<!DOCTYPE html><!--[if IE]>  <html class="ie"> <![endif]-->
<html>
	<head> 
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 sup {
	top: -0.4em;
	vertical-align: baseline;
	position: relative;
}
sub {
	top: 0.4em;
	vertical-align: baseline;
	position: relative;
}
a:link {text-decoration:none;}
a:visited {text-decoration:none;}
@media screen and (min-device-pixel-ratio:0), (-webkit-min-device-pixel-ratio:0), (min--moz-device-pixel-ratio: 0) {.stl_view{ font-size:10em; transform:scale(0.1); -moz-transform:scale(0.1); -webkit-transform:scale(0.1); -moz-transform-origin:top left; -webkit-transform-origin:top left; } }
.layer { }.ie { font-size: 1pt; }
.ie body { font-size: 12em; }
.stl_01 {
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	white-space: nowrap;
}
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	font-size: 1em;
	margin: 0em;
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	display: block;
	border-style: none;
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}

@supports(-ms-ime-align:auto) { .stl_02 {width: auto; overflow: hidden;}}
.stl_03 {
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}
.stl_04 {
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	position: absolute;
	pointer-events: none;
}
.stl_05 {
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}
.stl_06 {
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.ie .stl_06 {
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}
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");
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?#iefix") 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") format("truetype");
}
.stl_07 {
	font-size: 0.67em;
	font-family: "CSRFPN+ArialMT";
	color: #000000;
	line-height: 1.128472em;
}
@font-face {
	font-family:"CJOKDS+Arial-ItalicMT";
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");
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?#iefix") 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format("truetype");
}
.stl_08 {
	font-size: 0.67em;
	font-family: "CJOKDS+Arial-ItalicMT";
	color: #000000;
	line-height: 1.128472em;
}
.stl_09 {
	letter-spacing: -0.01em;
}
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");
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") format("truetype");
}
.stl_10 {
	font-size: 1em;
	font-family: "APWCNM+Arial-BoldMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_11 {
	letter-spacing: 0em;
}
.stl_12 {
	letter-spacing: 0.01em;
}
.stl_13 {
	font-size: 1em;
	font-family: "CSRFPN+ArialMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_14 {
	font-size: 0.83em;
	font-family: "CSRFPN+ArialMT";
	color: #000000;
	line-height: 1.121674em;
}
.stl_15 {
	font-size: 0.83em;
	font-family: "APWCNM+Arial-BoldMT";
	color: #000000;
	line-height: 1.121674em;
}
.stl_16 {
	font-size: 0.75em;
	font-family: "CSRFPN+ArialMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_17 {
	font-size: 0.75em;
	font-family: "APWCNM+Arial-BoldMT";
	color: #000000;
	line-height: 1.117188em;
}
.stl_18 {
	width: 100%;
	clip: rect(1.987498em,42.5625em,4.833332em,6.927083em);
	position: absolute;
	pointer-events: none;
}
.stl_19 {
	font-size: 0.72em;
	font-family: "CJOKDS+Arial-ItalicMT";
	color: #000000;
	line-height: 1.127678em;
}
.stl_20 {
	width: 100%;
	clip: rect(2.491664em,42.5625em,5.477499em,6.927083em);
	position: absolute;
	pointer-events: none;
}
@font-face {
	font-family:"CDWRLV+ArialMT";
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");
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") 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alt="" class="stl_04" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9132em; left:7.0854em;"><span class="stl_07" style="word-spacing:0.47em;">Revista Científica de Educación Superior y Gobernanza Interuniversitaria Aula 24. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6798em; left:7.0854em;"><span class="stl_07" style="word-spacing:-0.02em;">Vol. 3, Núm. 6 (jul - dic 2022). ISSN: 2953-660X &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5823em; left:7.0854em;"><span class="stl_08 stl_09" style="font-style:italic; word-spacing:0.05em;">Bonos estatales del Gobierno Ecuatoriano en la economía empresarial ecuatoriana. &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5972em; left:7.4688em;"><span class="stl_10 stl_09" style="font-weight:bold; word-spacing:0.07em;">BONOS ESTATALES DEL GOBIERNO ECUATORIANO EN LA ECONOMÍA &nbsp;</span></div>
					<div class="stl_01" style="top: 8.7472em; left:17.3233em;"><span class="stl_10 stl_11" style="font-weight:bold; word-spacing:0.01em;">EMPRESARIAL ECUATORIA<span class="stl_09">NA &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.5631em; left:10.2208em;"><span class="stl_10 stl_11" style="font-weight:bold; word-spacing:0em;">STATE BONDS OF THE ECUADORIAN GOVERNMENT IN T<span class="stl_12">HE &nbsp;</span></span></div>
					<div class="stl_01" style="top: 11.7139em; left:15.9875em;"><span class="stl_10" style="font-weight:bold; word-spacing:0em;">ECUADORIAN BUSINESS ECONOMY &nbsp;</span></div>
					<div class="stl_01" style="top: 14.5822em; left:27.7083em;"><span class="stl_13 stl_09" style="word-spacing:0.1em;">Álava-Del Valle Adrián Alexander &nbsp;</span></div>
					<div class="stl_01" style="top: 16.3664em; left:25.8417em;"><span class="stl_14" style="word-spacing:0.01em;">Inve</span><a href="mailto:alava_delvalle_adrian45@hotmail.com" target="_blank"><span class="stl_14 stl_11" style="word-spacing:0.01em;">stigador Independiente. Manta, E<span class="stl_09">cuador. &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 17.3831em; left:25.1417em;"><span class="stl_14 stl_11" style="word-spacing:0em;">Corre<span class="stl_09">o</span></span><a href="mailto:alava_delvalle_adrian45@hotmail.com" target="_blank"><span class="stl_14 stl_11" style="word-spacing:0em;">: alava_delvalle_adrian45@hotm<span class="stl_09">ail.com &nbsp;</span></span></a></div>
					<div class="stl_01" style="top: 20.1156em; left:29.8942em;"><span class="stl_13 stl_11" style="word-spacing:0em;">Cedeño-Choez Pedro Jav<span class="stl_09">ier &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.8998em; left:20.84em;"><span class="stl_14" style="word-spacing:-0.01em;">Universidad Laica Eloy A</span><a href="mailto:pedrocedenoch466@gmail.com" target="_blank"><span class="stl_14" style="word-spacing:-0.01em;">lfaro de Manabí. Manta, Ecuador. &nbsp;</span></a></div>
					<div class="stl_01" style="top: 22.9014em; left:27.6917em;"><a href="https://orcid.org/0000-0001-8007-6379" target="_blank"><span class="stl_14" style="word-spacing:-0.02em;">Correo</span></a><a href="mailto:pedrocedenoch466@gmail.com" target="_blank"><span class="stl_14" style="word-spacing:-0.06em;">: pedrocedenoch466@gmail.com &nbsp;</span></a></div>
					<div class="stl_01" style="top: 23.8681em; left:24.0417em;"><a href="https://orcid.org/0000-0001-8007-6379" target="_blank"><span class="stl_14" style="word-spacing:-0.04em;">ORCID ID: https://orcid.org/0000-0001-8007-6379 &nbsp;</span></a></div>
					<div class="stl_01" style="top: 26.6014em; left:22.3058em;"><span class="stl_10 stl_11" style="font-weight:bold;">RESUME<span class="stl_09">N &nbsp;</span></span></div>
					<div class="stl_01" style="top: 29.3356em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.32em;">Cuando un país presenta déficit en su economía, se ve en la necesidad de recurrir al &nbsp;</span></div>
					<div class="stl_01" style="top: 30.4348em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.15em;">financiamiento de otras fuentes. La</span><span class="stl_14" style="word-spacing:0.14em;">&nbsp;emisión de</span><span class="stl_14" style="word-spacing:0.16em;">&nbsp;bonos es</span><span class="stl_14" style="word-spacing:0.14em;">&nbsp;una</span><span class="stl_14" style="word-spacing:0.16em;">&nbsp;fuente de</span><span class="stl_14" style="word-spacing:0.13em;">&nbsp;financiamiento</span><span class="stl_14" style="word-spacing:0.14em;">&nbsp;para &nbsp;</span></div>
					<div class="stl_01" style="top: 31.5356em; left:7.0854em;"><span class="stl_14 stl_09" style="word-spacing:0.13em;">recaudar dinero</span><span class="stl_14 stl_09" style="word-spacing:0.05em;">&nbsp;con el</span><span class="stl_14 stl_09" style="word-spacing:0.02em;">&nbsp;que</span><span class="stl_14 stl_09" style="word-spacing:0.08em;">&nbsp;se pretende precautelar</span><span class="stl_14 stl_09" style="word-spacing:0.05em;">&nbsp;el</span><span class="stl_14 stl_09" style="word-spacing:0.07em;">&nbsp;bienestar</span><span class="stl_14 stl_09" style="word-spacing:0.07em;">&nbsp;económico</span><span class="stl_14 stl_09" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_14 stl_09" style="word-spacing:0.02em;">&nbsp;la</span><span class="stl_14 stl_09" style="word-spacing:0.1em;">&nbsp;población,</span><span class="stl_14 stl_09" style="word-spacing:0.03em;">&nbsp;por &nbsp;</span></div>
					<div class="stl_01" style="top: 32.6373em; left:7.0854em;"><span class="stl_14 stl_09" style="word-spacing:0.07em;">tanto, la emisión de bonos</span><span class="stl_14 stl_09" style="word-spacing:0.02em;">&nbsp;no</span><span class="stl_14 stl_09" style="word-spacing:0.04em;">&nbsp;es</span><span class="stl_14 stl_09" style="word-spacing:0.02em;">&nbsp;una</span><span class="stl_14 stl_09" style="word-spacing:0.09em;">&nbsp;alternativa sino</span><span class="stl_14 stl_09" style="word-spacing:0.09em;">&nbsp;una</span><span class="stl_14 stl_09" style="word-spacing:0.08em;">&nbsp;necesidad.</span><span class="stl_14 stl_09" style="word-spacing:0.34em;">&nbsp;El</span><span class="stl_14 stl_09" style="word-spacing:0.08em;">&nbsp;objetivo</span><span class="stl_14 stl_09" style="word-spacing:0.02em;">&nbsp;de</span><span class="stl_14 stl_09" style="word-spacing:0.04em;">&nbsp;la</span><span class="stl_14 stl_09" style="word-spacing:0.09em;">&nbsp;presente &nbsp;</span></div>
					<div class="stl_01" style="top: 33.7373em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.15em;">investigación es analizar las emisiones de</span><span class="stl_14" style="word-spacing:0.14em;">&nbsp;bonos</span><span class="stl_14" style="word-spacing:0.15em;">&nbsp;estatales del Gobierno</span><span class="stl_14" style="word-spacing:0.17em;">&nbsp;Ecuatoriano en</span><span class="stl_14" style="word-spacing:0.18em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 34.8373em; left:7.0854em;"><span class="stl_14 stl_09" style="word-spacing:0.09em;">últimos 10 años y su incidencia en la economía</span><span class="stl_14 stl_09" style="word-spacing:0.13em;">&nbsp;empresarial</span><span class="stl_14 stl_09" style="word-spacing:0.11em;">&nbsp;ecuatoriana.</span><span class="stl_14 stl_09" style="word-spacing:0.07em;">&nbsp;Para el</span><span class="stl_14 stl_09" style="word-spacing:0.11em;">&nbsp;desarrollo</span><span class="stl_14 stl_09" style="word-spacing:0.07em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 35.9373em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.13em;">mismo, se</span><span class="stl_14" style="word-spacing:0.11em;">&nbsp;efectuó</span><span class="stl_14" style="word-spacing:0.14em;">&nbsp;la</span><span class="stl_14" style="word-spacing:0.11em;">&nbsp;revisión literaria</span><span class="stl_14" style="word-spacing:0.14em;">&nbsp;a</span><span class="stl_14" style="word-spacing:0.12em;">&nbsp;través</span><span class="stl_14" style="word-spacing:0.14em;">&nbsp;de la</span><span class="stl_14" style="word-spacing:0.11em;">&nbsp;búsqueda bibliográfica</span><span class="stl_14" style="word-spacing:0.14em;">&nbsp;y</span><span class="stl_14" style="word-spacing:0.1em;">&nbsp;documental</span><span class="stl_14" style="word-spacing:0.14em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 37.0373em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.03em;">varias fuentes de consultas especializadas en macro y</span><span class="stl_14 stl_11" style="word-spacing:0.02em;">&nbsp;microeconomí<span class="stl_09">a,</span></span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;análisis</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_14" style="word-spacing:0.01em;">&nbsp;riesgo</span><span class="stl_14" style="word-spacing:0.02em;">&nbsp;país, &nbsp;</span></div>
					<div class="stl_01" style="top: 38.1539em; left:7.0854em;"><span class="stl_14 stl_09" style="word-spacing:0.23em;">porcentaje de endeudamiento, magnitud</span><span class="stl_14 stl_09" style="word-spacing:0.15em;">&nbsp;de bonos</span><span class="stl_14 stl_09" style="word-spacing:0.19em;">&nbsp;emitidos, así</span><span class="stl_14 stl_09" style="word-spacing:0.15em;">&nbsp;como</span><span class="stl_14 stl_09" style="word-spacing:0.2em;">&nbsp;sitios web oficiales</span><span class="stl_14 stl_09" style="word-spacing:0.16em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 39.2539em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.13em;">entidades del gobierno. Los resultados permitieron conocer cómo estos bonos estatales</span><span class="stl_14" style="word-spacing:0.12em;">&nbsp;han &nbsp;</span></div>
					<div class="stl_01" style="top: 40.3539em; left:7.0854em;"><span class="stl_14 stl_09" style="word-spacing:0.01em;">influenciado en la economía de las empresas ecuatorianas durante los últimos diez años, y como &nbsp;</span></div>
					<div class="stl_01" style="top: 41.4564em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.06em;">el rendimiento</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;de los citados bonos son influenciados por</span><span class="stl_14" style="word-spacing:0.06em;">&nbsp;las políticas</span><span class="stl_14" style="word-spacing:0.07em;">&nbsp;internas del país,</span><span class="stl_14" style="word-spacing:0.07em;">&nbsp;como &nbsp;</span></div>
					<div class="stl_01" style="top: 42.5564em; left:7.0854em;"><span class="stl_14 stl_09" style="word-spacing:0.22em;">por ejemplo la austeridad del Estado, así mismo, las calificaciones otorgadas por empresas &nbsp;</span></div>
					<div class="stl_01" style="top: 43.6556em; left:7.0854em;"><span class="stl_14 stl_09" style="word-spacing:0.05em;">expertas, riesgo país, endeudamiento, Producto Interno Bruto en otros indicadores que permiten &nbsp;</span></div>
					<div class="stl_01" style="top: 44.7556em; left:7.0854em;"><span class="stl_14 stl_09" style="word-spacing:0.15em;">medir el desenvolvimiento de un país en un</span><span class="stl_14 stl_09" style="word-spacing:0.14em;">&nbsp;periodo</span><span class="stl_14 stl_09" style="word-spacing:0.24em;">&nbsp;determinado.</span><span class="stl_14 stl_09" style="word-spacing:0.5em;">&nbsp;El</span><span class="stl_14 stl_09" style="word-spacing:0.14em;">&nbsp;año 2018 se efectuó</span><span class="stl_14 stl_09" style="word-spacing:0.12em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 45.8564em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.01em;">mayor emisión de bonos que escalaron a USD 3000 millones con vencimiento a 10 años a una &nbsp;</span></div>
					<div class="stl_01" style="top: 46.9723em; left:7.0854em;"><span class="stl_14 stl_09" style="word-spacing:0.02em;">tasa del 8,87% producto de un alto riesgo país de 700 puntos, lo cual permitió financiar con éxito &nbsp;</span></div>
					<div class="stl_01" style="top: 48.0723em; left:7.0854em;"><span class="stl_14 stl_09" style="word-spacing:0.11em;">el Presupuesto</span><span class="stl_14 stl_09" style="word-spacing:0.06em;">&nbsp;General</span><span class="stl_14 stl_09" style="word-spacing:0.04em;">&nbsp;del</span><span class="stl_14 stl_09" style="word-spacing:0.08em;">&nbsp;Estado</span><span class="stl_14 stl_09" style="word-spacing:0.06em;">&nbsp;(PGE)</span><span class="stl_14 stl_09" style="word-spacing:0.06em;">&nbsp;para</span><span class="stl_14 stl_09" style="word-spacing:0.08em;">&nbsp;cumplir</span><span class="stl_14 stl_09" style="word-spacing:0.05em;">&nbsp;con</span><span class="stl_14 stl_09" style="word-spacing:0.08em;">&nbsp;las obligaciones</span><span class="stl_14 stl_09" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_14 stl_09" style="word-spacing:0.08em;">&nbsp;los habitantes</span><span class="stl_14 stl_09" style="word-spacing:0.03em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 49.1723em; left:7.0854em;"><span class="stl_14 stl_09" style="word-spacing:0.04em;">de muchas empresas. Por consiguiente derivó en alza de precios en varios sectores productivos &nbsp;</span></div>
					<div class="stl_01" style="top: 50.2731em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.06em;">conllevándolos a acceder</span><span class="stl_14" style="word-spacing:0.11em;">&nbsp;a</span><span class="stl_14" style="word-spacing:0.07em;">&nbsp;los mecanismos</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;tradicionales</span><span class="stl_14" style="word-spacing:0.07em;">&nbsp;de financiamiento como</span><span class="stl_14" style="word-spacing:0.1em;">&nbsp;el</span><span class="stl_14" style="word-spacing:0.07em;">&nbsp;Mercado &nbsp;</span></div>
					<div class="stl_01" style="top: 51.3748em; left:7.0854em;"><span class="stl_14" style="word-spacing:-0.07em;">Bancario. Se concluye que dichos bonos aparte de beneficiar en educación, salud, productividad, &nbsp;</span></div>
					<div class="stl_01" style="top: 52.4748em; left:7.0854em;"><span class="stl_14 stl_11" style="word-spacing:0em;">obras, entre otros, trajo desventajas sujetas a intereses al<span class="stl_09">tos. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 54.3914em; left:7.0688em;"><span class="stl_15" style="font-weight:bold; word-spacing:-0.01em;">Palabras claves: </span><span class="stl_14" style="word-spacing:-0.01em;">Bonos Estatales, Riesgo País, Economía Empresarial. &nbsp;</span></div>
					<div class="stl_01" style="top: 56.8072em; left:22.0558em;"><span class="stl_10" style="font-weight:bold;">ABSTRACT &nbsp;</span></div>
					<div class="stl_01" style="top: 59.5248em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.12em;">When a country has a deficit in its economy, it is necessary to resort to financing from other &nbsp;</span></div>
					<div class="stl_01" style="top: 60.6273em; left:7.0854em;"><span class="stl_14 stl_09" style="word-spacing:0.06em;">sources. The issuance of bonds is a source of financing to raise money with which it is intended &nbsp;</span></div>
					<div class="stl_01" style="top: 61.7269em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.05em;">to safeguard</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;the economic</span><span class="stl_14" style="word-spacing:0.05em;">&nbsp;well-being of</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;the</span><span class="stl_14" style="word-spacing:0.01em;">&nbsp;population,</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;therefore,</span><span class="stl_14" style="word-spacing:0.06em;">&nbsp;the issuance of</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;bonds is</span><span class="stl_14" style="word-spacing:0.06em;">&nbsp;not &nbsp;</span></div>
					<div class="stl_01" style="top: 62.8269em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.03em;">an alternative but a</span><span class="stl_14" style="word-spacing:0.01em;">&nbsp;necessity. The</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;objective</span><span class="stl_14" style="word-spacing:0.02em;">&nbsp;of</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;this</span><span class="stl_14" style="word-spacing:0.03em;">&nbsp;research</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;is</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;to</span><span class="stl_14" style="word-spacing:0.01em;">&nbsp;analyze</span><span class="stl_14" style="word-spacing:0.04em;">&nbsp;the issuance of</span><span class="stl_14" style="word-spacing:0.02em;">&nbsp;state &nbsp;</span></div>
					<div class="stl_01" style="top: 64.2856em; left:41.6958em;"><span class="stl_16">23 &nbsp;</span></div>
