.com/work/quotes/3226250"><em>Keep the Aspidistra Flying</em></a></div>
</blockquote>
Many people will agree that the following three hypothetical examples constitute corruption.<br />
<ol>
<li>A director of a volunteer network involved in relocating refugees
receives a 13% kickback per refugee from the funds paid by the Ukrainian
government to an organization providing shelter to the refugees.</li>
</ol>
<ol start="2">
<li>The school administration collects 50,000 USD in cash each semester,
fall and spring, from the parents of the students. There are no
receipts and no accountability.</li>
</ol>
<ol start="3">
<li>A university professor sells passing grades in his/her course for 500 UAH.</li>
</ol>
Here’s the problem: these examples are not hypothetical; these are true stories.<br />
<br /><br />
<a href="http://voxukraine.org/2014/10/27/corruption-the-mistake-you-make/">continue reading</a></div>
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<div class="blogger-post-footer">VoxUkraine RSS</div>VoxUkrainehttp://www.blogger.com/profile/04789272652945537005noreply@blogger.com0tag:blogger.com,1999:blog-6673614740187623740.post-2319421963220265592014-10-24T09:01:00.000+03:002014-10-24T09:01:23.417+03:00<div dir="ltr" style="text-align: left;" trbidi="on">
<h1 class="post-title">
Party minimum for economics</h1>
<div class="entry">
<div class="entry-inner">
<strong>By <a href="http://eml.berkeley.edu/~ygorodni/index.htm">Yuriy Gorodnichenko</a> (UC Berkeley) and <a href="https://sites.google.com/site/tmylovanov/">Tymofiy Mylovanov</a> (University of Pittsburgh)</strong></div>
<div class="entry-inner">
<strong><br /></strong></div>
<div class="entry-inner">
</div>
<div class="entry-inner">
<a href="http://forbes.ua/">Forbes-Ukraine</a> did a <a href="http://forbes.ua/nation/1381425-partijnyj-minimum-po-ekonomike-itogi">comprehensive analysis</a>
of what party programs mean for Ukraine’s economic development. As a
part of Forbes’ effort to provide a more complete picture of what
leading political parties want to achieve in the new parliament, <a href="http://forbes.ua/author/33401">Evgen Shpytko</a>, <a href="http://forbes.ua/author/32401">Anna Kovalchuk</a>, and <a href="http://forbes.ua/author/33142">Vitaliy Kravechenko</a>
asked a series of questions about the pressing issues for Ukraine. In
this post, we try to aggregate the responses and identify common themes.
Here’s what we <a href="http://forbes.ua/nation/1381425-partijnyj-minimum-po-ekonomike-itogi">found</a>.</div>
<div class="entry-inner">
</div>
<div class="entry-inner">
<ol>
<li>Most parties believe in supply side economics, that is, stimulating
economy through production rather than through demand. This is a type of
<a href="http://en.wikipedia.org/wiki/Laffer_curve">Laffer curve</a>. If tax rates are reduced, people and businesses will have stronger incentives to engage in economic activity. Based on <a href="http://www.journals.uchicago.edu/doi/full/10.1086/599760">work</a><a href="http://voxukraine.org/2014/10/24/party-minimum-for-economics/#_ftn1" name="_ftnref1"></a>
of one of the authors and other evidence, the supply side response
could be weak in the short run. Parties should not ignore demand side
approach, that is, stimulating economy through demand.</li>
<li>Most parties also believe in compliance response, that is, economic
agents start to declare their true incomes in response to tax reform.
The compliance response is likely to be stronger than the supply side.
It is not clear, however, this margin (compliance) can help to get tax
cuts self-financed.</li>
</ol>
</div>
<a href="http://voxukraine.org/2014/10/24/party-minimum-for-economics/">continue reading</a></div>
</div>
<div class="blogger-post-footer">VoxUkraine RSS</div>VoxUkrainehttp://www.blogger.com/profile/04789272652945537005noreply@blogger.com0tag:blogger.com,1999:blog-6673614740187623740.post-12830496359871033452014-10-23T04:21:00.000+03:002014-10-23T04:21:35.039+03:00<div dir="ltr" style="text-align: left;" trbidi="on">
<h1 class="post-title">
Future of Reforms through the Lens of Campaign Promises
</h1>
<div class="clear">
</div>
<br />
<div class="entry">
<div class="entry-inner">
<strong>By <a href="http://people.few.eur.nl/volosovych" target="_blank">Vadym Volosovych</a>, Erasmus University Rotterdam, the Netherlands.</strong><br />
<strong><br /></strong><br />
Now when Ukraine is at the finish line before the 2014 Extraordinary
Parliamentary Elections on October 26 it is not too late to reflect on
the programs of the major political parties that are all determined to
“purify” the Verkhovna Rada (Ukraine’s parliament) of the disciples of
the previous regime, “reset” the Ukrainian political system, and provide
impetus to economic and political reforms that the participants of the <em>Euromaidan</em> or the Revolution of Dignity fought for and the most of Ukrainians strive for.<br />
<br /><br />
One should not be naïve and hope that all the promises and claims in
these documents would be fulfilled. Still, the programs of the
contesting parties could give an idea what issues today’s Ukraine is
concerned about and how solid, consistent, and reform-oriented the
future policymaking could be. After all, the forces that would make it
into the parliament will shape the policies which could at last
kick-start the long-awaited in Ukraine and abroad transformation of the
country to a thriving emerging market economy after two (lost?) decades
of hopes and disappointment. This becomes especially important if
Ukraine continues with the constitution reform shifting the power from
the President to the parliament and to the regions.<br />
<br /><br />
The idea of this post is not to compare the programs but to guess what policies are <em>likely</em> to be pursued by the new parliament (see a companion posts <a href="http://voxukraine.org/2014/10/20/political-parties-programs-what-to-choose-when-theres-nothing-to-choose-from/" target="_blank">here</a> and <a href="http://voxukraine.org/2014/10/21/economic-ranking-of-political-parties/" target="_blank">here</a>
on detailed comparison of the programs). For that, the author would
highlight and evaluate those proposals in the programs which, in his
opinion, are conducive to the goal of reforms, paying particular
attention to economic measures. The readers and, hopefully, the parties
themselves would also be warned about the key risks to the reform
process that could materialize should the parties act on those negative
parts of their campaign documents.<br />
<br /><br />
The programs of the following parties will be assessed from in terms
of specificity, feasibility, economic soundness, and
consistency/coherence (in alphabetical order): Batkyvshschyna
(Motherland), Civil Position (CP), Communist party of Ukraine (CPU),
Radical Party (RP), Opposition Block (OP), Poroshenko Block (BPP),
People’s Front (PF), Samopomich (Self-help), and Strong Ukraine (SU).<br />
<br /><br />
The text of the programs can be accessed by following the links at the Ukrainian party names.<br />
<br /><br />
<a href="http://voxukraine.org/2014/10/23/future-of-reforms-through-the-lens-of-campaign-promises/">continue reading</a></div>
</div>
</div>
<div class="blogger-post-footer">VoxUkraine RSS</div>VoxUkrainehttp://www.blogger.com/profile/04789272652945537005noreply@blogger.com0tag:blogger.com,1999:blog-6673614740187623740.post-37162505216372832342014-10-21T04:46:00.000+03:002014-10-21T04:46:17.205+03:00<div dir="ltr" style="text-align: left;" trbidi="on">
<h1 class="post-title">
Economic ranking of political parties </h1>
<div class="clear">
</div>
<br />
<div class="entry">
<div class="entry-inner">
</div>
<div class="entry-inner">
<strong>By the Editorial Board of VoxUkraine</strong></div>
<div class="entry-inner">
</div>
<div class="entry-inner">
Ukraine is going to have a highly competitive parliamentary election
in a week. Polls suggest that eight parties are going to make it. While
some voters are dead set in their preferences, many voters are still
uncertain about their choice. Indeed, there are many new faces in the
political arena. If party programs provide any guide to how these
parties are going to behave in the future, there is a broad spectrum of
possibilities offered to voters.</div>
<div class="entry-inner">
</div>
<div class="entry-inner">
We asked 13 economists from leading academic and policy institutions
in Ukraine and abroad to evaluate the economics of each party’s program.
Here is the ranking:</div>
<div class="entry-inner">
</div>
<div class="entry-inner">
<ol>
<li>People’s Front (Yatsenyuk)</li>
<li>Civil Position (Grytsenko)</li>
<li>Batkivshina (Tymoshenko) + Poroshenko bloc</li>
<li>Samopomich</li>
<li>Opposition bloc</li>
<li>Communist Party (KPU)</li>
<li>Radical Party (Lyashko)</li>
</ol>
</div>
<a href="http://voxukraine.org/2014/10/21/economic-ranking-of-political-parties/">continue reading</a><br />
<ol>
</ol>
</div>
</div>
<div class="blogger-post-footer">VoxUkraine RSS</div>VoxUkrainehttp://www.blogger.com/profile/04789272652945537005noreply@blogger.com0tag:blogger.com,1999:blog-6673614740187623740.post-59481781583246267442014-10-20T02:11:00.000+03:002014-10-20T02:11:14.201+03:00<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<h1 class="post-title">
Political parties’ programs: what to choose when there’s nothing to choose from</h1>
<div class="clear">
</div>
<div class="entry">
<div class="entry-inner">
<strong>By <a href="http://www.kse.org.ua/en/about/KSE-team/faculty/?profileid=23">Ilona Sologub</a> (KSE)</strong><br />
<strong><br /></strong><br />
In this post we review the published programs of nine highest-rating
parties that represent almost all, rather limited, spectrum of the
Ukrainian politics: Batkyvshschyna (Motherland), Civil Position (CP),
Communist party of Ukraine (CPU), Radical Party (RP), Opposition Block
(OP), Poroshenko Block (BPP), People’s Front (PF), Samopomich
(Self-help), Strong Ukraine (SU). Despite the fact that these parties
are political rivals, their programs are very similar.<br />
<br /><br />
The main common feature of the party programs is the absence of
ideology – hence, they try to go down to as many people as possible
instead of occupying their electoral niche. That’s why in the same
program one can find deregulation and support of “domestic producers”,
lowering of taxes and raising of social protection, anti-monopoly
statements and promises to concentrate land in the state property,
lowering of inflation and indexing of salaries and pensions etc. Another
common feature of the party programs is their vagueness. All of them
promise to “develop”, “increase” and “support” but there is hardly any
clear measures or indicators the execution of which can be checked.
Finally, only three of the considered nine party programs have more or
less clearly articulated goal. The most specific (although hardly
achievable) is the goal of the People’s Front – to enter the top-20
countries by the UN Human Development Index in twenty years. Other
parties either do not formulate their goals at all or provide some
general phrases, such as “victory”, “justice” or “welfare”. Below we
consider how the main issues of the country development are addressed in
the party programs.<br />
<br /><br />
<a href="http://voxukraine.org/2014/10/20/political-parties-programs-what-to-choose-when-theres-nothing-to-choose-from/">continue reading</a></div>
</div>
</div>
<div class="blogger-post-footer">VoxUkraine RSS</div>VoxUkrainehttp://www.blogger.com/profile/04789272652945537005noreply@blogger.com0tag:blogger.com,1999:blog-6673614740187623740.post-82873150587709760062014-10-19T19:57:00.000+03:002014-10-19T19:57:13.411+03:00<div dir="ltr" style="text-align: left;" trbidi="on">
<h1 class="post-title">
Handling Frozen Conflicts: the Economic Angle
</h1>
<br />
<div class="clear">
</div>
<br />
<div class="entry">
</div>
<div class="entry-inner">
</div>
<div class="entry-inner">
<strong>By <a href="http://www.iset.ge/index.php?article_id=71">Eric Livny</a> (ISET) and <a href="http://www.kse.org.ua/en/about/KSE-team/faculty/Tom-Coupe/">Tom Coupe</a> (KSE)</strong></div>
<div class="entry-inner">
<strong><br /></strong></div>
<div class="entry-inner">
</div>
<div class="entry-inner" style="text-align: left;">
It now seems more and more likely that Eastern Donbass (the area
currently controlled by the self-proclaimed Donetsk and Luhansk People’s
Republics) will become a frozen conflict zone, a territory in which the
Ukrainian government will have little power to enforce its laws and
where slowly a parallel governance system, an unrecognized
‘quasi-state’, will emerge. In the absence of a viable military
alternative, one option likely to be considered by Ukraine and its
Western allies is to exercise ‘<strong>strategic patience’</strong>. As discussed in a <em>Foreign Policy</em> <a href="http://www.foreignpolicy.com/articles/2014/06/16/learning_from_crimea">article by Lincoln Mitchell and Alexander Cooley</a>,
this approach has been until recently employed by Georgia and the US in
their dealings with Abkhazia and South Ossetia. ‘Strategic patience’
consisted, according to Mitchell and Cooley, of:</div>
<div class="entry-inner" style="text-align: left;">
<br /></div>
<div class="entry-inner" style="text-align: left;">
<blockquote class="tr_bq">
“helping Georgia develop into a prosperous and democratic country
under the assumption that once this happened the people of Abkhazia
would naturally want to rejoin Georgia. In practice, therefore, StratPat
meant doing nothing – certainly not building relationships with anyone
in Abkhazia.” </blockquote>
<br />
<div class="entry-inner">
<br /></div>
<div class="entry-inner" style="text-align: left;">
<a href="http://voxukraine.org/2014/10/18/handling-frozen-conflicts-the-economic-angle/">continue reading</a></div>
</div>
</div>
<div class="blogger-post-footer">VoxUkraine RSS</div>VoxUkrainehttp://www.blogger.com/profile/04789272652945537005noreply@blogger.com0tag:blogger.com,1999:blog-6673614740187623740.post-60208838357555345142014-10-18T05:44:00.001+03:002014-10-18T05:47:15.790+03:00Handling Frozen Conflicts: the Economic Angle<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
<b>By <a data-mce-href="http://www.iset.ge/index.php?article_id=71" href="http://www.iset.ge/index.php?article_id=71">Eric Livny</a> (ISET, Georgia) and <a data-mce-href="http://www.kse.org.ua/en/about/KSE-team/faculty/Tom-Coupe/" href="http://www.kse.org.ua/en/about/KSE-team/faculty/Tom-Coupe/">Tom Coupe</a> (KSE, Ukraine)</b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
It
now seems more and more likely that Eastern Donbass (the area currently
controlled by the self-proclaimed Donetsk and Luhansk People’s
Republics) will become a frozen conflict zone, a territory in which the
Ukrainian government will have little power to enforce its laws and
where slowly a parallel governance system, an unrecognized
‘quasi-state’, will emerge. In the absence of a viable military
alternative, one option likely to be considered by Ukraine and its
Western allies is to exercise ‘<b>strategic patience’</b>. As discussed in a <i>Foreign Policy</i> <a data-mce-href="http://www.foreignpolicy.com/articles/2014/06/16/learning_from_crimea" href="http://www.foreignpolicy.com/articles/2014/06/16/learning_from_crimea">article by Lincoln Mitchell and Alexander Cooley</a>,
this approach has been until recently employed by Georgia and the US in
their dealings with Abkhazia and South Ossetia. ‘Strategic patience’
consisted, according to Mitchell and Cooley, of: “helping Georgia
develop into a prosperous and democratic country under the assumption
that once this happened the people of Abkhazia would naturally want to
rejoin Georgia. In practice, therefore, StratPat meant doing nothing –
certainly not building relationships with anyone in Abkhazia.”</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>‘STRATEGIC PATIENCE’ OPTION ASSESSED</b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
An
important assumption behind ‘strategic patience’ thinking is that
quasi-states (QS) emerging in contested frozen conflict zones will not
do well either politically or economically, fueling a sense of
frustration with the corrupt regime and the breakaway status quo.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Prima
facie, there are good reasons to expect QS, such as Transnistria,
Nagorno Karabakh, Abkhazia, South Ossetia, and, potentially, also
Eastern Donbass, to implode in the absence of international recognition
and economic isolation. In his 2006 article <a data-mce-href="http://www.colorado.edu/geography/class_homepages/geog_4712_f07/quasi_states.pdf" href="http://www.colorado.edu/geography/class_homepages/geog_4712_f07/quasi_states.pdf">“The Sustainability and Future of Unrecognized Quasi-States”</a>, Pål Kolstø lists some of the obvious reasons for their difficulties.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
First, QS are typically off to a bad start, with much of the <b><i>infrastructure lying in ruins</i></b>
after a ferocious civil war fought (mostly) on their territory prior to
secession. While there is considerable empirical evidence suggesting
that wars do not necessarily inflict long-term damage to a country’s
economic development, a crucial condition is that war really ends and is
followed by stable peace (see, for example, “<a data-mce-href="http://chrisblattman.com/documents/research/2010.CivilWar.JEL.pdf" href="http://chrisblattman.com/documents/research/2010.CivilWar.JEL.pdf">Civil War</a>” by Christopher Blattman and Edward Miguel (2010)).</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Second, like any new states, QS at least initially <b><i>lack in</i> <i>governance machinery and skills</i></b>,
and are unable to collect taxes and perform the basic functions of
government, ensuring personal security, let alone property rights. These
initial difficulties (often shared by the parent states – Ukraine,
Georgia and Moldova) are compounded by the lack of international
recognition. As argued by Kolstø, the QS status “puts a damper on normal
legal trade with the outside world, and encourages illegal business”.
While enriching the political elite of QS (through cuts and kickbacks),
smuggling and other types of illegal business do not help QS emerge from
the post-civil war institutional limbo and develop a normal, business
friendly institutional framework.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Third, non-recognition carries additional economic cost as <b><i>foreign investors will be reluctant to invest</i></b>
in a jurisdiction where legal contracts are not internationally
binding, international conventions have limited applicability, and
investment may be wiped out through an outburst of hostilities (such as
the 2008 war between Russia and Georgia over South Ossetia).</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Yet,
despite these less than auspicious circumstances, neither Abkhazia nor
any other QS on the fringes of the former USSR have succumbed to more
than 20 years of isolation and non-recognition. Rather than crumbling
and crawling back, these “frozen economies” appear to be doing
sufficiently well to establish a reasonable degree of internal
legitimacy and sustain themselves over time.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
In part, this has to do with the <b><i>unenviable condition of the parent states’ own economy and politics</i></b>.
Both Georgia and Moldova were failed states for much of the 1990s –
corrupt, criminal, plagued by brain drain and, as a result, not
attractive enough for the ‘strategic patience’ policy to work. The other
major factor for the economic and military sustainability of
unrecognized QS has been the existence of a <b><i>powerful external patron</i></b>.
What Russia is for Abkhazia, South Ossetia and Transnistria, Armenia is
for the Nagorno Karabakh Republic (NKR). The same pattern is also to be
found elsewhere: EU and NATO ‘patronize’ and protect Kosovo; US and
Turkey do the same for Taiwan and the Turkish Republic of Northern
Cyprus (TRNC), respectively. The presence of these two factors – an
(initially) weak parent and a strong patron – are hardly incidental.
Both are at the root of the secession phenomenon in the first place.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
While
none of the post-Soviet QS are star performers, the scanty evidence
that is available to us suggests that the policy of ‘strategic patience’
has not been very effective so far. Despite very bad initial conditions
and the high toll on investment and quality of institutions exacted by
the lack of international recognition, QS do well enough to generate a
sense of loyalty and patriotism among the local population that chose
(or ‘was chosen’) to remain under their control. At least in the case of
Transnistria, the parent state (Moldova) failed to decisively
outperform its former territory. While, arguably, Georgia has
accomplished a great leap forward since 2003, this did not translate
into a change in perceptions and political preferences on the Abkhazian
or South Ossetian side of the divide. Moreover, an economically stronger
and modern Georgia may be perceived as more of a threat (particularly,
after the 2008 attempt at forceful re-unification with South Ossetia).</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Public
perceptions have been a subject of a very interesting set of parallel
surveys conducted in 2010 by John O’Loughlin of the University of
Colorado at Boulder, together with several colleagues. Simultaneously
held in Georgia and Abkhazia as well as in Moldova and Transnistria,
these surveys suggest that people in QS are not necessarily unhappy
about their existence. In “<a data-mce-href="http://www.colorado.edu/ibs/pec/johno/pub/DividedSpace.pdf" href="http://www.colorado.edu/ibs/pec/johno/pub/DividedSpace.pdf"><i>Divided Space, Divided Attitudes?</i> <i>Comparing the Republics of Moldova and Pridnestrovie</i></a><i>, </i>O’Loughlin et al argue that while <i>being</i> richer (according to ‘official’ per capita income data) people in Transnistria <i>feel</i>
richer. Moreover, a higher share of people in Transnistra think that
their country is better off than Moldova compared to the share of
Moldovans thinking that Moldova is better off than Transnistria. The
findings of O’Loughlin et al for Abkhazia and Georgia (“<a data-mce-href="http://www.colorado.edu/ibs/pec/johno/pub/InsideAbkhazia.pdf" href="http://www.colorado.edu/ibs/pec/johno/pub/InsideAbkhazia.pdf"><i>Inside Abkhazia: a survey of attitudes in a de facto state</i></a>) are quite similar, lending little support for the ‘strategic patience’ doctrine.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>LESSONS LEARNED FOR UKRAINE</b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
With
a population estimate of 3mln, the eastern part of Donbass (not
controlled by the Ukrainian government) is much larger than all other
post-Soviet QS. In terms of its size and economic structure, it is
closest to Transnistria (about 500,000 citizens). Both Donbass and
Transnistria have been the mining and industrial centers of their parent
states and have rather similar human capital and factor endowments.
Designated for manufacturing by the Soviet planner, both have been
magnets for internal migration by (mostly Russian) engineers,
technicians, miners and steelworkers. This Soviet legacy puts them at an
advantage relative to three tiny ethnic enclaves in the South Caucasus
which have been historically specialized in tourism (Abkhazia) and
agriculture (South Ossetia and Karabakh).</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Like Transnistria,
Eastern Donbass is likely to be on the receiving end of Russian
subsidies, trade contracts and infrastructure investment, and last but
not least, military protection. Eastern Donbass’ size and the fact that
it directly borders on Russia further weakens the case for isolation and
‘strategic patience’ as a means of achieving re-unification.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
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<![endif]--><b><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 107%; mso-ansi-language: UK; mso-bidi-font-family: Arial; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">WHAT
ARE THEN THE OPTIONS FOR UKRAINE AND EASTERN DONBASS?</span></b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
While
the pain is all too fresh for both sides in the recent conflict, the
only viable strategy for reunification is mutual political engagement
and economic integration. The rationale to re-integrate economically (in
all frozen conflict areas) will only get stronger over time, and will
undoubtedly play a role in bringing divided people together, once the
memory of war and human loss recedes into the background. What may
support a move towards greater economic (and, eventually, political)
integration is the fact that despite years of separate existence, people
in divided areas continue to share the same values. Such is another
finding from the survey work conducted by O’Loughlin et al in
Transnistria and Moldova, Abkhazia and Georgia.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Despite the lack
of recognition and years of hostility, economic integration has
eventually made it to the agenda of Transnistria and Moldova. A sizeable
share of Transnistria’s exports goes to the EU (through Moldova);
discussions are underway concerning construction of additional bridges
over Dniester to improve communication and trade linkages.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
After
more than 20 years, Georgia is also gradually coming to realize that
negative rhetoric (branding secessionists as “Russian puppets” and
“terrorists”) and continued military and political confrontation are
counterproductive in the sense of keeping the borders sealed and
preventing mutually beneficial trade and human connections. Back in
2012, Bidzina Ivanishvili made economic linkages (e.g. reopening the
railway connection to Russia via Abkhazia, and restoring the famous
Ergneti market straddling the border with South Ossetia) a key subject
of his election campaign. While yet to be realized, Mr. Ivanishvili’s
pragmatic vision of using mutual economic interests in order to overcome
the trauma of recent bloodshed, is worth of serious consideration by
Ukraine and all other parties to frozen conflicts in the region.</div>
<div style="text-align: justify;">
----------------------------------</div>
<div style="text-align: justify;">
This post is also available at <a data-mce-href="http://www.iset.ge/blog/?p=3943" href="http://www.iset.ge/blog/?p=3943">ISET</a>.</div>
</div>
<div class="blogger-post-footer">VoxUkraine RSS</div>VoxUkrainehttp://www.blogger.com/profile/04789272652945537005noreply@blogger.com0tag:blogger.com,1999:blog-6673614740187623740.post-23090166901099065742014-10-17T00:01:00.000+03:002014-10-17T00:01:00.026+03:00<div dir="ltr" style="text-align: left;" trbidi="on">
<h2 style="text-align: left;">
<span style="font-size: x-large;">Minsk Protocol is a Big Failure?</span></h2>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
<strong>By Kateryna Dronova (Berkeley, CA).</strong></div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
<strong><br /></strong></div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
A month ago in Minsk, the Trilateral contact group (Ukrainian, Russian and OSCE representatives) signed a <a data-mce-href="http://www.theguardian.com/world/2014/sep/05/ukraine-ceasefire-east-minsk-peace-talks" href="http://www.theguardian.com/world/2014/sep/05/ukraine-ceasefire-east-minsk-peace-talks">ceasefire protocol</a>
to restore peace in the eastern regions of Ukraine. In the first 24
hours after the agreement was signed, hope for peace was demolished by
the <a data-mce-href="http://www.washingtonpost.com/world/europe/ukraines-fragile-cease-fire-seems-to-be-holding/2014/09/06/b799a458-35fa-11e4-9e92-0899b306bbea_story.html" href="http://www.washingtonpost.com/world/europe/ukraines-fragile-cease-fire-seems-to-be-holding/2014/09/06/b799a458-35fa-11e4-9e92-0899b306bbea_story.html">renewed fighting near Mariupol</a>: pro-Russian belligerents equipped with Grad rockets <a data-mce-href="http://www.theguardian.com/world/2014/sep/06/eastern-ukraine-ceasefire-russia" href="http://www.theguardian.com/world/2014/sep/06/eastern-ukraine-ceasefire-russia">fired</a>
16 times at Ukrainian positions allegedly from the Russian territory.