					<div class="stl_01" style="top: 65.4523em; left:7.0854em;"><span class="stl_17" style="font-weight:bold; word-spacing:0.17em;">Fecha de</span><span class="stl_17" style="font-weight:bold; word-spacing:0.15em;">&nbsp;recepción:</span><span class="stl_17" style="word-spacing:0.17em;">&nbsp;</span><span class="stl_16" style="word-spacing:0.17em;">12 de marzo de 2022;</span><span class="stl_16" style="word-spacing:0.16em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.17em;">Fecha de aceptación:</span><span class="stl_17" style="word-spacing:0.17em;">&nbsp;</span><span class="stl_16" style="word-spacing:0.17em;">23 de mayo de 2022;</span><span class="stl_16" style="word-spacing:0.15em;">&nbsp;</span><span class="stl_17" style="font-weight:bold; word-spacing:0.15em;">Fecha</span><span class="stl_17" style="font-weight:bold; word-spacing:0.19em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:7.0854em;"><span class="stl_17" style="font-weight:bold; word-spacing:0em;">publicación: </span><span class="stl_16 stl_09" style="word-spacing:0.05em;">08 de julio de 2022. &nbsp;</span></div>
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" alt="" class="stl_18" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0179em; left:7.2854em;"><span class="stl_19 stl_09" style="font-style:italic; word-spacing:0em;">Álava-Del Valle &amp; Cedeño-Choez. (20<span class="stl_11">22) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.0854em;"><span class="stl_14 stl_09" style="word-spacing:0.15em;">bonds of</span><span class="stl_14 stl_09" style="word-spacing:0.11em;">&nbsp;the</span><span class="stl_14 stl_09" style="word-spacing:0.16em;">&nbsp;Ecuadorian Government in</span><span class="stl_14 stl_09" style="word-spacing:0.12em;">&nbsp;the last</span><span class="stl_14 stl_09" style="word-spacing:0.14em;">&nbsp;10 years and their impact on the</span><span class="stl_14 stl_09" style="word-spacing:0.16em;">&nbsp;Ecuadorian &nbsp;</span></div>
					<div class="stl_01" style="top: 6.9639em; left:7.0854em;"><span class="stl_14 stl_11" style="word-spacing:-0.07em;">business economy. For its development, a literary review was carried out th<span class="stl_09">rough a bibliographical &nbsp;</span></span></div>
					<div class="stl_01" style="top: 8.0648em; left:7.0854em;"><span class="stl_14 stl_09" style="word-spacing:0.48em;">and documentary search in several sources of specialized consultations in macro and &nbsp;</span></div>
					<div class="stl_01" style="top: 9.1814em; left:7.0854em;"><span class="stl_14" style="word-spacing:-0.01em;">microeconomics, country risk analysis, percentage of indebtedness, magnitude of bonds issued, &nbsp;</span></div>
					<div class="stl_01" style="top: 10.2814em; left:7.0854em;"><span class="stl_14 stl_09" style="word-spacing:0.09em;">as well as official</span><span class="stl_14 stl_09" style="word-spacing:0.08em;">&nbsp;websites</span><span class="stl_14 stl_09" style="word-spacing:0.1em;">&nbsp;of government entities. The</span><span class="stl_14 stl_09" style="word-spacing:0.08em;">&nbsp;results</span><span class="stl_14 stl_09" style="word-spacing:0.08em;">&nbsp;allowed</span><span class="stl_14 stl_09" style="word-spacing:0.07em;">&nbsp;to know</span><span class="stl_14 stl_09" style="word-spacing:0.04em;">&nbsp;how</span><span class="stl_14 stl_09" style="word-spacing:0.08em;">&nbsp;these</span><span class="stl_14 stl_09" style="word-spacing:0.07em;">&nbsp;state &nbsp;</span></div>
					<div class="stl_01" style="top: 11.3806em; left:7.0854em;"><span class="stl_14 stl_09" style="word-spacing:0.03em;">bonds have influenced the economy of Ecuadorian companies during the last ten years, and how &nbsp;</span></div>
					<div class="stl_01" style="top: 12.4814em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.2em;">the performance of the aforementioned bonds are influenced by the internal policies of</span><span class="stl_14" style="word-spacing:0.18em;">&nbsp;the &nbsp;</span></div>
					<div class="stl_01" style="top: 13.5831em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.29em;">country, such as the austerity of the State, likewise, the qualifications granted by expert &nbsp;</span></div>
					<div class="stl_01" style="top: 14.6831em; left:7.0854em;"><span class="stl_14" style="word-spacing:0.1em;">companies, country risk,</span><span class="stl_14" style="word-spacing:0.12em;">&nbsp;indebtedness,</span><span class="stl_14" style="word-spacing:0.11em;">&nbsp;Gross</span><span class="stl_14" style="word-spacing:0.13em;">&nbsp;Domestic</span><span class="stl_14" style="word-spacing:0.11em;">&nbsp;Product in other</span><span class="stl_14" style="word-spacing:0.13em;">&nbsp;indicators</span><span class="stl_14" style="word-spacing:0.12em;">&nbsp;that</span><span class="stl_14" style="word-spacing:0.1em;">&nbsp;allow &nbsp;</span></div>
					<div class="stl_01" style="top: 15.7831em; left:7.0854em;"><span class="stl_14 stl_11" style="word-spacing:0.01em;">measuring the development of a country in a determined period. In 2018, the large<span class="stl_09">st bond issue &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.8831em; left:7.0854em;"><span class="stl_14 stl_11" style="word-spacing:0em;">was made, which amounted to USD 3,000 million with a 10-year maturity at a rate of<span class="stl_09">&nbsp;8.87% as a &nbsp;</span></span></div>
					<div class="stl_01" style="top: 17.9998em; left:7.0854em;"><span class="stl_14 stl_09" style="word-spacing:0.27em;">result of a high country risk of 700 points, which</span><span class="stl_14 stl_09" style="word-spacing:0.29em;">&nbsp;allowed the General</span><span class="stl_14 stl_09" style="word-spacing:0.26em;">&nbsp;State</span><span class="stl_14 stl_09" style="word-spacing:0.27em;">&nbsp;Budget to</span><span class="stl_14 stl_09" style="word-spacing:0.26em;">&nbsp;be &nbsp;</span></div>
					<div class="stl_01" style="top: 19.0998em; left:7.0854em;"><span class="stl_14 stl_09" style="word-spacing:0.2em;">successfully financed. (PGE) to</span><span class="stl_14 stl_09" style="word-spacing:0.14em;">&nbsp;meet</span><span class="stl_14 stl_09" style="word-spacing:0.17em;">&nbsp;the</span><span class="stl_14 stl_09" style="word-spacing:0.18em;">&nbsp;obligations of the inhabitants and many</span><span class="stl_14 stl_09" style="word-spacing:0.18em;">&nbsp;companies. &nbsp;</span></div>
					<div class="stl_01" style="top: 20.1998em; left:7.0854em;"><span class="stl_14 stl_09" style="word-spacing:0.19em;">Consequently, it led to a rise in prices in several productive sectors, leading them to access &nbsp;</span></div>
					<div class="stl_01" style="top: 21.2998em; left:7.0854em;"><span class="stl_14 stl_11" style="word-spacing:0.06em;">traditional financ<span class="stl_09">ing</span></span><span class="stl_14 stl_09" style="word-spacing:0.12em;">&nbsp;mechanisms</span><span class="stl_14 stl_09" style="word-spacing:0.09em;">&nbsp;such</span><span class="stl_14 stl_09" style="word-spacing:0.06em;">&nbsp;as</span><span class="stl_14 stl_09" style="word-spacing:0.09em;">&nbsp;the</span><span class="stl_14 stl_09" style="word-spacing:0.1em;">&nbsp;Banking</span><span class="stl_14 stl_09" style="word-spacing:0.1em;">&nbsp;Market. It is</span><span class="stl_14 stl_09" style="word-spacing:0.13em;">&nbsp;concluded</span><span class="stl_14 stl_09" style="word-spacing:0.08em;">&nbsp;that</span><span class="stl_14 stl_09" style="word-spacing:0.1em;">&nbsp;these</span><span class="stl_14 stl_09" style="word-spacing:0.1em;">&nbsp;bonds &nbsp;</span></div>
					<div class="stl_01" style="top: 22.4014em; left:7.0854em;"><span class="stl_14 stl_09" style="word-spacing:0.57em;">apart from benefiting in education, health, productivity, works, among others, brought &nbsp;</span></div>
					<div class="stl_01" style="top: 23.5023em; left:7.0854em;"><span class="stl_14 stl_11" style="word-spacing:0em;">disadvantages subject to high intere<span class="stl_09">st. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.6023em; left:7.0854em;"><span class="stl_15" style="font-weight:bold; word-spacing:-0.01em;">Keywords: </span><span class="stl_14" style="word-spacing:-0.01em;">State Bonds, Country Risk, Business Economics. &nbsp;</span></div>
					<div class="stl_01" style="top: 32.4864em; left:8.585em;"><span class="stl_10" style="font-weight:bold; word-spacing:0.4em;">1. INTRODUCCIÓN &nbsp;</span></div>
					<div class="stl_01" style="top: 35.2031em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.56em;">En un contexto global marcado por la desaceleración económica y la &nbsp;</span></div>
					<div class="stl_01" style="top: 36.9364em; left:7.0188em;"><span class="stl_13 stl_11" style="word-spacing:0.03em;">desindustrializació<span class="stl_09">n, la</span></span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;disminución de</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;la</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;capacidad de los</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;países para</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;financiar &nbsp;</span></div>
					<div class="stl_01" style="top: 38.6531em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.16em;">los problemas sociales se ha convertido en un tema generalizado y repetitivo. &nbsp;</span></div>
					<div class="stl_01" style="top: 40.3864em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.19em;">Los bonos estatales son parte de las</span><span class="stl_13 stl_09" style="word-spacing:0.25em;">&nbsp;innovaciones</span><span class="stl_13 stl_09" style="word-spacing:0.18em;">&nbsp;que se espera mejoren</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 42.1047em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.08em;">eficiencia y transparencia de la ejecución de los limitados recursos públicos. Tal &nbsp;</span></div>
					<div class="stl_01" style="top: 43.8381em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.2em;">y como lo explica Corredor- Castellanos (2018) en este contexto, cambiar un &nbsp;</span></div>
					<div class="stl_01" style="top: 45.5556em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.22em;">modelo de contrato rígido, tradicionalmente limitado por los resultados de las &nbsp;</span></div>
					<div class="stl_01" style="top: 47.2889em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.56em;">entidades públicas, parece ser un desafío para los gestores de estas &nbsp;</span></div>
					<div class="stl_01" style="top: 49.0047em; left:7.0188em;"><span class="stl_13 stl_11">institucione<span class="stl_09">s. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 51.7406em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.02em;">Ante lo mencionado, una de las formas más comunes de la adquisición de deuda &nbsp;</span></div>
					<div class="stl_01" style="top: 53.4572em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.12em;">de un país es a partir de la emisión de bonos que se sitúan en el</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;mercado</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 55.1906em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.23em;">capitales local o internacional. Por ello, Páez-Pérez et al (2014) refieren que &nbsp;</span></div>
					<div class="stl_01" style="top: 56.9072em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.03em;">cuando la dinámica del gasto va en la misma dirección que la deuda, el aumento &nbsp;</span></div>
					<div class="stl_01" style="top: 58.6406em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.25em;">paulatino del gasto financiado con</span><span class="stl_13 stl_09" style="word-spacing:0.24em;">&nbsp;más deuda sin crear una reciprocidad</span><span class="stl_13 stl_09" style="word-spacing:0.21em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 60.3597em; left:7.0188em;"><span class="stl_13 stl_11" style="word-spacing:0.07em;">austeridad, crecimien<span class="stl_09">to</span></span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;económico o recaudación de impuestos,</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;en</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;el</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;mediano &nbsp;</span></div>
					<div class="stl_01" style="top: 62.0926em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">a largo plazo</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;la acumulación de</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;deuda se vuelve</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;insostenible al</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;resultar</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;en</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">24 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9132em; left:7.0854em;"><span class="stl_07" style="word-spacing:0.47em;">Revista Científica de Educación Superior y Gobernanza Interuniversitaria Aula 24. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6798em; left:7.0854em;"><span class="stl_07" style="word-spacing:-0.02em;">Vol. 3, Núm. 6 (jul - dic 2022). ISSN: 2953-660X &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5823em; left:7.0854em;"><span class="stl_08 stl_09" style="font-style:italic; word-spacing:0.05em;">Bonos estatales del Gobierno Ecuatoriano en la economía empresarial ecuatoriana. &nbsp;</span></div>
					<div class="stl_01" style="top: 6.5806em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.05em;">incapacidad de pago a acreedores (incumplimiento) y eventualmente causar una &nbsp;</span></div>
					<div class="stl_01" style="top: 8.3131em; left:7.0188em;"><span class="stl_13 stl_11" style="word-spacing:0.01em;">crisis bancar<span class="stl_09">ia. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 11.0297em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.09em;">En los</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;mercados internacionales, en</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;donde se negocian deudas</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;países,</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;por &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7639em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.01em;">lo general se comercializan títulos a largo plazo según lo señala Guerrero-Vargas &nbsp;</span></div>
					<div class="stl_01" style="top: 14.4822em; left:7.0188em;"><span class="stl_21 stl_09" style="word-spacing:0.11em;">(2016) “son</span><span class="stl_21 stl_09" style="word-spacing:0.09em;">&nbsp;periodos</span><span class="stl_21 stl_09" style="word-spacing:0.11em;">&nbsp;superiores</span><span class="stl_21 stl_09" style="word-spacing:0.05em;">&nbsp;a</span><span class="stl_21 stl_09" style="word-spacing:0.04em;">&nbsp;un</span><span class="stl_21 stl_09" style="word-spacing:0.06em;">&nbsp;año</span><span class="stl_21 stl_09" style="word-spacing:0.04em;">&nbsp;sin un</span><span class="stl_21 stl_09" style="word-spacing:0.09em;">&nbsp;límite</span><span class="stl_21 stl_09" style="word-spacing:0.05em;">&nbsp;fijo</span><span class="stl_21 stl_11" style="word-spacing:0.03em;">&nbsp;establecido<span class="stl_09">,</span></span><span class="stl_21 stl_09" style="word-spacing:0.09em;">&nbsp;dándose &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2156em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.05em;">el caso de inversiones que han pod</span><span class="stl_21 stl_09" style="word-spacing:0.06em;">ido superar hasta 30 años plazo”. Existen un &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9322em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">sin número de países que intervienen en mercados internacionales en busca de &nbsp;</span></div>
					<div class="stl_01" style="top: 19.6656em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:-0.02em;">financiamiento. Lo que diferencia la oferta de un país y el otro, es el tipo de riesgo, &nbsp;</span></div>
					<div class="stl_01" style="top: 21.3822em; left:7.0188em;"><span class="stl_13" style="word-spacing:0.17em;">dependiendo del riesgo, se verá implícito el rendimiento o cupón que</span><span class="stl_13" style="word-spacing:0.18em;">&nbsp;pueda &nbsp;</span></div>
					<div class="stl_01" style="top: 23.1181em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">ofrecer un bono estatal. &nbsp;</span></div>
					<div class="stl_01" style="top: 25.8339em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.06em;">Es importante mencionar que el precio de un bono actúa en función inversa a la &nbsp;</span></div>
					<div class="stl_01" style="top: 27.5672em; left:7.0188em;"><span class="stl_21 stl_09" style="word-spacing:0.02em;">tasa de interés del mercado, tal y como lo explica Zemel (2019) que, “si el interés &nbsp;</span></div>
					<div class="stl_01" style="top: 29.2847em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.15em;">del Banco Central incrementa la tasa</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;en el</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;mercado, los precios de los</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;bonos &nbsp;</span></div>
					<div class="stl_01" style="top: 31.0181em; left:7.0188em;"><span class="stl_21 stl_09" style="word-spacing:0.1em;">bajarán y</span><span class="stl_21 stl_09" style="word-spacing:0.14em;">&nbsp;viceversa”;</span><span class="stl_21 stl_09" style="word-spacing:0.07em;">&nbsp;por</span><span class="stl_21 stl_09" style="word-spacing:0.08em;">&nbsp;ello</span><span class="stl_21 stl_09" style="word-spacing:0.06em;">&nbsp;los</span><span class="stl_21 stl_09" style="word-spacing:0.08em;">&nbsp;bonos son</span><span class="stl_21 stl_09" style="word-spacing:0.1em;">&nbsp;títulos</span><span class="stl_21 stl_09" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_21 stl_09" style="word-spacing:0.1em;">&nbsp;valores</span><span class="stl_21 stl_09" style="word-spacing:0.07em;">&nbsp;que</span><span class="stl_21 stl_09" style="word-spacing:0.12em;">&nbsp;incorporan</span><span class="stl_21 stl_09" style="word-spacing:0.05em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 32.7364em; left:7.0188em;"><span class="stl_13 stl_11" style="word-spacing:-0.04em;">obligación de pagar sumas de dinero, salvo los bonos con derecho de<span class="stl_09">&nbsp;conversión &nbsp;</span></span></div>
					<div class="stl_01" style="top: 34.4531em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.1em;">u obligatoriamente convertibles en acciones. &nbsp;</span></div>
					<div class="stl_01" style="top: 38.5864em; left:8.585em;"><span class="stl_10" style="font-weight:bold; word-spacing:0.4em;">2. ANTECEDENTES</span><span class="stl_10 stl_09" style="font-weight:bold; word-spacing:0.02em;">&nbsp;DE LA</span><span class="stl_10 stl_09" style="font-weight:bold; word-spacing:0.09em;">&nbsp;ECONOMÍA EMPRESARIAL</span><span class="stl_10" style="font-weight:bold; word-spacing:0.01em;">&nbsp;ECUATORIANA &nbsp;</span></div>
					<div class="stl_01" style="top: 41.3222em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.15em;">Ante todo,</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;los bonos son</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;considerados como un tipo de instrumento</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;financiero &nbsp;</span></div>
					<div class="stl_01" style="top: 43.0389em; left:7.0188em;"><span class="stl_13 stl_11" style="word-spacing:0em;">de renta fija que según Miño-Illes (2014) permiten al país incrementar un cap<span class="stl_12">ital &nbsp;</span></span></div>
					<div class="stl_01" style="top: 44.7714em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.15em;">inicial a cambio del pago de un cupón determinado por</span><span class="stl_13 stl_09" style="word-spacing:0.17em;">&nbsp;el interés estipulado</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 46.4889em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.08em;">reconociendo un beneficio que refleja tanto las condiciones del emisor como las &nbsp;</span></div>
					<div class="stl_01" style="top: 48.2222em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.12em;">del mercado en el momento de la emisión,</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;por ende, un</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;emisor,</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;en</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;el caso</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 49.9381em; left:7.0188em;"><span class="stl_13" style="word-spacing:0.04em;">Ecuador, emite</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;cierta cantidad</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;deuda (bono)</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;con</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;la</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;que</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;cuenta y</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;la</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;vende</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;a &nbsp;</span></div>
					<div class="stl_01" style="top: 51.6739em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.04em;">los inversionistas, mismos que esperan el retorno de dicha inversión en un plazo &nbsp;</span></div>
					<div class="stl_01" style="top: 53.3906em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.03em;">fijo. Sin embargo, este bono paga un interés sea este trimestral, semestral, anual &nbsp;</span></div>
					<div class="stl_01" style="top: 55.1239em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.04em;">o como lo hayan pactado ambas partes, el cual es considerado como cupón que &nbsp;</span></div>
					<div class="stl_01" style="top: 56.8406em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.08em;">se mantiene fijo en el transcurso de la</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;vida</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;del bono.</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;Por otro</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;lado,</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;el</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;precio</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 58.5739em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.28em;">los bonos tiende a bajar a diario ya que éste depende del rendimiento del &nbsp;</span></div>
					<div class="stl_01" style="top: 60.2931em; left:7.0188em;"><span class="stl_13 stl_11">mercad<span class="stl_09">o. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">25 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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" alt="" class="stl_18" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0179em; left:7.2854em;"><span class="stl_19 stl_09" style="font-style:italic; word-spacing:0em;">Álava-Del Valle &amp; Cedeño-Choez. (20<span class="stl_11">22) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">Es por ello que (CEPAL, 2002) indica que la insostenibilidad del endeudamiento &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5972em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">de un país</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;requiere</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;del aumento de recursos</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;financieros que</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;le permita</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;cumplir &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3131em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.06em;">con el pago de las obligaciones contraídas en un mercado extranjero, ya que es &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0464em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.14em;">muy complicado</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;prestarle a un país</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;que</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;está al borde de una severa crisis</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;y</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;es &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7639em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.12em;">ahí donde</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;los</span><span class="stl_13 stl_11" style="word-spacing:0.04em;">&nbsp;inversionistas decide<span class="stl_09">n</span></span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;deshacerse de</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;los</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;bonos</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;en</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;razón de</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 14.4989em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.25em;">pierden su valor, puesto que el país</span><span class="stl_13 stl_09" style="word-spacing:0.24em;">&nbsp;en</span><span class="stl_13 stl_09" style="word-spacing:0.27em;">&nbsp;condición de insolvencia afronta</span><span class="stl_13 stl_09" style="word-spacing:0.23em;">&nbsp;un &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2156em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.32em;">escenario de crisis, ya que está implícitamente quebrado; difícilmente logra &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9489em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.09em;">conseguir nuevos créditos y contar con ayuda, en esas situaciones, involucra la &nbsp;</span></div>
					<div class="stl_01" style="top: 19.6656em; left:7.0188em;"><span class="stl_13 stl_11" style="word-spacing:0.04em;">aceptación medi<span class="stl_09">das</span></span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;extremas que</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;inciden negativamente en los</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;ingresos de</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;su &nbsp;</span></div>
					<div class="stl_01" style="top: 21.3989em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">población que resulta en una crisis económica extensiva. &nbsp;</span></div>
					<div class="stl_01" style="top: 24.1181em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.15em;">Es así que</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;el propósito de la</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;emisión de</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;bonos es invertir en</span><span class="stl_13 stl_11" style="word-spacing:0.1em;">&nbsp;reestructuraci<span class="stl_09">ón &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.8514em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.05em;">económica y financiera para mejorar los programas establecidos por el Gobierno &nbsp;</span></div>
					<div class="stl_01" style="top: 27.5672em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.16em;">de turno.</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;El</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;uso de</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;los bonos</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;según</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;Pabón</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;(2020)</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;se inserta en las</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;nuevas</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 29.3014em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.04em;">amplias necesidades de obras y servicios que tienen las poblaciones que crecen &nbsp;</span></div>
					<div class="stl_01" style="top: 31.0181em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.42em;">en extensión y en habitantes sin que sus recursos financieros aumenten &nbsp;</span></div>
					<div class="stl_01" style="top: 32.7531em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.04em;">porcentualmente a la par, y en el nuevo contexto creado por la normativa que se &nbsp;</span></div>
					<div class="stl_01" style="top: 34.4697em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.06em;">deriva de la Constitución de 2008. &nbsp;</span></div>
					<div class="stl_01" style="top: 37.2031em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.19em;">La (Constitución de</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;la</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;República del</span><span class="stl_13 stl_09" style="word-spacing:0.17em;">&nbsp;Ecuador, 2008) en</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;su artículo 290</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;indica &nbsp;</span></div>
					<div class="stl_01" style="top: 38.9197em; left:7.0188em;"><span class="stl_13" style="word-spacing:0.17em;">que se recurirrá</span><span class="stl_13" style="word-spacing:0.18em;">&nbsp;a</span><span class="stl_13" style="word-spacing:0.17em;">&nbsp;endeudamiento público cuando los ingresos fiscales y</span><span class="stl_13" style="word-spacing:0.19em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 40.6531em; left:7.0188em;"><span class="stl_13 stl_11" style="word-spacing:0.02em;">recursos provenientes <span class="stl_09">de</span></span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;cooperación</span><span class="stl_13 stl_11" style="word-spacing:0.03em;">&nbsp;internaciona<span class="stl_09">l</span></span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;sean insuficientes.</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;Por</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;ello, &nbsp;</span></div>
					<div class="stl_01" style="top: 42.3722em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.08em;">se autoriza a la emisión de deuda en</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;casos</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;como</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;financiamiento de</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;programas &nbsp;</span></div>
					<div class="stl_01" style="top: 44.1047em; left:7.0188em;"><span class="stl_13" style="word-spacing:0.06em;">y proyectos</span><span class="stl_13" style="word-spacing:0.07em;">&nbsp;de inversión para</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;infraestructura,</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;tal modo</span><span class="stl_13" style="word-spacing:0.06em;">&nbsp;que exige el</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;registro &nbsp;</span></div>
					<div class="stl_01" style="top: 45.8222em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.45em;">automático de las contrataciones públicas mediante la emisión de bonos &nbsp;</span></div>
					<div class="stl_01" style="top: 47.5547em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.04em;">gubernamentales en relación con el mercado de valores. Con esta inscripción se &nbsp;</span></div>
					<div class="stl_01" style="top: 49.2722em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.36em;">autorizaba una nueva emisión de bonos por aproximadamente USD 1.000 &nbsp;</span></div>
					<div class="stl_01" style="top: 51.0072em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.14em;">millones más el saldo pendiente de años anteriores de aproximadamente</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;USD &nbsp;</span></div>
					<div class="stl_01" style="top: 52.7239em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.46em;">600 millones. Por otro lado, es importante tener en cuenta los egresos &nbsp;</span></div>
					<div class="stl_01" style="top: 54.4572em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.12em;">permanentes y no</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;permanentes</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;en</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;los</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;últimos 13</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;años,</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;el</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;mayor</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;los</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;cuales &nbsp;</span></div>
					<div class="stl_01" style="top: 56.1739em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.06em;">proviene de gastos no permanentes sobre todo desde el año 2009. &nbsp;</span></div>
					<div class="stl_01" style="top: 58.8906em; left:7.0188em;"><span class="stl_13 stl_11" style="word-spacing:-0.05em;">En relación a los países de América Latina y El Caribe, algunos que lo conf<span class="stl_09">orman &nbsp;</span></span></div>
					<div class="stl_01" style="top: 60.6264em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.21em;">cuentan con entidades competentes y autorizadas para la emisión de bonos, &nbsp;</span></div>
					<div class="stl_01" style="top: 62.3426em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.11em;">pues estas no</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;están restringidas</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;a</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;un</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;tipo</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;societario específico siendo así</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;que, &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">26 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9132em; left:7.0854em;"><span class="stl_07" style="word-spacing:0.47em;">Revista Científica de Educación Superior y Gobernanza Interuniversitaria Aula 24. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6798em; left:7.0854em;"><span class="stl_07" style="word-spacing:-0.02em;">Vol. 3, Núm. 6 (jul - dic 2022). ISSN: 2953-660X &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5823em; left:7.0854em;"><span class="stl_08 stl_09" style="font-style:italic; word-spacing:0.05em;">Bonos estatales del Gobierno Ecuatoriano en la economía empresarial ecuatoriana. &nbsp;</span></div>
					<div class="stl_01" style="top: 6.5806em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.23em;">para inicios del 2021 fue un año marcado por el aumento significativo en la &nbsp;</span></div>
					<div class="stl_01" style="top: 8.3131em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.03em;">emisión de bonos en muchos de las países de la región, que según varios de los &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0297em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.39em;">expertos en la materia, estuvo influenciado por el exitoso progreso de la &nbsp;</span></div>
					<div class="stl_01" style="top: 11.7639em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.06em;">vacunación contra el Covid-19 y las perspectivas del incremento en las tasas de &nbsp;</span></div>
					<div class="stl_01" style="top: 13.4822em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.05em;">interés en todo el mundo. &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2156em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.24em;">En el siglo XIX, países a nivel mundial, requerían de recursos líquidos</span><span class="stl_13 stl_09" style="word-spacing:0.24em;">&nbsp;para &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9322em; left:7.0188em;"><span class="stl_13" style="word-spacing:0.02em;">financiar su</span><span class="stl_13 stl_11" style="word-spacing:0.02em;">&nbsp;independencia<span class="stl_09">,</span></span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;tal modo que,</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;Guerrero</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;</span><span class="stl_21" style="word-spacing:0.04em;">–</span><span class="stl_21 stl_09" style="word-spacing:0.02em;">&nbsp;</span><span class="stl_13" style="word-spacing:0.02em;">Vargas</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;(2016),</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;explica &nbsp;</span></div>
					<div class="stl_01" style="top: 19.6656em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.35em;">que esto conllevó a que dichos países solicitaran ayuda de los mercados &nbsp;</span></div>
					<div class="stl_01" style="top: 21.3822em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.7em;">europeos y principalmente al de Inglaterra, consiguiendo entonces el &nbsp;</span></div>
					<div class="stl_01" style="top: 23.1181em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.02em;">financiamiento mediante la emisión de bonos, por lo que básicamente se conoció &nbsp;</span></div>
					<div class="stl_01" style="top: 24.8339em; left:7.0188em;"><span class="stl_21" style="word-spacing:0.18em;">como la “deuda inglesa”, por su procedencia, la</span><span class="stl_21" style="word-spacing:0.17em;">&nbsp;cual afectó</span><span class="stl_21" style="word-spacing:0.17em;">&nbsp;a gr</span><span class="stl_13" style="word-spacing:0.17em;">an parte</span><span class="stl_13" style="word-spacing:0.17em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 26.5681em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.48em;">colonias española en ese entonces, como la Gran Colombia (Colombia, &nbsp;</span></div>
					<div class="stl_01" style="top: 28.2847em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.14em;">Venezuela, Ecuador), México, Perú, entre</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;otros</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;países hispano</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;hablantes</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;cuya &nbsp;</span></div>
					<div class="stl_01" style="top: 30.0181em; left:7.0188em;"><span class="stl_13 stl_11" style="word-spacing:0.2em;">similitud fue el desencadenamien<span class="stl_09">to</span></span><span class="stl_13 stl_09" style="word-spacing:0.25em;">&nbsp;de batallas para lograr la</span><span class="stl_13" style="word-spacing:0.2em;">&nbsp;independencia &nbsp;</span></div>
					<div class="stl_01" style="top: 31.7364em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.04em;">contra España. Luego de adquirir la denominada deuda inglesa que contaba con &nbsp;</span></div>
					<div class="stl_01" style="top: 33.4531em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:-0.01em;">altas tasas de interés y corto plazo, se presentó una crisis de pérdida de bienestar &nbsp;</span></div>
					<div class="stl_01" style="top: 35.1864em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.17em;">social, las condiciones de</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;vida de la población sobre todo</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;la clase media</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 36.9031em; left:7.0188em;"><span class="stl_13" style="word-spacing:0.13em;">baja se empezó a deteriorar trayendo como consecuencias el incremento</span><span class="stl_13" style="word-spacing:0.15em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 38.6364em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.1em;">nivel de pobreza,</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;desigualdad, exclusión</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;social y</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;sobre</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;todo la caída de uno</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 40.3531em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.13em;">los indicadores económicos más importante para un país como es la renta per &nbsp;</span></div>