Subsequently, Ukrainian forces in Mariupol were reinforced with
additional troops. These events triggered a huge <a data-mce-href="http://www.economist.com/blogs/easternapproaches/2014/09/war-ukraine" href="http://www.economist.com/blogs/easternapproaches/2014/09/war-ukraine">media</a>
storm and a widespread critique of the peace negotiations and Minsk
Protocol as nonsensical, ineffective and useless strategies. Hence,
Ukraine’s complex position was significantly weakened.</div>
<blockquote>
<a data-mce-href="http://www.washingtonpost.com/world/europe/ukraines-fragile-cease-fire-seems-to-be-holding/2014/09/06/b799a458-35fa-11e4-9e92-0899b306bbea_story.html" href="http://www.washingtonpost.com/world/europe/ukraines-fragile-cease-fire-seems-to-be-holding/2014/09/06/b799a458-35fa-11e4-9e92-0899b306bbea_story.html"><em>The
Ukrainian government has to explain to its own nation exactly what is
happening, and it hasn’t done so yet. […] The people of Ukraine will not
accept peace at any price.</em><br /> Konstantin Batozsky, adviser to Serhiy Taruta, Donetsk Governor</a>.</blockquote>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
The
negotiations in Minsk (attended by former Ukrainian President Leonid
Kuchma, prime minister of the self-proclaimed Donetsk People’s Republic
(DPR) Aleksandr Zakharchenko, head of the self-proclaimed Lugansk
People’s Republic (LPR) Igor Plotnitsky, Russian ambassador to Ukraine
Mikhail Zurabov, and OSCE representative Heidi Tagliavini) progressed on
September 19<sup>th</sup>. The initial <a data-mce-href="http://www.osce.org/ru/home/123258?download=true" href="http://www.osce.org/ru/home/123258?download=true">Minsk Protocol</a> was detailed by another set of agreed provisions laid out in the <a data-mce-href="http://www.osce.org/ru/home/123807?download=true" href="http://www.osce.org/ru/home/123807?download=true">Memorandum</a> on the Protocol’s enforcement. These documents must also be read in light of two other legislative acts: <a data-mce-href="http://w1.c1.rada.gov.ua/pls/zweb2/webproc4_1?pf3511=52182" href="http://w1.c1.rada.gov.ua/pls/zweb2/webproc4_1?pf3511=52182">Bill on special procedures of self-governance in certain areas of Donetsk and Luhansk regions of Ukraine</a> (5081) (known as the “Law on special status”) and <a data-mce-href="http://w1.c1.rada.gov.ua/pls/zweb2/webproc4_1?pf3511=52183" href="http://w1.c1.rada.gov.ua/pls/zweb2/webproc4_1?pf3511=52183">Bill on the prevention of the prosecution and punishment of persons who participated in events in Donetsk and Luhansk regions</a> (5082) (also known as the “Amnesty law”). Serhiy Taruta, the governor of Donetsk Oblast, has recently <a data-mce-href="http://www.pravda.com.ua/articles/2014/09/26/7039006/" href="http://www.pravda.com.ua/articles/2014/09/26/7039006/">published</a>
his critical and well-structured analysis of the truce. This post aims
to evaluate the effectiveness of the abovementioned agreement and
legislation (Minsk Protocol, Memorandum and two supplementing Bills)
with regard to the existing practices of managing conflict and
post-conflict negotiations, including drafting of cease-fire agreements.
Thus, we shift the focus from discussing issues in the Minsk Protocol
to factors omitted by drafters and negotiators and the significance of
such omissions.<a name='more'></a><br />
<div data-mce-style="text-align: justify;" style="text-align: justify;">
<strong><br /></strong></div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
<strong>1. Parties of negotiations.</strong></div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
Prior
to scanning the text and evaluating its efficiency, it is important to
define the roles of the parties engaged in the peace negotiations.
Ukrainian and Russian media present information very differently. In
Ukraine, the Minsk meetings are depicted as a step in the enforcement of
President Poroshenko’s Peace Plan aimed at putting an end to
international conflict with the neighboring state. Russian media focus
on the fact that their leader is continuing his work as a fair referee
by urging the peace talk between Ukraine and the <a data-mce-href="http://www.multitran.ru/c/m.exe?t=26442_1_2&s1=%E2%EE%E8%ED%F1%F2%E2%E5%ED%ED%FB%E9" href="http://www.multitran.ru/c/m.exe?t=26442_1_2&s1=%E2%EE%E8%ED%F1%F2%E2%E5%ED%ED%FB%E9">bellicose</a>,
yet, sympathetic rebels. However, the situation is rarely described as
it is: Ukraine is still the only entity that is bound by the
negotiation’s resolutions.</div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
<br /></div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
Russia
maintains its official position of strong denial of direct involvement
in the ongoing conflict and, thus, that the country has a role of an
intermediary in negotiations between the Ukrainian government and the
belligerents in Donetsk and Luhansk. So far the only obligation that is
clearly undertaken by the Russian side is assistance in creating safety
zones in bordering territories (clause 4 of the Minsk Protocol). The
international community is slow in expressing its official position on
Russia’s account, e.g. PACE <a data-mce-href="http://www.eurointegration.com.ua/rus/news/2014/10/2/7026491/" href="http://www.eurointegration.com.ua/rus/news/2014/10/2/7026491/">recognized</a>
the presence of Russian militia in Ukraine only very recently. Hence,
in terms of diplomacy, Russia is free to pick any desired roles and
picks the neutral one. LPR and DPR leaders are actually not bound by any
law whatsoever: as <a data-mce-href="http://voxukraine.blogspot.com/2014/07/mh17law.html" href="http://voxukraine.blogspot.com/2014/07/mh17law.html">non-state actors</a>
they are not bound by rules on international public law, and it is
practically impossible to enforce Ukrainian criminal law on them.</div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
<br /></div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
Governor Taruta accurately <a data-mce-href="http://www.pravda.com.ua/articles/2014/09/26/7039006/" href="http://www.pravda.com.ua/articles/2014/09/26/7039006/">noted</a>
that it is crucial to set the enforcement mechanism for the Protocol
within the emerging legal framework, which may take the form of an
arbitration agreement. He suggests that OSCE special mission and
representatives of Geneva process should share the role of an arbiter.
This elicits a question on the effect of third parties’ (i.e.
international community representatives) involvement on peacekeeping.
Virginia Page Fortuna <a data-mce-href="http://press.princeton.edu/titles/7763.html" href="http://press.princeton.edu/titles/7763.html">argues</a>
that the influence of these entities depends on the level of
involvement exercised by their “external” peacekeeping missions. The
presence of foreign monitors (<a data-mce-href="http://en.ria.ru/world/20140921/193139750/OSCE-Mission-in-Ukraine-to-Ensure-Minsk-Memorandum-Compliance.html" href="http://en.ria.ru/world/20140921/193139750/OSCE-Mission-in-Ukraine-to-Ensure-Minsk-Memorandum-Compliance.html">80 members</a>
of OSCE special monitoring mission (SMM) in this particular case) is
likely to lengthen the duration of peace, but when it comes to dispute
resolution, joint commissions made up of representatives from both sides
of the conflict are more likely to succeed, rather than a third-party
mediator. At a first glance, creation of such joint commission in
Ukrainian-Russian context sounds controversial. However, if this option
is implemented, Russia will be forced to clarify its status in the
conflict: not being a conflicting party (but a mere mediator) would
hinder Russia from participating in a joint commission and reduce its
impact on the arbitrating body.</div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
<br /></div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
<strong>2. Nature and duration of the agreement.</strong></div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
Media
went hysterical observing the fights in Mariupol and the Donetsk
airport suggesting that the agreement is doomed, the primary clause is
breached, nobody has laid their arms and parties are fighting as they
were. However, practically every other manual on drafting cease-fire
agreements warns prospective drafters that the <a data-mce-href="https://www.osloforum.org/sites/default/files/Ceasefire%20monitoring%20and%20verification.pdf" href="https://www.osloforum.org/sites/default/files/Ceasefire%20monitoring%20and%20verification.pdf">“period immediately following a ceasefire will almost certainly witness continued acts of violence and intimidation.”</a>
But why do we need a cease-fire agreement if fire would not be ceased?
In light of upcoming elections, all parties in the trilateral
negotiation process have strong interests in a break since they need
time to shift their forces from the battlefield to the political arena.
But more importantly, this agreement is not a tool for conflict
resolution, but rather an instrument for conflict management. None of
the parties at this stage of negotiations is likely to satisfy its own
interests fully or in part, but it is possible to undertake necessary
steps to reduce the suffering of civilians living in the respective
territories. OSCE Secretary General managed to express all these
insights in one short phrase:</div>
<blockquote>
<em><a data-mce-href="http://en.ria.ru/world/20140922/193155662/Attempts-to-Take-Advantage-of-Truce-in-Ukraine-May-Disrupt-It.html" href="http://en.ria.ru/world/20140922/193155662/Attempts-to-Take-Advantage-of-Truce-in-Ukraine-May-Disrupt-It.html">So
we want really to invest as much as we can in stabilizing the ceasefire
and deescalating the crisis and developing this political space that we
found through agreements in Minsk because this is now the beginning of
the solution to the problem.</a> </em><br /> <a data-mce-href="http://en.ria.ru/world/20140922/193155662/Attempts-to-Take-Advantage-of-Truce-in-Ukraine-May-Disrupt-It.html" href="http://en.ria.ru/world/20140922/193155662/Attempts-to-Take-Advantage-of-Truce-in-Ukraine-May-Disrupt-It.html">OSCE Secretary General Lamberto Zannier</a></blockquote>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
Therefore,
it is important to judge the Minsk Protocol and Memorandum based on the
ability of these pacts to contribute to conflict stabilization.</div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
<br /></div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
Hostilities
are likely to deescalate if parties reach a strong and durable peace
agreement. The practice of conflict negotiation demonstrates that
agreements with an appropriate level of detail and confidence-building
measures aimed at minimizing negative impacts of the asymmetry between
the negotiating parties have a higher chance to be adhered. While the
text of the Minsk Protocol is far from perfect and its 12 clauses hardly
provide any details, some provisions had immediate effects: on
September 8<sup>th</sup>, DPR Prime Minister Alexander Zakharchenko <a data-mce-href="http://www.cnn.com/2014/09/08/world/europe/ukraine-crisis/" href="http://www.cnn.com/2014/09/08/world/europe/ukraine-crisis/">announced</a> that 28 servicemen had been handed over the previous Sunday in the process of POW exchange; as of September 10<sup>th</sup>, 70% of Russian troops were <a data-mce-href="http://www.reuters.com/article/2014/09/10/us-ukraine-crisis-idUSKBN0H50YB20140910" href="http://www.reuters.com/article/2014/09/10/us-ukraine-crisis-idUSKBN0H50YB20140910">reported</a> to have been moved back across the border. The September 19<sup>th</sup>
Memorandum sheds some light on ceasefire conditions, including details
on the stretch, location and timeframe of buffer zone, non-fly zone and
demilitarized zone, and represents a promise for further clarifications.
However, it took the parties almost a month of spontaneous and sporadic
fighting to set clear terms for the ceasefire clauses. Such approach
could hardly be labeled as effective, especially taking into account the
patchy manner of selecting regulated issues (while demilitarization
requirements are laid out in details, humanitarian obligations are not
covered at all).</div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
<br /></div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
<strong>3. Omitted bedrock elements of the ceasefire.</strong></div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
The
best recent practices of ceasefire negotiations demonstrate that
ceasefire agreements predominantly comprise of four major blocks: 1)
measures aiming at de-escalation of the conflict, 2) definition of the
agreement’s violation, 3) monitoring and dispute settlement mechanisms,
and 4) geographic coverage and timeframe. Moreover, in cases where the
agreement takes more of a “managing” (rather than “resolving”)
character, it is important to enlist specific concerns for civilian
protection, including return of refugees and internally displaced
persons, cooperation with humanitarian agencies, prisoner exchange, and
freedom of movement. September 19<sup>th</sup> Memorandum reinforces the
12 sections of the Minsk protocol by providing details on the ceasefire
line location, the stretch of buffer zone, the limits of 30 km non-fly
zone and demilitarization requirements. However, it leaves uncovered the
part concerning monitoring and dispute settlement. Despite clause 4 of
the Minsk Protocol naming OSCE mission as the Ukrainian conflict
monitor, and clause 8 of the Memorandum adding that the buffer zone
should be divided in several sectors (<a data-mce-href="http://en.itar-tass.com/world/750638" href="http://en.itar-tass.com/world/750638">namely, 5</a>) for monitoring purposes, <a data-mce-href="http://www.osce.org/pc/116747?download=true" href="http://www.osce.org/pc/116747?download=true">OSCE mandate</a>
remains incredibly narrow and still provides no effective mechanisms to
enforce the Protocol’s provisions and enhance the parties’ adherence to
human rights.</div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
<br /></div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
The
logic of the agreement puts the whole burden of human rights monitoring
on OSCE representatives, while remaining silent about any type of
humanitarian action. Instead, such provisions can be found in between
the lines in an act of domestic legislation, namely Article 7 of the
“Law on special status.” This clause outlines that Ukrainian social and
economic assistance in developing the two disputed regions should be
implemented through a special law aiming at restoring the regions’
infrastructure, social and economic capacity. Thus, the provisions are
still highly vague and postpone setting details on the set of actions
aimed at restoring Donetsk and Luhansk and each Party’s scope of
responsibilities until the State special-purpose program on region’s
development (also referred to as “the program of Donbas’ economic
revival and restoration of the region’s vital activity”) is drafted.
Furthermore, there is no suggestion that any enforcement mechanism may
be used in case the DPR/LPR authorities fail to implement this program <em>in situ</em>.</div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
<br /></div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
<strong>4. Broadening the belligerent’s political capacity.</strong></div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
The
Minsk Protocol names decentralization of the Donbas region as one of
its central clauses, while specifying the Kiev authorities’ obligation
to adopt the “Law on special status.” Decentralization was also one of
the EuroMaidan’s main demands. However, this case has different hidden
agenda. Decentralization, providing reasonable equal broadening the
political, economic, and social capacity in all Ukrainian administrative
units, is truly crucial. The mode, which is to be implemented in
DPR/LPR, endorses overly broad exclusive credentials for two districts
only.</div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
<br /></div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
Under this law, Ukrainian authorities undertake to ensure early local elections (December 7), bring to focus the <a data-mce-href="http://voxukraine.org/2014/04/02/72/" href="http://voxukraine.org/2014/04/02/72/">ambiguous</a>
language issue, but more importantly, broaden regional capacity to
independently enter into agreements with Ukrainian local administrations
on matters related to economic, social and cultural development, as
well as trans-border agreements with Russian local administration units.
Moreover, court members and prosecutors are to be appointed by a
special order given by the respective local government, while
territories may also additionally establish their own militias not
subordinated to Kiev.</div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
<br /></div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
Simultaneously, there is a strong demand from the separatists’ side for an amnesty law. On September 17<sup>th</sup>,
the Ukrainian legislature introduced a sweeping amnesty law, which
would probably only exclude the participants of grave crimes such as the
downing of Malaysia Airlines Flight 17. Taking this fact with the
abovementioned broadening of local governments’ capacity, it becomes
quite clear that without the implementation of proper monitoring, the
purpose of December elections would be undermined: separatist leaders
would regain extensive power without being held responsible for past
abuses.</div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
<br /></div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
<strong>5. Conclusion</strong></div>
<div data-mce-style="text-align: justify;" style="text-align: justify;">
An
old proverb says a bad peace is better than a good war, which is proven
by scientists not exactly to hold true: weak peace agreements may
re-launch even more intense hostilities. The Minsk Protocol and related
legislations can be useful, but require more <strong>details</strong> and a <strong>profound humanitarian insight</strong>, as well as an <strong>effective enforcement mechanism</strong>
including a set of mutual guarantees binding upon the parties (not
merely declarative). It is important to either broaden the mandate of
the current monitoring mission or form an alternative commission with
extensive powers in dispute resolution. The Ukrainian side should also
get inventive with pressing Russian representatives to take a clear
stance on their role in peace negotiations, which in turn could lead the
upcoming international hearings to be more effective.</div>
</div>
</div>
<div class="blogger-post-footer">VoxUkraine RSS</div>VoxUkrainehttp://www.blogger.com/profile/04789272652945537005noreply@blogger.com0tag:blogger.com,1999:blog-6673614740187623740.post-50748072982564165092014-10-15T03:48:00.001+03:002014-10-15T03:48:25.164+03:00<div dir="ltr" style="text-align: left;" trbidi="on">
<h2 class="post-title" style="text-align: left;">
<span style="font-family: inherit; font-size: x-large;">2014 Nobel Prize in Economics: Jean Tirole</span></h2>
<div class="post-byline">
<span style="font-family: inherit;">By </span><a href="https://sites.google.com/site/tmylovanov/"><span style="color: #1e73be; font-family: inherit;">Tymofiy Mylovanov </span></a><span style="font-family: inherit;">(University of Pittsburg, USA)</span></div>
<div class="post-byline">
<br /></div>
<div class="entry">
<div class="entry-inner">
<span style="font-family: inherit;">The Sveriges Riksbank Prize in Economic Sciences in Memory of Alfred Nobel 2014 was awarded to Jean Tirole <em>«for his analysis of market power and regulation</em>. What is Jean Tirole’s contribution?</span><br />
<a name='more'></a><br />
<span style="font-family: inherit;">Imagine company that owns infrastructure and production capacity for energy generation in a certain region of a country. This company is a monopolist: it faces no competition and can exploit its unique position in the market to raise prices above a competitive price in order to increase its profit. High, non-competitive prices mean economic losses due to exclusion of consumers who cannot afford to pay the high price. A standard solution to this economic inefficiency is for the government to impose regulation on the company. In practice, the regulation can take multiple forms such as <em>price cap</em> regulation that mandates that the price must be below a certain amount e.g., 100$ per unit of service, <em>rate of return</em> regulation that requires that the company’s return cannot exceed a certain fixed amount, e.g. 10%, or <em>taxation</em> such as license fees, sales tax, etc.</span><br />
<br /><br />
<span style="font-family: inherit;">A </span><a href="http://zakon4.rada.gov.ua/laws/show/1621-18%20"><span style="color: #1e73be; font-family: inherit;">law</span></a><span style="font-family: inherit;"> introduced by the Prime Minister this summer about taxing several industries is an example of such regulation. At the time, the public perceived the law as a success for the government in its fight with the oligarchs whose companies abuse their monopoly position in the market to obtain abnormal profits. The rationale for the law was to redistribute some of the proceeds from the companies back to the state. An </span><a href="http://voxukraine.org/2014/10/15/2014-nobel-prize-in-economics-jean-tirole/%20http://voxukraine.org/2014/08/18/16/"><span style="color: #1e73be; font-family: inherit;">article</span></a><span style="font-family: inherit;"> in VoxUkraine offered an alternative perspective. It argued that the law is counter-productive because taxes the very industries that have been the engine of the economic growth in Ukraine in the recent years and thus harms the ability of the country to resist the looming economic crisis.</span><br />
<br /><br />
<span style="font-family: inherit;">It is unclear which of these two positions is correct: the taxes are economically counterproductive because they stifle incentives to innovate and invest in the industry or that the taxes are economically justified because the firms already earn enormous profits. The truth is known by the owners of the companies who have access to the <em>true</em> accounting data, including expenses off the books and profits hidden in offshore accounts, but not by the government or the public who can only inspect official accounts.</span><br />
<br /><br />
<span style="font-family: inherit;">Jean Tirole, jointly with Jean-Jacques Laffont, applied the mathematical tools of the theory of optimal design of mechanisms and contracts to the question of optimal regulation of a monopoly firm in an environment in which the firm has superior private information about their profits and costs, including the investment in infrastructure and modernization. Their work have created a field of economics that studies industrial organization and regulation.</span><br />
<br /><br />
<span style="font-family: inherit;">The space constraints prevent us from describing even one percent of the enormous amount of work that has been done by Jean Tirole, and so we will limit ourselves to describing the main insight from Jean’s early basic model of regulation, developed jointly with Jean-Jacques Laffont.</span><br />
<span style="font-family: inherit;"><br /></span><br />
<span style="font-family: inherit;">In their model, Jean and Jean-Jeaques have focused on the question of optimal regulation that provides incentives for a monopoly company to invest into improving its, possibly outdated, production technology (this is certainly a critical problem for many companies in Ukraine). They further assume that the company has private information about its efficiency. Tirole and Laffont show that it is optimal for the government to offer the company a menu of several different alternative regulation schemes and allow the company to lobby for the regulation scheme it prefers. The most efficient firm will lobby for and will be paid a subsidy for innovation, independently of their amount of production, realized profits, or costs reported on the books. The less efficient firms will be paid a smaller subsidy for innovation, but will also be reimbursed a part of their variable cost that depends on the amount of production. That is, it will be optimal that some firms will be provided fixed funds for investment, while other firms will be paid subsidy per unit (ton, kW, etc.) of production. Furthermore, it is optimal to let the firms decide by themselves which of the policies applies to them.</span><br />
<span style="font-family: inherit;"><br /></span><br />
<span style="font-family: inherit;">The big picture is that the optimal regulation is not simple and might require different approaches to different firms. The regulation has to take into account incentives for the firms to innovate and invest in developing new technologies, something urgently needed in Ukraine, as well as the assymetry of information and lack of understanding by the government and the regulator of the specifics of the market, which is another important problem in Ukraine. Regulation is not about requiring the companies to produce at low prices or taxing the profits of successful companies. Instead, the goal of regulation is to improve economic efficiency and overcome other problems generated by lack of competition. Of course, the best solution to the lack of competition is encouraging competition whenever possible, the solution Ukraine can apply in many industries.</span></div>
</div>
<br /></div>
<div class="blogger-post-footer">VoxUkraine RSS</div>VoxUkrainehttp://www.blogger.com/profile/04789272652945537005noreply@blogger.com0tag:blogger.com,1999:blog-6673614740187623740.post-90475508248007249022014-10-13T02:00:00.000+03:002014-10-13T02:00:05.096+03:00<div dir="ltr" style="text-align: left;" trbidi="on">
<h2 style="margin: 0in 0in 10pt; text-align: left;">
<span style="line-height: 115%;"><span style="font-size: x-large;">Market is the Key for Energy
Independence</span></span></h2>
<div style="margin: 0in 0in 10pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">By the Editorial Board of VoxUkraine</span></span></b></div>
<div style="-ms-text-justify: inter-ideograph; margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Energy is at the core of the
Russia-EU and Russia-Ukraine relationships. Since the 2009 gas dispute, which
led to a 13-day interruption of the natural gas exports from Russia to the EU,
European politicians have started publicly talking about reducing Europe’s
dependence on Russian energy supplies. A lot more has been said than done on
that front, admittedly. Yet, the issue has resurfaced recently, as Russia’s
blatant disregard for international law and its aggression against Ukraine
brought about fresh fears that the country will once again be leveraging the
energy as a “diplomacy tool”.</span></span></div>
<div style="-ms-text-justify: inter-ideograph; margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">The good news for both Europe and
Ukraine is that a new player – USA – will be entering the European energy
scheme. The currently ongoing shale oil and gas boom in that country is turning
the United States into an oil exporter, and will likely bring US gas to Europe
as soon as the relevant infrastructure is ready. A possibility of increased gas
supplies from the Middle East could also change the balance in the European
energy sector. It is our belief that: </span></span></div>
<ul style="direction: ltr; list-style-type: disc;">
<li style="color: black; font-family: "Calibri","sans-serif"; font-size: 12pt; font-style: normal; font-weight: normal;"><div style="-ms-text-justify: inter-ideograph; color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo1; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;">The
EU and Ukraine need to confront Russia’s energy bullying by uniting their
forces;</span></div>
</li>
<li style="color: black; font-family: "Calibri","sans-serif"; font-size: 12pt; font-style: normal; font-weight: normal;"><div style="-ms-text-justify: inter-ideograph; color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo1; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;">In
the short run, the EU and Ukraine should appoint a single agent to negotiate
with Gazprom, with the European Commission taking a leading role. A preferred
solution will be to sell Russian gas at the Russia-Ukraine border;</span></div>
</li>
<li style="color: black; font-family: "Calibri","sans-serif"; font-size: 12pt; font-style: normal; font-weight: normal;"><div style="-ms-text-justify: inter-ideograph; color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo1; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;">In
the medium run, Europe needs to actively pursue and encourage shale gas
exploration and development. This will require striking a balance with the
active environmentalist lobby movement (or culture) on the continent; </span></div>
</li>
<li style="color: black; font-family: "Calibri","sans-serif"; font-size: 12pt; font-style: normal; font-weight: normal;"><div style="-ms-text-justify: inter-ideograph; color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo1; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;">In
the long run, the EU and Ukraine should review their gas pipeline network, with
the view of creating a structure similar to that present in the United States.