					<div class="stl_01" style="top: 42.0881em; left:7.0188em;"><span class="stl_13 stl_11">cápita<span class="stl_09">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 44.8056em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.12em;">A todo esto,</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;es importante</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;mencionar</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;que</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;cuando un país</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;se</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;ve</span><span class="stl_13 stl_11" style="word-spacing:0.07em;">&nbsp;imposibilitad<span class="stl_09">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.5389em; left:7.0188em;"><span class="stl_13" style="word-spacing:0.13em;">de cumplir con el pago de sus</span><span class="stl_13" style="word-spacing:0.15em;">&nbsp;obligaciones</span><span class="stl_13" style="word-spacing:0.14em;">&nbsp;crediticias y no acepta ayuda</span><span class="stl_13" style="word-spacing:0.14em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 48.2547em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.17em;">terceros, este puede caer en una crisis de deudas que perjudica la</span><span class="stl_13 stl_09" style="word-spacing:0.18em;">&nbsp;economía &nbsp;</span></div>
					<div class="stl_01" style="top: 49.9881em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.09em;">entera de su población y</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;sus</span><span class="stl_13 stl_11" style="word-spacing:0.04em;">&nbsp;instituciones financieras<span class="stl_09">,</span></span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;ya</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;que la</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;rentabilidad &nbsp;</span></div>
					<div class="stl_01" style="top: 51.7072em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.14em;">deseada para los</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;bonos</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;deuda soberana se</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;hace</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;cada vez</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;más exigibles</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 53.4406em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">por ende la instituciones tienden a colapsar. &nbsp;</span></div>
					<div class="stl_01" style="top: 56.1572em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.09em;">El marco de ley</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;Uruguay,</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;amparado</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;en</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;el</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;artículo 63</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;la Ley</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;Mercado &nbsp;</span></div>
					<div class="stl_01" style="top: 57.8906em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.23em;">de Valores les permite emitir obligaciones negociables (equivalentes a bonos &nbsp;</span></div>
					<div class="stl_01" style="top: 59.6072em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.48em;">ecuatorianos) a las sociedades comerciales nacionales o extranjeras, las &nbsp;</span></div>
					<div class="stl_01" style="top: 61.3426em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.34em;">cooperativas, los entes autónomos</span><span class="stl_13 stl_09" style="word-spacing:0.28em;">&nbsp;y</span><span class="stl_13 stl_09" style="word-spacing:0.33em;">&nbsp;servicios descentralizados del</span><span class="stl_13 stl_09" style="word-spacing:0.31em;">&nbsp;dominio &nbsp;</span></div>
					<div class="stl_01" style="top: 63.0593em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.33em;">industrial y comercial del Estado y las personas públicas no estatales</span><span class="stl_13 stl_09" style="word-spacing:0.32em;">&nbsp;con &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">27 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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" alt="" class="stl_18" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0179em; left:7.2854em;"><span class="stl_19 stl_09" style="font-style:italic; word-spacing:0em;">Álava-Del Valle &amp; Cedeño-Choez. (20<span class="stl_11">22) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.11em;">actividad industrial y</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;comercial.</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;En</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;el</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;Perú,</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;el</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;artículo</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;86</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;de su Ley</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;Mercado &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5972em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.16em;">de Valores de 1996,</span><span class="stl_13 stl_09" style="word-spacing:0.17em;">&nbsp;admite también</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;que</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;otras</span><span class="stl_13 stl_09" style="word-spacing:0.19em;">&nbsp;personas</span><span class="stl_13 stl_09" style="word-spacing:0.19em;">&nbsp;jurídicas</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;Derecho &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3131em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.02em;">Privado, diferentes a las sociedades anónimas, puedan de emitir bonos. Mientras &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0464em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.04em;">que en Guatemala se limita la posibilidad de que otras sociedades puedan emitir &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7639em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.37em;">bonos, ya que el artículo 544 de su Código de Comercio se definen las &nbsp;</span></div>
					<div class="stl_01" style="top: 14.4989em; left:7.0188em;"><span class="stl_21 stl_11" style="word-spacing:0.07em;">obligaciones (equivalent<span class="stl_09">es</span></span><span class="stl_21 stl_09" style="word-spacing:0.1em;">&nbsp;a</span><span class="stl_21 stl_09" style="word-spacing:0.15em;">&nbsp;bonos ecuatorianos) como:</span><span class="stl_21 stl_09" style="word-spacing:0.13em;">&nbsp;“títulos de</span><span class="stl_21 stl_09" style="word-spacing:0.13em;">&nbsp;crédito</span><span class="stl_21 stl_09" style="word-spacing:0.11em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2156em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.11em;">incorporan una parte</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;alícuota de</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;un crédito colectivo constituido</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;a</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;cargo de</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 17.9489em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.08em;">sociedad anónima. (Gallegos - Zúñiga, 2014). &nbsp;</span></div>
					<div class="stl_01" style="top: 20.6656em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.16em;">Es así que, la</span><span class="stl_13 stl_09" style="word-spacing:0.17em;">&nbsp;Comisión Económica para América y El Caribe (CEPAL) en</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;su &nbsp;</span></div>
					<div class="stl_01" style="top: 22.4014em; left:7.0188em;"><span class="stl_13 stl_11" style="word-spacing:0.07em;">informe presentad<span class="stl_09">o</span></span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;el</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;25 de junio</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;del 2021,</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;reveló</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;que en</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;lo que</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;fue el</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;primer &nbsp;</span></div>
					<div class="stl_01" style="top: 24.1181em; left:7.0188em;"><span class="stl_13" style="word-spacing:0.23em;">trimestre del año la emisión</span><span class="stl_13" style="word-spacing:0.24em;">&nbsp;de bonos para los países de la región en</span><span class="stl_13" style="word-spacing:0.24em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 25.8514em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.32em;">mercados internacionales obtuvo un récord de cifras de $ 52,000 millones. &nbsp;</span></div>
					<div class="stl_01" style="top: 27.5672em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.11em;">(CEPAL, 2021) &nbsp;</span></div>
					<div class="stl_01" style="top: 30.3014em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.22em;">Si bien la emisión de bonos sociales en América</span><span class="stl_13 stl_09" style="word-spacing:0.23em;">&nbsp;Latina todavía es</span><span class="stl_13 stl_09" style="word-spacing:0.26em;">&nbsp;reciente, &nbsp;</span></div>
					<div class="stl_01" style="top: 32.0197em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.17em;">distintas entidades multilaterales siguen viendo un potencial significativo en su &nbsp;</span></div>
					<div class="stl_01" style="top: 33.7531em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">crecimiento y masividad, lo que incluye no solo a emisores corporativos de gran &nbsp;</span></div>
					<div class="stl_01" style="top: 35.4697em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.03em;">tamaño, sino a emisores gubernamentales de deuda sostenible. Por lo expuesto, &nbsp;</span></div>
					<div class="stl_01" style="top: 37.2031em; left:7.0188em;"><span class="stl_13" style="word-spacing:0.02em;">el informe revelado por</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;la</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;CEPAL indicó que</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;los</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;principales países emisores</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 38.9197em; left:7.0188em;"><span class="stl_13 stl_11" style="word-spacing:-0.06em;">los bonos son Chile con una participación de 12.59%, Brasil con una particip<span class="stl_09">ación &nbsp;</span></span></div>
					<div class="stl_01" style="top: 40.6531em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.06em;">del 19.17% y México con el 28.41%, que suman el 60. 17% del total de emisión &nbsp;</span></div>
					<div class="stl_01" style="top: 42.3722em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.05em;">de bonos de la región. &nbsp;</span></div>
					<div class="stl_01" style="top: 45.1047em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.15em;">Se destaca la importancia de promover</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;la innovación en políticas,</span><span class="stl_13 stl_09" style="word-spacing:0.18em;">&nbsp;instancias</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8214em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.24em;">procesos en</span><span class="stl_13 stl_09" style="word-spacing:0.18em;">&nbsp;el sector público y en corresponsabilidad con la sociedad civil,</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;u &nbsp;</span></div>
					<div class="stl_01" style="top: 48.5556em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.41em;">otros. Sin embargo, en América Latina han predominado las políticas de &nbsp;</span></div>
					<div class="stl_01" style="top: 50.2714em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:1.19em;">seguridad guiadas por el paradigma de la seguridad pública &nbsp;</span></div>
					<div class="stl_01" style="top: 52.0072em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.08em;">(tradicional•estado•céntrico), que sostiene que son las instituciones estatales las &nbsp;</span></div>
					<div class="stl_01" style="top: 53.7239em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.22em;">responsables de garantizar la</span><span class="stl_13 stl_09" style="word-spacing:0.18em;">&nbsp;seguridad de la población de forma exclusiva</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 55.4572em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.06em;">directa. En consecuencia, no considera el involucramiento de nuevos actores en &nbsp;</span></div>
					<div class="stl_01" style="top: 57.1739em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.04em;">el proceso de deliberación, decisión y ejecución de acciones tendientes a reducir &nbsp;</span></div>
					<div class="stl_01" style="top: 58.8906em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.04em;">el delito y la violencia, así como el miedo y la incertidumbre que genera. (Olvera, &nbsp;</span></div>
					<div class="stl_01" style="top: 60.6264em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.06em;">Olvera, &amp; Moreno, 2017) &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">28 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img src="data:image/png;base64,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" 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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9132em; left:7.0854em;"><span class="stl_07" style="word-spacing:0.47em;">Revista Científica de Educación Superior y Gobernanza Interuniversitaria Aula 24. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6798em; left:7.0854em;"><span class="stl_07" style="word-spacing:-0.02em;">Vol. 3, Núm. 6 (jul - dic 2022). ISSN: 2953-660X &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5823em; left:7.0854em;"><span class="stl_08 stl_09" style="font-style:italic; word-spacing:0.05em;">Bonos estatales del Gobierno Ecuatoriano en la economía empresarial ecuatoriana. &nbsp;</span></div>
					<div class="stl_01" style="top: 6.5806em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.04em;">Pero, ¿cómo</span><span class="stl_13 stl_09" style="word-spacing:-0.03em;">&nbsp;se</span><span class="stl_13 stl_11" style="word-spacing:-0.05em;">&nbsp;emite<span class="stl_09">n</span></span><span class="stl_13 stl_09" style="word-spacing:-0.02em;">&nbsp;los</span><span class="stl_13 stl_11" style="word-spacing:-0.04em;">&nbsp;bonos<span class="stl_09">?</span></span><span class="stl_13 stl_09" style="word-spacing:-0.03em;">&nbsp;Es</span><span class="stl_13 stl_09" style="word-spacing:-0.03em;">&nbsp;una</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;interrogante</span><span class="stl_13 stl_09" style="word-spacing:-0.04em;">&nbsp;a</span><span class="stl_13 stl_09" style="word-spacing:-0.03em;">&nbsp;la</span><span class="stl_13 stl_09" style="word-spacing:-0.02em;">&nbsp;que</span><span class="stl_13 stl_09" style="word-spacing:0.03em;">&nbsp;Miño-Illes</span><span class="stl_13 stl_09" style="word-spacing:0.24em;">&nbsp;(2014) &nbsp;</span></div>
					<div class="stl_01" style="top: 8.3131em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.11em;">responde considerando que la emisión</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;bonos</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;conlleva</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;un proceso que en</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;el &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0297em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.29em;">caso de Ecuador primero procede a contratar una banca de inversión para &nbsp;</span></div>
					<div class="stl_01" style="top: 11.7639em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">determinar los posibles compradores, beneficios adecuados, precios, entre otros &nbsp;</span></div>
					<div class="stl_01" style="top: 13.4822em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.18em;">indicadores. Al tratarse de los bonos emitidos para el financiamiento del</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;país, &nbsp;</span></div>
					<div class="stl_01" style="top: 15.2156em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.13em;">estos se los hacen en conjunto con funcionarios de Estados Unidos (Comisión &nbsp;</span></div>
					<div class="stl_01" style="top: 16.9322em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.04em;">de Valores de Estados Unidos SEC) quienes son los que se encargan preveer la &nbsp;</span></div>
					<div class="stl_01" style="top: 18.6656em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.31em;">legalidad de negociación de los bonos en el Mercado, a lo que el Estado &nbsp;</span></div>
					<div class="stl_01" style="top: 20.3822em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.06em;">ecuatoriano emite una determinada cantidad de dinero en bonos y los coloca en &nbsp;</span></div>
					<div class="stl_01" style="top: 22.1156em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.49em;">el mercado financiero internacional que son adquiridos por inversionistas &nbsp;</span></div>
					<div class="stl_01" style="top: 23.8339em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.03em;">nacionales o extranjeros y es Ecuador quien recibe dicho dinero pero no paga su &nbsp;</span></div>
					<div class="stl_01" style="top: 25.5681em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.28em;">totalidad sino hasta después que se</span><span class="stl_13 stl_09" style="word-spacing:0.26em;">&nbsp;cumpla el plazo de esos bonos, de</span><span class="stl_13 stl_09" style="word-spacing:0.24em;">&nbsp;lo &nbsp;</span></div>
					<div class="stl_01" style="top: 27.2839em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.08em;">contrario deberá pagar los cupones cada cierto tiempo que fue anticipadamente &nbsp;</span></div>
					<div class="stl_01" style="top: 29.0181em; left:7.0188em;"><span class="stl_13 stl_11">pactado<span class="stl_09">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 33.4031em; left:8.585em;"><span class="stl_10 stl_09" style="font-weight:bold; word-spacing:0.46em;">3. BONOS</span><span class="stl_10 stl_09" style="font-weight:bold; word-spacing:0.06em;">&nbsp;ESTATALES DEL</span><span class="stl_10 stl_09" style="font-weight:bold; word-spacing:0.07em;">&nbsp;GOBIERNO</span><span class="stl_10 stl_09" style="font-weight:bold; word-spacing:0.11em;">&nbsp;ECUATORIANO &nbsp;</span></div>
					<div class="stl_01" style="top: 35.8031em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.08em;">Por su</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;parte,</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;en</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;lo que respecta a los</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;Bonos</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;del</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;Estado ecuatoriano son</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;títulos &nbsp;</span></div>
					<div class="stl_01" style="top: 37.5197em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.05em;">valores de renta fija que prometen ser reembolsados en capital e intereses en el &nbsp;</span></div>
					<div class="stl_01" style="top: 39.2531em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.23em;">futuro que</span><span class="stl_13 stl_09" style="word-spacing:0.22em;">&nbsp;pueden</span><span class="stl_13 stl_09" style="word-spacing:0.23em;">&nbsp;ser acreditados de forma mensual, trimestral, semestral</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;o &nbsp;</span></div>
					<div class="stl_01" style="top: 40.9697em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.04em;">como lo considere en condiciones claramente definidas. Tales intereses o cupón &nbsp;</span></div>
					<div class="stl_01" style="top: 42.7056em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.06em;">es lo que realmente cobra el poseedor de los bonos y es pagado por el Estado. &nbsp;</span></div>
					<div class="stl_01" style="top: 44.4222em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">(Banco Central del Ecuador, 2021) &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8214em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.04em;">De acuerdo a los antecedentes estudiados para el caso de emisión de bonos en &nbsp;</span></div>
					<div class="stl_01" style="top: 48.5389em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.08em;">el Ecuador,</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;Guerrero</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;</span><span class="stl_21" style="word-spacing:0.09em;">–</span><span class="stl_21" style="word-spacing:0.08em;">&nbsp;</span><span class="stl_13" style="word-spacing:0.09em;">Vargas (2016) menciona que,</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;en</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;sus emisiones</span><span class="stl_13" style="word-spacing:0.09em;">&nbsp;2014- &nbsp;</span></div>
					<div class="stl_01" style="top: 50.2714em; left:7.0854em;"><span class="stl_13">2</span></div>
					<div class="stl_01" style="top: 50.2714em; left:7.6354em;"><span class="stl_13 stl_09" style="word-spacing:0.32em;">015 fueron en condiciones</span><span class="stl_13 stl_09" style="word-spacing:0.3em;">&nbsp;poco favorables puesto que la tasa de</span><span class="stl_13 stl_09" style="word-spacing:0.31em;">&nbsp;interés &nbsp;</span></div>
					<div class="stl_01" style="top: 51.9906em; left:7.4184em;"><span class="stl_13 stl_09" style="word-spacing:0.17em;">rendimiento) que debe</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;pagar por</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;la emisión</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;de bonos</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;de junio de 2014 es</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 53.7239em; left:7.6354em;"><span class="stl_13 stl_09" style="word-spacing:0.11em;">,95%; de los</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;bonos</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;emitidos</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;en</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;marzo de 2015</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;es</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;10,5%,</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;y por</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;último,</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 51.9906em; left:7.0854em;"><span class="stl_13">(</span></div>
					<div class="stl_01" style="top: 53.7239em; left:7.0854em;"><span class="stl_13">7</span></div>
					<div class="stl_01" style="top: 55.4406em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.16em;">los bonos</span><span class="stl_13 stl_09" style="word-spacing:0.18em;">&nbsp;emitidos</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;en mayo</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;del</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;mismo año</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;es</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;de 8,5%.</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;Estos</span><span class="stl_13 stl_09" style="word-spacing:0.21em;">&nbsp;intereses</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;y</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 57.1739em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.11em;">plazos máximos de</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;5 años,</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;son</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;producto</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;de la subida del índice de riesgo</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;país &nbsp;</span></div>
					<div class="stl_01" style="top: 58.8906em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.06em;">y de la calificación otorgada como B+. &nbsp;</span></div>
					<div class="stl_01" style="top: 61.2926em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.04em;">Estas elevadas tasas se debieron a bajas calificaciones crediticias otorgadas por &nbsp;</span></div>
					<div class="stl_01" style="top: 63.0093em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.04em;">empresas reguladas como (Moody's Investor Services, 2022), la cual detalla que &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">29 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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" alt="" class="stl_18" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0179em; left:7.2854em;"><span class="stl_19 stl_09" style="font-style:italic; word-spacing:0em;">Álava-Del Valle &amp; Cedeño-Choez. (20<span class="stl_11">22) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.0854em;"><span class="stl_21 stl_09" style="word-spacing:0.06em;">una calificación “B” (la cual es en donde ronda el pais), se debe generalmente a &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5972em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.16em;">una consideración más</span><span class="stl_13 stl_11" style="word-spacing:0.07em;">&nbsp;especulativ<span class="stl_09">a</span></span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;y</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;están sujetas a</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;un</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;riesgo crediticio</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;alto, &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3131em; left:7.0854em;"><span class="stl_21 stl_11" style="word-spacing:-0.04em;">del mismo modo, una calificación de “Caa” se<span class="stl_09">&nbsp;consideran </span></span><span class="stl_13 stl_09" style="word-spacing:0.04em;">especulativas con mala &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0464em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.04em;">reputación y están sujetas a un riesgo crediticio muy alto. Un peldaño más abajo &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7639em; left:7.0854em;"><span class="stl_21 stl_09" style="word-spacing:0.32em;">se encuentran los países con calificaciones “Ca” lo que refiere a que son &nbsp;</span></div>
					<div class="stl_01" style="top: 14.4989em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.06em;">altamente especulativas y es probable que estén en incumplimiento o que estén &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2156em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.04em;">a punto de estarlo, con cierta perspectiva de recuperación de capital e intereses. &nbsp;</span></div>
					<div class="stl_01" style="top: 18.6156em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.3em;">Durante el gobierno del licenciado Lenin Moreno, la recompra de la</span><span class="stl_13 stl_09" style="word-spacing:0.28em;">&nbsp;deuda &nbsp;</span></div>
					<div class="stl_01" style="top: 20.3322em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.08em;">alcanzó un valor</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;11.625 millones,</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;no</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;obstante,</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;estos</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;bonos alcanzaron</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;altas &nbsp;</span></div>
					<div class="stl_01" style="top: 22.0656em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.16em;">tasas de intereses,</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;por tanto, esto</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;representó que solo en intereses</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;dichos &nbsp;</span></div>
					<div class="stl_01" style="top: 23.7847em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.13em;">papeles sea más de la mitad</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;del</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;monto que se</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;adeuda. Muchos</span><span class="stl_13 stl_09" style="word-spacing:0.19em;">&nbsp;mencionaron &nbsp;</span></div>
					<div class="stl_01" style="top: 25.5181em; left:7.0854em;"><span class="stl_21 stl_09" style="word-spacing:0.23em;">que estos bonos son más considerados como “bonos basura” puesto que al &nbsp;</span></div>
					<div class="stl_01" style="top: 27.2347em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.13em;">contar con</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;altas</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;tasas de</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;intereses</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;genera</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;un impacto financiero negativo</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;para &nbsp;</span></div>
					<div class="stl_01" style="top: 28.9681em; left:7.0854em;"><span class="stl_21 stl_09" style="word-spacing:0.18em;">la economía del país.</span><span class="stl_21 stl_09" style="word-spacing:0.17em;">&nbsp;Mismos que han provocado que, “en 2014 se</span><span class="stl_21 stl_09" style="word-spacing:0.19em;">&nbsp;debieran &nbsp;</span></div>
					<div class="stl_01" style="top: 30.6847em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.11em;">pagar $</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;769 millones;</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;en</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;2015</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;$</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;1.068 millones;</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;en</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;2016 los</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;intereses</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;llegaron &nbsp;</span></div>
					<div class="stl_01" style="top: 32.4197em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.14em;">a $ 1.273 millones,</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;en</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;2017 $</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;1.776 millones</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;y en 2018, $</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;2.252 millones.</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;En &nbsp;</span></div>
					<div class="stl_01" style="top: 34.1364em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.06em;">2019 se pagaron $ 2.400 millones (Cacarin - Coro, 2020) &nbsp;</span></div>
					<div class="stl_01" style="top: 36.5364em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.03em;">Ante la situación, deberá pasar un largo tiempo y muchas colocaciones para que &nbsp;</span></div>
					<div class="stl_01" style="top: 38.2531em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.02em;">los inversionistas retomen la confianza en los bonos ecuatorianos, tiempo en que &nbsp;</span></div>
					<div class="stl_01" style="top: 39.9864em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.04em;">disminuirá el malestar que les produjo al momento de declarar que la deuda que &nbsp;</span></div>
					<div class="stl_01" style="top: 41.7056em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.06em;">se les iba a pagar carecía de legalidad y legitimidad. Como se puede demostrar &nbsp;</span></div>
					<div class="stl_01" style="top: 43.4381em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.31em;">que si afecta aún lo acontecido en 2008 (no pago de deuda), la cual fue &nbsp;</span></div>
					<div class="stl_01" style="top: 45.1556em; left:7.0854em;"><span class="stl_21 stl_09" style="word-spacing:0.19em;">catalogada de “deuda ilegítima y odiasa” por el gobierno de turno,</span><span class="stl_21 stl_09" style="word-spacing:0.16em;">&nbsp;ya</span><span class="stl_21 stl_09" style="word-spacing:0.17em;">&nbsp;</span><span class="stl_13" style="word-spacing:0.17em;">que,</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;al &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8889em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.15em;">verse imposibilitado de pagar</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;la deuda que le competía en esa fecha,</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;cayó</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 48.6047em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.03em;">default, lo</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;cual produjo el</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;no</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;pago de</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;la</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;deuda,</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;lo</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;que trajo consigo la salida</span><span class="stl_13" style="word-spacing:0.02em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 50.3381em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.09em;">los bonos ecuatorianos del mercado internacional. &nbsp;</span></div>
					<div class="stl_01" style="top: 52.7239em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.13em;">Para Pérez</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;(2015) las empresas son</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;el elemento</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;fundamental</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;todo</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;sistema &nbsp;</span></div>
					<div class="stl_01" style="top: 54.4572em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.39em;">económico, ya que adquiere una serie de factores productivos (como los &nbsp;</span></div>
					<div class="stl_01" style="top: 56.1739em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.04em;">alimentos o</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;la materia prima para hacer</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;un</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;vestido)</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;la sociedad con los</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 57.8906em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.01em;">produce una serie de bienes o presta una serie de servicios que serán adquiridos &nbsp;</span></div>
					<div class="stl_01" style="top: 59.6239em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">por la sociedad. &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">30 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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iXxne9Px3s//LVo6D48mvbvjT9v6o+2zuMz9CyP9p6j44p3fSq+8NW7qhm1WrrKaVmHV6HmvR+8JZpyG2a1DMafNZdTxR4PGKWEDAAA9o1ayCizImUAKPebyKBR174yWnrWxiHPWhfDE7+NrSMlSAzH1PimmCwho4SJ0Z0ZMCazxrPGqhofH8+aeKLGyhGOX8VhR2bDXJ0GlOvIJrzM9FSb7an8F3731LJPro4MBa969TWxeWIqfvTzB3N75kdr97FRn0Gjrm1h3PK1H8f49t/EN753TzbvL8jGvxwByLEyZBy++EUZMrZlyNgWTd0Lcl1PhIxy2tJ+GR4a87vHHVcLGbfc9pPcvgwZOcbPfrY1pjJk9A+enUFiZexXpu/tHsj1Loq6puX5uD7HzODRuTjqWhbFszLwbNw0mSFsexy56MyY1bZ7f3YHpt3T0NaqLkPSrNyH5q4cs/moePuVN8W9D/4mDj40/wZtGcbmDsTM1hXR1LEmA0ZfvPill8RP79kZBx5SZswqp2+Va1yOjFu/uzFedfGHM/Qsj1mtGYYytPzObyhkAACwbzw5ZJRTmgajec7KbKaXxhe+/JNqBqNyVOKxRx6O6bGR6n4Y1dGMrPL45CrXY4xmlceRGBnZEhu3TMRt33sox5ufzX6uK5v9+va1+bw04+WUqbL+3Y1xCR618NHadUz88I7NMbzt4XjzVddXp1zVl6lkO0vTvzw2vOhvY+Pwr2J0279F98GLq9Ofqntv/N6QURv794aMciQj646fbcn92BbLV52TIWMoq0xfuyTau4/Opn9+HLXorJi/+Iw4+DkD0TZvQfTMnR9bt4zFyORkPH/BS6pTnJ7Yp7KPu/dpd+W+l6M6rUfF2a+4Mh7Y8ttYuPSMqG/MENWzJmbNWRMzM+SVC+afe9RJcV9+vnjwvNz33Lfc/8au/Kz9yPjxPQ/H2hNem+8vr0JhXZlmeI+LzbOEDAAA9o3HQ0Y5zadqkMvpOPPj+Be/MbaOPhJT09tiZMtojGdNj07EVAaN6rqMyY0xno+1cDGaNZaflSpHPLZmyNicy+Znk9OxdeSxWHf8RdnIl6CQjXcJC6UBr64/KEGjNMW7m/DyfEUs7D0xhqcejQdHHolnH358NJU7aLduyM/yMQNFe9f8uG/jL2N48rdxxdWfjeaODBplrK6Bf1/I2HUk4yd3bonRie2xbNW5GTDKdLNrY/+DV8ZV77wx7t/0cGyd/LcYG/sfsXHsF/Hlb9wVJ530qtj40KYYm86QsfAlj29/9ViOnpSLuzNU1Z4PZRgazMC1ODac+ob4+aZfxAmnXpy/91HR1p3fa1kbM8r3y7UwzxiM7/9sOs579fuq79d3rM/f7oSoaxuI9v2Xxj2b/yWOXpbhJENGdTH9nHIqWhUudpeQAQDAvlGa7tJ8VxdlZ3Na7vnQMW9R/OPtm2N0cnuUWaMmxzJcjE7H9okdMbp1LIPDVIxNjWczPh1bRqbz9aMxNlJOn9qRj+MxncFjOgPG+MTmanrb0fHt8U8/2hwdcxbl+Nngd66L+tIQV6dQlZBR+4//nzf1VTM/zWxbEh//7Fdi8/DD8eWv3hkt7UujORvwhpZyulQ51WpZhoqj4sPX3xwbN2+Pe34+naEjw0TbsmicMxgvWHxSbt/OuOfBHbmuY7Kxz33cI2T8eVaZ1vbEE1+X+7Ajbv7WT3LZ5bme3vjpXeUmgzti+epzs9lfFR37r4uvfO3+Kijdn+t621Ufi1NOe128+g1XxVdv+3mMjv0mRoZHY2RqIsPN6dWRoMf3KQNDY1duc8ea6hSocofyhty3EuDu3vTrOP0Vl+fnR1bhq7GtdrO/tv1PiNltC+Kmr/wsbvj0NzNQlJBULijPbc+xymlhhx62Pu7f+pt4Zj42liM4PfnbtfUKGQAAPD00VE1xLWQ0dGUj274gznr527JJ/1WMjJcb75XrK2rXWkxObM/w8Ku478Ft8YWbfxhnv/Lt2TBfHK+44Or4whd/HKMj/5IN9/aYmiz3ztgSY5Nb8rGcWjWR4zwWp57xhmib0xetc9dn05yNeHUkIxvi9qFswldm8MgmvKc3ev5qZYxNPFbNYHXaqa+Lnu6l0d3dH509/dExtzfa5y6J1u4j4qgFq2J4eDKmcpvWrn1FtGRoqctAcdiCF1VB4e4HtkdTho+9hYzmrqEYGjo/t/HhJ4WMO+4s9/l4pLoZ3+yOxXHR6z8am7bkbzH2WLxg/rHRlutu6VwQzXMPj66DlsT1N9waExmiRqem4/kLXvqUkFGmoZ3R0hsN5YZ97cfEcS96Xfz8gV/nb/e+3N9yhCI/KzcUbBvKWhszZh0Tb73yc/HdH27MUPbcaO48stqOWV2Lc/nF0dazJI5YuCG2jP9L/PVz8rdrWRAzc/wye9ceAaOUkAEAwL5RCxnlKMaabHhXZAhYHN+7/aEYHd+WIaNW1fS0E2Px4Kbh6pShFWsuiIaWJdlAL4/GbKgb2/oyAAzEC8t/6O8pdwHfFhNTZZlyk77atRpjY1Pxne/fl98/Mupal2XTXY5e7Gr+29dmk7w+Q0d/zO5eGKdf+M4o99+YzuZ90/2Tce/dE3Hf/ePx8wfH4p4Hx6tZo+66/+G4/6HR2LFzOibyuz/98Wi0dCyJ+p6hOHzpqRkytscdP5+I9nlLc/wcd4+QUdezujpd6qUvfWvu3/YnhYyfZcgYG/lF9K84I1q658d3fzQS23b+Ji659N3ReWBvzGweiKaedbFf+8KY2bE0jjj6tNi4aSJGJ7fF8446NYPDrv2qQkYJTwNR353L5X6vPeU18dCWf44zz7kymjqWRWPn2pjVfmx+r9yYb1W0tPXHSae8Naa2/8/40i3fixs+ektc95Fvx4du+HZc++lvxvs/+tW49qPfiL/PzzZv3RnXXX9LfOqzd8dR88+PlgxNQgYAAE8LtYa4diSjTOt65MJTY+vYLzIojGXQ2FE14SOTIzE8NRxbJh6OYxadFB3zsonNZnt228pom7s2G+SBbNAHo75xUQwMnhvD44/EpuHaTfuq2afGh2NkdDyGR38Rzz/6hdHQk41+a5lytfbf/tltx8V+TSsyaPRnA3903LMl119mrhqdipGtO2LTpskYHpmILaOjsXl0IjaO7ojNU/8aG4d35PujMTk5FVu3PhyHPmddzMxA8fzch3Ia14NbH41Dnr0ug0UJGeUeHSVo5P5253bPWRkf+NCXY+OW8bjlW3fUQkbH8rjjzvGYGv9t9PWeHs3tR8YP7xiN4YmdMbTuJbmfvVHX/sL4s9b1GVTWVbNxtfX0ZcjYVq3v8GNO2xVmStCohZqZzb3R0LU4Vhx3ftw/9tt4yZlvjsaWo6KxhI/24zOonZDLHFuFjOb25XHCC98QLz7t4gwir4+Xnn5ZnHzq2+OUM94eJ5x+UZx6Tvnskrjhxi/GvfdvjTPOemOccupV0dq+MroPOD7XJ2QAAPA0MKu6MV6ZmWhVNHb1xWlnvSUmph+LyamRmMwmf3pqIjaN3R2b8vXVH/xyNHetjqbO3jj+lNfFHXdPxs8fGIl7HhiP00+/PFobhqK1cWW8/4NfjNHJiRgf2RnTY9MxWR3RyGZ9/Bdx+nlXR11bBpLqP++DGTDWZ2Wj3bIu2rr74pgFx8X2nb+M+7c8FkcsPDHfW1zdT6Kzeyg6Mhh0zOmr7hfReFBvtM5dHd09A3H/AztjcvtUXHXNddE6byAOOnR9PLQ5w8jw9jjvVVdmA19mn1ob9T1rY0YGmdbugZh70DFx39ZNsWliPL76zXujNUNGa/ui+OFPx2PL2K+jb8Uroi0Dy+0/3hmj234Zr3/z1XHAQbm9TSujcf/jo23/02O/+lVx2DEvis2T22Jk6pFYOP+0qGtYmft3QoaRtdE6Z3XMmPncWLH6gtg6+v/ESSdfWl34PqsEngwjdbn/szL0lLub79cykK9LOClHlkqV8Lf7ee11Y9vqaGxeXl0X8tXv3JF/iwUZVso9N8qd2csN/soyQgYAAPtYuUv07pBRTn869/z3xMYt22Pbtm0xtnU8pjIsjE5syqZ/LHoOzAa/Z00cduTJsWn8V7Fp83SMjo1WF4KPjv42Fi98ZXRlCDn02avioeHJmJgo13EMx9jEQzE8trE6InDBa6+J+gwTs9oHosz6VE7TKkcymrvWR/f+A/GN2+6NTVsm4xvffTA/PzIDwpJqnU3ZmDdl89zU2Z9hKBvq/furU5GaWpbH9dffkoFiLO56cCRa5izL7y2NL9783dg6+Wjct2Uq+tecGU3d86P9gN748+Znx3NfcGLc/tPhmP7FjgwIY/HVW++Mto6F0dZ1dPzwjq3Vcn0rzoz2jmXxlss/E3fcuzXGdz4aXfMOi/qWI6Lj4N6obxuIlq7++NQXvxeb8jfaPLE9jjz6xAwwq3PfVuX6BmK/xsPjhBe/PraO/fdYf9y5Ud/wF7ntS6Kha2k0dOdjz8JonFOutViUtST2a1i4Z0h4SjW3r4vm1r74yCdvjes+8ZX8bXL51nUZMjJoCBkAADxdPClkZAN/6PM2xOSO/yu2bJmO6QwFmzYOZ8jYGfdv+mXMPWAoWjsG47wL3hUbRzJ8ZAjZuW00Nj50Z0xMPRzveMfno7ltScxqPiI2jv46RiZHY3wqQ8bk5uqUq3K61VHLT4m6jtJgr4j6XF+13o6h2K+5L1p6lmc4+W2MTv0qTjz10mid0xvNuX31Ldlgd6zNWpOvs4HvWhEN89ZG27wN0Zav5+y/KKYf+de4f+TROP60t2UA6ItnPX9DbBz7ZQxv2xk7fv2vcc9D2zJAjMRP7xnL/ft/Yzz38VVvuDQ2T22LW755dwaMDBndR8cP7hiOjePbo3flGdE1pz9redz1wPYYe/jRHOuxeO1l74nlK06O08+6PL73o+m484GpuGfz1hie/kUcPv9FuX3Ls+FfGjOaDo+TTr8s9+V/xFsvvy6ed1hvLOs9IY5ZdkocvfzUXXVyzO89PXpXXxAdGZpmNJY7lz85WOxZzeXalZa++OJXfh4Xv/m6aMz1NJRZqTKA1S6iFzIAAHgaKI1pLWCU+yxkQ9+xOM678F2xdbRMzfpI7Nj+27jvgUfjkGceG41N5chBX7z1io/H1I5s3ie2xbaJrTE9tSk2jwzHVe/5ZHRkU946ZyBWH/+6eGDrZIaLnVVtGXs0PnjDLVXzPTtDwuxcV7lWohZyVkbLvNVxzgXXxg/v3BnfuX1TtGXAaO3JxrprKFq619f+W5/NdEN77W7hjXOPjf3qc/nmgWqdn7jpe/GTnz8cN3zmjpjdWgslzz7i+PjaP94RmycejZGJf4nNW8vRl1/G1781Gn/93PWx6riXxTe+90B84vM/jsa2xdHUvigDx8a4/a6xWDr4spjduDzqm5dncDgmbrzptgwT0/FgBpkHHngkNm/+1/j7L90T+//Fgrjx89+Of7pzezzv6NNjZtPiaO3qj6X9r