The end goal should be redesigning of this infrastructure to facilitate
creation of a single European natural gas market. This market will allow for a
better substitutability between the energy suppliers, and will diminish the abuse
of market power by Gazprom (or any other entity, for that matter);</span></div>
</li>
<li style="color: black; font-family: "Calibri","sans-serif"; font-size: 12pt; font-style: normal; font-weight: normal;"><div style="-ms-text-justify: inter-ideograph; color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 10pt; margin-top: 0in; mso-list: l0 level1 lfo1; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;">Ukraine
needs to actively utilize market mechanisms and incentives to encourage
development of energy saving technologies throughout the economy.</span><a name='more'></a><br /></div>
</li>
</ul>
<div style="-ms-text-justify: inter-ideograph; margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Ever wondered what allows Russia to
use its natural gas supplies as an instrument to blackmail the EU and Ukraine?
Of course, the short answer is that the EU is “dependent” on Russian gas – for
only about a quarter of its supplies, that is. If we look at the broader issue
of Russian energy exports, a puzzling fact surfaces. While energy (gas, oil,
and petroleum products) comprises about two thirds of Russia’s export revenue,
natural gas is the source of only a quarter of Russia’s energy export proceeds,
with oil and petroleum products covering the remaining three quarters. Why then
do we not hear about Russia using oil or petrol as its energy weapon?</span></span></div>
<div style="-ms-text-justify: inter-ideograph; margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">A short answer to the above question
is that there is a well-developed worldwide market for oil and its products,
while the same cannot be said about natural gas. We use the notion of “market”
here in a somewhat narrow sense to imply both the buyers’ ability to sell to a
different customer and the sellers’ ability to buy from a different supplier in
case the present relationships fail to work as expected. We are convinced that
any long-term solution to the present situation on the European natural gas
market must involve creation of a framework (in terms of both infrastructure
and institution) that will facilitate substitutability between the natural gas
suppliers for all consumers on the continent. Such a framework exists in the
USA, and we believe certain lessons can be learned by Europe here. Moreover, a
contract signed recently by Ukraine with Statoil suggests that the existing
pipeline infrastructure in Europe already allows for such substitutability to
some extent. This, however, is a long-term solution that will require
substantial infrastructure investment to both bring in new supplies (e.g., LNG
from the USA) and restructure the gas pipeline networks to facilitate substitutability
for both suppliers and customers.</span></span></div>
<div style="-ms-text-justify: inter-ideograph; margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">At the same time, certain steps to
counter Russia’s energy bullying can be done now. Part of the Europe’s natural
gas problem is that different countries depend on Russian gas supplies to<span style="mso-spacerun: yes;"> </span>different extents. Overall, Russia’s
dependence on the European Union far outweighs the EU’s dependence on Russia.
This is also true specifically in the energy sphere (it is, for instance, very
difficult for Russia to move its natural gas to different markets should the EU
decide to stop buying it). Individually, however, there are a number of
countries that depend on Russia more than Russia depends on them. A lack of a
single EU position towards Russia in the energy sector means that each European
country is left on its own in its negotiations with Gazprom. The Russian gas
monopolist has an upper hand in such talks, especially with countries that are
more dependent on supplies from Russia. A simple solution to this problem would
involve the European Commission taking a more active role in negotiating with
Gazprom. This will strengthen Europe’s bargaining position with respect to the
Russian monopolist. Further, Ukraine has to strive to also take part in these
negotiations on Europe’s side. A preferred solution would be for all the gas
that transits Ukrainian territory to be sold to this single entity at the
Russia-Ukraine border, further weakening Gazprom’s influence on Ukraine in this
sphere.</span></span></div>
<div style="-ms-text-justify: inter-ideograph; margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">We are overall optimistic about
increased variability of sources of natural gas over the medium and long run.
Europe has some shale gas resources, which should and could be tapped into in
the medium run. We understand that developing shale gas in densely populated
areas will require overcoming resistance from environmental lobbies, and the resulting
shale gas volumes will likely not be sufficient to replace gas imports. However,
this should not stop Europe from actively working in that direction. USA plans
to start its LNG exports to Europe in 2016 – of course, there are a number of
uncertainties here, such as the potential for Asian customers outbidding Europe
for the US LNG. There are also prospects of increased gas exports from the
Middle East – we are understandably cautious here, however, given the current
instability in the region. Europe and Ukraine need to work together to ensure that
as many countries as possible are able to tap into these new energy sources.
For Ukraine this means further developing the means to obtain gas from the EU –
the prospect of LNG deliveries to Ukraine are not very bright, as Turkey
opposes the idea of using Bosporus for such shipments.</span></span></div>
<div style="-ms-text-justify: inter-ideograph; margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">On the domestic front, Ukraine needs
to work in two dimensions: ensuring robust domestic energy markets, and
implementing energy saving technologies. The former task has to be an integral
part of the wider package of the social and economic reforms Ukraine currently
requires. To facilitate implementation of energy saving, we advocate the
combination of market mechanisms, tax incentives, and potentially assistance
from European institutions (e.g., a dedicated EBRD program).</span></span></div>
<div style="-ms-text-justify: inter-ideograph; margin: 0in 0in 10pt; text-align: justify;">
<span style="font-size: 12pt; line-height: 115%;"><span style="font-family: Calibri;">Overall, we need to think about
Ukraine’s energy independence as an integral part of the wider European energy
policy. Ukraine and Europe will be much more capable of countering Russia’s
energy (natural gas, to be more specific) bullying together. The long-term
solution we have outlined here – establishing infrastructure for a proper
European natural gas market – need not have removing Russia from the energy
market as its goal. Rather, the goal for both Ukraine and the EU has to be to
make sure that Russia is not able to have market power over any single country.
This is only possible if European consumers are able to quickly switch between
their suppliers.</span></span></div>
</div>
<div class="blogger-post-footer">VoxUkraine RSS</div>VoxUkrainehttp://www.blogger.com/profile/04789272652945537005noreply@blogger.com0tag:blogger.com,1999:blog-6673614740187623740.post-23251874666850443002014-10-10T04:13:00.000+03:002014-10-10T06:41:53.518+03:00<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<h2 style="margin: 0in 0in 8pt;">
<span style="font-size: x-large;">Does Ukraine have a plan? Some suggestions for the Strategy for Ukraine</span></h2>
<br />
<div style="margin: 0in 0in 8pt;">
<span style="font-family: Calibri;"><b style="mso-bidi-font-weight: normal;"><span lang="UK" style="mso-ansi-language: UK;">By <a href="http://www.kse.org.ua/en/about/KSE-team/faculty/?profileid=23">Ilona Sologub</a>, KSE</span></b></span></div>
<br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: Calibri;">It is always good to have a plan before approaching a problem. Ukraine
today has a lot of problems, so it needs a very good plan to cope with all of
them. Recently, the government and the President presented several plans of
economic reforms. This article is an attempt to discuss these plans and to make
some policy suggestions. In this post, I tried to set a framework such a
discussion. However, the main message of this post is that absence of a
completed and signed strategic plan should not be an obstacle for and immediate
implementation of some obvious steps.</span></span></div>
<br />
<div style="margin: 0in 0in 8pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: EN-US;"><span style="font-family: Calibri;">A strategy definition</span></span></b></div>
<br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: Calibri;">A strategy is a multiple-steps action plan to achieve a certain goal. There
are four necessary components of a strategy:</span></span></div>
<br />
<ol style="direction: ltr; list-style-type: decimal;">
<li style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal;"><div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l2 level1 lfo3; text-align: justify;">
<span style="mso-ansi-language: EN-US;">The goal
(a vision for the future). This goal should be feasible and achievable within
the strategy time horizon. For example, I may have a goal to fly like a
butterfly. This goal is infeasible, so I will never achieve it. I may also have
a goal to lose ten kilos by tomorrow. This goal is feasible but not achievable
within the given time horizon.</span></div>
</li>
<li style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal;"><div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l2 level1 lfo3; text-align: justify;">
<span style="mso-ansi-language: EN-US;">A sequence
of steps that would lead to the goal (i.e. an algorithm), with timing and a
defined intermediary result for each step. For example, if I’m climbing a
mounting, I should ascend for a certain number of meters every day. <span style="mso-spacerun: yes;"> </span>There can be several possible paths to the
top, and several algorithms to achieve the goal.</span></div>
</li>
<li style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal;"><div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l2 level1 lfo3; text-align: justify;">
<span style="mso-ansi-language: EN-US;">Estimate
of resources needed to achieve the goal and availability of these resources
(this estimate will influence the choice of the exact path in the p.2 above). </span></div>
</li>
<li style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal;"><div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 8pt; margin-top: 0in; mso-list: l2 level1 lfo3;">
<span style="mso-ansi-language: EN-US;">Person(s)
responsible for implementation of the plan.</span><br />
<a name='more'></a><br /></div>
</li>
</ol>
<br />
<div style="margin: 0in 0in 8pt;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: EN-US;"><span style="font-family: Calibri;">So which plans does Ukraine have?</span></span></b></div>
<br />
<div style="margin: 0in 0in 8pt;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: Calibri;"><span style="mso-spacerun: yes;"> </span>I found three documents that have some vision
of the future:</span></span></div>
<br />
<ol style="direction: ltr; list-style-type: decimal;">
<li style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal;"><div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l1 level1 lfo1;">
<span lang="RU"><a href="http://www.kmu.gov.ua/kmu/control/uk/cardnpd"><span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="color: #0563c1;">Strategy of regional development until 2020</span></span></a></span><span style="mso-ansi-language: EN-US;"> adopted on August 6<sup>th</sup>, 2014.</span></div>
</li>
<li style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal;"><div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l1 level1 lfo1;">
<span lang="RU"><a href="http://www.kmu.gov.ua/control/publish/article?art_id=247573184"><span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="color: #0563c1;">A plan for renovation of Ukraine</span></span></a></span><span style="mso-ansi-language: EN-US;"> presented on September 3<sup>rd</sup>, 2014.</span><span style="mso-ansi-language: UK;"> </span><span style="mso-ansi-language: EN-US;">During
its presentation, the Prime minister </span><span lang="RU"><a href="http://yatsenyuk.org.ua/ua/news/open/1177"><span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="color: #0563c1;">said</span></span></a></span><span style="mso-ansi-language: EN-US;"> that “the reform plan for the country is the Association Agreement
between Ukraine and the EU”, so there is no need “to invent a bike”.</span></div>
</li>
<li style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal;"><div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 8pt; margin-top: 0in; mso-list: l1 level1 lfo1;">
<span lang="RU"><a href="http://reforms.in.ua/2020/"><span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="color: #0563c1;">Ukraine 2020 Strategy</span></span></a></span><span style="mso-ansi-language: EN-US;"> presented on September 29<sup>th</sup>, 2014.</span></div>
</li>
</ol>
<br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="font-family: Calibri;"><span style="mso-ansi-language: EN-US;">Of the listed three documents, only the first one in some way includes
all the four components listed above. It contains the list of measures to be
implemented, the list of KPI’s (per region) with their projected values,
defines sources of funds (the Regional Development Fund) and a government body
responsible for implementation of the Strategy (Ministry of Regional
Development). Now, the main issue is implementation of this Strategy because a similar
</span><span lang="RU"><a href="http://zakon2.rada.gov.ua/laws/show/1001-2006-%D0%BF/print1382691167341756"><span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="color: #0563c1;">previous Strategy</span></span></a></span><span style="mso-ansi-language: EN-US;"> adopted in 2006, although foresaw many
progressive things, such as administrative-territorial reform, provision of
more powers to the regions, development of regional infrastructure etc. was
never implemented. The Strategy of regional development, naturally, does not
touch the state-level issues, such as national security, law enforcement or
external policy.</span></span></div>
<br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: Calibri;">The second document, technically, is not a strategy because it contains
mostly the measures to be implemented within the next three to nine months.
However, some of these measures, such as deregulation, Naftogas reform or
anti-corruption legislation, will have a long-term effect. Although the
proposed measures are unquestionable, the plan does not provide either
estimates of expenses needed for implementation of some of them (for example,
for rehabilitation of wounded soldiers or help to refugees from Donbas) nor sources
of these expenses. The strongest part of this plan is that it is being
implemented. For example, the government already took some steps aimed at
deregulation, reduced the number of state officials, developed some
anti-corruption laws etc.</span></span></div>
<br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: Calibri;">The third document tries to form a strategic vision for Ukraine until
2020. According to it, the goal of Ukraine is “European life standards and a
decent place of Ukraine in the world”. To achieve this goal, 62 reforms and
state programs are listed, of them 10 priority ones. It also contains the KPI’s
which are intended to be achieved by 2020. Although the listed reforms
themselves do not raise questions, their number is too high, and some of them
overlap. In the future, this would complicate the communication between owners
of reforms. The choice and proposed values of the KPI’s are also rather
questionable. However, there is no other document trying to formulate an action
plan for the medium term (let alone the long term), so this Strategy is a good
starting point. Below I provide a few suggestions for improvement of this
document. Please feel free to criticize them.</span></span></div>
<br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Strategy suggestions</span></span></b></div>
<br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: Calibri;">First, we need to formulate the goal of the strategy, i.e. an answer to
the question “Which state are we going to build?” “A European state” is a very
vague formulation since European states are very different, and standards of life
in them are also different - <span style="mso-spacerun: yes;"> </span>there is no
such thing as “European life standards”. </span></span></div>
<br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Basically, we have a line of models to choose from. On the right end of
this line there is a “libertarian” or a “fishing rode” state (named after a
famous dilemma of what to provide to a person – a fish or a fishing rode). In
this state, the government is small, both taxes and social protection are low,
and citizens are supposed to assume full responsibility for their well-being.
Only those in a desperate situation are supported by the state. A good example
of such a state is Singapore. </span></span></div>
<br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="font-family: Calibri;"><span style="mso-ansi-language: EN-US;">On the left side of this line there is a “socialist” or a “fish” state
with high taxes and high social protection (all EU countries are more or less
close to the left side). We can choose some place between these two extremes,
but in any case this place should be clearly defined (see </span><span lang="RU"><a href="http://voxukraine.blogspot.com/2014/03/how-should-ukraine-grow-tale-of-three.html"><span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="color: #0563c1;">this post</span></span></a></span><span style="mso-ansi-language: EN-US;"> on the topic). </span></span></div>
<br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: Calibri;">As a fan of an invisible hand, I would suggest a state close to the
right end of the spectrum – at least until Ukraine is sufficiently rich to
become socialistic. A “socialist” state is sustainable until the number of
working people and their productivity are sufficiently high – so as to support
not only themselves but also non-working people. If for demographic or other
reasons the state provisions to non-working people become higher than
contributions of working people, there are three possible scenarios – reduce
provisions or eligibility (which leads to social unrest), increase taxes (which
increases the share of non-working people) or borrow (which is unsustainable in
the long run).</span></span></div>
<br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: Calibri;"><span style="mso-spacerun: yes;"> </span>So, the possible formulation of
the 2020 goal could be “A business-friendly and equal-opportunity state”, and
the quantitative aspect of this goal can be the “Doing business” rank (it is one
of the few KPIs in the current version of the Strategy that does not raise
questions).</span></span></div>
<br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Ukraine has always been characterized as a country with a big potential:
indeed, we have a large and well-educated population, a good industrial base,
fertile soil, more or less developed physical infrastructure etc. However,
something has always prevented this potential from developing. I can think of
four such factors (listed NOT in the priority order):</span></span></div>
<br />
<ol style="direction: ltr; list-style-type: decimal;">
<li style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal;"><div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo2; text-align: justify;">
<span style="mso-ansi-language: EN-US;">Inefficient
government.</span></div>
</li>
<li style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal;"><div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo2; text-align: justify;">
<span style="mso-ansi-language: EN-US;">Inefficient
use of natural resources.</span></div>
</li>
<li style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal;"><div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo2; text-align: justify;">
<span style="mso-ansi-language: EN-US;">Inefficient
use of human capital.</span></div>
</li>
<li style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal;"><div style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 8pt; margin-top: 0in; mso-list: l0 level1 lfo2; text-align: justify;">
<span style="mso-ansi-language: EN-US;">Russia
(this includes occupied territories of Donbas and Crimea, and a permanent
threat to the rest of the country – not only military but also economic).</span></div>
</li>
</ol>
<br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: Calibri;">So, the list of reforms naturally follows from the need to mitigate these
factors (see table below). Of course, this table provides the very general list
of reforms. Each of them, as a nested doll, includes several other reforms. For
example, the reform of state administration includes optimization of the
government expenses, decentralization, deregulation, prevention of corruption,
and transparency. In its turn, decentralization includes reforms of
administrative structure of the country, of local self-government, as well as of
budget and tax system. Some of the reforms overlap – for example, tax reform will
be a part not only of decentralization but also of deregulation etc. However,
in this post I present only the “highest” level of reforms and possible
criteria for their evaluation.</span></span></div>
<br />
<table border="1" cellpadding="0" cellspacing="0" style="border-collapse: collapse; border-image: none; border: currentColor; margin: auto auto auto -15.9pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-table-layout-alt: fixed; mso-yfti-tbllook: 1184; width: 839px;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background-color: transparent; border-image: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 141.8pt;" valign="top" width="236"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Reform or a government program</span></span></div>
</td>
<td style="background-color: transparent; border-color: windowtext windowtext windowtext rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1pt 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 42.55pt;" valign="top" width="71"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Which problems does it solve?</span></span></div>
</td>
<td style="background-color: transparent; border-color: windowtext windowtext windowtext rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1pt 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.85pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Where to start?</span></span></div>
</td>
<td style="background-color: transparent; border-color: windowtext windowtext windowtext rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1pt 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.9pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Does it require additional financing from the budget?</span></span></div>
</td>
<td style="background-color: transparent; border-color: windowtext windowtext windowtext rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1pt 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 59.35pt;" valign="top" width="99"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Will it increase budget revenues?</span></span></div>
</td>
<td style="background-color: transparent; border-color: windowtext windowtext windowtext rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1pt 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 54.5pt;" valign="top" width="91"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">How will society accept it?</span></span></div>
</td>
<td style="background-color: transparent; border-color: windowtext windowtext windowtext rgb(0, 0, 0); border-image: none; border-style: solid solid solid none; border-width: 1pt 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 63.3pt;" valign="top" width="106"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Possible KPIs</span></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 141.8pt;" valign="top" width="236"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Law enforcement. </span></span></b></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">This reform includes reforms of judicial system, police and
prosecution office. It is absolutely necessary because however good laws we
may have, if they are not enforced, they are just paper.</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 42.55pt;" valign="top" width="71"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">1, 2, 3</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.85pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Adopt the new law “On prosecution” </span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.9pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Yes, but not much</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 59.35pt;" valign="top" width="99"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Yes, almost immediately </span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 54.5pt;" valign="top" width="91"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Positively </span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 63.3pt;" valign="top" width="106"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Level of trust to police, courts, prosecution</span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;"> </span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Delinquency rate</span></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 141.8pt;" valign="top" width="236"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">State government reform.</span></span></b></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">This reform would introduce the chosen model of the state. The first
step of the reform would be the definition of the state functions, and then –
distribution of these functions between government levels using the
subsidiarity principle. This reform includes deregulation and increased
transparency of government decision-making.</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 42.55pt;" valign="top" width="71"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">1</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.85pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Replace central and local officials <span style="mso-spacerun: yes;"> </span>who discredited themselves. Publish drafts
of documents of ALL government bodies, not only draft laws. Discuss<span style="mso-spacerun: yes;"> </span>these drafts with stakeholders and civil
society (on demand). Continue deregulation.</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.9pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Yes </span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 59.35pt;" valign="top" width="99"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Yes, in the near future </span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 54.5pt;" valign="top" width="91"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Positively </span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 63.3pt;" valign="top" width="106"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Time needed to open a business or to file tax reports</span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;"> </span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Number of state officials per person</span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;"> </span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Share of local budgets in total budget</span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;"> </span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Level of trust to local and central government</span></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 141.8pt;" valign="top" width="236"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-family: Calibri;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; mso-ansi-language: EN-US;">Social security reform</span></b><span style="font-size: 10pt; mso-ansi-language: EN-US;">. This includes (1) monetization
of privileges and transparent (for example, score-based) system of support of
the poorest people; and (2) a developed system of adult education (so that
unemployed people could gain new skills)</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 42.55pt;" valign="top" width="71"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">1, 3, 4</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.85pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Audit of social security funds and Employment Service and publication
of its results</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.9pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Yes, but not much</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 59.35pt;" valign="top" width="99"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">After implementation, it will reduce expenses</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 54.5pt;" valign="top" width="91"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Mostly negatively to the first part, positively to the second</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 63.3pt;" valign="top" width="106"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Share of employed people in the working-age population</span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;"> </span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">One of the poverty indicators</span></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 141.8pt;" valign="top" width="236"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Privatization (including splitting state-owned monopolies, such as
Naftogas, Ukrzaliznytsia, Ukravtodor etc. and selling their parts)</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 42.55pt;" valign="top" width="71"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">1, 2, partly 4</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.85pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Start with Naftogas</span></span></div>
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<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.9pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Yes</span></span></div>
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<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 59.35pt;" valign="top" width="99"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Much more than expenses</span></span></div>
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<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 54.5pt;" valign="top" width="91"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Positively </span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 63.3pt;" valign="top" width="106"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Share of state-owned enterprises in the economy</span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;"> </span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Subsidies to state-owned enterprises</span></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 141.8pt;" valign="top" width="236"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-family: Calibri;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; mso-ansi-language: EN-US;">Reduction of state
involvement into the economy</span></b><span style="font-size: 10pt; mso-ansi-language: EN-US;">: stop providing any subsidies, privileges and state
guarantees to enterprises; develop a schedule for reduction of other forms of
support (e.g. import duties)</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 42.55pt;" valign="top" width="71"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">2, 3</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.85pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Stop providing any subsidies and state guarantees to enterprises</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.9pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">No </span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 59.35pt;" valign="top" width="99"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">It will reduce expenditures</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 54.5pt;" valign="top" width="91"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Positively</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 63.3pt;" valign="top" width="106"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Volume of guaranteed state debt</span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;"> </span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Share of import tariffs that are higher than required by WTO or EU
Association Agreement</span></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 141.8pt;" valign="top" width="236"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-family: Calibri;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; mso-ansi-language: EN-US;">Land reform</span></b><span style="font-size: 10pt; mso-ansi-language: EN-US;">: introduce agricultural
land market</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 42.55pt;" valign="top" width="71"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">2</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.85pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Finalize the necessary documents (such as land Cadaster) and cancel
the moratorium on trade of land</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.9pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Yes, not much</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 59.35pt;" valign="top" width="99"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Yes, in a few years</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 54.5pt;" valign="top" width="91"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Positively</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 63.3pt;" valign="top" width="106"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Labour efficiency in agriculture</span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;"> </span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Volume of production of agricultural products</span></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 141.8pt;" valign="top" width="236"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-family: Calibri;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; mso-ansi-language: EN-US;">Energy reform:</span></b><span style="font-size: 10pt; mso-ansi-language: EN-US;"> eliminate
cross-subsidization and create competitive markets for energy; integrate
Ukrainian energy system with the EU system</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 42.55pt;" valign="top" width="71"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">2</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.85pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Implement the Third EU Energy Package</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.9pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Yes </span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 59.35pt;" valign="top" width="99"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">It will reduce expenses</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 54.5pt;" valign="top" width="91"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Negatively in the short run</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 63.3pt;" valign="top" width="106"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Energy consumption per GDP unit</span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;"> </span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Energy exports</span></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 141.8pt;" valign="top" width="236"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-family: Calibri;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; mso-ansi-language: EN-US;">Infrastructure development</span></b><span style="font-size: 10pt; mso-ansi-language: EN-US;">: new or renewed networks
for transportation of heat, water and energy<span style="mso-spacerun: yes;">
</span>would reduce on-the-way losses; better roads would reduce fuels
consumption and CO2 emissions</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 42.55pt;" valign="top" width="71"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">2</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.85pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Introduce necessary legislation to ease public-private partnerships
and concessions in this sphere </span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.9pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Yes, quite much</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 59.35pt;" valign="top" width="99"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">In a distant future</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 54.5pt;" valign="top" width="91"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Positively </span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 63.3pt;" valign="top" width="106"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Transportation losses of heat, water an energy (%)</span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;"> </span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Length of paved road per unit of territory or per capita</span></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 141.8pt;" valign="top" width="236"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-family: Calibri;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; mso-ansi-language: EN-US;">Waste reduction</span></b><span style="font-size: 10pt; mso-ansi-language: EN-US;">: encourage processing/recycling</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 42.55pt;" valign="top" width="71"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">2</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.85pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Develop necessary legislation and provide a wide information campaign</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.9pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Yes </span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 59.35pt;" valign="top" width="99"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Perhaps, not much but everyone will benefit from cleaner environment</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 54.5pt;" valign="top" width="91"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Mostly positively</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 63.3pt;" valign="top" width="106"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Volume of waste produced per year per capita</span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;"> </span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Volume of processed/ recycled waste</span></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 141.8pt;" valign="top" width="236"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Continuation of <b style="mso-bidi-font-weight: normal;">education
reform</b> (secondary, vocational education) by raising teachers’ salaries
and introducing more school autonomy;</span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">reform of the Academy of Sciences</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 42.55pt;" valign="top" width="71"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">3</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.85pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">New law on secondary education</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.9pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Yes </span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 59.35pt;" valign="top" width="99"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Yes, in the future. But this is a prerequisite for sustainable growth</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 54.5pt;" valign="top" width="91"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Positively </span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 63.3pt;" valign="top" width="106"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Share of high scores in External Independent Testing</span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;"> </span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Rank in TIMSS or PISA survey</span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;"> </span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Number of publications in international refereed journals</span></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 141.8pt;" valign="top" width="236"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-family: Calibri;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; mso-ansi-language: EN-US;">Healthcare reform</span></b><span style="font-size: 10pt; mso-ansi-language: EN-US;">: universal insurance,
probably<span style="mso-spacerun: yes;"> </span>subsidized for poor people</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 42.55pt;" valign="top" width="71"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">3</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.85pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Introduce greater transparency into the Ministry of Health, especially
state purchases of medicines and equipment</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.9pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Yes </span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 59.35pt;" valign="top" width="99"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Perhaps no, but nevertheless it’s essential</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 54.5pt;" valign="top" width="91"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">50/50</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 63.3pt;" valign="top" width="106"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Death rates from or prevalence of specific illnesses, such as
cardiovascular diseases or TB</span></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 141.8pt;" valign="top" width="236"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-family: Calibri;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; mso-ansi-language: EN-US;">Pension reform</span></b><span style="font-size: 10pt; mso-ansi-language: EN-US;">: introduce three-level
system, increase pension age</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 42.55pt;" valign="top" width="71"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">3</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.85pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Audit of the Pension Fund, publication of results</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.9pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Yes</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 59.35pt;" valign="top" width="99"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">In the future, it will reduce expenses</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 54.5pt;" valign="top" width="91"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Depends on age (the most negative – middle-aged people)</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 63.3pt;" valign="top" width="106"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Share of spending on pensions in GDP</span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;"> </span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Relation between a median pension and subsistence level</span></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 13;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 141.8pt;" valign="top" width="236"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-family: Calibri;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; mso-ansi-language: EN-US;">A program for displaced
people from Crimea and Donbas</span></b><span style="font-size: 10pt; mso-ansi-language: EN-US;"> with the aim to help them settle in other parts of
Ukraine, since this problem is a long-term one</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 42.55pt;" valign="top" width="71"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">3, 4</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.85pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Already done – payments for renting of housing. The next step<span style="mso-spacerun: yes;"> </span>- adult retraining programs (on the basis
of the Employment Service)</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.9pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Yes </span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 59.35pt;" valign="top" width="99"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Perhaps, in the future</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 54.5pt;" valign="top" width="91"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Mostly positively</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 63.3pt;" valign="top" width="106"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Share of displaced households with at least one working member </span></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 14; mso-yfti-lastrow: yes;">
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext; border-image: none; border-style: none solid solid; border-width: 0px 1pt 1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 141.8pt;" valign="top" width="236"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-family: Calibri;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; mso-ansi-language: EN-US;">National security</span></b><span style="font-size: 10pt; mso-ansi-language: EN-US;"> <b style="mso-bidi-font-weight: normal;">program</b>:<span style="mso-spacerun: yes;"> </span>join Action Plan
with NATO; develop the army and Security Service</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 42.55pt;" valign="top" width="71"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">4</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.85pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Start raising efficiency and patriotism of the Ministry of Defense and
the SBU </span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 70.9pt;" valign="top" width="118"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Yes </span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 59.35pt;" valign="top" width="99"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Perhaps, it would lower losses</span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 54.5pt;" valign="top" width="91"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Positively </span></span></div>
</td>
<td style="background-color: transparent; border-color: rgb(0, 0, 0) windowtext windowtext rgb(0, 0, 0); border-style: none solid solid none; border-width: 0px 1pt 1pt 0px; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 63.3pt;" valign="top" width="106"><div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Occupied Ukrainian territory</span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;"> </span></span></div>
<div style="line-height: normal; margin: 0in 0in 0pt; text-align: justify;">
<span style="font-size: 10pt; mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Successful terrorist attacks vs<span style="mso-spacerun: yes;">
</span>prevented ones</span></span></div>
</td>
</tr>
</tbody></table>
<br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: Calibri;"> </span></span></div>
<br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: Calibri;">Of course, this is just a very raw draft, rather – a thing for
reflection. Actual Strategy would probably be several hundred pages long,
specifying the sequences of reforms, exact timelines and resources for their
implementation and actual KPI values.</span></span></div>
<br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: Calibri;">However, I would like to turn your attention to the third column – these
are things that can be done today, even if the Strategy is not yet developed.