4y77/9t3P6T6fjxz6bjJ3dMxz/9YDx+9LOd1T7W6uH40Z2/jG9/f2f85aEvqi6g3yMkPKXKdRttXaviCzdvjBNPe2v+DuUGhLuu/ygXzQsZAAA8HZSGtAoYZYaprmzgy92oW46OZz1vfZx5zpvj+BMuirkHZvPa1BctXeuirnFRHH7M8TE8+WhMjG6L7dt2xtbhsWziH4nlK15Sna7U2J0NcfdgHLnopLj86s/Hh6//Vhx/0hujrWd5NHWviv0yBDRkY1y7R0cJGStiRuvSmJlNfn3H/GjsOKIKIA3tpbEu0+qWe0iUkFH7r30JGXVlZqbc5rL9jWUa2I6FWQuyymlHGZZaT8rvln05LA78q954zmHHxXOfuyEOOihDUOdAzG7prU69aunpj8Z8XU5/Kt9vKffx6F6cz3PMtnKKVrk3xcqY2Xp0zD20L55zxLGxYP6pcfDBud7mY6I5t7mlqzeXW5nbNZT7eGw0t63KGsigk+toXbSrllRVwkxj26LHq6ltWbR0DuZnqzNAHLtnSHhKle1oaMtt7BqsglwtWJS/X6knBYxSQgYAAPtGaeRLyKjrHMomf1XMzCZ2dnsGis7eaO1aFLOb52czvjKa5xxfXazc1N0f7fOWxRkvuyLufWB7PLTll3HnfY/k6ytjVvORUd+5PJv0NVGf1dxTToEayEY6m/ls4Nt61maznk383PW5jlXZyNdmYqorwaY7G/38brmfRGNHub5g13/oy6lAu6u83lVle3cffSkXRjfkNjaVi9JzrMaODCBtL6zWUa6NmNWyLMNA7kPrQAaM3L5cpql7XXUPi3KjvDIlbW3q2drr0qRX9wwp68igUZ/jtczJ71SzXy2PtgwFHRmWWqqwkttcTf+b45Wg1jKU4WJ9BoihalrZxty2WuX+5vca8rExx2/McNWQy7d0lxCV29m5Pn+/Wmj6fVWf47R2Z/DpzPVlkCn7vftI0O/ciK+UkAEAwL5RGtzdIaNMyTorG9jSXJdgMbN5adRXRzc25OfHRl02r+0Hr4nGDAOzW5dF67yj46BnZpjozia3mjEqm9tswEvDW1dCRDbijfm8MZ83l5DQ0p+NeH+Git5s8rO5blubzXCuO5drmJef5zh17RkYSpB4PFiUZro0zbtnWSrPyzaXygDRVU65Kt8v95s4NsdcnduTr3PddRmWmuasztBzbDVdbF1r7mNHX25n2Y5cT9f6mNGS45Rxu/rycSBDVlnH2ly2zPa0JN/vzX3KbchtacyQVIWiXMesDE2zuzIY5W9Vl4GiBLBZJSxlmCmBoUzvW9dWPi83GdwVXvL98li9Lu/n8nUdvbnO/tyWsm2793Xv1ZC/7ewSAlvXZpjakOOVdZbfc0X+fUr4etL3hQzYx65QSiml/pPVxVn/W8qUqlXjnM3y7DKtbAkb5b1skmeVe19k6KgrTXcGkIY5azJ4lNmRMkDk9xp6lmczvrxqsOs712WznO/3rIkZrbUmvr4cRSinPXWsyMa7nIq0opoZqmlONu4ZAOpLY17WkePNzAa/Lpvohu7a6VDl/eo/9WUWqnK0ovzHPseqnpeGO79XLlSvyyrT4ZbGv7FrXfXf/vqyzp7+KiA0zSlho4yXASEb8boMGbM6e3OsFbm92YyXAFGa92zWS2iYXcJVBo3qe11LspbmtuU+liCS323M/StHfGZVYaq2vdURjFyujFHdybz8nvlYhaDqSEP5bgkzuR2lqoBU3iufl5BUfq+yf7V9+31Vgk05ElKm4y1HWEooqY1RG/93vi9kwD7Wr5RSSv0nq0VZ/1t+pzH9A1ZpykvTXqoEjf5ozKqmoG3rjcYqPJT/8te+29D1xH/+y+sn3s9Guhw1yOe7Py/Bo641G+78rLwu79fWtzuM1F7v/ryMXR5ry5blSpApR0rKEYZytKR2CtYTtTvglBmwynJPvK6Fn1owe3LVli2fl/HLe7sfn1y7f58/egkZAADsG3tpTv9AlQ11uZv3rqrNDLUqmrKpb+ksp0plQ96WIaBjTfVYGv5yjUR5XpdVnX60qxq61lbvlVOWynfqyhGIXEc57aisp3pdnV61a12da6vxZue66spF5rl8LVDkZ9Xzcg3F2qrKEYHdyz1R5b1yTUa5hiRDTFbZjto2Pnm/frcaOtfFjOZytKFc87GXsf90QUPIAABg39hLc/oHqtKUr9tVJWSsjuau2n0u6lv6or5tRdS3D2YD3x+tc0qzPxCN5chDORKQy5eLuGc290VzTwkK/RkIymlQgznWimidW8LC8gwZy2N2W29+Xk69KstmkMh1zWpZGW1z1z2+3KzWgWgup2Hl2NV6yjZUz1fkeGXcDCx7Vr5XtqV8r6yvPC/Lledlu57y/T2qrnkgWnvWxcymMmtVWWdZ1xO199/qj1JCBgAA+8ZemtM/YJWmupzGVGZg6o83Xn5LnHjaO2LuwSUE9EbznOXRtv9ALF15UXQfvCrOOv/afL8/ug7KhrxjcXTkZ0cve1k0dS/N90rjvzTa5vXFC196Zbz47LfHZVf9XRy24NSYd8jqDB4DMfcvjo32uUPRvv+qGFj/2mg/YCD2/6tyxGJxvOayz8Xy1a+Ouc9YE4cvOjMfV0fnQeXUqcUx5y9XRceBGQ7mlW1aFs864uRqueNPuyLH7Y2D/ubYmNW+IJ591Klx4SWfiK6DB6vvtcxdHnMPGcrtym3N5Ru7l+S6B2L+8vOjfd6K6DxwVXQdWEJJfndOjp/bWDsVa2+/1R+8hAwAAPaNvTSnf6Aq10f01SrDQQkK133qR/GmKz8fV7zn7+M9H/5a/O2lH4szXvHuuP5Tt8clb/tMvP09X4pnHn5CXPvJH8QLFp4a8/vOilPOviKufN/N8eo3fjzee92tceq5V8b1n749rv7Ql+JDN94WZ1/wruhbe34c9MyhOPOV18TfvODFcc6FH6yWOfOV746Tz7o8Npx6Wbzn2lujf+2FcdrL3pmB42PxyS/+LMc/M177lhtzXSfHc49+YY7/zXjJy96RAeXCeMf7b4kjlrwkzrrgPXHcKZfG5bltRy45Lc579QfiTVd9LpatPi+u+citsWL9BbkfN8Tr3vqJ+MBHb8vnH40LXntDvPAlb8/nn4ibbx2p7qL+nmtvi1dd8vEqcO399/qDl5ABAMC+sZfm9A9cJWz0R1NXb3zoY7fHm97xhXhzBo21J7wuXvTSy+Ps8z8Qb3/XLfGKV18fb7v65vjwx2+PG2+6K8PCC+OEU98WZ73y/XHle78Wg+tfExdf9ukYWPvqDCi3xfuu+3a88fKb4tSzr44TT3t7vP4tn4vXvukzVci4+LLPxHWf+GG8/G+vi6OXnhXPOfykeMtVX4pjlp2T3/tsXP/JH8ZV13y9en7xZZ+MpYOvjMuu/EJce+Pt8Ya3fS5edPoVGYS+GvOXn5uB4aPVGJ/70gNx1OIzq2295K2fjfMvvj5u+PRP4vSXvTte+Zrrc5xPVfuzeOCV+Z2vxGnnvCfe/aHvxKe+cF/MblsQK9a9NrfnI1Gd8rXX3+kPXkIGAAD7xl6a0z9QlWsyyk33yr0lVlfT2M45eF023AujoX1BdMxZEY2tvTG7aWl0z1sTnXPLHa8Ho6mtL1rLdLYNi2Nm3VHRNXcoGlqWV4/l8/J+eT3voGOjMR9n5uuW/H4ZY2bdkfn5oujZf23UzV5QPZ9zwLpcz/LonLM6unOMGTOPyNdLd91puzdmzKi9LlXfvDjauweiqdwDpHNFdPSsyvfKjfz6q8e2rhX5vC9a2pfl+lbFeeffkNuxNrdnSRx8yIZo7+yrtrG+qTe3rT/Xty73ZWU0NPdF34o35NjlGo29/VZ/lBIyAADYN/bSnP4Bq8zwtLvK63KRdbnXw67KhvvxytctPeW6i2XRdfBAlLt+N7QsqwLCSae+O5v+fC+b/5aO/qrRb+/O7+brA/9yQ/VZR8/KfMz3e1ZkABiMngNy/LYF+Xp5DB17Scw5cDDaupfFOa/8YAabBVU4mHvgmsfDReecwRxjRfSvfG2OvSLDQX/sf9D66JmXwaB5SbW+so6LXvvJWLj8jGjuPDpDyoLoHbwwx16Z4yyOxuaF0dqTgWrP/fqdeupv9EcrIQMAgH1jL83pn6jKaUOlajMuNc8Zij9vWhRz/mpNvPx1H4mbbn4o3vyOf4gzXv6++Ohn7ojTznlXdepUOY3p6g/cGrd+f3t86gv3xLkXfjBesOClcd0nfhQf/9yd8cbL/y6WDp4f7/nwt6Nv6KLqFKuXnPvu+NDHfhDv/tBtcdsPdsZHPvWTuOStn493vv+bcdElH4/ugwaq06Fe/rfXxiduuqt675Szror3Xfed/N7nqvWUU7IufN3H4r3Xfjte++aPxTkXvre6/uK9134n5i97Wbzzmu9ES3eZUarc02Nv+/snLyEDAIB9Yy/N6Z+o9gwZq6ub3pWLxA857MVxTP958aGPfy9ec9nHY+nK8+ILX30gjlr60njVJTfExW/6eAwee1Gtwb/u1pjVdni8/4ZvxzuuuTne9aGvx6KBs+P8iz8SRy05J1735s/HW666OU45453xild/NM58+Qfiqmu+FVe+95ZYvOJlcdmVN8URi18SQydcHB/97I/igEMH48ab7ogNp7wxLr38s/HGKz4XK9ZfFB/46Lejbd6iuOr9t+Qyn49XXvzhrGvjtW/6dAwdf2m87Z1fi6ve94+1O5oLGQAA/Fe3l+b0T1QlYJSGvBYyZjb3R2PPypjVsSzOv+STcdGln4quA/vjkOcdHy1zl8YBf702mnqWxJxnrIpDDzsxOg7oi+6/GIzOg/qzBuKQZx8X7Qf0Ruu85TH3GUPx14edHF0HDUXngaujsas32uflOlsWxTOec1I1Be2RS8/KQLAwGroWVVPgduUYnbm+uTn+7Pb51evG7sXx7CNPrtbdms//8jkbonnOkmodZd3NnYujoXVRdB4wlNua29dR7sshZAAA8F/cXprTP1GVkFGmc62FjFrle9WUt71PXLfx76pyX46+XdW/l9rbMv8/qjO3b3c9aR0Df8rZo/5XJWQAALBv7KU5/RNV+Y//rpDRPlSrx4NGf+15+5p/X1XBpYz/++r/ZOxcttzrYnc9ZWwhAwAAAAAAAHi6u0IppZT6T1YXZwEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABR/9mf/H2wVJKyaBiKaAAAAAElFTkSuQmCC" alt="" class="stl_20" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9132em; left:7.0854em;"><span class="stl_07" style="word-spacing:0.47em;">Revista Científica de Educación Superior y Gobernanza Interuniversitaria Aula 24. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6798em; left:7.0854em;"><span class="stl_07" style="word-spacing:-0.02em;">Vol. 3, Núm. 6 (jul - dic 2022). ISSN: 2953-660X &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5823em; left:7.0854em;"><span class="stl_08 stl_09" style="font-style:italic; word-spacing:0.05em;">Bonos estatales del Gobierno Ecuatoriano en la economía empresarial ecuatoriana. &nbsp;</span></div>
					<div class="stl_01" style="top: 6.5806em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.24em;">Es así que en Ecuador cada vez que se reducen los ingresos y los gastos &nbsp;</span></div>
					<div class="stl_01" style="top: 8.3131em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">incrementan o se mantiene en el mismo valor,</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;es</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;cuando</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;se ve en la</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;necesidad &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0297em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.03em;">de recurrir</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;al</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;financiamiento solicitando préstamos</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;como</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;lo</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;ha</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;venido</span><span class="stl_13" style="word-spacing:0.05em;">&nbsp;haciendo &nbsp;</span></div>
					<div class="stl_01" style="top: 11.7639em; left:7.0854em;"><span class="stl_13 stl_11" style="word-spacing:-0.04em;">con el país asiático China; en el que, además, su emisión también<span class="stl_09">&nbsp;le ha permitido &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.4822em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">salir al mercado internacional de deuda. &nbsp;</span></div>
					<div class="stl_01" style="top: 15.8822em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.09em;">El Riesgo País</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;es un</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;indicador</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;que</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;mide las</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;posibilidades de</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;pago de la</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;deuda &nbsp;</span></div>
					<div class="stl_01" style="top: 17.5989em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.09em;">externa de un país,</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;este</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;cálculo se lo realiza por</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;medio</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;del Indicador</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;Bonos &nbsp;</span></div>
					<div class="stl_01" style="top: 19.3322em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.16em;">de Mercados Emergentes- EMBI (Diferencia de tasa de interés que pagan</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 21.0489em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.3em;">bonos denominados en dólares, emitidos por países subdesarrollados y</span><span class="stl_13 stl_09" style="word-spacing:0.27em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 22.7847em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.15em;">bonos del Tesoro de Estados Unidos,</span><span class="stl_13 stl_09" style="word-spacing:0.18em;">&nbsp;considerados "libres"</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;de riesgo),</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;creado &nbsp;</span></div>
					<div class="stl_01" style="top: 24.5006em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.16em;">por la firma internacional JP Morgan</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;Chase. Mientras más alto</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;es</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;el</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;valor</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 26.2347em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.1em;">Riesgo País,</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;más</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;crecen</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;las</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;tasas de</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;interés</span><span class="stl_13 stl_09" style="word-spacing:0.03em;">&nbsp;a</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;la hora de endeudarse,</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;y</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;puede &nbsp;</span></div>
					<div class="stl_01" style="top: 27.9514em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.08em;">repercutir negativamente en inversiones extrajeras y en las nuevas operaciones &nbsp;</span></div>
					<div class="stl_01" style="top: 29.6847em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.06em;">crediticias, tanto para empresas públicas como para privadas, sin embargo, si el &nbsp;</span></div>
					<div class="stl_01" style="top: 31.4006em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.09em;">índice es</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;bajo</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;puede atraer</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;a</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;los</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;inversores</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;y contribuir con</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;el desarrollo</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 33.1197em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.1em;">países. (Dípticos, 2021) &nbsp;</span></div>
					<div class="stl_01" style="top: 35.5197em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.12em;">Por otro</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;lado,</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;respecto</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;a el riesgo país,</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;el</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;Banco Central del Ecuador</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;lo</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;define &nbsp;</span></div>
					<div class="stl_01" style="top: 37.2364em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">como índice de bonos</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;mercados</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;emergentes a</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;EMBI;</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;el</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;cual nos</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;muestra</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 38.9697em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.12em;">actividad de los</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;precios negociados por los títulos en</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;moneda extranjera.</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;Se</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 40.6864em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.09em;">expresa como un índice o como un margen de rentabilidad sobre los</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;bonos</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 42.4214em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.04em;">tesoro de los Estados Unidos, esto lo convierte en un indicador esencial para los &nbsp;</span></div>
					<div class="stl_01" style="top: 44.1389em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.29em;">inversionistas extranjeros, razón por la</span><span class="stl_13 stl_09" style="word-spacing:0.25em;">&nbsp;cual los gobiernos se preocupan</span><span class="stl_13 stl_09" style="word-spacing:0.22em;">&nbsp;por &nbsp;</span></div>
					<div class="stl_01" style="top: 45.8722em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.15em;">mejorar estos índices, con</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;la finalidad de que se den inversiones</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;por parte</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;del &nbsp;</span></div>
					<div class="stl_01" style="top: 47.5881em; left:7.0854em;"><span class="stl_13 stl_11" style="word-spacing:0.04em;">sector privad<span class="stl_09">o</span></span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;en mejora de la</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;producción</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;nacional.</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;Pero</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;pese</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;a los</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;esfuerzos, &nbsp;</span></div>
					<div class="stl_01" style="top: 49.3222em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.04em;">estos índices no han mejorado a cifras que resulten atractivas, esto conlleva a la &nbsp;</span></div>
					<div class="stl_01" style="top: 51.0406em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.1em;">creación de nuevas estrategias que hagan posible cautivar nuevos interesados. &nbsp;</span></div>
					<div class="stl_01" style="top: 52.7739em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.13em;">El cumplimiento con deudas adquiridas es una de las estrategias para mejorar &nbsp;</span></div>
					<div class="stl_01" style="top: 54.4906em; left:7.0854em;"><span class="stl_13 stl_11" style="word-spacing:0.05em;">dicha calificación<span class="stl_09">.</span></span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;La</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;finalidad</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;es</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;que</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;se</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;eleven</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;los</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;niveles de</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;confianza de</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 56.2239em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.05em;">diferentes inversionistas, de forma que les atraiga y presente ventajas para ellos &nbsp;</span></div>
					<div class="stl_01" style="top: 57.9406em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.04em;">hacer sus inversiones en nuestro país, pero aun manejamos un elevado nivel de &nbsp;</span></div>
					<div class="stl_01" style="top: 59.6739em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.08em;">riesgo, aunque se tengan ventajas para los inversionistas. &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">31 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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" alt="" class="stl_18" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0179em; left:7.2854em;"><span class="stl_19 stl_09" style="font-style:italic; word-spacing:0em;">Álava-Del Valle &amp; Cedeño-Choez. (20<span class="stl_11">22) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.16em;">Sin embargo, en la revista GestioPolis (2001) se menciona que el riesgo</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;país &nbsp;</span></div>
					<div class="stl_01" style="top: 7.5972em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.32em;">gravita debido a que los países</span><span class="stl_13 stl_09" style="word-spacing:0.33em;">&nbsp;emiten deuda en moneda extranjera</span><span class="stl_13 stl_09" style="word-spacing:0.31em;">&nbsp;para &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3131em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.04em;">financiar una</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;parte de sus</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;presupuestos,</span><span class="stl_13" style="word-spacing:0.04em;">&nbsp;si</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;esa deuda tiene una calificación</span><span class="stl_13" style="word-spacing:0.03em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0464em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.02em;">riesgo baja, entonces la diferencia entre el tipo de interés de los bonos del tesoro &nbsp;</span></div>
					<div class="stl_01" style="top: 12.7639em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.04em;">estadounidense y el de los bonos de un país dado será más grande o, lo que es &nbsp;</span></div>
					<div class="stl_01" style="top: 14.4989em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.06em;">lo mismo, los mercados los penalizan con una prima de riesgo. &nbsp;</span></div>
					<div class="stl_01" style="top: 16.8822em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.15em;">(Banco Central del Ecuador,</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;2021) menciona</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;que los</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;bonos globales, que</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;son &nbsp;</span></div>
					<div class="stl_01" style="top: 18.6156em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.03em;">con los que el estado pretende mejorar la cifra de riesgo país, se colocan con un &nbsp;</span></div>
					<div class="stl_01" style="top: 20.3322em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.02em;">mayor costo financiero, lo que afecta directamente la inversión, ya que la tasa de &nbsp;</span></div>
					<div class="stl_01" style="top: 22.0656em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.3em;">retorno es menor a la del interés de dichos bonos. Es obvio que para un &nbsp;</span></div>
					<div class="stl_01" style="top: 23.7847em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.02em;">inversionista no es negocio una inversión en la que la tasa de retorno sea inferior &nbsp;</span></div>
					<div class="stl_01" style="top: 25.5181em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.08em;">a la del interés</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;los</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;bonos en</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;mención.</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;Esto</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;afecta significativamente de</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;una &nbsp;</span></div>
					<div class="stl_01" style="top: 27.2347em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.08em;">manera nociva la parte productiva,</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;que</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;a su vez</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;influye</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;directamente en el</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;nivel &nbsp;</span></div>
					<div class="stl_01" style="top: 28.9681em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.15em;">de empleo y la productividad que depende del empleo,</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;siendo una</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;cadena</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 30.6847em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.08em;">acontecimientos que se da principalmente en países en transición económica. &nbsp;</span></div>
					<div class="stl_01" style="top: 33.0864em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.22em;">Ecuador es</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;el país con mayor nivel</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.2em;">&nbsp;emprendimientos creados en</span><span class="stl_13 stl_09" style="word-spacing:0.2em;">&nbsp;América &nbsp;</span></div>
					<div class="stl_01" style="top: 34.8031em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.24em;">Latina de acuerdo con el Global Entrepreneurship Monitor;</span><span class="stl_13 stl_09" style="word-spacing:0.2em;">&nbsp;y aunque se</span><span class="stl_13 stl_09" style="word-spacing:0.2em;">&nbsp;han &nbsp;</span></div>
					<div class="stl_01" style="top: 36.5364em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.05em;">desarrollado diversas</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;medidas de</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;política pública,</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;el</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;país no cumple con</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;todos &nbsp;</span></div>
					<div class="stl_01" style="top: 38.2531em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.7em;">los requisitos para generar un ecosistema dinámico y sostenible de &nbsp;</span></div>
					<div class="stl_01" style="top: 39.9864em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.03em;">emprendimiento. Con todo, la política pública en los últimos diez años ha sido un &nbsp;</span></div>
					<div class="stl_01" style="top: 41.7056em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.04em;">elemento importante en el escenario emprendedor ecuatoriano y se ha enfocado &nbsp;</span></div>
					<div class="stl_01" style="top: 43.4381em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.11em;">en la construcción de</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;todo un andamiaje que incluye normativa,</span><span class="stl_13 stl_11" style="word-spacing:0.06em;">&nbsp;institucione<span class="stl_09">s</span></span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;y &nbsp;</span></div>
					<div class="stl_01" style="top: 45.1556em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.01em;">programas para promover el espíritu emprendedor y la consecución de proyectos &nbsp;</span></div>
					<div class="stl_01" style="top: 46.8889em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.26em;">productivos. (Zamora, 2018) Esto</span><span class="stl_13 stl_09" style="word-spacing:0.21em;">&nbsp;genera</span><span class="stl_13 stl_09" style="word-spacing:0.23em;">&nbsp;una corriente</span><span class="stl_13 stl_09" style="word-spacing:0.19em;">&nbsp;de dinero para</span><span class="stl_13 stl_09" style="word-spacing:0.21em;">&nbsp;hacer &nbsp;</span></div>
					<div class="stl_01" style="top: 48.6047em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.04em;">frente a esa adquisición de bienes o servicios. Así, por ejemplo, una empresa de &nbsp;</span></div>
					<div class="stl_01" style="top: 50.3381em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.05em;">alimentación ofrece sus productos en el mercado (por medio de puntos de venta &nbsp;</span></div>
					<div class="stl_01" style="top: 52.0572em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.3em;">como los supermercados) y la sociedad (los consumidores) acuden a esos &nbsp;</span></div>
					<div class="stl_01" style="top: 53.7906em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.08em;">establecimientos para adquirir dichos recursos (alimentos en nuestro ejemplo) a &nbsp;</span></div>
					<div class="stl_01" style="top: 55.5072em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">cambio de dinero. &nbsp;</span></div>
					<div class="stl_01" style="top: 57.8906em; left:7.0854em;"><span class="stl_13" style="word-spacing:0.13em;">La intervención pública en aras de la consecución de determinados objetivos &nbsp;</span></div>
					<div class="stl_01" style="top: 59.6239em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">económicos, entre ellos, el bienestar de sus ciudadanos y la defensa del interés &nbsp;</span></div>
					<div class="stl_01" style="top: 61.3426em; left:7.0854em;"><span class="stl_21 stl_09" style="word-spacing:0.8em;">general, afecta de manera determinante e “impacta directamente o &nbsp;</span></div>
					<div class="stl_01" style="top: 63.076em; left:7.0854em;"><span class="stl_21" style="word-spacing:0.25em;">indirectamente” en la calidad de vida de sus ciudadanos. La divulgación y &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">32 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img src="data:image/png;base64,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					<div class="stl_01" style="top: 2.9132em; left:7.0854em;"><span class="stl_07" style="word-spacing:0.47em;">Revista Científica de Educación Superior y Gobernanza Interuniversitaria Aula 24. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6798em; left:7.0854em;"><span class="stl_07" style="word-spacing:-0.02em;">Vol. 3, Núm. 6 (jul - dic 2022). ISSN: 2953-660X &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5823em; left:7.0854em;"><span class="stl_08 stl_09" style="font-style:italic; word-spacing:0.05em;">Bonos estatales del Gobierno Ecuatoriano en la economía empresarial ecuatoriana. &nbsp;</span></div>
					<div class="stl_01" style="top: 6.5806em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.23em;">democratización de un aprendizaje</span><span class="stl_13 stl_09" style="word-spacing:0.2em;">&nbsp;mínimo</span><span class="stl_13 stl_09" style="word-spacing:0.2em;">&nbsp;sobre la disciplina económica</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;son &nbsp;</span></div>
					<div class="stl_01" style="top: 8.3131em; left:7.0854em;"><span class="stl_13 stl_11" style="word-spacing:0.11em;">objetivos pretencioso<span class="stl_09">s</span></span><span class="stl_13 stl_09" style="word-spacing:0.18em;">&nbsp;pero posibles,</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;que toda sociedad</span><span class="stl_13" style="word-spacing:0.12em;">&nbsp;desarrollada</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;se</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;debe &nbsp;</span></div>
					<div class="stl_01" style="top: 10.0297em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.04em;">plantear. No se puede entender actualmente la vida, las noticias, los sucesos sin &nbsp;</span></div>
					<div class="stl_01" style="top: 11.7639em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">el gran poder que progresivamente acapara la economía. (Gonzalo, 2016) &nbsp;</span></div>
					<div class="stl_01" style="top: 14.1489em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.2em;">Por ello, la economía de las</span><span class="stl_13 stl_09" style="word-spacing:0.24em;">&nbsp;empresas ecuatorianas según</span><span class="stl_13 stl_09" style="word-spacing:0.21em;">&nbsp;García (2021)</span><span class="stl_13 stl_09" style="word-spacing:0.17em;">&nbsp;se &nbsp;</span></div>
					<div class="stl_01" style="top: 15.8822em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.05em;">desarrolla principalmente con un auge vertiginoso en los sistemas económicos </span><span class="stl_21" style="word-spacing:-0.02em;">– &nbsp;</span></div>
					<div class="stl_01" style="top: 17.5989em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.18em;">sociales abiertos, competitivos, no</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;solo en lo que afecta a las</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;exigencias de</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 19.3322em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.29em;">empresa, también por las exigencias a cualquiera de</span><span class="stl_13 stl_09" style="word-spacing:0.28em;">&nbsp;las</span><span class="stl_13 stl_09" style="word-spacing:0.27em;">&nbsp;otras</span><span class="stl_13 stl_11" style="word-spacing:0.22em;">&nbsp;institucion<span class="stl_09">es &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.0489em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.28em;">públicas o</span><span class="stl_13 stl_09" style="word-spacing:0.24em;">&nbsp;privadas. Cuanto más se abren las</span><span class="stl_13 stl_09" style="word-spacing:0.24em;">&nbsp;economías y las</span><span class="stl_13 stl_09" style="word-spacing:0.29em;">&nbsp;sociedades, &nbsp;</span></div>
					<div class="stl_01" style="top: 22.7847em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.11em;">mayores son</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;las</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;exigencias</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_13 stl_11" style="word-spacing:0.02em;">&nbsp;protagonism<span class="stl_09">o</span></span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;las</span><span class="stl_13 stl_11" style="word-spacing:0.04em;">&nbsp;institucione<span class="stl_09">s</span></span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;singulares,</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 24.5006em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.05em;">la empresa, y de la persona, entre otras. &nbsp;</span></div>
					<div class="stl_01" style="top: 28.3347em; left:8.585em;"><span class="stl_10 stl_11" style="font-weight:bold; word-spacing:0.4em;">4. CONCLUSIONE<span class="stl_09">S &nbsp;</span></span></div>
					<div class="stl_01" style="top: 31.0514em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.08em;">Las condiciones de financiamiento de los bonos estatales que no son atractivas &nbsp;</span></div>
					<div class="stl_01" style="top: 32.8031em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.02em;">para los países receptores como el pago de intereses de emisión son demasiado &nbsp;</span></div>
					<div class="stl_01" style="top: 34.5364em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.03em;">altas, todo esto comienza con la evaluación del riesgo, es decir la calificación del &nbsp;</span></div>
					<div class="stl_01" style="top: 36.2697em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.21em;">riesgo país, de</span><span class="stl_13 stl_09" style="word-spacing:0.19em;">&nbsp;tal forma que los países inversores tomarán la decisión de</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;si &nbsp;</span></div>
					<div class="stl_01" style="top: 38.0197em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.27em;">tienen la suficiente confianza para invertir, más que todo por el historial de &nbsp;</span></div>
					<div class="stl_01" style="top: 39.7531em; left:7.0854em;"><span class="stl_13 stl_11" style="word-spacing:0em;">impago que se suscitó en el periodo 2008, y que al 2017 la calificación fue de <span class="stl_12">B &nbsp;</span></span></div>
					<div class="stl_01" style="top: 41.4889em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.46em;">(negativa) reduciendo las posibilidades de utilizarlos como una estrategia &nbsp;</span></div>
					<div class="stl_01" style="top: 43.2389em; left:7.0854em;"><span class="stl_13 stl_11">microeconómica<span class="stl_09">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 45.9722em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.32em;">Entre las características de los bonos del Ecuador, se presenta los bonos &nbsp;</span></div>
					<div class="stl_01" style="top: 47.7056em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.35em;">soberanos que se emiten a plazos de vencimiento, tasas e intereses que &nbsp;</span></div>
					<div class="stl_01" style="top: 49.4556em; left:7.0854em;"><span class="stl_13" style="word-spacing:-0.03em;">mientras más crisis e incertidumbre exista en la economía y políticas mayor será &nbsp;</span></div>
					<div class="stl_01" style="top: 51.1906em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.12em;">el riesgo,</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;lo</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;cual afecta los</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;niveles</span><span class="stl_13 stl_11" style="word-spacing:0.04em;">&nbsp;macroeconómicos, pues<span class="stl_09">to</span></span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;que</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;el país</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;hasta &nbsp;</span></div>
					<div class="stl_01" style="top: 52.9406em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.12em;">la actualidad</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;mantiene un desbalance económico,</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;sus</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;gastos son</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;mayores</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;que &nbsp;</span></div>
					<div class="stl_01" style="top: 54.6739em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.05em;">los ingresos conllevándolo a un elevado endeudamiento, en especial con el país &nbsp;</span></div>
					<div class="stl_01" style="top: 56.4072em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.33em;">asiático China teniendo por ello la necesidad urgente de aplicar diferentes &nbsp;</span></div>
					<div class="stl_01" style="top: 58.1572em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">alternativas, entre ellas la emisión de bonos que permitirán al Estado solucionar &nbsp;</span></div>
					<div class="stl_01" style="top: 59.8931em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.26em;">las deudas y responsabilidades económicas</span><span class="stl_13 stl_09" style="word-spacing:0.24em;">&nbsp;adquiridos lo</span><span class="stl_13 stl_09" style="word-spacing:0.22em;">&nbsp;que originó que</span><span class="stl_13 stl_09" style="word-spacing:0.19em;">&nbsp;la &nbsp;</span></div>
					<div class="stl_01" style="top: 61.626em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.09em;">deuda pública con dicho país</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;asiático</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;reduzca</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;en un 37,1% entre julio del</span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;2016 &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">33 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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" alt="" class="stl_18" />
			</div>
			<div class="stl_view">
				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0179em; left:7.2854em;"><span class="stl_19 stl_09" style="font-style:italic; word-spacing:0em;">Álava-Del Valle &amp; Cedeño-Choez. (20<span class="stl_11">22) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.14em;">y julio del 2021,</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;es</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;decir, paso</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;USD 5.431 millones</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;a USD 5.169</span><span class="stl_13 stl_09" style="word-spacing:0.17em;">&nbsp;millones, &nbsp;</span></div>
					<div class="stl_01" style="top: 7.6131em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.04em;">tomando en cuenta que esta cifra, a inicios del 2016 era de USD 8.000 millones, &nbsp;</span></div>
					<div class="stl_01" style="top: 9.3472em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.3em;">que aunque fueron noticias alentadoras no eran convenientes para el</span><span class="stl_13 stl_09" style="word-spacing:0.27em;">&nbsp;país, &nbsp;</span></div>
					<div class="stl_01" style="top: 11.0806em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.1em;">motivo por</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;el</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;cual el gobierno busca el financiamiento con los</span><span class="stl_13 stl_11" style="word-spacing:0.04em;">&nbsp;multilatera<span class="stl_09">les</span></span><span class="stl_13 stl_09" style="word-spacing:0.07em;">&nbsp;por &nbsp;</span></div>
					<div class="stl_01" style="top: 12.8322em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.21em;">sus tasas de interés por debajo del 4% y no con China a quien se les está &nbsp;</span></div>
					<div class="stl_01" style="top: 14.5656em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.22em;">pagando los intereses más altos por</span><span class="stl_13 stl_09" style="word-spacing:0.23em;">&nbsp;encima</span><span class="stl_13 stl_09" style="word-spacing:0.2em;">&nbsp;del 7% puesto que</span><span class="stl_13 stl_09" style="word-spacing:0.24em;">&nbsp;además</span><span class="stl_13 stl_09" style="word-spacing:0.22em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 16.2989em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.14em;">créditos con el país asiático siempre han estado vinculados a los contratos de &nbsp;</span></div>
					<div class="stl_01" style="top: 18.0489em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.32em;">comercio exterior de petróleo ecuatoriano. Sumado a ello, los problemas y &nbsp;</span></div>
					<div class="stl_01" style="top: 19.7822em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.25em;">cambios en la política y economía ecuatoriana han hecho que las personas &nbsp;</span></div>
					<div class="stl_01" style="top: 21.5156em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">desistan de invertir en las empresas por la desconfianza. &nbsp;</span></div>
					<div class="stl_01" style="top: 24.2681em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.12em;">Los bonos permiten</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;al país</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;financiar parte</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;del Presupuesto General del</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;Estado &nbsp;</span></div>
					<div class="stl_01" style="top: 26.0006em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.19em;">(PGE) para cumplir con las obligaciones que se tienen con los habitantes</span><span class="stl_13 stl_09" style="word-spacing:0.17em;">&nbsp;en &nbsp;</span></div>
					<div class="stl_01" style="top: 27.7506em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.37em;">cuanto a obras, salud, educación,</span><span class="stl_13 stl_09" style="word-spacing:0.4em;">&nbsp;productividad, vivienda, entre otros.</span><span class="stl_13 stl_09" style="word-spacing:0.34em;">&nbsp;Sin &nbsp;</span></div>