Some of these things can be performed by the Cabinet of Ministers or the
President without the parliamentary approval.</span></span></div>
<br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: Calibri;">I think, now it is very important to show the commitment to implement
changes, to make at least a few small steps in the right direction. And if some
forces (for example, in the parliament) try to prevent reforms, the government
can turn to the society and get all the support it needs (just remember how the
new law “On higher education” was supported). </span></span></div>
<br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: Calibri;">One can always find an excuse for not doing something. Now it is the
parliamentary elections, after that the parliament will be busy with electing a
speaker and distributing positions in the Committees, then there will be New
Year holidays and so on. However, the country cannot wait. If the government
does not introduce changes, maybe, it is easier to change the government?</span></span></div>
<br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: Calibri;"> </span></span></div>
<br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: Calibri;"> </span></span></div>
<br />
<div style="margin: 0in 0in 8pt 0.5in;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: Calibri;"> </span></span></div>
<br />
<div style="margin: 0in 0in 8pt;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: Calibri;"> </span></span></div>
</div>
<div class="blogger-post-footer">VoxUkraine RSS</div>VoxUkrainehttp://www.blogger.com/profile/04789272652945537005noreply@blogger.com0tag:blogger.com,1999:blog-6673614740187623740.post-69264951874866853592014-10-09T06:15:00.002+03:002014-10-09T06:15:54.689+03:00<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: left;">
</div>
<h2 style="margin: 10pt 0in 0pt; text-align: left;">
<span style="mso-ansi-language: EN-US;"><span style="font-size: x-large;">Presentation of Strategy-2020 for
Ukraine. Impressions and reflections</span></span></h2>
<div style="text-align: left;">
<span style="color: black; font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;"> By <a href="http://www.kse.org.ua/en/about/KSE-team/faculty/?profileid=23">Ilona Sologub</a>, KSE</span></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="font-family: inherit;"><span style="mso-ansi-language: EN-US;">The presentation of the </span><span lang="RU"><a href="http://www.president.gov.ua/news/31305.html"><span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="color: #0563c1;">Reform Strategy-2020</span></span></a></span><span style="mso-ansi-language: EN-US;"> for Ukraine by Dmytro Shymkiv, Deputy Head of
the Presidential Administration, on September 29<span style="font-size: small;"><sup>th</sup> 2014 has left me
with the mixed feelings.</span></span></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">On the one hand, it is good that the Ukrainian officials are thinking about
strategic issues and forming a vision for the future. On the other hand, I
would not call a two-page leaflet “a strategy”. Mr. Shymkiv mentioned that
there is an extended version of this document. However, it is not published
since it is “under discussion”. Why this raw version cannot be published to
invite a broader discussion, is not quite clear.</span></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="font-family: inherit;"><span style="mso-ansi-language: EN-US;">The first page of the leaflet lists 62 reforms and state programs that
should be implemented over the next six years. Many of these reforms and
programs overlap. For example, there is “energy sector reform”, “energy
efficiency program” and “energy self-sufficiency program”, which are different aspects
of the same problem. “Energy sector reform” also overlaps with
de-monopolization and infrastructure development. Constitutional reform is a
part of decentralization and local self-government reform, economic and
monetary policy reform includes tax reform, deregulation and enterprise
development, corporate rights reform and so on. I’ve got an impression that the
authors just listed all the reforms mentioned <span style="mso-spacerun: yes;"> </span>to them by the different think tanks and
experts (Mr. Shymkiv named about 20 contributors to the Strategy). Besides, as
noted by </span><span lang="RU"><a href="http://blogs.pravda.com.ua/authors/datsuk/542a76e644452/"><span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="color: #0563c1;">Serhiy Datsuyk</span></span></a></span><span style="mso-ansi-language: EN-US;">, 62 reforms in six years are too much both for
the government and for the society. </span></span><a name='more'></a><br />
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">A good thing is that ten priorities (eight reforms and two government
programs) are defined in the document. It is also good that “makeover of the
government” and anti-corruption reform, judicial system and police reforms are
among the priorities because they are necessary prerequisites for other
reforms. However, in my opinion, healthcare reform (which is also in the
priority list) should be delayed for 3-4 years and implemented after
decentralization and business climate reforms, when it is clear who is
responsible for financing medical institutions (local or central government)
and how much Ukraine can spend on healthcare.</span></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">Of the two priority state programs, one is energy self-sufficiency,
which is absolutely necessary under current circumstances. However, the second
one is the “program of popularization of Ukraine in the world”. To me, this
priority seems rather strange.<span style="mso-spacerun: yes;"> </span>Although I’m
not a marketing person, I suppose that advertising will not increase sales if a
product is bad - and so far, Ukraine has been supplying mostly bad news. At the
same time, now the world is closely looking at our country, and if some
positive signals appear, they will be popularized rather fast.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="font-family: inherit;"><span style="mso-ansi-language: EN-US;">If the reform list, although somewhat chaotic, does not raise major
objections, the second page of the strategy, the key performance indicators, is
rather puzzling. I will not discuss the choice of KPIs (largely, it is the
matter of taste) but their projected values are not only unrealistic but not
even consistent. The first thing that catches the eye is doubling of per capita
GDP by 2020. When asked about this, Mr. Shymkiv explained that this is “a
dream”, and “I don’t know how to achieve it but I’ll find out”. When asked
again, he explained that after implementing economic reforms, countries
experience exponential growth rates. So I looked at the </span><span lang="RU"><a href="http://data.worldbank.org/indicator/NY.GDP.PCAP.PP.KD"><span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="color: #0563c1;">Worldbank data</span></span></a></span><span style="mso-ansi-language: EN-US;"> on GDP per capita (PPP, constant USD,
1990-2013) and tried to find out whether there were recently any countries that
doubled their per capita GDP over a six-year period (to allow for some laxity,
I looked at countries whose GDP grew by 75% or more). I found thirteen
countries:</span></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<ol style="list-style-type: decimal; text-align: left;">
<li style="color: black; font-style: normal; font-weight: normal;"><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo1; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">Angola (90%
GDP growth over 2001-2007)</span></span></div>
</li>
<li style="color: black; font-style: normal; font-weight: normal;"><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo1; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">Armenia (114%
over 2001-2007)</span></span></div>
</li>
<li style="color: black; font-style: normal; font-weight: normal;"><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo1; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">Azerbaijan
(170% over 2001-2007)</span></span></div>
</li>
<li style="color: black; font-style: normal; font-weight: normal;"><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo1; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">Bosnia and
Herzegovina (290% over 1994-2000)</span></span></div>
</li>
<li style="color: black; font-style: normal; font-weight: normal;"><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo1; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">Belarus (78%
over 2002-2008)</span></span></div>
</li>
<li style="color: black; font-style: normal; font-weight: normal;"><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo1; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">Chad (76%
over 2000-2006)</span></span></div>
</li>
<li style="color: black; font-style: normal; font-weight: normal;"><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo1; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">China (84%
over 1992-1998 and 83% over 2002-2008)</span></span></div>
</li>
<li style="color: black; font-style: normal; font-weight: normal;"><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo1; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">Cabo Verde
(84% over 1993-1999)</span></span></div>
</li>
<li style="color: black; font-style: normal; font-weight: normal;"><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo1; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">Equatorial
Guinea (930% over 1995-2001)</span></span></div>
</li>
<li style="color: black; font-style: normal; font-weight: normal;"><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo1; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">Kazakhstan
(77% over 1999-2005)</span></span></div>
</li>
<li style="color: black; font-style: normal; font-weight: normal;"><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo1; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">Liberia (376%
over 1996-2002)</span></span></div>
</li>
<li style="color: black; font-style: normal; font-weight: normal;"><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo1; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">Latvia (80%
over 2001-2007)</span></span></div>
</li>
<li style="color: black; font-style: normal; font-weight: normal;"><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 8pt; margin-top: 0in; mso-list: l0 level1 lfo1; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">Macao (96%
over 2001-2007)</span></span></div>
</li>
</ol>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">Two conclusions can be drawn from this list. First, the only genuine
reformers in this list are Latvia and China. Others either started from a very
low base or are oil-exporters or both (Belarus exported processed Russian oil),
and Armenia is heavily dependent on remittances.<span style="mso-spacerun: yes;"> </span>Second, growth rates of all these countries
lowered after 2008 because external demand was one of the main factors of their
growth. In particular, Latvia experienced a harsh contraction of almost 20% in
2009, while Belarus went through severe balance of payments crisis in 2011. So,
one should be cautious with promoting the idea of skyrocketing GDP growth as it
might easily end up with the overheating of the economy.</span></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">About the consistency of indicators, I have nothing to add to Yuriy
Hanushchak’s question: “how are you going to spend 5% of GDP (or 20% of the State
budget) for the army, while at the same time leaving 65% of budget revenues at
the local level?” By the way, in decentralized countries the share of local
budgets is 30% to 50% of total government budget.</span></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">While economic indicators are implausible, social indicators, such as the
“share of people proud for their country” or “the number of medals in 2020
Olympics” are just strange. They might have some meaning (e.g. measure the
efficiency of propaganda) in a country like Northern Korea or USSR but not in a
modern democracy, which, I hope, we are trying to build. For example, number of
medals in the Olympic games is very weakly correlated with well-being, and
uncorrelated with the health/physical condition of average people (see diagrams
below). </span></span></div>
<div style="margin: 0in 0in 8pt; text-align: center;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;"><img 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" 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" 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<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">One thing that frustrated me was no mention of either Crimea or Donbas
in the presentation. Now it is clear that the problem is here for years, and
needs special attention of the government. Yet, it seems that the authors of
the Strategy assume that the problem would somehow disappear when other reforms
are implemented. This is, of course, an implausible assumption. A special
mention of Donbas and Crimea would at least send to people there a signal –
Ukraine is thinking about you.</span></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">However, these inconsistencies are not the main point of this article.
While everyone in this country pretty much knows WHAT to do, the main question
remains WHO will introduce the reforms and assume responsibility for them (i.e.
the ownership of each reform). According to the presentation, the National
Reform Council will include the President, the Prime-minister, the Speaker of
the parliament, NBU Governor and representatives of civil society, and will
gather once in two months, while Executive Committee for reforms (which
includes members of the listed institutions) will meet every week. The
Committee will create the Reform Project Management Agency, which, in turn,
will form working groups for each reform. Working groups will include officials
from relevant ministries and parliamentary committees, and may include
independent experts and civil society representatives (didn’t I use too much
future tense in this paragraph?). </span></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="font-family: inherit;"><span style="mso-ansi-language: EN-US;">Results of working group discussions as well as reports about
implementation of reforms will be available on the web-resource </span><span lang="RU"><a href="http://www.reforms.in.ua/"><span lang="EN-US" style="mso-ansi-language: EN-US;"><span style="color: #0563c1;">reforms.in.ua</span></span></a></span><span style="mso-ansi-language: EN-US;">. Mr.
Shymkiv mentioned that several working groups are already functioning and
discussing the necessary changes, but for now, this site contains only the
strategy itself and its presentation. If there are some other results, the
public deserves to see them.</span></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">Since the new government was appointed in March, we’ve heard many inspiring
speeches about the reforms. The President in his inauguration address also
promised changes. However, it would be much better to see at least some results
– however small but tangible - instead of thousands of words. The urgent things
to do are on the table, and often they don’t even need the parliamentary
approval (for example, nothing prevents the ministers from firing their
inefficient or corrupt staff). At the same time, if the government or the
President wanted to push some reforms through the Parliament, they could
receive all the needed support from the society (just remember how the new law
“On higher education” was supported). </span></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">In a nutshell, my message is: show the political will to implement
changes – not with words but with actions – and the entire country will stand
for you.</span></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;"> </span></span></div>
<div style="text-align: left;">
</div>
</div>
</div>
<div class="blogger-post-footer">VoxUkraine RSS</div>VoxUkrainehttp://www.blogger.com/profile/04789272652945537005noreply@blogger.com0tag:blogger.com,1999:blog-6673614740187623740.post-72101183251016865402014-10-08T05:12:00.000+03:002014-10-08T05:12:04.050+03:00<div dir="ltr" style="text-align: left;" trbidi="on">
<strong></strong><br />
<h2 style="text-align: left;">
<span style="font-size: x-large;">Why Ukraine’s Army Received A Cold Welcome in the Liberated Towns of the East </span></h2>
<div style="margin: 0in 0in 0pt;">
<span style="font-family: inherit;"><strong>By </strong><a href="https://www.linkedin.com/pub/anna-pechenkina/46/662/ba0"><strong>Anna O. Pechenkina</strong></a><strong> (Carnegie Mellon University, USA)</strong></span></div>
<div style="margin: 0in 0in 0pt;">
<span style="font-family: inherit;">
</span></div>
<span style="font-family: inherit;">
</span><span style="font-family: inherit;">Perusing my facebook feed’s many discussions about the war
in the Donbas, I was struck by a comment that the soldiers of Ukrainian army
were treated “worse than stray dogs” in the liberated towns and villages of
eastern Ukraine. Another poignant comment remarked: why should my brother risk
his life to liberate the <span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>from separatists while the locals in eastern
regions are not even grateful for his sacrifice? Despite numerous anecdotes of
elated civilians greeting the Ukrainian army, it would be a mistake to conclude
that </span><a href="https://www.youtube.com/watch?v=D8f_5YGUTrg"><span style="color: blue; font-family: inherit;">Severodonetsk
residents’ chanting of “Thank you” and “Glory to Ukraine”</span></a><span style="font-family: inherit;"> is
the norm for the territories recaptured from the separatist militias in eastern
Ukraine. This raises an important question: why did local population so often
greet the Ukrainian service members coldly in liberated towns? The answer is
indiscriminate violence employed against civilians. </span><a name='more'></a><br />
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 0pt;">
<span style="font-family: inherit;"><b style="mso-bidi-font-weight: normal;">The
logic of indiscriminate violence in civil war</b>. Stathis Kalyvas, a
prominent scholar in civil war studies, </span><a href="http://stathis.research.yale.edu/book2.html"><span style="color: blue; font-family: inherit;">has solidified our
understanding of why indiscriminate violence is counterproductive</span></a><span style="font-family: inherit;">. Unlike
selective violence, which punishes specific individuals based on intelligence
against them (e.g., targeted killings of rebel leaders), indiscriminate
violence targets individuals based on their shared identity with a specific
group (e.g., attack on a village regardless of whether individual villagers
personally contributed to boost insurgency). Selective violence has a deterrent
effect: when civilians know that they are more likely to be punished for
assisting insurgents, they try to avoid such actions. In contrast,
indiscriminate violence helps rebels recruit civilians into insurgency. When
under indiscriminate attacks, civilians face a choice: a low probability of
survival under fire or a slightly higher probability of survival by joining the
insurgency due to the rebels knowing the terrain better, having intelligence about
where the government is likely to strike next, and having access to weapons,
which helps counter the sense of helplessness in the face of indiscriminate
attacks. This is not to say that everyone joins the rebels when facing
indiscriminate violence, but only that the rates of recruitment into the rebel
movement are higher under this type of violence. In addition, even when rebels
do not provide good governance, by pointing at the government as the side that
employs indiscriminate violence against civilians, they are able to win more
hearts and minds, let alone the anger that civilians feel at the government
when their friends and family are hurt by those attacks. </span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 0pt;">
<span style="font-family: inherit;"><b style="mso-bidi-font-weight: normal;">Applying
this logic to the war in the Donbas</b>. Many Ukrainian readers will want to
brush these ideas off by citing the policy of Ukrainian command to minimize the
casualties among civilians. Indeed, few governments admit their conscious
choice of generating “collateral damage” to achieve a military goal.</span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 0pt;">
<span style="font-family: inherit;">Consider an example from my home city of Luhansk, as </span><a href="http://www.nytimes.com/2014/08/15/world/europe/a-ukraine-city-under-siege-just-terrified-of-the-bombing.html?ref=europe&_r=0"><span style="color: blue; font-family: inherit;">described
by two New York Times reporters</span></a><span style="font-family: inherit;">: rebels position their weapons on top
of a high-rise apartment building to target the government positions outside
the city. In a few hours, “whistle and boom of <span style="background: white; color: #333333; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">incoming artillery shells,
fired from guns outside the city, in a fruitless attempt at silencing the rebel
gunners.”</span> Since the rebels
are long gone from that apartment building rooftop, the residents are unlikely
to perceive such shelling as an adequate response. Instead, many civilians conclude
that there is no attempt on behalf of the government to minimize the shelling
of residential areas. </span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 0pt;">
<a href="https://news.vice.com/video/russian-roulette-dispatch-69"><span style="color: blue; font-family: inherit;">This
interview, recorded by Vice News</span></a><span style="font-family: inherit;">, with a survivor of shelling by
government forces in Shakhtarsk who explains the situation, as he understands
it: “[The government forces] were aiming at the army recruitment center over
there, but missed.” On the one hand, this middle-aged man believes that the
government forces did not aim at the residential building as their target.
However, as he stands in the middle of his burnt apartment (as he most likely has
just returned from the basement where most civilians would hide during shellings),
he adds: “If [the government forces] want a guerrilla war, they’ll get one.”