					<div class="stl_01" style="top: 29.4847em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.13em;">embargo, hay desventajas sujetas a</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;las</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;tasas de</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;interés</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;relacionadas al</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;índice &nbsp;</span></div>
					<div class="stl_01" style="top: 31.2181em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.1em;">de riesgo país</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;que</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;se situó del 4,5%</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;del</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;año 2011 al 8,87% del año 2021,</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;casi &nbsp;</span></div>
					<div class="stl_01" style="top: 32.9697em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.05em;">el doble de en comparación a Perú, Colombia y Chile. &nbsp;</span></div>
					<div class="stl_01" style="top: 35.7031em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.25em;">Los bonos estatales se han constituido</span><span class="stl_13 stl_09" style="word-spacing:0.2em;">&nbsp;como un</span><span class="stl_13 stl_09" style="word-spacing:0.26em;">&nbsp;adecuado mecanismo</span><span class="stl_13 stl_09" style="word-spacing:0.22em;">&nbsp;para &nbsp;</span></div>
					<div class="stl_01" style="top: 37.4364em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.5em;">poder diversificar las fuentes de financiamiento de varias entidades, sin &nbsp;</span></div>
					<div class="stl_01" style="top: 39.1864em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.21em;">embargo, son muchas</span><span class="stl_13 stl_09" style="word-spacing:0.18em;">&nbsp;las</span><span class="stl_13 stl_09" style="word-spacing:0.21em;">&nbsp;empresas</span><span class="stl_13 stl_09" style="word-spacing:0.17em;">&nbsp;en</span><span class="stl_13 stl_09" style="word-spacing:0.19em;">&nbsp;Ecuador</span><span class="stl_13 stl_09" style="word-spacing:0.21em;">&nbsp;que prefieren</span><span class="stl_13 stl_09" style="word-spacing:0.19em;">&nbsp;acceder</span><span class="stl_13 stl_09" style="word-spacing:0.17em;">&nbsp;a</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;los &nbsp;</span></div>
					<div class="stl_01" style="top: 40.9197em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.03em;">mecanismos tradicionales de financiamiento como en el Mercado Bancario antes &nbsp;</span></div>
					<div class="stl_01" style="top: 42.6556em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">que el Mercado de Valores,</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;por</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;lo</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;que</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;es</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;necesario</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;fortalecer</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;la</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;cultura</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;bursátil &nbsp;</span></div>
					<div class="stl_01" style="top: 44.4056em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.05em;">al menos en las principales ciudades del país que son Guayaquil y Quito que es &nbsp;</span></div>
					<div class="stl_01" style="top: 46.1389em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.24em;">donde más se concentran negocios</span><span class="stl_13 stl_09" style="word-spacing:0.2em;">&nbsp;e</span><span class="stl_13 stl_09" style="word-spacing:0.25em;">&nbsp;ingresos, encontrar otra alternativa</span><span class="stl_13 stl_09" style="word-spacing:0.2em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 47.8722em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.03em;">difusión de información a fin a los Bonos, pudiendo llegar así al mercado, ya que &nbsp;</span></div>
					<div class="stl_01" style="top: 49.6222em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.03em;">contribuyen con grandes beneficios para todas las partes implicadas, además de &nbsp;</span></div>
					<div class="stl_01" style="top: 51.3572em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">incentivar el ahorro y disminuir costos. &nbsp;</span></div>
					<div class="stl_01" style="top: 54.1072em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.12em;">Respecto al impacto empresarial y</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;social, está</span><span class="stl_13 stl_11" style="word-spacing:0.05em;">&nbsp;intrínsicamente relacionad<span class="stl_09">o</span></span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;con &nbsp;</span></div>
					<div class="stl_01" style="top: 55.8406em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.2em;">el desenvolvimiento de los bonos soberanos en el mercado ya sea interno o &nbsp;</span></div>
					<div class="stl_01" style="top: 57.5739em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.55em;">externo, además de aquello, es importante considerar las calificaciones &nbsp;</span></div>
					<div class="stl_01" style="top: 59.3239em; left:7.0854em;"><span class="stl_13 stl_09" style="word-spacing:0.08em;">crediticias que le son asignadas cada cierto tiempo por instituciones reguladas. &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">34 &nbsp;</span></div>
				</div>
			</div>
		</div>
		<div class="stl_02">
			<div class="stl_03">
				<img 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			</div>
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 2.9132em; left:7.0854em;"><span class="stl_07" style="word-spacing:0.47em;">Revista Científica de Educación Superior y Gobernanza Interuniversitaria Aula 24. &nbsp;</span></div>
					<div class="stl_01" style="top: 3.6798em; left:7.0854em;"><span class="stl_07" style="word-spacing:-0.02em;">Vol. 3, Núm. 6 (jul - dic 2022). ISSN: 2953-660X &nbsp;</span></div>
					<div class="stl_01" style="top: 4.5823em; left:7.0854em;"><span class="stl_08 stl_09" style="font-style:italic; word-spacing:0.05em;">Bonos estatales del Gobierno Ecuatoriano en la economía empresarial ecuatoriana. &nbsp;</span></div>
					<div class="stl_01" style="top: 6.5806em; left:7.0854em;"><span class="stl_10 stl_11" style="font-weight:bold; word-spacing:0.01em;">REFERENCIAS BIBLIOGRÁFIC<span class="stl_09">AS &nbsp;</span></span></div>
					<div class="stl_01" style="top: 9.3131em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.27em;">Cacarin Coro, C. E. (2020). Incidencia de la deuda externa e interna en la &nbsp;</span></div>
					<div class="stl_01" style="top: 10.6306em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:0.02em;">economía ecuatoriana, durante el gobierno del Lenín Moreno. Universidad &nbsp;</span></div>
					<div class="stl_01" style="top: 11.9472em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:0.08em;">Central del Ecuador. &nbsp;</span></div>
					<div class="stl_01" style="top: 13.9489em; left:7.0188em;"><span class="stl_13 stl_11">CEPAL<span class="stl_09">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.9489em; left:13.5838em;"><span class="stl_13">(2002). &nbsp;</span></div>
					<div class="stl_01" style="top: 13.9489em; left:19.7648em;"><span class="stl_13">Repositorio. &nbsp;</span></div>
					<div class="stl_01" style="top: 13.9489em; left:28.1417em;"><span class="stl_13 stl_11">Cepal<span class="stl_09">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.9489em; left:34.0397em;"><span class="stl_13 stl_11">Obtenid<span class="stl_12">o &nbsp;</span></span></div>
					<div class="stl_01" style="top: 13.9489em; left:41.1347em;"><span class="stl_13 stl_09">de: &nbsp;</span></div>
					<div class="stl_01" style="top: 15.2656em; left:10.0375em;"><span class="stl_13 stl_11">https://repositorio.cepal.org/bitstream/handle/11362/5097/S023175_es<span class="stl_09">.p &nbsp;</span></span></div>
					<div class="stl_01" style="top: 16.5822em; left:10.0375em;"><span class="stl_13 stl_09">df &nbsp;</span></div>
					<div class="stl_01" style="top: 18.5822em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.07em;">Constitución de la República del Ecuador. (2008). oas.org. Obtenido de oas.org: &nbsp;</span></div>
					<div class="stl_01" style="top: 19.8989em; left:10.0375em;"><span class="stl_13 stl_11">https://www.oas.org/juridico/pdfs/mesicic4_ecu_const.<span class="stl_09">pdf &nbsp;</span></span></div>
					<div class="stl_01" style="top: 21.8822em; left:7.0188em;"><span class="stl_13 stl_11" style="word-spacing:-0.05em;">Corredor, G. R. (2018). Los Bonos de Impacto Social en el contexto de la r<span class="stl_09">eforma &nbsp;</span></span></div>
					<div class="stl_01" style="top: 23.2172em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:0.1em;">a la ley</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;de contratación pública:</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;retos y oportunidades. Revista</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;Derecho &nbsp;</span></div>
					<div class="stl_01" style="top: 24.5347em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:28.89em;">del DOI: &nbsp;</span></div>
					<div class="stl_01" style="top: 24.5347em; left:16.3555em;"><span class="stl_13">Estado &nbsp;</span></div>
					<div class="stl_01" style="top: 24.5347em; left:24.4583em;"><span class="stl_13">(41), &nbsp;</span></div>
					<div class="stl_01" style="top: 24.5347em; left:31.5243em;"><span class="stl_13 stl_11">129-146<span class="stl_09">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 25.8514em; left:10.0375em;"><span class="stl_13 stl_11">http://www.scielo.org.co/pdf/rdes/n41/0122-9893-rdes-41-00129.pd<span class="stl_09">f &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.8514em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.31em;">Dípticos. (2021). Riesgo país Ecuador. Observatorio</span><span class="stl_13 stl_09" style="word-spacing:0.32em;">&nbsp;Económico</span><span class="stl_13 stl_09" style="word-spacing:0.26em;">&nbsp;y Social</span><span class="stl_13 stl_09" style="word-spacing:0.24em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 29.1672em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:11.34em;">Tungurahua, 4-4. DOI: &nbsp;</span></div>
					<div class="stl_01" style="top: 30.4839em; left:10.0375em;"><span class="stl_13 stl_11">https://fca.uta.edu.ec/v4.0/images/OBSERVATORIO/dipticos/Diptico_<span class="stl_09">N5 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 31.8197em; left:10.5875em;"><span class="stl_13">.pdf &nbsp;</span></div>
					<div class="stl_01" style="top: 31.8197em; left:10.0375em;"><span class="stl_13">8</span></div>
					<div class="stl_01" style="top: 33.8031em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.1em;">Gallegos - Zúñiga, J.</span><span class="stl_13 stl_09" style="word-spacing:0.05em;">&nbsp;R.</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;(2014). Mecanismos</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;de</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;protección de los</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;tenedores</span><span class="stl_13 stl_09" style="word-spacing:0.06em;">&nbsp;de &nbsp;</span></div>
					<div class="stl_01" style="top: 35.1197em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:0.14em;">bonos en</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;el mercado de valores</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;chileno. Revista</span><span class="stl_13 stl_11" style="word-spacing:0.05em;">&nbsp;Prolegómenos<span class="stl_09">,</span></span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;16(31), &nbsp;</span></div>
					<div class="stl_01" style="top: 36.4531em; left:10.0375em;"><span class="stl_13 stl_11" style="word-spacing:0.01em;">21-44. DOI: http://www.scielo.org.co/pdf/prole/v16n31/v16n31a<span class="stl_09">02.pdf &nbsp;</span></span></div>
					<div class="stl_01" style="top: 38.4364em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.15em;">García, S.</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;(2021).</span><span class="stl_13 stl_09" style="word-spacing:0.18em;">&nbsp;Introducción</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;a la economía.</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;Ediciones Díaz de</span><span class="stl_13 stl_09" style="word-spacing:0.12em;">&nbsp;Santos.</span><span class="stl_13 stl_09" style="word-spacing:0.11em;">&nbsp;DOI: &nbsp;</span></div>
					<div class="stl_01" style="top: 39.7531em; left:10.0375em;"><span class="stl_13 stl_11">https://books.google.com.ec/books?id=nnXgDwAAQBAJ&amp;dq=economi<span class="stl_09">a+ &nbsp;</span></span></div>
					<div class="stl_01" style="top: 41.0889em; left:10.0375em;"><span class="stl_13 stl_11">empresarial&amp;lr=&amp;hl=es&amp;source=gbs_navlinks<span class="stl_09">_s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 43.0714em; left:7.0188em;"><span class="stl_13" style="word-spacing:0.29em;">GestioPolis. (2001). ¿Qué es el riesgo país? Obtenido de GestioPolis.com &nbsp;</span></div>
					<div class="stl_01" style="top: 44.4056em; left:10.0375em;"><span class="stl_13 stl_11" style="word-spacing:0.01em;">Experto: https://www.gestiopolis.com/que-es-riesgo-pais<span class="stl_09">/ &nbsp;</span></span></div>
					<div class="stl_01" style="top: 46.3889em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.22em;">Gonzalo, E. (2016). Iniciación a la economía. Editorial Tutor Formación. DOI: &nbsp;</span></div>
					<div class="stl_01" style="top: 47.7056em; left:10.0375em;"><span class="stl_13 stl_11">https://elibro.net/es/lc/uleam/titulos/442<span class="stl_09">20 &nbsp;</span></span></div>
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					<div class="stl_01" style="top: 52.3406em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:0.11em;">Mercado Internacional de Bonos período 2014-2015. Universidad Andina &nbsp;</span></div>
					<div class="stl_01" style="top: 53.6739em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:0.1em;">Simón Bolívar. &nbsp;</span></div>
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					<div class="stl_01" style="top: 56.9739em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:0.1em;">Internacionales. Universidad San Francisco de Quito. &nbsp;</span></div>
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					<div class="stl_01" style="top: 61.6093em; left:10.0375em;"><span class="stl_13">c_110867 &nbsp;</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">35 &nbsp;</span></div>
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" alt="" class="stl_18" />
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				<div class="stl_05 stl_06">
					<div class="stl_01" style="top: 3.0179em; left:7.2854em;"><span class="stl_19 stl_09" style="font-style:italic; word-spacing:0em;">Álava-Del Valle &amp; Cedeño-Choez. (20<span class="stl_11">22) &nbsp;</span></span></div>
					<div class="stl_01" style="top: 5.8639em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.02em;">Olvera, J., Olvera, J. C., &amp; Moreno, R. (2017). Innovación, cambio y nuevos retos &nbsp;</span></div>
					<div class="stl_01" style="top: 7.1964em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:0.24em;">en el gobierno y la gestión estatal y</span><span class="stl_13 stl_09" style="word-spacing:0.31em;">&nbsp;municipal. Editorial</span><span class="stl_13 stl_09" style="word-spacing:0.24em;">&nbsp;Miguel</span><span class="stl_13 stl_09" style="word-spacing:0.23em;">&nbsp;Ángel &nbsp;</span></div>
					<div class="stl_01" style="top: 8.5139em; left:10.0375em;"><span class="stl_13 stl_11" style="word-spacing:0.01em;">Porrúa. DOI: https://elibro.net/es/lc/uleam/títulos/<span class="stl_09">40135 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 10.4972em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.06em;">Pabón, L. A. (2020).</span><span class="stl_13 stl_09" style="word-spacing:0.03em;">&nbsp;La</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;emisión de notas</span><span class="stl_13 stl_09" style="word-spacing:0.09em;">&nbsp;promisorias</span><span class="stl_13 stl_09" style="word-spacing:0.08em;">&nbsp;-bonos</span><span class="stl_13 stl_09" style="word-spacing:0.1em;">&nbsp;municipales-</span><span class="stl_13 stl_09" style="word-spacing:0.04em;">&nbsp;como &nbsp;</span></div>
					<div class="stl_01" style="top: 11.8306em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:0.66em;">fuente alternativa de financiamiento a los Gobiernos Autónomos &nbsp;</span></div>
					<div class="stl_01" style="top: 13.1489em; left:10.0375em;"><span class="stl_13 stl_11" style="word-spacing:0em;">Descentralizados Municipales. Universidad Andina Simón Bolí<span class="stl_09">var. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 15.1322em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.03em;">Páez-Pérez, P. N., Isaza-Quebrada, J., &amp; Zamora, L. A. (2014). La crisis europea &nbsp;</span></div>
					<div class="stl_01" style="top: 16.4656em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:0.28em;">actual. Revista de Relaciones Internacionales, Estrategia y Seguridad, &nbsp;</span></div>
					<div class="stl_01" style="top: 17.7822em; left:10.0375em;"><span class="stl_13 stl_11" style="word-spacing:0.01em;">8(2), 15-36. DOI: http://www.scielo.org.co/pdf/ries/v8n2/v8n2<span class="stl_09">a02.pdf &nbsp;</span></span></div>
					<div class="stl_01" style="top: 19.7656em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:1em;">Pérez, M. D. (2015). Economía Empresarial. Editorial ICB. DOI: &nbsp;</span></div>
					<div class="stl_01" style="top: 21.0989em; left:10.0375em;"><span class="stl_13 stl_11">https://elibro.net/es/lc/uleam/titulos/105<span class="stl_09">518 &nbsp;</span></span></div>
					<div class="stl_01" style="top: 23.0839em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.2em;">Zamora, C. S. (2018). La importancia del emprendimiento en la economía: el &nbsp;</span></div>
					<div class="stl_01" style="top: 24.4014em; left:10.0375em;"><span class="stl_13 stl_09" style="word-spacing:1.24em;">caso de Ecuador. Revista Espacios, 39(07), 1-12. DOI: &nbsp;</span></div>
					<div class="stl_01" style="top: 25.7347em; left:10.0375em;"><span class="stl_13 stl_11">https://w.revistaespacios.com/a18v39n07/a18v39n07p15.p<span class="stl_09">df &nbsp;</span></span></div>
					<div class="stl_01" style="top: 27.7181em; left:7.0188em;"><span class="stl_13 stl_09" style="word-spacing:0.17em;">Zemel, E. (2019). Perder</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;el</span><span class="stl_13 stl_09" style="word-spacing:0.14em;">&nbsp;temor</span><span class="stl_13 stl_09" style="word-spacing:0.13em;">&nbsp;-</span><span class="stl_13 stl_09" style="word-spacing:0.15em;">&nbsp;Ganar con</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;valor: Inversión en valor.</span><span class="stl_13 stl_09" style="word-spacing:0.16em;">&nbsp;Buük &nbsp;</span></div>
					<div class="stl_01" style="top: 29.0347em; left:10.0375em;"><span class="stl_13 stl_11">Editorial<span class="stl_09">. &nbsp;</span></span></div>
					<div class="stl_01" style="top: 30.3672em; left:10.0375em;"><span class="stl_13 stl_11">https://books.google.com.ec/books?id=VGLIDwAAQBAJ&amp;dq=los+bo<span class="stl_09">nos &nbsp;</span></span></div>
					<div class="stl_01" style="top: 31.6864em; left:10.6215em;"><span class="stl_13 stl_11">estatales&amp;hl=es&amp;source=gbs_navlinks_<span class="stl_09">s &nbsp;</span></span></div>
					<div class="stl_01" style="top: 29.0347em; left:40.4625em;"><span class="stl_13">DOI: &nbsp;</span></div>
					<div class="stl_01" style="top: 31.6864em; left:10.0375em;"><span class="stl_13">+</span></div>
					<div class="stl_01" style="top: 66.319em; left:41.6958em;"><span class="stl_16">36 &nbsp;</span></div>
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