This comment illustrates well that by employing indiscriminate violence
(whether willingly or due to the lack of training or the lack of understanding
of how the rebels operate) the government forces of Ukraine have helped the
rebels of DNR/LNR recruit more civilians. </span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 0pt;">
<span style="font-family: inherit;">One of the means to
understand whether the suggested logic is at play in eastern Ukraine, we may
want to conduct scientific surveys of the population that has stayed in the
area during armed conflict. Before any of such surveys are conducted and
publicized, we’ll have to rely on anecdotal evidence, which may be informative <i style="mso-bidi-font-style: normal;">iff</i> we understand the selection bias in
our nonrandom sample. I have published online anonymous surveys for the users
of Luhansk-related groups on the social platform vkontakte. The groups that I
asked to participate in my survey were both openly supporting the idea of
united Ukraine and anti-separatist movement. It is my impression that most of
the group users are internally displaced people within Ukraine. To my question “Do
your family and friends who stayed in Luhansk during the heavy fighting period
support LNR more than they did before the fighting broke out in Luhansk? Less
than they did before? Or did not change their opinion about LNR?” Out of 258 respondents,
44.57% reported that the people whom they know to have stayed in the conflict
zone support the rebels <i style="mso-bidi-font-style: normal;">more</i> now than
they did before the fighting broke out. 29.07% observed no change in attitudes
and 26.36% indicated that their family/friends support the rebels less now than
they used to. While this survey is nonscientific, given the expressed political
views of the survey participants, we may conclude that the selection bias in
our sample is working to undermine the sought effect: people with
anti-separatist views are more likely to expose their immediate social network pro-Ukraine
viewpoints. In addition, it is possible that living in “mainland” Ukraine, the
respondents are more likely to be embarrassed by their relatives’ pro-separatist
views and thus are less likely to report such views. This anecdotal evidence is
consistent with </span><a href="http://stathis.research.yale.edu/documents/WP.KalyvasKocher.pdf"><span style="color: blue; font-family: inherit;">other quantitative studies</span></a><span style="font-family: inherit;"> that have revealed this mechanism at
work in conflicts, analogous to the one in the Donbas. </span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 0pt;">
<span style="font-family: inherit;"><b style="mso-bidi-font-weight: normal;">What
about the selection effect? </b>One may suspect the selection effect
being at work: the more an individual supported the separatist movement, the
more likely that individual was to stay in the conflict area. If true, then the
civilians who lived through the weeks and months of shelling in the Donbas were
more likely to support the rebels to begin with and we cannot attribute their
changed attitudes to experiencing indiscriminate violence. While the future systematic
evidence will reveal the accurate demographic and socio-economic portrait of
those people who decided to stay in the conflict zone, based on nonscientific
surveys in social networks and informal interviews with volunteers who helped
the internally displaced people in Ukraine, my impression is that most people
who stayed behind did so due to either lack of resources or poor health. In
other words, resources and not ideology was the determinant of relocation.</span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 0pt;">
<span style="font-family: inherit;">Importantly, these are the same people who rely the most on welfare
benefits. Those payments were stopped in mid-June in the conflict zone and
there is no prospect of renewing them. Thus, not only did the most vulnerable
individuals were left to indiscriminate shelling, they also stopped receiving their
income, which further alienates them from the Ukrainian state. As one of my
former classmates’ elderly relative who stayed in Luhansk (as she had no income
to rent an apartment outside Luhansk) remarks: “Ukraine does not think of me as
its citizen: they don’t pay me my pension and they wouldn’t be sad if I died in
my cellar during the attacks.” </span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 0pt;">
<span style="font-family: inherit;"><b style="mso-bidi-font-weight: normal;">In conclusion</b>, exposing the counterproductive effect
of indiscriminate violence on pro-government sentiment within the targeted
population does not mean denying the Ukrainian armed forces their due for the remarkable
progress made until the invasion of Russian regular troops in mid-August. This
is to explain why the individuals who experienced wartime victimization are
less likely to blame the rebels who installed grenade launchers on the rooftops
of the their apartment buildings and more likely to blame the government, life
under whose rule they remember now as “the good times <i style="mso-bidi-font-style: normal;">before the war</i>.”</span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: inherit;"> </span></b></div>
<br /></div>
<div class="blogger-post-footer">VoxUkraine RSS</div>VoxUkrainehttp://www.blogger.com/profile/04789272652945537005noreply@blogger.com2tag:blogger.com,1999:blog-6673614740187623740.post-80651311768791428832014-10-06T18:45:00.000+03:002014-10-06T18:46:19.895+03:00<div dir="ltr" style="text-align: left;" trbidi="on">
<h2 style="text-align: left;">
<span style="font-size: x-large;">So, should Ukraine go MAD? Andrew Kydd vs VoxUkraine.</span></h2>
<strong>Discussion that took place between VoxUkraine and Andrew Kydd from the University of Wisconsin-Madison.</strong><br />
<strong><br /></strong><br />
<em>The article <a data-mce-href="http://voxukraine.org/2014/09/22/can-ukraine-play-mad-with-russia/" href="http://voxukraine.org/2014/09/22/can-ukraine-play-mad-with-russia/" title="Can Ukraine play MAD with Russia?">Can Ukraine play MAD with Russia? </a>by the Editorial Board, that was recently published by VoxUkraine, as well as by the well-known Ukrainian outlet, <a data-mce-href="http://biz.liga.net/all/all/stati/2843857-strenozhit-rossiyu-tri-rychaga-ukrainy-krome-yadernogo-oruzhiya.htm#readed" href="http://biz.liga.net/all/all/stati/2843857-strenozhit-rossiyu-tri-rychaga-ukrainy-krome-yadernogo-oruzhiya.htm#readed">Liga</a>,
has gained popularity very quickly. To provide some evidence, more than
73 000 people viewed it on the mentioned Ukrainian resource during the
first 3 days after publication. Overall, ideas stated in the article
generated quite a hot public debates both among Ukrinian citizens, and
among Western academics. Below we are presenting the dialog that took
place beween VoxUkraine and Andrew Kydd from the University of
Wisconsin.</em><br />
<ul>
<li><a data-mce-href="http://voxukraine.org/2014/09/22/can-ukraine-play-mad-with-russia/" href="http://voxukraine.org/2014/09/22/can-ukraine-play-mad-with-russia/" title="Can Ukraine play MAD with Russia?">Can Ukraine play MAD with Russia?</a></li>
<li>Initial comment. "Should Ukraine go MAD?" by Andrew Kydd</li>
<li>Reply to “Should Ukraine go MAD?” by the Editorial Board of VoxUkraine</li>
<li>Reply to the Reply."It’s a MAD World" by Andrew Kydd<a name='more'></a></li>
</ul>
<br />
<br />
<h3 style="text-align: left;">
<span data-mce-style="color: #ff6600;" style="color: #ff6600;">1. Initial comment. "Should Ukraine go MAD?"</span></h3>
<strong>By <a data-mce-href="http://www.polisci.wisc.edu/people/person.aspx?id=1059" href="http://www.polisci.wisc.edu/people/person.aspx?id=1059">Andrew Kydd</a> (University of Wisconsin-Madison)</strong><br />
Vox
Ukraine has recently argued that Ukraine needs something equivalent to
nuclear weapons to deter further Russian encroachments. Russia would
never have dared attack a nuclear armed Ukraine, the argument goes, and
something else must be found that can inflict sufficient costs on Russia
to get it to leave Ukraine alone. The three candidates are cutting off
Russian energy exports to Europe, spilling Russian defense secrets to
the West, and cutting of Crimea.<br />
<br />
<br />
Unfortunately, this kind of
thinking is a prime example of why Ukraine is in the situation it finds
itself in today. Ukraine’s security problems are not going to be solved
by cheap and easy fixes. Ukraine is next to Russia, Russia is more
powerful than Ukraine, and the only potential ally that matters for
Ukraine, the US, is far away and does not care enough about Ukraine to
oppose Russia militarily. Therefore Ukraine must either accommodate
Russian interests or develop an internal ability to counter Russian
power.<br />
<br />
<br />
Would retaining the nuclear weapons inherited in 1991 have
solved this problem? Maybe, but maybe not. Nuclear forces require
constant maintenance and highly trained and motivated personnel to man
them. The Ukrainian military today has been tested by war and found
lacking in every respect. The army was incapable even of contesting the
Russian takeover of Crimea and has been extremely ineffective in combat
against the limited incursions in the eastern provinces. Stories of
soldier’s families taking up collections to buy their sons equipment
paint a picture of an army riven with corruption. One can only wonder
what kind of shape Ukrainian nuclear forces would be in today. Ukrainian
nuclear threats might have been ignored, or worse yet, triggered a
Russian first strike, confident that Ukrainian missiles could be
destroyed in their silos.<br />
<br />
<br />
In any event, the missiles are long
gone. Is there anything else that could take their place? Cutting off
Russian energy exports sounds great until you realize that they are
going to Europe. Given that Ukraine’s entire geopolitical strategy
depends on securing western aid, cutting off European energy imports
seems like a losing move. The one thing that will unite Europe and
Russia is a unilateral Ukrainian decision to close the spigots.<br />
<br />
<br />
The
second idea is to disclose Russian defense secrets acquired through
Ukrainian elements in the old Soviet defense production system. While
this might annoy the Russians, it is hardly a nuclear equivalent. In
addition, it is completely unsuited to use as a threat, since Ukraine
could never prove that it had not already disclosed the information in a
bid for western support, and so could not credibly threaten to do so
only if Russia did not back off.<br />
<br />
<br />
The third suggestion is that
Ukraine cut off Crimea. As the authors note, this is a non-starter
because it punishes innocent Crimeans and makes Ukraine look bad before
western audiences. It is also unsafe to bet that Putin cares more about
the welfare of Crimeans than the Ukrainian government does, or would be
made to by international opinion.<br />
<br />
<br />
In short, none of these ideas
are even close to a nuclear option for Ukraine. Fundamentally, they are
not credible and they do not inflict sufficient costs to make Russia
back down. Fortunately for Ukraine there is an answer, but unfortunately
it is long, difficult and expensive. A Ukrainian army that was well
equipped, well trained and motivated to fight could easily raise the
level of costs faced by Russian forces beyond what Putin would be
willing to pay. The irregular forces currently in the east could be
quickly dealt with by a capable professional army. This would leave
Putin with the choice to escalate to the level of a serious conventional
invasion or to deescalate the situation and negotiate. The prospect of
tens of thousands of casualties would probably deter Putin, but it would
be costly for Ukraine to generate the forces required to inflict such
costs. We are back to the basic question underlying all international
negotiations, nuclear and non-nuclear, who cares more about the issue at
stake, and who will pay the costs required to prevail?<br />
<br />
<br />
<h3 style="text-align: left;">
<span data-mce-style="color: #ff6600;" style="color: #ff6600;">2. Reply to “Should Ukraine go MAD?”</span></h3>
<strong>By the Editorial Board of VoxUkraine</strong><br />
In
“Should Ukraine go MAD?” Professor Kydd comments on the earlier post by
the editorial board of VoxUkraine about deterrence policy options
available to Ukraine in the current situation.<br />
Professor Kydd
misunderstood the basic point of our original post. Currently, there is a
strong public sentiment in Ukraine that the parties to the Budapest
memorandum have not delivered on the promise to guarantee sovereignty of
Ukraine. Therefore, in the hindsight, Ukraine should not have given up
the nuclear weapons and perhaps it should consider rebuilding its
nuclear capacity.<br />
The point of nuclear weapons is to be a tool in Mutually Assured Destruction deterrence policy.<br />
<blockquote>
<strong>“Mutual assured destruction</strong>, or <strong>mutually assured destruction</strong> (<strong>MAD</strong>), is a <a data-mce-href="http://en.wikipedia.org/wiki/Doctrine" href="http://en.wikipedia.org/wiki/Doctrine">doctrine</a> of military <a data-mce-href="http://en.wikipedia.org/wiki/Strategy" href="http://en.wikipedia.org/wiki/Strategy">strategy</a> and <a data-mce-href="http://en.wikipedia.org/wiki/National_security" href="http://en.wikipedia.org/wiki/National_security">national security policy</a> in which a full-scale use of high-yield <a data-mce-href="http://en.wikipedia.org/wiki/Weapons_of_mass_destruction" href="http://en.wikipedia.org/wiki/Weapons_of_mass_destruction">weapons of mass destruction</a> by two or more opposing sides would cause the <a data-mce-href="http://en.wikipedia.org/wiki/Nuclear_holocaust" href="http://en.wikipedia.org/wiki/Nuclear_holocaust">complete annihilation</a> of both the attacker and the defender. It is based on the theory of <a data-mce-href="http://en.wikipedia.org/wiki/Deterrence_theory" href="http://en.wikipedia.org/wiki/Deterrence_theory">deterrence</a> where
the threat of using strong weapons against the enemy prevents the
enemy's use of those same weapons. The strategy is a form of <a data-mce-href="http://en.wikipedia.org/wiki/Nash_equilibrium" href="http://en.wikipedia.org/wiki/Nash_equilibrium">Nash equilibrium</a> in which neither side, once armed, has any incentive to initiate a conflict or to disarm.” Wikipedia</blockquote>
The
key point of the policy is that a credible threat of inflicting
sufficient damage on the opponent can prevent the opponent from
attacking, so that this threat will never actually have to be used.<br />
In
our post, we argued that Ukraine has alternatives to nuclear weapons
that can be used as a threat in the deterrence policy. We made three
suggestions: blowing up pipelines that transfer gas and oil from Russia
to the EU, revealing sensitive military information that could damage
Russian military capabilities, and destroying infrastructure on the
territory of Ukraine which is vital to Crimea.<br />
We never argued
that these “weapons” should be used now, only that Ukraine should commit
to use them if there is further escalation with Russia or their
proxies. We also never argued that this policy can solve all problems of
Ukraine. Instead, we have repeatedly stated that policymakers in
Ukraine must start thinking more seriously and systematically about the
national security policy and change the mindset that the military
objectives can be attained only by strictly military tools.<br />
<br />
<br />
Finally,
we wanted to draw attention to the fact that the international
community has not honored the Budapest memorandum because they do not
have incentives to do so. A threat of blowing up supply lines to the EU
might serve as a stronger incentive to ensure de-escalation of the
situation in the East of Ukraine than any memoranda previously signed by
the powers of the world.<br />
<br />
<br />
We now would like to respond to specific points made by Professor Kydd.<br />
<blockquote>
Professor Kydd: <em>Would
retaining the nuclear weapons inherited in 1991 have solved this
problem? Maybe, but maybe not. Nuclear forces require constant
maintenance and highly trained and motivated personnel to man them. The
Ukrainian military today has been tested by war and found lacking in
every respect. The army was incapable even of contesting the Russian
takeover of Crimea and has been extremely ineffective in combat against
the limited incursions in the eastern provinces. Stories of soldier’s
families taking up collections to buy their sons equipment paint a
picture of an army riven with corruption. One can only wonder what kind
of shape Ukrainian nuclear forces would be in today. Ukrainian nuclear
threats might have been ignored, or worse yet, triggered a Russian first
strike, confident that Ukrainian missiles could be destroyed in their
silos. </em></blockquote>
<strong>Reply:</strong> obviously,
morale is important but it is far from clear that an officer in the U.S.
or the Soviet Union would have pushed the launch button. Indeed, in
several <a data-mce-href="http://en.wikipedia.org/wiki/World_War_III#Historical_close_calls" href="http://en.wikipedia.org/wiki/World_War_III#Historical_close_calls">cases </a>when
it seemed that the U.S. or the Soviet Union were under attack the
officer responsible for a counter-strike did not dare to actually launch
it. Prof. Kydd however misses a larger point. This is not a matter of
somebody actually pushing the red button. It is a threat that prevents
one country to attack another. It is a probability that an aggressor can
lose everything that was a bedrock of Mutually Assured Destruction. It
is an off-equilibrium path that may never happen if nobody dares to
deviate from no-attack equilibrium. Thus, whether somebody would or
would not actually push the button is irrelevant.<br />
<blockquote>
Professor Kydd: <em>Cutting
off Russian energy exports sounds great until you realize that they are
going to Europe. Given that Ukraine’s entire geopolitical strategy
depends on securing western aid, cutting off European energy imports
seems like a losing move. The one thing that will unite Europe and
Russia is a unilateral Ukrainian decision to close the spigots. </em></blockquote>
<strong>Reply:</strong>
This part of the argument again seems to miss the point that under the
deterrence doctrine the threat is never carried out. It is sufficient to
commit to carry out the threat with some probability if the country is
attacked and, consequently, the aggressor has no incentives to attack.<br />
In
addition, the Western aid is only relevant if Ukraine remains a
country. If it is invaded by Russia, the aid is useless. Furthermore,
Europe will have to face enormous dynamic inconsistency. That is, if
Ukraine destroys the pipelines, can Europe punish Ukraine by denying
aid? To assess the plausibility of such punishment, think about whether
governments punish people for not buying disaster insurance or banks for
taking excessive risk (the answer is almost never). Next, it puts
pressure on Europe to get more serious about Russian aggression. Of
course, Europe can pressure Ukraine but if Ukraine is committed to such a
strategy, some of the pressure will be shifted onto Russia. Finally, it
is a game of chicken. If Ukraine mines pipelines, programs detonation
in clearly specified scenarios, and throws away keys from the arming
system, what can anyone do about it?<br />
<blockquote>
Professor Kydd: <em>The
second idea is to disclose Russian defense secrets acquired through
Ukrainian elements in the old Soviet defense production system. While
this might annoy the Russians, it is hardly a nuclear equivalent. In
addition, it is completely unsuited to use as a threat, since Ukraine
could never prove that it had not already disclosed the information in a
bid for western support, and so could not credibly threaten to do so
only if Russia did not back off. </em></blockquote>
<strong>Reply:</strong> The cost of developing ICBMs is huge. Russia has been trying to replace Soviet missiles with <a data-mce-href="http://en.wikipedia.org/wiki/Angara_%28rocket_family%29" href="http://en.wikipedia.org/wiki/Angara_%28rocket_family%29">Angara </a>missiles since early 1990s without much success. A recent <a data-mce-href="http://www.rand.org/pubs/monographs/MG1210.html" href="http://www.rand.org/pubs/monographs/MG1210.html">report </a>by
RAND estimates that the cost of developing new ICBMs in the U.S. is
measured in hundreds of billions of dollars. If the NATO knows weak
spots in Russian ICBMs, then Russia is going to see a stark choice of
whether to stay “naked” or spend a fortune on new armaments.<br />
Whether
Ukraine reveals secrets publicly or privately may matter too. If the
public in Russia knows that the country is “naked,” it can undermine
Putin’s regime.<br />
<blockquote>
Professor Kydd: <em>The third
suggestion is that Ukraine cut off Crimea. As the authors note, this is a
non-starter because it punishes innocent Crimeans and makes Ukraine
look bad before western audiences. It is also unsafe to bet that Putin
cares more about the welfare of Crimeans than the Ukrainian government
does, or would be made to by international opinion. </em></blockquote>
<strong>Reply:</strong>
If Ukraine is under attack, it is going to be unable to spare resources
for Russian-controlled Crimea. Again, the point is not that Ukraine has
to cut off Crimea now. Ukraine does it in response to an attack. Using
the MAD analogy, nobody wants to strike first because it’s morally
unacceptable, but it is totally acceptable to strike in reciprocity.<br />
Furthermore,
Ukraine is currently engaged in a similar policy – trucks with
groceries and other supplies are not allowed to enter Crimea from the
territory controlled by Ukraine.<br />
<blockquote>
Professor Kydd: <em>In
short, none of these ideas are even close to a nuclear option for
Ukraine. Fundamentally, they are not credible and they do not inflict
sufficient costs to make Russia back down. Fortunately for Ukraine there
is an answer, but unfortunately it is long, difficult and expensive. A
Ukrainian army that was well equipped, well trained and motivated to
fight could easily raise the level of costs faced by Russian forces
beyond what Putin would be willing to pay. The irregular forces
currently in the east could be quickly dealt with by a capable
professional army. This would leave Putin with the choice to escalate to
the level of a serious conventional invasion or to deescalate the
situation and negotiate. The prospect of tens of thousands of casualties
would probably deter Putin, but it would be costly for Ukraine to
generate the forces required to inflict such costs. We are back to the
basic question underlying all international negotiations, nuclear and
non-nuclear, who cares more about the issue at stake, and who will pay
the costs required to prevail? </em></blockquote>
<strong>Reply:</strong>
We agree that the best response is to build a democratic, prosperous
state with high standards of living, well-functioning bureaucracy, and a
strong army. However, this happy outcome is years if not decades away
while the threat is present now. Our argument was about what can be done
now to prevent further aggression.<br />
<br />
<br />
<h3 style="text-align: left;">
<span data-mce-style="color: #ff6600;" style="color: #ff6600;">3. Reply to the Reply."It’s a MAD World"</span></h3>
By <a data-mce-href="http://www.polisci.wisc.edu/people/person.aspx?id=1059" href="http://www.polisci.wisc.edu/people/person.aspx?id=1059">Andrew Kydd </a>(University of Wisconsin-Madison)<br />
I
appreciate the editors’ response to my response because it clarifies
some of the issues in dispute. I have only a few brief responses.<br />
<br />
<br />
First,
I was under the impression that the editors were suggesting that
threats to destroy pipelines, spill defense secrets and cut off Crimea
could leverage Russia out of eastern Ukraine or even Crimea. Their
response makes it clear that these threats would be made only to deter
an all out Russian invasion meant to retake Ukraine as a whole. In this
role, they could be credible, since the Ukrainian government would have
nothing to lose in that circumstance. The only question is whether they
would inflict sufficient costs to deter Russia. I would still maintain
that the costs inflicted by these actions falls enormously short of even
a limited nuclear exchange that targeted Moscow, or any Russian city
for that matter. I am not sure they would deter Russia if Ukraine were
to make a bid for NATO membership. But they would serve as a limited
poison pill that diminishes the value of conquest to some extent.<br />
<br />
<br />
Second,
if indeed the idea that the western powers have violated their pledges
in the Budapest memorandum by not coming to Ukraine’s aid in the current
crisis is becoming widespread in Ukraine, it would be another example
of historical mythmaking as or even more distant from the truth as the
firmly held Russian belief that the US promised not to enlarge NATO
after the Cold War. A quick glance at the document in question,
available on Wikipedia, indicates that the parties pledged to respect
the territorial integrity of Ukraine, and if Ukraine were threatened
with nuclear weapons, to bring the matter to the UN Security council.
The only state that has violated this pledge is Russia. Specifically,
the western powers are under no obligations from the Budapest memorandum
to intervene on Ukraine’s behalf unless Russia uses nuclear threats
against Ukraine.<br />
<br />
<br />
Third, a minor issue, my point about the present
state of a hypothetical Ukrainian nuclear force is not that Ukrainian
officers would not be willing to fire their weapons, but that the
weapons might not fire. A Ukrainian strategic rocket force subject to
the same 20 years of neglect as the rest of the military, would be a
questionable deterrent. As for launching a new nuclear weapons
program, nothing (aside from attempting to join NATO) would be more
calculated to prompt an immediate and unlimited Russian invasion.<br />
<br />
<br />
Finally,
I doubt that Ukraine possesses technological secrets that would render
Russia “naked” if they were spilled to the west. There is unlikely to be
any magic key that once obtained can be used to cause Russian ICBMs to
self destruct in flight, or be more easily targeted than they already
are.<br />
<br />
<br />
In sum, the overall concept of attempting to destroy things
of value to Russia if they invade makes sense. Such threats, because
they hurt Ukraine too, are unlikely to be credible against anything
short of an all out invasion. Whether they can present sufficient costs
to Russia to deter them depends on what Russia is trying to prevent
Ukraine from doing. My sense is that it would be extremely risky for
Ukraine to think that it could safely launch a nuclear weapons program
or apply for NATO membership under the umbrella of such threats. In the
absence of such extreme provocations, they could help deter further
Russian escalation.</div>
<div class="blogger-post-footer">VoxUkraine RSS</div>VoxUkrainehttp://www.blogger.com/profile/04789272652945537005noreply@blogger.com0tag:blogger.com,1999:blog-6673614740187623740.post-2093391018579266352014-10-03T00:01:00.000+03:002014-10-03T00:01:00.471+03:00<div dir="ltr" style="text-align: left;" trbidi="on">
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<h2 style="margin: 0in 0in 8pt; text-align: left;">
<span style="mso-ansi-language: EN-US;"><span style="font-size: x-large;">What Poroshenko did
and did not say? Content analysis of the President's speech </span></span></h2>
<div style="text-align: left;">
<span style="font-family: inherit;"><strong>
</strong></span></div>
<h3 style="margin: 0in 0in 8pt; text-align: left;">
<span style="mso-ansi-language: EN-US;">By the Editorial Board
of VoxUkraine</span></h3>
<div style="text-align: left;">
<span style="font-family: inherit;"><strong>
</strong></span></div>
<div style="margin: 0in 0in 8pt; text-align: left;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">President Poroshenko
finally gave a speech.<span style="mso-spacerun: yes;"> </span>In a long-awaited
speech, he said 2,685 words in about 27 minutes. What messages did he deliver?
Content analysis, a basic tool in psychology, postulates that people frequently
mention topics they worry about. In a nutshell, if somebody cares about health,
he or she will talk a lot about health directly and indirectly. By looking at
the relative frequency of words, one can infer a person’s priorities. Using
this insight, we can try to understand what is on Poroshenko’s mind. </span></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 8pt; text-align: left;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">To avoid personal
biases, we translated Poroshenko’s speech using “Google translate” and
calculated the frequency of words. Figure 1 shows the importance of the key
words in the speech: larger font size reflects higher frequency of words</span></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 8pt; text-align: left;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;"> </span></span></div>
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<span style="font-family: inherit;">
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<tr><td style="text-align: center;"><img height="243" 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" style="margin-left: auto; margin-right: auto;" v:shapes="Picture_x0020_1" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">Figure 1. Original tag cloud of Poroshenko’s speech.</span></span></td></tr>
</tbody></table>
<div style="margin: 0in 0in 8pt; text-align: left;">
<span style="mso-ansi-language: EN-US; mso-no-proof: yes;"><span style="font-family: inherit;"></span></span><br /></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 8pt; text-align: left;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;"></span></span><a name='more'></a><span style="font-family: inherit;">To improve our
inference, we do several additional steps in our analysis. First, some words
are mentioned frequently just because they connect different parts of human
language. These words can clutter the picture and so we eliminate words like
“between”, “year” and so on. Second, different words may be related and
therefore should be considered as a cluster. For example, one can group words
{war, peace, soldier, army} into cluster “war” and words {government, minister}
into cluster “government”. Even though such groupings can be somewhat
subjective, it does not really affect main conclusions. We report results after
these two filters in Figure 2. </span><br />
<div style="margin: 0in 0in 8pt; text-align: left;">
<span style="mso-ansi-language: EN-US;"><br /></span></div>
<div style="margin: 0in 0in 8pt; text-align: left;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">A first pass at the
figure suggest that the president says what people want to hear. There is a
need for a “REFORM” (48 times) for a “COUNTRY” (25 times) named “UKRAINE” (35
times) which wants to be closer with “EUROPE” (31 times) and it is in “WAR” (29
times) now. <span style="mso-spacerun: yes;"> </span>The reforms will be
implemented by “PARLIAMENT” (13 times), “PRESIDENT” (11 times), and “GOVERNMENT”
(9 times) to make “SOCIETY” (15 times), “PEOPLE” (12 times), and “SOCIAL” (10 times)
happy.<span style="mso-spacerun: yes;"> </span>Among other important areas for
improvement are “BUSINESS” (12 times), “ECONOMY” (10 times), “LAW” (9
times”).<span style="mso-spacerun: yes;"> </span>“CORRUPTION” is also in the
list of top priorities and it is mentioned 6 times.<span style="mso-spacerun: yes;"> </span>In summary, Poroshenko’s priorities are
aligned with those of the public. This is certainly a good sign.</span></span><span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;"> </span></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img height="199" 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style="margin-left: auto; margin-right: auto;" v:shapes="Picture_x0020_3" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">Figure 2. Cleaned tags, groupings.</span></span></td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: inherit; margin-left: 1em; margin-right: 1em;"></span><br /></div>
<div style="margin: 0in 0in 8pt; text-align: left;">
<span style="mso-ansi-language: EN-US; mso-no-proof: yes;"></span><br /></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 8pt; text-align: left;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">However, Poroshenko
did not give details on what or how he is going to implement reforms, he did
not outline at least broad contours of principles underlying the reforms, he
did not provide dates or deadlines (other than year 2020 when everything is
going to be great) people should watch for. Obviously, it is hard to fill a
relatively short speech with details but the lack of such details may signal a
lack of commitment.<span style="mso-spacerun: yes;"> </span>In other words, if a
politician promises X by a certain date, then it is easy to monitor progress to
X and hold this politician accountable. If there is no well specified goal and
a deadline for it, then the process can take a long time to achieve the goal
(if achieve at all) and nobody is going to be responsible for that. </span></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 8pt; text-align: left;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">To put this in a
perspective, consider two examples. U.S. President Obama promised to pull out
American troops from Iraq (specific target) by 2014 (specific time frame) and
he got it done.<span style="mso-spacerun: yes;"> </span>In a less positive
example, he promised to close down the prison in Guantanamo Bay (specific
target) in a year since the start of his presidency (specific time frame). He
received a lot of criticism for not delivering on his promise. Had he not say
what he is going to do exactly and when, this would have never been an issue.
But he could not do such a thing in a country where politicians are
accountable. In any case, Obama’s promises were much more specific than
Poroshenko’s. </span></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 8pt; text-align: left;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;">Hopefully, the president
will have more frequent speeches filled with timelines and specifics. It will
help not only the public to get a sense of where the country is and where it is
going but also impose discipline on the government and make it deliver its
promises. Otherwise such exercises in communication with the public are likely
to reduce to empty slogans and propaganda. </span></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 8pt; text-align: left;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;"> </span></span></div>
<div style="text-align: left;">
</div>
</div>
</div>
<div class="blogger-post-footer">VoxUkraine RSS</div>VoxUkrainehttp://www.blogger.com/profile/04789272652945537005noreply@blogger.com0tag:blogger.com,1999:blog-6673614740187623740.post-15306702773477928082014-10-01T01:01:00.000+03:002014-10-01T04:27:21.214+03:00<div dir="ltr" style="text-align: left;" trbidi="on">
<h2 style="margin: 0in 0in 8pt; text-align: left;">
<span style="background: white; font-family: "Verdana","sans-serif"; mso-ansi-language: EN-US;"><span style="font-size: x-large;">Trust and prejudice</span></span></h2>
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="background: white; mso-ansi-language: EN-US;"><span style="font-family: inherit;">By </span><a href="http://www.kse.org.ua/en/about/KSE-team/faculty/?profileid=23"><span style="font-family: inherit;">Ilona Sologub</span></a><span style="font-family: inherit;"> (Kyiv School of Economics)</span></span></div>
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="background: white; mso-ansi-language: EN-US;"><span style="font-family: inherit;">One of the characters in a popular Soviet comedy (an
incarnation of a “genuine Soviet person”) said: “I think people should be
trusted only in extreme cases”. In this way the authors of the movie formulated
one of the main principles of the Soviet state, which controlled and repressed
its citizens instead of serving and protecting them. It seems that this view is
still popular among the Ukrainian power “elite” which views “ordinary” people
as their enemies rather than alliances – and therefore does not trust the
society and is afraid of it. Under such conditions, it is hard to expect that
people will trust the government. In the current situation, lack of mutual
trust among the citizens and the government is especially dangerous since internal
confrontation multiplies external shocks. At the same time, economic research
shows that the level of trust in the society positively impacts economic prosperity.
A few straightforward changes in the government policy could help to rebuild
the trust.</span></span><a name='more'></a><br /></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="background: white; mso-ansi-language: EN-US;"></span><br />
<div>
</div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: inherit;">A
bit of history</span></b></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="font-family: inherit;">In many aspects, the Russian empire (in its various
reincarnations), of which Ukraine has long been a colony, is an antipode of the
Western civilization. Thus, it imposes supremacy of the state over an
individual (people should be tightly controlled by government while the
government is not accountable to people), practices presumption of guiltiness, believes
that each game is zero-sum and values loyalty much more than professionalism.</span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="font-family: inherit;">During the Soviet time, these features of the Russian
empire were disproportionately developed. Since Communists (the Bolshevik
party) overtook the power through an armed coup in 1917, they had always been
afraid that their illegitimate government would be overthrown by people, and
therefore tried to retain the power through lie and terror. Thus, in USSR millions
of people were killed or imprisoned, and tens of millions were paranoically looking
either for “imperialistic spies and enemies” or for KGB agents even among their
closest friends and relatives. This situation resulted in a steep decline in
both horizontal and vertical trust.</span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="font-family: inherit;">In a nutshell, the criminals that ruled the USSR tried
to replace the “old-fashioned” moral principles with their own imperative
“don’t trust, don’t be afraid, don’t ask”. Unfortunately, they had largely
succeeded. However, while optimal for criminal environment where no one knows
whether he will live until tomorrow, this principle is unsuitable for building
of long-term social relations, such as a state. So there is no wonder that the
Soviet Union collapsed.</span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt; tab-stops: 331.5pt; text-align: justify;">
<span style="font-family: inherit;">After its
collapse, one of the major challenges for post-Soviet people was learning to
trust each other again. In Ukraine, popular movements of 1989-1991, 2002-2004
and 2013-2014 have had a very favourable impact on horizontal trust (between
the people). However, vertical trust remains a problem. </span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt; tab-stops: 331.5pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: inherit;">Problem description</span></b></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt; tab-stops: 331.5pt; text-align: justify;">
<span style="font-family: inherit;">Figure 1
below shows that while the level of trust to peer citizens has considerably
increased during the last ten years, trust to government institutions remains
far below. There is no data for 2014 yet but we suppose that there should be a further
rise of the horizontal trust and at best a moderate increase in trust to the
President and the Cabinet of Ministers.</span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt; tab-stops: 331.5pt; text-align: justify;">
<span style="font-family: inherit;"><b style="mso-bidi-font-weight: normal;">Figure 1</b>.</span></div>
<span style="font-family: inherit;">
</span><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
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" style="margin-left: auto; margin-right: auto;" v:shapes="Picture_x0020_1" width="640" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><div align="left">
<span style="line-height: 107%; mso-ansi-language: EN-US;"><span style="font-family: inherit;">Source: Data from the Institute of Sociology “Social monitoring” survey. Balance of trust is measured as the difference between share of people who chose “fully trust” plus “mostly trust” and “fully don’t trust” plus “mostly don’t trust” answers to the question “How much do you trust [certain social group or institution]?”</span></span></div>
</td></tr>
</tbody></table>
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US; mso-no-proof: yes;"><span style="font-family: inherit;"></span></span><br /></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="font-family: inherit;">Currently, we can distinguish two main problems with
trust in Ukraine:</span></div>
<span style="font-family: inherit;">
</span><br />
<ol style="direction: ltr; list-style-type: decimal;">
<li style="color: black; font-style: normal; font-weight: normal;"><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l0 level1 lfo4; tab-stops: 331.5pt; text-align: justify;">
<span style="font-family: inherit;">Lack of
trust <b style="mso-bidi-font-weight: normal;">within</b> <b style="mso-bidi-font-weight: normal;">the</b> <b style="mso-bidi-font-weight: normal;">government</b>. This is
felt at all levels. Consider, for example, the need to get a Prime-minister
approval for appointment of deputy ministers. Or the impossibility to hire a
secondary school teacher without the consent of a local Ministry of Education
office. The message that these procedures provide equally for a minister and for
a school principal is “you are not trusted”. Naturally, this leads to
irresponsibility and lack of initiative on the side of officials, and
considerably slows down the decision-making process. Moreover, top officials
get overloaded with current issues and do not have time to develop a strategic
view on a problem.</span></div>
</li>
<li style="color: black; font-style: normal; font-weight: normal;"><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 8pt; margin-top: 0in; mso-list: l0 level1 lfo4; tab-stops: 331.5pt; text-align: justify;">
<span style="font-family: inherit;">Lack of <b style="mso-bidi-font-weight: normal;">government trust to people</b>. It seems
that officials still view themselves as a superior class, and the society as
their antagonist rather than their ally, at the same time fearing of another
Maidan. While Ukrainian people proved that they are citizens, the government still
treats them as electorate, making unfeasible promises, concealing or distorting
important information. </span></div>
</li>
</ol>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="font-family: inherit;">These two problems prevent people’s trust to
government from rising, and may indeed lead to social unrest. </span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: inherit;">Policy
suggestions</span></b></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="font-family: inherit;">Possible solutions to these problems are simple and
straightforward:</span></div>
<span style="font-family: inherit;">
</span><br />
<ol style="direction: ltr; list-style-type: decimal;">
<li style="color: black; font-style: normal; font-weight: normal;"><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l1 level1 lfo3; text-align: justify;">
<span style="font-family: inherit;"><b style="mso-bidi-font-weight: normal;">Maximal
transparency</b>. Ideally, all the government bodies should publish
the projects of their decisions and provide as much information about their
work as possible. If some information is sensitive and cannot be revealed, this
should be explicitly indicated. Instead of saying “trust us, we know what we
are doing”, the officials should explain the logic behind their steps, so that
there was no need for people to speculate about the underlying reasons for
government decisions.</span></div>
</li>
<li style="color: black; font-style: normal; font-weight: normal;"><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l1 level1 lfo3; text-align: justify;">
<span style="font-family: inherit;"><b style="mso-bidi-font-weight: normal;">The truth
only</b>. In today’s interconnected world, a lie is unraveled within hours, if
not minutes, and each peace of lie issued by an official or an institution
further undermines the trust of people to government. </span></div>
</li>
<li style="color: black; font-style: normal; font-weight: normal;"><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l1 level1 lfo3; text-align: justify;">
<span style="font-family: inherit;"><b style="mso-bidi-font-weight: normal;">Merit-based
hiring practices</b>. Hire people who care about their reputation and let them
assume responsibility for the quality of their work rather than controlling
their every step. Let the minister hire his deputy ministers. Let a school
principal hire teachers. However, promptly say good-bye to people who turned
out to be unprofessional or untrustworthy. Here, a natural question arises –
how to control the quality of work of officials? Perhaps, the best way is
letting consumers of their services evaluate it. For example, teachers and
school principals could be evaluated by students and parents. The work of a
minister can be evaluated by producers and consumers in a certain industry.<span style="mso-spacerun: yes;"> </span>Surely, this requires high transparency of
the government work mentioned above.</span></div>
</li>
<li style="color: black; font-style: normal; font-weight: normal;"><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 8pt; margin-top: 0in; mso-list: l1 level1 lfo3; text-align: justify;">
<span style="font-family: inherit;"><b style="mso-bidi-font-weight: normal;">Feedback
acceptance</b>. Maidan is the extreme measure for the society to get
the message across to the government, when other feedback mechanisms are not
working. So, the risk of popular unrest is lowered by establishing of these
feedback mechanisms. These can be public discussions of drafts of government
decisions, regular communication with representatives of business, trade
unions, NGOs and other stakeholders. And of course, fair elections. </span></div>
</li>
</ol>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="font-family: inherit;">I think, the majority of people understand the dangers
of a third Maidan and don’t want it to happen. There is not much fun in
freezing in the streets instead of working either. However, the aim of the
first and second Maidans was the state governed by law rather than thugs. If we
see that the old system is restored, we’ll simply have no other choice.</span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="font-family: inherit;">The last part of the article is a brief overview of
economic research related to trust, so if you are short of time you can skip
it. It shows that higher level of trust within a country leads to greater
prosperity.</span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: inherit;">Evidence
from economic research: trust is positively correlated with well-being</span></b></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="font-family: inherit;">Although hard to measure, trust is a very important
asset in an economy. As Kenneth Arrow (1972) formulated, "It can be plausibly argued that much of the
economic backwardness in the world can be explained by the lack of mutual
confidence."</span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="font-family: inherit;">Therefore, trust has received
considerable attention of economists (e.g. an overview of <span lang="RU"><a href="http://econ.sciences-po.fr/sites/default/files/file/yann%20algan/HB_FinalVersion_ya3.pdf"><span lang="EN-US" style="color: #0070c0; mso-ansi-language: EN-US; mso-bidi-font-family: Garamond; text-decoration: none; text-underline: none;">Algan
and Cahuc (2013)</span></a></span>, <span lang="RU"><a href="http://epub.ub.uni-muenchen.de/1388/1/20070613_LMU_Disskussionsbeitraege_Trust.pdf"><span lang="EN-US" style="color: #0070c0; mso-ansi-language: EN-US; mso-bidi-font-family: Garamond; text-decoration: none; text-underline: none;">Ebert
(2007)</span></a></span> or <span lang="RU"><a href="http://www.ifn.se/Wfiles/wp/wp715.pdf"><span lang="EN-US" style="color: #0070c0; mso-ansi-language: EN-US; mso-bidi-font-family: Garamond; text-decoration: none; text-underline: none;">Jordahl
(2007)</span></a></span>). On the country level,
trust is measured with surveys, as answers to questions like “do you think that
the majority of people can be trusted or that you need to be very careful?” On
the individual level, trust is measured both with surveys and in laboratory
experiments.</span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="font-family: inherit;">The main findings of economic
studies related to trust can be summarized as follows:</span></div>
<span style="font-family: inherit;">
</span><br />
<ol style="direction: ltr; list-style-type: decimal;">
<li style="color: black; font-style: normal; font-weight: normal;"><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l2 level1 lfo1;">
<span style="font-family: inherit;">On the individual level, trust [to other people] is
positively correlated with education and income and negatively – with recent
traumatic experience;</span></div>
</li>
<li style="color: black; font-style: normal; font-weight: normal;"><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l2 level1 lfo1;">
<span style="font-family: inherit;">On the country level, trust is significantly
influenced by geographical and historical factors;</span></div>
</li>
<li style="color: black; font-style: normal; font-weight: normal;"><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l2 level1 lfo1;">
<span style="font-family: inherit;">On the country level, trust is positively correlated
with:</span></div>
</li>
</ol>
<span style="font-family: inherit;">
</span><br />
<ul style="text-align: left;"><ul>
<li><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l3 level1 lfo2; text-align: left;">
<span style="font-family: inherit;">Income (GDP) per capita and economic growth (Figure 2, upper part);</span></div>
</li>
<li><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l3 level1 lfo2; text-align: left;">
<span style="font-family: inherit;">Social equality (Figure 2, lower part);</span></div>
</li>
<li><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l3 level1 lfo2; text-align: left;">
<span style="font-family: inherit;">Total factor productivity, R&D and innovation levels;</span></div>
</li>
<li><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l3 level1 lfo2; text-align: left;">
<span style="font-family: inherit;">Financial markets development;</span></div>
</li>
<li><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0in; mso-list: l3 level1 lfo2; text-align: left;">
<span style="font-family: inherit;">Degree of firm decentralization and cooperation between workers and management;</span></div>
</li>
<li><div style="color: black; font-style: normal; font-weight: normal; margin-bottom: 8pt; margin-top: 0in; mso-list: l3 level1 lfo2; text-align: left;">
<span style="font-family: inherit;">Quality of legal system.</span></div>
</li>
</ul>
</ul>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: inherit;">Figure 2.
Correlation of trust with per capita GDP and income inequality.</span></b></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt;">
<span style="mso-ansi-language: EN-US; mso-no-proof: yes;"><span style="font-family: inherit;"><img border="0" height="415" 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" 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" style="margin-left: auto; margin-right: auto;" v:shapes="Picture_x0020_3" width="640" /></td></tr>
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<span style="line-height: 107%; mso-ansi-language: EN-US;"><strong>Source of data</strong></span><span style="line-height: 107%; mso-ansi-language: EN-US;">: Trust data is derived from the World Values survey 2010-2014 wave. The survey contains the question: “Generally speaking, would you say that most people can be trusted or that you need to be very careful in dealing with people?” with two possible answers: “Most people can be trusted” and “Need to be very careful”. The level of trust in a country is proxied by the percentage of people who chose the first answer. GDP per capita (2009-2013 average) and GINI coefficient are derived from the Worldbank data. </span></div>
</td></tr>
</tbody></table>
<div style="margin: 0in 0in 8pt;">
<span style="mso-ansi-language: EN-US; mso-no-proof: yes;"><span style="font-family: inherit;"></span></span><br /></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt;">
<span style="font-family: inherit;"><span style="line-height: 107%; mso-ansi-language: EN-US;"></span></span><br />
<div>
</div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="font-family: inherit;">Of course, correlation does not imply causality and,
most probably, the impact is mutual. However, taking into account the
endogeneity issue, quite a few studies have found that trust positively impacts
growth and employment (e.g. <span lang="RU"><a href="http://www.feem.it/userfiles/attach/Publication/NDL2007/NDL2007-073.pdf"><span lang="EN-US" style="color: #0070c0; mso-ansi-language: EN-US; text-decoration: none; text-underline: none;">Dincer&Uslaner, 2007</span></a></span>). However, <span lang="RU"><a href="http://www.uv.es/inteco/jornadas/jornadas9/palomino.pdf"><span lang="EN-US" style="color: #0070c0; mso-ansi-language: EN-US; text-decoration: none; text-underline: none;">other authors</span></a></span> note that
very poor countries can fall into the “low-trust trap”, and in those countries
higher levels of social trust do not lead to higher economic growth. Results of
another study (<span lang="RU"><a href="https://dipot.ulb.ac.be/dspace/bitstream/2013/61225/1/wp10042.pdf"><span lang="EN-US" style="color: #0070c0; mso-ansi-language: EN-US; text-decoration: none; text-underline: none;">Bjonskov&Meon, 2010</span></a></span>) suggest
why. The authors find that trust enhances TFP and TFP growth <b style="mso-bidi-font-weight: normal;">through property rights enforcement</b> (i.e.
a judicial system).</span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="font-family: inherit;">Other literature also stresses the importance of
institutions for enhancement of trust<span style="mso-spacerun: yes;">
</span>(e.g. <span lang="RU"><a href="http://research.economics.unsw.edu.au/RePEc/papers/2012-09.pdf"><span lang="EN-US" style="color: #0070c0; mso-ansi-language: EN-US; text-decoration: none; text-underline: none;">Bidner&Jackson, 2012</span></a></span>).<span style="mso-spacerun: yes;"> </span>So, the causality runs the following way:</span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="mso-ansi-language: EN-US; mso-no-proof: yes;"><span style="font-family: inherit;"><img border="0" height="51" src="data:image/png;base64,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" v:shapes="Picture_x0020_4" width="640" /></span></span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt; text-align: justify;">
<span style="font-family: inherit;"> </span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt; tab-stops: 331.5pt; text-align: justify;">
<span style="font-family: inherit;">This
evidence again supports the argument that a properly functioning judicial
system is an absolutely necessary precondition for the success of economic
reforms.</span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 8pt;">
<span style="mso-ansi-language: EN-US;"><span style="font-family: inherit;"> </span></span></div>
</div>
</div>
</div>
<div class="blogger-post-footer">VoxUkraine RSS</div>VoxUkrainehttp://www.blogger.com/profile/04789272652945537005noreply@blogger.com0tag:blogger.com,1999:blog-6673614740187623740.post-32355415418909703282014-09-29T01:18:00.000+03:002014-09-29T01:24:39.997+03:00<div dir="ltr" style="text-align: left;" trbidi="on">
<strong></strong><br />
<h2 style="text-align: left;">
<span style="font-size: x-large;">Imploding DNR/LNR: Is it good for Ukraine?</span></h2>
<strong></strong><br />
<div>
<strong>By the Editorial Board of VoxUkraine</strong></div>
<div>
</div>
<span style="font-family: inherit;">The intensity of the fighting in the East of Ukraine has subsided and the separatists are trying to establish parallel institutions in the territories under their control. The rebels intend to print their local currency, collect taxes, manage educational and healthcare institutions, nationalize or re-privatize enterprises, etc. </span><br />
<ol>
<li><span style="font-family: inherit;">Will the rebels succeed in building their own institutions and can these institutions become better than those of Ukraine? </span></li>
<li><span style="font-family: inherit;">Is it in the interest of Ukraine to support or undermine such institution building in the occupied Donbas?</span></li>
</ol>
<div>
<a name='more'></a> </div>
<span style="font-family: inherit;">VoxUkraine believes that</span><br />
<ol style="text-align: left;">
<li><span style="font-family: inherit;">The separatists are unlikely to succeed in building quality institutions because they lack mechanisms to credibly commit not to abuse these institutions. For example, if the separatists print their own currency, they will likely generate hyperinflation. Furthermore, historical experience shows that exporting institutions from Russia (e.g., ensuring that local currency is ruble) has only limited effectiveness. </span></li>
<li><span style="font-family: inherit;">It could be tempting for the people of Ukraine to "<em>teach a lesson</em>" to the Donbas by promoting economic collapse and chaos there. Somewhat surprisingly, this could require a counterintuitive strategy of <em>encouraging</em> the separatists to create their own institutions. If the separatists take responsibility for establishing economic policy, enforcing law, and providing public goods, they are likely to fail. If they fail, their support among the local population will plummet. Furthermore, this policy might induce infighting among the separatist groups for the control of these institutions and hence create incentives for the separatists to be more independent from Russia. </span></li>
<li><span style="font-family: inherit;">There are limits to how tough such a lesson can be. First, if the Donbas becomes an even bigger mess, there will be negative effects on the territories controlled by the Ukrainian government (refugees, kidnappings, crime, etc.). Second, a tough lesson can reduce support for pro-Ukrainian forces. After all, Russia’s “love by force” approach with respect to Ukraine is a dramatic failure. Third, the people in the occupied Donbas are Ukrainian citizens and the Ukrainian government must protect its citizens. </span></li>
<li><span style="font-family: inherit;">The separatists may partially import institutions from Russia (e.g., ensuring that local currency is ruble). They will hardly succeed in making the region prosperous, unless Russia takes full responsibility for the territory and invests huge amounts in it, which is highly unlikely for reasons we specify below. In any case, if the separatists achieve better institutions than those of Ukraine, it will be a dramatic defeat for Ukraine in the informational war between Russia and Ukraine. Therefore, it is of paramount importance that Ukraine engages in serious institutional reforms in the regions, especially in the East of Ukraine, with the focus on combating corruption, cleaning up police and judicial institutions, and macroeconomic stabilization. </span></li>
</ol>
<div>
<span style="font-family: inherit;">Let us elaborate on these points. The LNR/DNR will not be able to bring prosperity to the people of the Donbas on their own. Here is why. </span></div>
<div>
<div>
</div>
</div>
<span style="font-family: inherit;"><strong>Russia’s support.</strong> Russia does not have resources to prop up this large, densely populated region—it’s far larger than anything Russia tried to control in the past: Transdnistria, South Ossetia, Abkhazia, and even Crimea. Russia’s economy is not in its best shape, and Western sanctions coupled with the need to support Crimea are an additional burden. </span><br />
<div>
</div>
<span style="font-family: inherit;"><strong>Private investment.</strong> A territory without rule of law and with poor to non-existent property rights is deeply unattractive for private investment. </span><br />
<div>
<strong> </strong></div>
<span style="font-family: inherit;"><strong>Internal sources of support.</strong> The LNR/DNR will have to find resources internally, but the local economy is in ruins: extensive shelling destroyed the infrastructure, production linkages are in shambles, export is limited because DNR/LNR do not have access to ports and, more importantly, the international community does not recognize these governments. Even in the best of times, the Donbas received generous subsidies (mainly for mining coal) from the central government, and now that source of funds is gone. There is no data for occupied territory, but according to <a href="http://economics.lb.ua/finances/2014/05/12/266151_dohodi_donetskoy_luganskoy_oblastey.html">Ukraine’s authorities</a> Donetsk and Luhansk regions were only 40% and 44% self-sufficient in budget revenues in 2013. In short, the LNR/DNR government is going to see an overwhelming fiscal deficit with no prospect of closing the gap. Nationalization and/or re-privatization will kill what is left of economy. Raising tax rates or introducing new taxes is not going to help because the tax base is small and can shift into shadow. Borrowing from “abroad” is impossible. Cutting spending will annihilate whatever little is left of popular support. The only available tool is to print money. And this is exactly what the LNR/DNR government plans to do. On September 20, 2014, the LNR/DNR government <a href="http://joinfo.ua/politic/1007702_Novorossiya-vvela-valyutu-Donbasse.html">announced </a>its intentions to introduce its own currency. </span><br />
<div>
</div>
<span style="font-family: inherit;"><strong>Separatist’s own currency: a weapon of self-destruction.</strong> This sign of “sovereignty” perhaps sounds attractive to the rebels but, in effect, this is a weapon of mass self-destruction. Fiat money is as good as the people’s trust in it, and even the most ardent supporters of the new regime in the Donbas should have zero trust in this currency for many reasons. </span><br />
<div>
</div>
<ul style="text-align: left;">
<li><span style="font-family: inherit;"><strong>Expectations.</strong> Ukraine lived through a debilitating hyperinflation in the early nineties and even now, after years of relatively stable national currency, inflation fears are so strong that the public examines decisions of Ukraine’s central bank under the microscope to see if there is any sign of an inflationary move. Hence, this new currency will be met with a great deal of suspicion. </span></li>
<li><span style="font-family: inherit;"><strong>Lack of competence.</strong> The level of competence in the LNR/DNR government is low. Anybody with human capital tries to flee the area and, by now, there is hardly anyone in the Donbas who has a clue about finance and central banking. In its short history, the “peoples’ republics” already had an actor who used to impersonate Santa Claus for a “Governor” (Gubarev), a journalist for a “Prime Minister” (Borodai), and a Ponzi scheme operator for “Speaker of the Parliament” (Pushilin).We can only imagine who will be tapped for a Central Banker job. </span></li>
<li><span style="font-family: inherit;"><strong>Lack of fiscal base.</strong> The LNR/DNR government has no fiscal revenue to pay for its spending. If Kyiv sticks to its promise that Ukrainian money will flow only to those regions where Ukrainian flag will fly (a tough but a clearly correct decision), the only way the “peoples’ republics” will have to pay for it is to use printing press. The macroeconomic theory is clear about what’s going to happen: the LNR/DNR government can get some revenue from printing money only when it prints money at an increasing rate. That is, the LNR/DNR government has to print more money than economic agents expect it to print but these expectations rise every time the government prints more than agents expect. It’s a hyperinflation spiral! This is precisely why the Central Bank of Transdnistria ran inflation of over <a href="http://www.cbpmr.net/resource/ipc1995_1999.pdf">40,000%</a> in 1995, while the Central Bank of Moldova ran only <a href="http://research.stlouisfed.org/fred2/graph/?g=KV7">30%</a> inflation rate. The residents on the LNR/DNR can try to switch to other currencies but they may be required to do transactions in the “local” currency, which could be a final straw that breaks the local economy. </span></li>
</ul>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img 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" 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<tr><td class="tr-caption" style="text-align: center;">Popandopulo: Take it, take it. I'll print more.</td></tr>
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<span style="font-family: inherit;">Donbas “self-governance” steered by separatists is destined for an economic disaster. If the current trends continue and neither Kyiv nor Moscow provide massive funds, people living in the LNR/DNR should prepare for painful poverty. The rest of Ukraine is going to see tough time too, but life outside the Donbas will be much, much better than life in the Donbas. This visible and tangible difference in the quality of life will undermine the authority of and support for “appointed” or “elected” separatists. This will work slowly but surely. Indeed, the collapse of communism in Europe was precipitated by an astonishing difference in the standard of living between “decaying” capitalism and “prosperous” communist/socialism. The LNR/DNR can build a “Berlin wall” to prevent its residents from fleeing, but this will be a first signal that the LNR/DNR’s days are counted. </span></div>
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<span style="font-family: inherit;">At the same time, while the contrast between the occupied Donbas and the rest of Ukraine is increasingly sharp, the looming economic disaster in the territories controlled by the separatists does not guarantee that this land is going to fly the Ukrainian flag soon. The experience of Transdnistria and other frozen conflicts in the former USSR suggests that an economic collapse in these regions can reinforce the political status quo and generate negative externalities for adjacent regions. For example, moderate and/or pro-Ukrainian population in the occupied Donbas can leave the region and only hard-core pro-separatists will stay thus giving “popular” support to the separatists. Similar to Chechnya in the 1990s, the Donbas is moving to smuggling, kidnapping and the like as the main lines of business which can be sustained only at the expense of the rest of Ukraine. </span><br />
<span style="font-family: inherit;"><br /></span><br />
<span style="font-family: inherit;">In summary, the view that allowing the separatists to rule will implode the local economy and hence bring back the Donbas is only half-true. In all likelihood, the separatists will run the Donbas economy aground but it does not mean the Donbas will be integrated back into Ukraine soon. To avoid the worst-case scenarios, Ukraine should continue to play an important role in the internal life of the occupied Donbas. It should support pro-Ukrainian forces, provide humanitarian aid and other resources, and perhaps even help more moderate separatists to overcome more extreme separatists to prevent the occupied Donbas from sliding into an economic abyss and political radicalization. </span><br />
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<span style="font-family: inherit;">However, if the separatists with the help of Russia achieve better institutions than those of Ukraine, it will be a dramatic defeat for Ukraine in the informational war with Russia and will cut chances of regaining control over the region virtually to zero. It is in the utmost importance for Kyiv administration to make the country prosperous and increase quality of life of its people. This is the best way to strengthen the integrity of the country and increase chances of Donbass going back under Ukraine’s control in the foreseeable future.</span><br />
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<div class="blogger-post-footer">VoxUkraine RSS</div>VoxUkrainehttp://www.blogger.com/profile/04789272652945537005noreply@blogger.com2tag:blogger.com,1999:blog-6673614740187623740.post-60408124358513093512014-09-26T04:09:00.000+03:002014-09-26T04:11:31.252+03:00<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: x-large;">How to fight corruption: Time for qui tam laws?</span></h2>
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<span style="font-family: inherit;">By </span><a href="http://www.american.edu/sis/faculty/ktdarden.cfm"><span style="color: blue; font-family: inherit;">Keith
Darden</span></a><span style="font-family: inherit;"> (American University, USA)</span></div>
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<span style="font-family: inherit;">Corruption is the main impediment to Ukraine’s prosperity and
long-term security.<span style="mso-spacerun: yes;"> </span>If Ukraine had an
effective, efficient and less corrupt state, it would enjoy legitimacy,
investment, and, as a country of 46 million people, would face few
threats—either foreign or domestic—to its sovereignty and territorial
integrity. <span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-family: inherit;">How can Ukraine become less corrupt?<span style="mso-spacerun: yes;"> </span>One solution is lustration, or a purge of
corrupt officials through massive anti-corruption campaigns.<span style="mso-spacerun: yes;"> </span>To the extent that corruption is caused by
the personal characteristics of officials, then firing or prosecuting corrupt
officials and replacing them with people of integrity and ability is part of
the solution.<span style="mso-spacerun: yes;"> </span>But what if the problem is
not simply bad people, but bad incentives and institutions?<span style="mso-spacerun: yes;"> </span>Or if it is not so easy to select “good”
honest and capable people to staff the bureaucracy?<span style="mso-spacerun: yes;"> </span>If this is the case, then lustration will not
solve the problem.<span style="mso-spacerun: yes;"> </span>And the history of massive
anti-corruption campaigns and lustration efforts is not terribly promising as a
means to root out corruption.<span style="mso-spacerun: yes;">
</span>Prosecution is often selective—targeting one’s political enemies rather
than treating all potential cases equally—and such campaigns often devolve
quickly into politically motivated efforts to redistribute the spoils of the
state.<span style="mso-spacerun: yes;"> </span>Purges of this kind may result in
a turnover in personnel as the loyal members of one political faction are
replaced with those of another, but not a change in the corrupt nature of the
system.<span style="mso-spacerun: yes;"> </span>Corruption remains.</span><a name='more'></a><br /></div>
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<span style="font-family: inherit;">A key problem with anti-corruption or lustration campaigns
is that they empower state-appointed prosecutors—and prosecutors have their own
political incentives. Prosecutors have an obvious disincentive against
prosecuting those who appointed them or who work within their ranks, and an
obvious incentive to target political rivals for investigation and
prosecution.<span style="mso-spacerun: yes;"> </span>Such campaigns are rarely
seen in democratic societies, but are a staple feature of Communist and
post-Communist states.<span style="mso-spacerun: yes;"> </span>They have
historically been used to remove political rivals when a new faction rises to
power.<span style="mso-spacerun: yes;"> </span>More generally, if the state
bureaucracy itself is the problem, empowering bureaucrats seems destined to
fail as a solution.<span style="mso-spacerun: yes;"> </span></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span style="font-family: inherit;"> </span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span style="font-family: inherit;">An alternative approach is to empower citizens—rather than
politically appointed prosecutors—to root out corruption.<span style="mso-spacerun: yes;"> </span>One way that this has been done in democratic
societies is by allowing private citizens to prosecute corruption cases
themselves, using <i style="mso-bidi-font-style: normal;">qui tam</i> writs for
certain types of crimes.<span style="mso-spacerun: yes;"> </span>The <i style="mso-bidi-font-style: normal;">qui tam</i>, which is short for <b><i><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">qui
tam pro domino rege quam pro se ipso in hac parte sequitur</span></i></b><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">,
Latin for "[he] who sues in this matter for the king as well as for
himself," allows citizens to file lawsuits on behalf of the state.<span style="mso-spacerun: yes;"> </span><i style="mso-bidi-font-style: normal;">Qui tam
</i>writs are particularly useful in cases where the state itself is the
problem, and in the U.S. they are applied to cases of Federal Government
corruption through the False Claims Act.<span style="mso-spacerun: yes;">
</span>W</span>hen money is being stolen from the state, often with the
collusion of state officials, the <i style="mso-bidi-font-style: normal;">qui tam</i>
provides a way for individual citizens or citizen organizations to file
lawsuits on behalf of the state to prosecute the guilty parties and retrieve
the stolen money.<span style="mso-spacerun: yes;"> </span></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span style="font-family: inherit;"> </span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span style="font-family: inherit;"><i style="mso-bidi-font-style: normal;">Qui tam</i> provisions
reduce the incentives of officials to risk corrupt practices and shift the
balance of power in favor of the public interest in two important ways.</span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span style="font-family: inherit;"> </span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span style="font-family: inherit;">First they empower <i style="mso-bidi-font-style: normal;">any</i>
private citizen to act as a prosecutor in cases of corruption.<span style="mso-spacerun: yes;"> </span>Because any citizen can file the suit, there
is no way for the corrupt official to curry favor with the potential
prosecutor—there are simply too many.<span style="mso-spacerun: yes;">
</span>And since prosecution does not rely on the state prosecutor, the
political affiliation or personal integrity of the prosecutor ceases to matter.
Indeed, in principle, citizens could even target a corrupt prosecutor.</span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span style="font-family: inherit;"> </span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span style="font-family: inherit;">Second, the <i style="mso-bidi-font-style: normal;">qui tam</i>
laws typically provide citizens with a financial reward for doing this
dangerous and time-consuming work.<span style="mso-spacerun: yes;"> </span>Most
laws with a <i style="mso-bidi-font-style: normal;">qui tam</i> provision allow
citizens who file the writ to receive some percentage of the financial penalty
paid by the law-breaker or to be rewarded with a significant percentage of the
moneys that their efforts have recovered for the state.<span style="mso-spacerun: yes;"> </span>They act a bit like the reward bounties
provided to citizens who assist in apprehending criminal suspects, but instead
citizens are rewarded for identifying and successfully prosecuting certain
criminal acts, not simply apprehending criminals identified by the state.</span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span style="font-family: inherit;"> </span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span style="font-family: inherit;">These sums can be quite large—enough to finance continuously-operating
civic anti-corruption groups.<span style="mso-spacerun: yes;"> </span>But most
important, <i style="mso-bidi-font-style: normal;">the incentive to expose and
prosecute the corruption increases proportionately with the scale of the
corruption</i>.<span style="mso-spacerun: yes;"> </span>The more you steal, the
more incentive citizens have to catch you, and the more likely you will be
caught and prosecuted.<span style="mso-spacerun: yes;"> </span>For example, let
us say that a ministry of defense official pays a contractor (who is perhaps an
old friend) ten million dollars to provide combat rations and the rations
delivered are below the quality or quantity stipulated in the contract.<span style="mso-spacerun: yes;"> </span>A citizen learns of this and files a qui tam
writ.<span style="mso-spacerun: yes;"> </span>If a judge decides that the
contractor (and perhaps the defense official) have defrauded the government,
the contractor would be forced to pay back the 10 million dollars, plus
penalties, face possible imprisonment, and the citizen’s organization that
filed the qui tam writ would get 10% of the 10 million, or one million dollars.<span style="mso-spacerun: yes;"> </span><br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span style="font-family: inherit;">Can a law like this be applied in Ukraine, a country facing
an economic crisis, secession and war?<span style="mso-spacerun: yes;">
</span>Yes.<span style="mso-spacerun: yes;"> </span>It is worth recalling that the
US False Claims Act was enacted by President Abraham Lincoln at the height of
the US Civil War in conditions not unlike contemporary Ukraine.<span style="mso-spacerun: yes;"> </span>Lincoln faced a deeply corrupt US
bureaucracy, a Justice Department (Prosecutor) that he could not trust, challenges
to his authority within the corrupt ranks of his own “supporters”, and secession
and civil war from the southern states of the Confederacy.<span style="mso-spacerun: yes;"> </span>The effectiveness of the war effort was
significantly hampered by problems with supply:<span style="mso-spacerun: yes;">
</span>Contractors, in collusion with corrupt officials, were pocketing
government money and supplying inferior (cheaper) rations, transport equipment
(mules) and old and shoddy ammunition to the Union army.<span style="mso-spacerun: yes;"> </span>Because he could not rely on officials in his
state to police themselves, he empowered his citizens to root out corruption
through the False Claims Act, and rewarded them for their service. <span style="mso-spacerun: yes;"> </span>As a result, he not only won the war.<span style="mso-spacerun: yes;"> </span>He created the foundations of a robust, more
efficient, and less corrupt state and an empowered citizenry to watch over it
and keep it honest.<span style="mso-spacerun: yes;"> </span>There is no reason
that Ukraine cannot do the same.</span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span style="font-family: inherit;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
</div>
<div class="blogger-post-footer">VoxUkraine RSS</div>VoxUkrainehttp://www.blogger.com/profile/04789272652945537005noreply@blogger.com0tag:blogger.com,1999:blog-6673614740187623740.post-80566110877175552222014-09-24T05:07:00.000+03:002014-09-24T05:07:52.912+03:00<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: left;">
<strong>
</strong></div>
<h2 style="margin: 0in 0in 0pt; text-align: left;">
<span lang="EN"><span style="font-size: x-large;">Summary of the Ukrainian struggle for
lustration</span></span></h2>
<div style="text-align: left;">
<span style="color: black; font-family: inherit;"><strong>
</strong></span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span lang="EN"><span style="color: black; font-family: inherit;"><strong>By Agnieszka Piasecka (The Open Dialog
Foundation)</strong></span></span></div>
<div style="text-align: left;">
<span style="color: black; font-family: inherit;"><strong>
</strong></span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span lang="EN"><span style="color: black; font-family: inherit;"> </span></span></div>
<div style="text-align: left;">
<span style="color: black; font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span lang="EN"><span style="color: black; font-family: inherit;">The origin of term “lustration” comes from
Czech Republic that had implemented lustration in 1991, weeks after the last
Soviet troops left the country. It is often understood as vetting but there is
a difference. Vetting – screening – can (and should be) be used in every state
for verification of candidates for public service. Lustration is also a form of
vetting, but its main purpose is to block those whose influence may be
dangerous for the newly emerging democracy. </span></span><a name='more'></a><br />
<div style="text-align: left;">
<span style="color: black; font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span lang="EN"><span style="color: black; font-family: inherit;"> </span></span></div>
<div style="text-align: left;">
<span style="color: black; font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span lang="EN"><span style="color: black; font-family: inherit;">Lustration is a tool often used to introduce
some form of transitional justice. There is a lot variation in how it can be implemented.
In some case, people affiliated with previous regimes were simply prohibited to
hold a public office. In other cases, it was a way to reach reconciliation via,
for example, social “truth and justice” commissions like the one established in
South Africa after the collapse of apartheid. Adopted solutions depend on how
aggressive the previous regime was and to what extent the society was angry. </span></span></div>
<div style="text-align: left;">
<span style="color: black; font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span lang="EN"><span style="color: black; font-family: inherit;"> </span></span></div>
<div style="text-align: left;">
<span style="color: black; font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span lang="EN"><span style="color: black; font-family: inherit;">To regulate lustration efforts, the Council of
Europe adopted Resolution 1096 (1996) that gives guidelines for dealing with
the past of post-communist regimes. Although it states that such solutions
should finish lustration within 10 years after the system transformation, by
juridical tradition these guidelines are still in use as the basis for European
Court of Human Rights jurisprudence and provide a “template” for nations that
go through systemic transformations now (for example, Libya and Tunisia). </span></span></div>
<div style="text-align: left;">
<span style="color: black; font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span lang="EN"><span style="color: black; font-family: inherit;"> </span></span></div>
<div style="text-align: left;">
<span style="color: black; font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span lang="EN"><span style="font-family: inherit;"><span style="color: black;">In Ukraine, lustration has been discussed since
the collapse of the Soviet Union, but there was never a window of opportunity
to actually implement it as there was never any systemic transformation. So, the
law passed on the 16<span style="font-size: small;"><sup>th</sup> of September is definitely a milestone for
Ukraine. But there are several “buts”. </span></span></span></span></div>
<div style="text-align: left;">
<span style="color: black; font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span lang="EN"><span style="color: black; font-family: inherit;"> </span></span></div>
<div style="text-align: left;">
<span style="color: black; font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span lang="EN"><span style="color: black; font-family: inherit;">I am familiar with all the draft laws proposed
to Verkhovna Rada since March 2014. Early on, there were as many as five
different ones proposed by Svoboda fraction, by Batkivshchyna and by several
different actors on the scene, which is described in more detail by </span><a href="http://voxukraine.blogspot.com/2014/04/lustration-in-ukraine-is-work-is-ever.html"><span style="mso-ansi-language: EN; mso-bidi-language: HI; mso-fareast-language: HI;"><span style="color: black; font-family: inherit;">Kateryna
Dronova</span></span></a><span style="font-family: inherit;"><span style="color: black;">. On the 9<span style="font-size: small;"><sup>th</sup> of April, it was decided that there were
too many draft laws on one topic and that the main task of the Civic Lustration
Committee should be to create a unified, coherent project. </span></span></span></span></div>
<div style="text-align: left;">
<span style="color: black; font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span lang="EN"><span style="color: black; font-family: inherit;"> </span></span></div>
<div style="text-align: left;">
<span style="color: black; font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span lang="EN"><span style="color: black; font-family: inherit;">As a project coordinator at an NGO supporting
reforms in Ukraine, I have asked international experts to provide their
suggestions regarding the projects that the Ukrainian Civic Lustration
Committee worked on. Despite numerous suggestions that the law should be
designed in a way that it does not contradict the guidelines of the Council of
Europe, these suggestions have not been incorporated which can undermine the
long-run success of lustration efforts. Although the Resolutions of the Council
of Europe are a “soft” law, these guidelines create a “threat” that a person
may turn to the European Court of Human Rights and its rulings then will be
according to these guidelines. Fortunately, persistent and active pressure that
the law should not break the Ukrainian constitution, should be transparent,
well written and coherent, designed well on the technical part seems to have
brought some positive results. </span></span></div>
<div style="text-align: left;">
<span style="color: black; font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span lang="EN"><span style="color: black; font-family: inherit;"> </span></span></div>
<div style="text-align: left;">
<span style="color: black; font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span lang="EN"><span style="font-family: inherit;"><span style="color: black;">These mixed achievements highlight a key
problem: there has been no coordination between working groups on projects of
reforms, no real negotiations and consultations between them, no consistency
check even with new laws such as the law “On restoration of trust to the
judges”. For example, a draft of the lustration law dated 24<span style="font-size: small;"><sup>th</sup> July,
which was voted by Verkhovna Rada in first hearing, identified the National
Agency for State Service as the government body responsible for lustration in
Ukraine. At the same time, the Reanimation Package of Reforms, a group of
activists working on the lustration legislation, was not aware of this draft. </span></span></span></span></div>
<div style="text-align: left;">
<span style="color: black; font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span lang="EN"><span style="color: black; font-family: inherit;"> </span></span></div>
<div style="text-align: left;">
<span style="color: black; font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span lang="EN"><span style="color: black; font-family: inherit;">In the process of deliberations, the law “On
Purification of Government”, another milestone in lustration efforts, has been
significantly improved. But in the final version, the Ministry of Justice is identified
as the government body responsible for controlling verification. This begs a
question of who is going to verify the Ministry of Justice. Obviously, a
solution to this key problem should have been precisely described in the law. </span></span></div>
<div style="text-align: left;">
<span style="color: black; font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span lang="EN"><span style="color: black; font-family: inherit;"> </span></span></div>
<div style="text-align: left;">
<span style="color: black; font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span lang="EN"><span style="color: black; font-family: inherit;">Clearly, no law is perfect and previous lustration
efforts had many loopholes and loose ends. For example, in the Polish case, the
legal definitions in the law were misleading and it allowed many subjects of
lustration to avoid negative verification. The verification of judges concerned
only the Supreme Court and other highest courts and it did not touch local and
county courts. On the other hand, Poland made efforts to have inter-departamental
and inter-ministerial consultations to ensure that laws create lasting
institutions. </span></span></div>
<div style="text-align: left;">
<span style="color: black; font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span lang="EN"><span style="color: black; font-family: inherit;"> </span></span></div>
<div style="text-align: left;">
<span style="color: black; font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span lang="EN"><span style="color: black; font-family: inherit;">In conclusion, lustration does not have to be a
witch-hunt. While there many ingredients necessary to write a good law, a first
step is to enhance communication and cooperation across groups drafting a law.
Otherwise, it is easy to create “legal monsters” and discredit the whole notion
of lustration. </span></span></div>
<div style="text-align: left;">
<span style="color: black; font-family: inherit;">
</span></div>
<div style="margin: 0in 0in 0pt; text-align: left;">
<span lang="EN"><span style="color: black; font-family: inherit;"> </span></span></div>
<div style="text-align: left;">
</div>
</div>
</div>
<div class="blogger-post-footer">VoxUkraine RSS</div>VoxUkrainehttp://www.blogger.com/profile/04789272652945537005noreply@blogger.com0tag:blogger.com,1999:blog-6673614740187623740.post-21923668934291578832014-09-22T00:01:00.000+03:002014-09-22T00:01:00.081+03:00<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<h2 style="margin: 0in 0in 10pt; text-align: left;">
<span style="font-size: x-large;">Can Ukraine play MAD with Russia?</span></h2>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 10pt;">
<span style="font-family: inherit;"><strong>By the Editorial Board of VoxUkraine</strong></span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 10pt;">
<span style="color: black; font-family: inherit;">The stand-off between Russia and the West is increasingly
reminiscent of Cold War times. Russia’s annexation of Crimea, giving weapons to
separatists in the East of Ukraine, shooting down MH17, and most recently the
direct invasion of Ukraine by Russian troops has made Russia an isolated,
pariah-like state. In all likelihood, this confrontation is likely to continue
for a while—at least until Mr. Putin steps down—so Ukraine should prepare for a
long period of tensions with Russia with a significant risk of escalation into
an open war. As military assistance from NATO will likely remain limited and
the West appears unwilling to inflict any meaningful economic damage on Russia
unless and until an EU/NATO country is attacked, Ukraine will have to
predominantly face this confrontation alone.</span></div>
<span style="color: black; font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 10pt;">
<span style="color: black; font-family: inherit;">Obviously, the prospect of an open Russo-Ukrainian war is
terrifying not only for Ukraine but also for Russia since the death toll is
going to be huge. Russia has every tool to stop escalation and normalize the
relationship between countries if it wishes to do so. Since Ukraine is a
“little brother” in this relationship, its ability to stop the “big brother”
from bullying is more limited. However, the experience of the Cold War teaches
us that there are a number of policies Ukraine could follow to make the
prospect of a war so costly for Russia that it will not invade Ukraine openly
and en masse.</span><a name='more'></a><span style="color: black; font-family: inherit;"> </span><br />
<span style="color: black; font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 10pt;">
<span style="color: black; font-family: inherit;">In a nutshell, the USSR and USA did not engage in an open
conflict because of the doctrine of mutually assured destruction (MAD), adopted
by both adversaries. Neither country dared to openly challenge the other one in
a combat because an attack with conventional weapons or nukes would lead to an
almost certain annihilation of the attacker. Even preventive strikes were so
risky that the military doctrines of both countries were framed as defensive
ones, that is, both the Soviet Union and the USA “promised” only to strike in
reciprocity. This MAD turned the conflict into a “cold” war instead of a “hot”
war. The Cold War was extremely costly but the cost of a hot war between these
superpowers would have been unimaginable. So in retrospect, the Cold War was a
lesser evil.</span></div>
<span style="color: black; font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 10pt;">
<span style="color: black; font-family: inherit;">If Ukraine had nuclear weapons, the current Russian aggression
and threats would almost certainly have never happened. But Ukraine gave up the
3<sup><span style="font-size: x-small;">rd</span></sup> largest arsenal of nukes in 1994 in exchange for assurances (the
Budapest memorandum) from the USA, the UK and Russia that these countries would
guarantee the sovereignty and territorial integrity of Ukraine. These
assurances proved to be of little value to Ukraine when Russia deeply
interfered into Ukraine’s internal affairs. Altogether, Russian action and
Western inaction have dealt an immense blow to the credibility of non-proliferation
treaties and military alliances, as the commitment to any assurances from
“guarantors” is now viewed at best as highly questionable.
</span></div>
<span style="color: black; font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 10pt;">
<span style="color: black; font-family: inherit;">So if a big, nuclear power can violate the sovereignty and
territorial integrity of small countries while the other big powers fail to
protect the small countries despite security guarantees, what steps can small
countries take to offset the numeric superiority of big countries? One option
is to pursue the development of nuclear weapons so that any quantitative
advantage in conventional weapons of big countries is irrelevant.<span style="mso-spacerun: yes;"> </span>This is, for example, why Israel presumably
has nukes. It is not beyond the realm of possibility that Ukraine could, in
response to a persistently hostile environment, choose to have nuclear weapons
as well. It certainly has the technological capacity to develop nuclear weapons
and the means to deliver them. It is doubtful that the nuclear club countries would
have much moral authority to stop Ukraine from acquiring these weapons, should
the country decide to do so, given their failure to live up to their own
security guarantees toward Ukraine. We can only hope that the world is not
going down this route, but Putin’s reckless policies may leave Ukraine little
other long-term option. </span></div>
<span style="color: black; font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 10pt;">
<span style="color: black; font-family: inherit;">But Ukraine does not have a nuclear “red button” to stop
Russian aggression now and will not for the foreseeable future. It is also
clear that, like any other normal country, Ukraine does not want to have
bloodshed. Are there other “red buttons” at Ukraine’s disposal that can make
the cost of invasion or military confrontation unbearable to Russia? We believe
there are several such “red buttons.”</span></div>
<span style="color: black; font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 10pt;">
<span style="color: black; font-family: inherit;">Despite Russia’s efforts to lessen its dependence on Ukraine
for the transit of natural gas, about half of Gasprom’s exports reach Europe
via Ukrainian pipelines. A significant share of Russian oil is also transported
through Ukraine via pipeline and rail. According to the US Energy Information
Administration, oil, natural gas, and petroleum products accounted for two
thirds of Russia’s export revenues in 2013. These simple facts together imply
that Ukraine has the capacity to deal a huge economic hit to Russia by
disrupting the country’s energy exports through its territory. If this is done
by inflicting serious physical damage to the relevant infrastructure, the hit would
be both significant and potentially long-term. This, in our opinion, is the
first and the most powerful “red button” in Ukraine’s hands.</span></div>
<span style="color: black; font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 10pt;">
<span style="color: black; font-family: inherit;">The second “weapon” at Ukraine’s disposal is related to the close
ties between the two countries’ military-industrial complexes (MIC) that
existed up until the current conflict. Before 1991, the Ukrainian MIC was an
integral part of the larger Soviet complex, and some ties have been preserved
up to now, especially where the most sophisticated weapons are concerned. For
example, the Yuzhmash plant in Dnipropetrovsk has been servicing Russian SS-18
Satan Intercontinental Ballistic Missiles (ICBMs), with an agreement signed in
2006 to extend the life of those ICBMs. One can conjecture that Yuzhmash might possess
some highly sensitive information which, should it end up in NATO’s hands,
could compromise the Russian nuclear arms capabilities. Almost certainly, other
examples of this kind can be found. We would qualify this “red button” as
potential, since we, for obvious reasons, do not have the full picture on
either the nature of the sensitive information in Ukraine’s hands, or the
extent of the damage that could be inflicted to Russia by divulging this
information to NATO.</span></div>
<span style="color: black; font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 10pt;">
<span style="color: black; font-family: inherit;">Finally, Ukraine can use the Crimean Peninsula’s near-complete
dependence on Ukrainian resources to inflict damage on Russia. Russia is in no
position to quickly find sufficient alternative sources of food, electricity,
and water, should Ukraine limit or discontinue its supplies. This will have a
quick significant adverse effect on the quality of life on the peninsula, could
lead to civil unrest there, and perhaps more importantly for Putin, increase
dissent in Russia. We would however suggest that Ukraine could use this “red
button” only in the event the other two are not available, due to the risks it
involves. First, cutting off supplies to Crimea indiscriminately punishes the
part of the population that remains loyal to Ukraine (moreover, as the quality
of life deteriorates, the pro-Russian population of Crimea may choose to use
the pro-Ukrainian citizens as scapegoats, instigating violence and ethnic
cleansing of Crimean Tatars). Second, any Russian retaliation (including
military response) could be viewed by some countries in the world as an attempt
to avert a humanitarian disaster – and would certainly be presented as such by
Russia via its network of lobbying groups and propaganda channels in the West.</span></div>
<span style="color: black; font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 10pt;">
<span style="color: black; font-family: inherit;">As is the case for any “red button”, the possibilities described
above should only be used under extreme duress – i.e., in the case of an
immediate existential threat to Ukraine. For example, the use of these tools
could be triggered by a Russian attack on any of the main strategic population
centers (e.g., Kyiv, Kharkiv, or Dnipropetrovsk). If Russia understands that
Ukraine will credibly use the “red buttons” available to it, this knowledge
alone could prevent a full-scale Russian military attack, in the same way that understanding
that your adversary would use its nuclear weapons if attacked prevented
escalation of the Cold War into a full-scale military conflict. The current
absence of any such threats combined with the unwillingness of the West to
counter the Russian aggression leaves Putin little incentive to back down. The
long-run sovereignty and territorial integrity of Ukraine depends on its
ability to deter future Russian aggression. Since the West cannot or will not
provide this deterrence, it’s time for Ukraine to fully consider all of the
means at its disposal. </span></div>
<span style="color: black; font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 10pt;">
<span style="font-family: inherit;"> </span></div>
</div>
</div>
<div class="blogger-post-footer">VoxUkraine RSS</div>VoxUkrainehttp://www.blogger.com/profile/04789272652945537005noreply@blogger.com7tag:blogger.com,1999:blog-6673614740187623740.post-66435775456025116182014-09-20T08:09:00.000+03:002014-09-20T08:10:48.659+03:00<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: left;">
<div style="border-image: none;">
<a href="https://www.blogger.com/" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" class="wp-more-tag mce-wp-more" data-mce-placeholder="1" data-mce-resize="false" data-mce-src="data:image/gif;base64,R0lGODlhAQABAIAAAAAAAP///yH5BAEAAAAALAAAAAABAAEAAAIBRAA7" data-wp-more-text="" data-wp-more="more" src="data:image/gif;base64,R0lGODlhAQABAIAAAAAAAP///yH5BAEAAAAALAAAAAABAAEAAAIBRAA7" style="cursor: move;" title="Read more..." unselectable="on" /></a><a href="https://www.blogger.com/" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><strong><span style="font-family: inherit;">By </span><a data-mce-href="http://www.rulg.com/our_team.asp" href="http://www.rulg.com/our_team.asp"><span style="font-family: inherit;">Irina Paliashvili</span></a><span style="font-family: inherit;"> (RULG)</span></strong></div>
</div>
<div style="text-align: left;">
<div style="border-image: none;">
<span style="font-family: inherit;"><br /></span></div>
</div>
<div style="text-align: left;">
<div style="border-image: none;">
<span style="font-family: inherit;">16
September 2014 was a dramatic day in Ukraine’s history: the Rada
(Ukrainian Parliament) in a closed, secret vote adopts the Law on
special status of Donetsk and Luhansk separatist regions, providing for
local self-rule and amnesty to the separatists-terrorists, who in turn
are not amused and respond with the announcement that they have created
the joint army of “Novorossiya” (Putin’s term meaning “</span><a data-mce-href="http://ria.ru/world/20140916/1024366453.html" href="http://ria.ru/world/20140916/1024366453.html"><span style="font-family: inherit;">NewRussia</span></a><span style="font-family: inherit;">”), while Russia, which lobbied for everything the new Law provides for, welcomes it with the Russian Defense Minister </span><a data-mce-href="http://ria.ru/defense_safety/20140916/1024345251.html" href="http://ria.ru/defense_safety/20140916/1024345251.html"><span style="font-family: inherit;">announcing </span></a><span style="font-family: inherit;">that
Russia must deploy a “full-fledged and self-sufficient” army in the
Crimean direction Also today the Rada ratifies the EU Association
Agreement, but implementation of the parts of it is delayed. On top of
that, the Rada, after several failed attempts and the threat from
Speaker Turchinov to keep them locked inside until they carry out the
final vote, adopts the Law on Lustration too! One of the most odious
Rada Deputies from the Party of Regions is caught by protesters outside
the Rada and is thrown into the garbage bin, but after being extracted
by bodyguards, he has no complaints: Hey, it’s all good, no hard
feelings, Guys! As my Swiss friend says: “Well, but the Rada always
has been rather sporty!”. Blogosphere exploded and my head is spinning,
it is impossible to evaluate or predict anything anymore! </span></div>
<div style="border-image: none;">
<a name='more'></a><br />
</div>
</div>
<div style="text-align: left;">
<div style="border-image: none;">
<span style="font-family: inherit;">Overall
though everybody agrees that Ukraine faces two major challenges:
external and internal. The external threat has been documented and
exposed to the entire world to see, and the civilized world has been
taking increasingly serious actions. Paul Gregory in his recent Forbes </span><a data-mce-href="http://www.forbes.com/sites/paulroderickgregory/2014/09/14/as-the-sanctions-noose-tightens-china-grabs-russian-energy-assets-at-bargain-prices/" href="http://www.forbes.com/sites/paulroderickgregory/2014/09/14/as-the-sanctions-noose-tightens-china-grabs-russian-energy-assets-at-bargain-prices/"><span style="font-family: inherit;">column </span></a><span style="font-family: inherit;">brilliantly
analyzed the latest sanctions against Russia, just right and just right
on time. Looks like it becomes mainstream opinion that Putin is kaput
in the long run, but how long is long, and how we in Ukraine survive in
the meantime? And here we come to internal challenges.</span></div>
</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<span style="font-family: inherit;">The mood
in Kiev is very confused, lots of internal problems: ATO is suspended,
but Russian Grads continue non-stop shelling of Ukrainian positions,
some battles are going on, and Ukrainian warriors are getting killed
every day. I read several first-hand accounts from members of the
regular army and volunteer battalions and they are all similar – from
the Government: no weapons, no food, no supplies, no money, no support
to the families, no information, no coordination, wrong orders,
mismanagement, corruption, total lack of responsibility (Illovaisk was a
catastrophe, some say intentional, but nobody in the top was held
responsible). There is massive volunteer assistance going on, but this
is by far not enough, and citizens are running out of money too because
the economy is so slow. Many of the volunteer fighters, the best of
them who survived, resigned and went home to support their families.
The economic reforms are not moving forward, the Government is taking
some baby steps here and there, just to be reversed later in favor of
the corrupt class.</span></div>
<div style="text-align: left;">
<span style="font-family: inherit;"><br /></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">In addition, the Rada election campaign is
starting in full swing. Many leading activists, trusted journalists,
Maidan veterans, and volunteer battalion commanders have been pulled in
different directions by politicians to enhance their party lists (I am
in favor of all of them going into the Rada, by the way, we need
battalion commanders there even more than on the suspended ATO grounds),
but they should have united instead of being pulled by political class
in different directions one by one, and being corrupted or discredited
one by one (there is black PR machine working already, for example,
against Donbass commander Semenchenko). The glimpse of good news is
that the Lviv Mayor Sadovyi is running with the new party “Selfhelp”,
which may be, just may be, would fill out the long empty niche of a
patriotic, pro-small business party. They will for sure have my vote.</span></div>
<div style="text-align: left;">
<span style="font-family: inherit;"><br /></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">Amazingly,
our rotten political class is busy with the same old game of elections
and corruption, ignoring the signs of grave danger gathering around
them; people are extremely angry and some of these people are armed and
went through the hell of ATO (antiterrorist operation). The phantom of
the third Maidan may very well materialize from what I am hearing and
reading, and if the Euromaidan was anticolonial, this one will be aimed
at elimination of our broken political system, as well as the ruling
class, I am afraid physically. Where is the leadership that can show
real progress and real action to prevent this, even out of fear? Can it
be that their greed and rotten instincts are much stronger than their
survival instinct? I saw a telling quote in comments on Internet
(sorry, it is in colloquial Russian, no time to translate, but in
essence the people now are like a predator before the attack):</span></div>
<blockquote style="text-align: left;">
<span style="font-family: inherit;">“Ну,
и где ассенизаторы? Петя, Петя, следующий бардак лично по твоей вине!
И не думай, что лапша задержится, у народа уже уши прижались, как у
хищника перед атакой! Автору 5 за системность всего дрянного, что рвёт
душу и будит желание поучаствовать в расстреле!”</span></blockquote>
<div style="text-align: left;">
<span style="font-family: inherit;">Another </span><a data-mce-href="http://durdom.in.ua/ru/main/article/article_id/23491.phtml" href="http://durdom.in.ua/ru/main/article/article_id/23491.phtml"><span style="font-family: inherit;">blog </span></a><span style="font-family: inherit;">I
saw, from the blogger who was drafted to the regular army (rare news
coming from a regular army member and not a volunteer battalion member,
who are usually more free to talk) and came back for a short break,
warning of some imminent events originating within the regular army and
another </span><a data-mce-href="http://durdom.in.ua/ru/main/article/article_id/23504.phtml" href="http://durdom.in.ua/ru/main/article/article_id/23504.phtml"><span style="font-family: inherit;">one</span></a><span style="font-family: inherit;">, with a more competent analysis of internal threats.</span></div>
<div style="text-align: left;">
<span style="font-family: inherit;"><br /></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">This
sounds scary, and the situation may get out of control pronto, but is
it under control now? And under whose control? The West is busy with
external threats and with containing Russia, which indeed should be the
top priority, but does the West understand that the key for containing
Russia and preventing the WWIII is fortifying Ukraine from within? Is
there any serious and urgent effort to firmly guide the Ukrainian
Government and the military towards real substantive reforms and
actions, towards the civilized modern system, and away from the third
Maidan explosion?</span></div>
<div style="text-align: left;">
<span style="font-family: inherit;"><br /></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">The internal situation is summarized in the most recent </span><a data-mce-href="http://www.brookings.edu/blogs/up-front/posts/2014/09/15-trip-report-impression-kyiv-pifer" href="http://www.brookings.edu/blogs/up-front/posts/2014/09/15-trip-report-impression-kyiv-pifer"><span style="font-family: inherit;">report </span></a><span style="font-family: inherit;">from
the visit to Ukraine by the former US Ambassador to Ukraine Steven
Pifer. He concludes that if the Ukrainian ruling class does not put
their act together, “Kyiv will have a difficult time addressing the many
challenges confronting it. And it will have a much harder time securing
stronger support from the United States and Europe if the West feels
that it has seen the movie before … and already knows the unhappy
ending”. Well, if the West remains indifferent to the internal
challenges of Ukraine, this time it will not be just watching, but will
play one of the main victim characters in this horror movie. The
current mantra “it is for Ukrainians to decide, blah-blah-blah” does not
work anymore, internal problems of Ukraine today are the external
problems for the entire world. Are the Western leaders paying enough
attention? While providing a very important and justified assistance,
the West must fully engage and demand real reforms from the Government,
otherwise this demand will come much more forcefully from the people of
Ukraine, a one small actor in all these grandiose games, repeatedly
discounted by everybody, and repeatedly changing the course of history.</span></div>
<div style="text-align: left;">
<span style="font-family: inherit;"><br /></span></div>
<div style="text-align: left;">
<span style="font-family: inherit;">Ukrainians
want very simple things that the civilized world is taking for granted;
they want justice, rule of law, self-governance, easy and transparent
political and legal system and respect for human rights. They are not
at all calling for “expropriating expropriators” (the slogan of the
Bolshevik Revolution), moreover most of the activists are small or
medium entrepreneurs, who understand what it takes to run business, to
create jobs and to support their families. They are not falling into
despair or panic, but they make it very clear to the ruling class that
they will no more tolerate lack of reform, abuse by the Government and
corruption. After all the sacrifice, is this too much to ask? And, if
the ruling class fails to get it one more time, the garbage bin may seem
like a very comfortable place for them. The West must make them
understand it, make them take urgent and earnest reforms to prevent the
third Maidan, while most Ukrainians will be only too happy just to go
back to their daily jobs, understanding very well that every effort,
however small, makes a difference, and it is not the time to give up
now!</span></div>
</div>
<div class="blogger-post-footer">VoxUkraine RSS</div>VoxUkrainehttp://www.blogger.com/profile/04789272652945537005noreply@blogger.com2tag:blogger.com,1999:blog-6673614740187623740.post-37381684742183381242014-09-19T00:01:00.000+03:002014-09-19T00:01:00.209+03:00<div dir="ltr" style="text-align: left;" trbidi="on">
<strong>
</strong><br />
<h2 style="margin: 0in 0in 0pt; text-align: left;">
<span lang="SK" style="font-family: "Times New Roman","serif"; mso-ansi-language: SK; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><span style="font-size: x-large;">What Ukraine needs most now? Evidence from Slovakia Reforms</span></span></h2>
<span style="font-family: inherit;"><strong>
</strong></span><br />
<div style="margin: 0in 0in 0pt;">
<span lang="SK" style="mso-ansi-language: SK; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><span style="font-family: inherit;"><a href="http://en.wikipedia.org/wiki/Ivan_Miklo%C5%A1"><span style="color: #1e73be;"><strong>Ivan Mikloš</strong></span></a><strong> (former Minister of Finance and deputy Prime Minister of the Slovak Republic)</strong></span></span></div>
<div style="margin: 0in 0in 0pt;">
<span lang="SK" style="mso-ansi-language: SK; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><br /></span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><span style="font-family: inherit;">I visited Ukraine for the first time in March, only a few
weeks after the tragic and heroic events around Maydan. Since that time I have begun
to intensively think about how to help Ukraine with necessary reforms. I spent almost
all of my professional life preparing and implementing economic reforms in my country,
Slovakia. The main aim was to change my country from backwardness and stagnation
into a modern, competitive European state. We enjoyed mixed success, but in general
we can say today that Slovakia has produced a successful transition. We are not
only in the EU but also in the Eurozone (unlike neighbouring Visegrad countries,
Poland, Czech Republic and Hungary). We have recorded the highest cumulative economic
growth among all EU countries from the breakdown of the communism until now and
we have been one of the world’s most successful economies in that period. At the
time of independence in 1993, Slovakia had only 62% of the Czech Republic’s GDP
per capita. Just this year, we caught up with our westerly neighbour on this metric.
Twenty-five years ago Slovakia produced antiquated Soviet tanks and another heavy
military equipment but not one car. Today we are the number one producer of cars
in the whole world, per capita. The most important reason for that success is reforms.
Let me illustrate this by comparing convergence success of the Visegrad countries
from 2004 until 2008. Over those four years, GDP per capita in PPP in comparison
with the EU average improved in Hungary by 1%, Czech Republic by 3%, Poland by 5%
and Slovakia by 16%. These were the first four years of EU membership for all of
these countries, therefore the big difference among their convergence progress has
to have had different reasons. This reason is reforms. </span></span><a name='more'></a><br />
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><span style="font-family: inherit;">Slovakia during 2003 prepared, and from the beginning of
2004 implemented, a very bold and complex package of deep structural reforms. In
2004 Slovakia was named the most reformist country globally by the World Bank. I
am not writing this in order to praise my country or myself. I am writing this because
of two main reasons. Firstly, it shows that reforms work. It shows that if country
is able to implement a deep and comprehensive package of reforms it will bring relatively
quick results.<span style="mso-spacerun: yes;"> </span>Secondly, I think that our
experience shows Ukraine now has a real chance to achieve similar success and progress
if necessary reforms are implemented. </span></span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><span style="font-family: inherit;">Ukraine in comparison with Slovakia 10, 15 or 20 years
ago has some disadvantages and some advantages but the urgent need for reforms is
indisputable. During the last half a year I visited Ukraine three times. I attended
conferences and spoke with dozens of domestic and foreign experts and I can say
that Ukraine today has incomparably more domestic and foreign experts for preparing
necessary reforms than Slovakia had years ago. But I am afraid that all these conferences,
seminars, and initiatives are too focused on the technical and professional part
of the challenge. Of course it is important to have well prepared proposals for
public administration reform, judicial and police reform, tax reform, decentralization
etc. It is also very important to have proper institutional infrastructure for effectively
utilising all this domestic and foreign expertise and support offered from NGO’s,
international institutions, donors etc. This is all important but misses something
relevant in this debate and in the current Ukrainian reality. Today the content
of reforms is not the major problem. There are a lot of both good and bad evidence
for how to reform taxes, pensions, labour market, public administration etc, but
much more important and difficult is the political part of the job. Reforms mean
changes and people don’t like changes. People fear changes and this is the reality
everywhere and it is also natural and normal. </span></span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><span style="font-family: inherit;">Anytime I am asked what was the most important precondition
for Slovakian reforms and what is also the most important precondition in general
in any country, my answer is the same – political leadership. The more reforms that
are needed the more and stronger political leadership is necessary. We all know
that Ukraine urgently needs a lot of changes.</span></span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><span style="font-family: inherit;">Political leadership means to have leaders with a strong
and legitimate political mandate, vision, will and courage to do what is needed
despite it being difficult and full of conflict, pressure and difficulties. </span></span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 0pt;">
<span lang="EN-GB" style="mso-ansi-language: EN-GB; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><span style="font-family: inherit;">A strong political mandate can be created only by democratic
elections. Therefore it is very important that Ukraine has just recently elected
a pro-reform and pro-European president and the upcoming parliamentary elections
are similarly vital. </span></span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 0pt;">
<span style="font-family: inherit;"><span lang="EN-GB" style="mso-ansi-language: EN-GB; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">A strong and legitimate mandate means commitment of the
political parties to reforms and to change the country for the better. Political
parties’ pre-election programs are the best platform for these pro-reform commitments
and then after elections the program declaration of the new government which will
be created as common denominator of the pre-election programs of the coalition parties.
This is the normal, standard process how to not only gain a political mandate but
also to have tools for enacting promises and commitments and fighting against populism
and irresponsibility in politics. I know that Ukraine is not a standard developed
parliamentary democracy but my own country also wasn’t and still isn’t. Despite
this, or even because of this, for deep and comprehensive reforms to proceed, it
is necessary and important to develop this mechanism of legitimate mandates, public
control</span><span lang="EN-GB" style="mso-ansi-language: SK; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"> </span><span lang="SK" style="mso-ansi-language: SK; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">and political commitments.</span></span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 0pt;">
<span lang="SK" style="mso-ansi-language: SK; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><span style="font-family: inherit;">Ukraine has a lot of capable, educated people and strong NGO’s.
There is a lot of positive energy accumulated in favour of change and a better future.
Now, a few weeks before elections it is very important to focus and use these capabilities
and energy for strengthening political support for reforms but also to create enforceable
commitments for politicians to implement necessary reforms. </span></span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 0pt;">
<span lang="SK" style="mso-ansi-language: SK; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><span style="font-family: inherit;">I know that Ukraine needs most to save its sovereignty and
integrity. But apart from this, and also as a precondition for sustainable sovereignty
and integrity, Ukraine needs economic prosperity. And for this, reforms are essential.<span style="mso-spacerun: yes;"> </span></span></span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 0pt;">
<span lang="SK" style="mso-ansi-language: SK; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><span style="font-family: inherit;"> </span></span></div>
<span style="font-family: inherit;">
</span><br />
<div style="margin: 0in 0in 0pt;">
<span lang="SK" style="font-family: "Times New Roman","serif"; mso-ansi-language: SK; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;"><span style="font-family: inherit;"> </span></span></div>
</div>
</div>
<div class="blogger-post-footer">VoxUkraine RSS</div>VoxUkrainehttp://www.blogger.com/profile/04789272652945537005noreply@blogger.com0