tag:blogger.com,1999:blog-9722524040763373272024-02-08T10:52:47.243-08:00La actividad turísticaUnknownnoreply@blogger.comBlogger4125tag:blogger.com,1999:blog-972252404076337327.post-82022592570071866122020-07-20T17:36:00.016-07:002020-12-03T03:12:30.531-08:00La Pandemía y la actividad turística<div class="separator" style="clear: both; text-align: center;">
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<span style="mso-bidi-font-weight: normal;"><span lang="" style="background-color: #666666; color: white; font-family: verdana; font-size: medium; line-height: 107%;">¿Qué nos deja la Pandemia?: una oportunidad
para transformar nuestras acciones en beneficio del bien común, a partir del
desarrollo sostenible de la actividad turística</span></span></h4>
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<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">El siguiente artículo tiene el propósito de establecer
una aproximación cronológica del fenómeno epidemiológico en la actividad
turística principalmente en los países de América Latina y el Caribe, intentando
promover un debate sobre los lineamientos del proceso productivo actual y los
impactos sociales y económicos devenidos de la pandemia, sin desconocer la
realidad anterior. Se concibe que este fenómeno, podría reconocerse como una
oportunidad para la construcción de nuevas lógicas en los ciclos productivos. <o:p></o:p></b></span></div>
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<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">Se realiza una ordenación de información sobre la
evolución de la pandemia tomando como referencia las constantes de cada
territorio nacional, a partir de los portales de los organismos internacionales
y locales; y un cúmulo de noticias de diferentes medios y plataformas de
comunicación. <o:p></o:p></b></span></div>
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<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">La actividad turística, desde sus comienzos ha sido
sensible y condicionada a diferentes cambios devenidos de la evolución del
hombre o en nombre de esta. El turismo se ha modificado por o a pesar de los
avances tecnológicos, cambios climáticos, por el incremento poblacional
principalmente en las zonas urbanas de los primeros y segundos cordones
territoriales, o por las políticas socioeconómicas globales y nacionales entre
tantas otras. <o:p></o:p></b></span></div>
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<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">Se observa en las últimas décadas, un avance de los
modelos macroeconómicos<a href="file:///C:/Users/Claudia/Desktop/publicaciones/Como%20seguimos.docx#_ftn1" name="_ftnref1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face="" lang="" style="line-height: 107%;">[1]</span></span><!--[endif]--></span></span></a> que aceleran la
degradación ambiental. Cada una de estos factores transformadores han
representado efectos diferentes en la actividad y en la sociedad de destino. Si
bien la actividad plantea ser permeable a los cambios desde tiempos
ancestrales; el turismo masivo o la enorme diversidad de productos al alcance
de los consumidores para una misma ciudad o en otros espacios turísticos<a href="file:///C:/Users/Claudia/Desktop/publicaciones/Como%20seguimos.docx#_ftn2" name="_ftnref2" style="mso-footnote-id: ftn2;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face="" lang="" style="line-height: 107%;">[2]</span></span><!--[endif]--></span></span></a>, ha dejado al descubierto
la baja planificación en estos territorios, provocando desequilibrios eco
sistémicos y la aceleración de sus ciclos productivos. La ciudad de Mar del
Plata<a href="file:///C:/Users/Claudia/Desktop/publicaciones/Como%20seguimos.docx#_ftn3" name="_ftnref3" style="mso-footnote-id: ftn3;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face="" lang="" style="line-height: 107%;">[3]</span></span><!--[endif]--></span></span></a> o el Camino del Inca<a href="file:///C:/Users/Claudia/Desktop/publicaciones/Como%20seguimos.docx#_ftn4" name="_ftnref4" style="mso-footnote-id: ftn4;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face="" lang="" style="line-height: 107%;">[4]</span></span><!--[endif]--></span></span></a> entre otros tantos, podrían
ser ejemplos concretos de estas inconsistencias.<o:p></o:p></b></span></div>
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<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">Estas evidencias científicas nos tendrían que al menos
provocar una reflexión sobre el avance indiscriminado del hombre sobre diferentes
hábitats, en los que ha provocado una transformación de su esencia, en nombre
de una mejor calidad de vida. Probablemente dejó al desnudo, la falta de
sostenibilidad social y ambiental. En este contexto tal vez habría que
preguntarse si la carrera entre el consumo indiscriminado de productos y servicios,
y la enorme cantidad de desechos con potencialidad para su reutilización,
provoca para sí un aumento de su calidad de vida. Sobre este escenario, ¿Cuál
debería ser la redefinición de los planes de desarrollo en la materia turística
para la Agenda 2030 para el Desarrollo Sostenible? <o:p></o:p></b></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="" style="background-color: #666666; color: white; font-family: verdana; font-size: medium; line-height: 150%;">Desarrollo<o:p></o:p></span></b></div>
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<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">La pandemia del COVID-19 nos ha creado un escenario casi
forzado para establecer una interpelación a nuestras acciones del pasado y la
oportunidad para revisar nuestro horizonte. Durante este periodo de proyección
dinámica y de movilidad restringida, teñida de diversas formas de establecer el
confinamiento social en cada territorio nacional, provincial o local; ha
generado la necesidad de analizar la situación coyuntural mundial, a partir de una
revisión colectiva o individual de nuestra vida cotidiana y profesional. En
este ejercicio se constituyen interpretaciones más o menos sistémicas de la
realidad social y la inevitable asociación con las actividades de interacción
económica. <o:p></o:p></b></span></div>
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<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">De acuerdo al dinamismo constituido por el virus y las
acciones humanas, se observan al momento tres grandes etapas o bloques del
proceso de la pandemia que hacen su impacto socio territorial. En cada uno de
los cambios, se visualiza la formación de características constantes replicadas
en diferentes países, con un determinismo de resolución gubernamental distinguido
entre naciones, de acuerdo a la situación problemática o no, alcanzada con anterioridad
a la pandemia y a los recursos actuales que cada territorio reasigna para su
reactivación. <o:p></o:p></b></span></div>
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<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">Se estima que, en materia turística, hemos
cumplimentado una etapa inicial de shock e incertidumbre de la pandemia en la
que se observaba con protagonismo geográfico, un condicionamiento
principalmente a partir de la percepción de una afectación directa o no de la
cuestión sanitaria. Aquellos países que se vislumbraban lejanos al foco del
supuesto origen del virus, consideraban que los efectos del mismo, sólo se circunscribirían
a esa sociedad. Esa lógica era evaluada, proyectando la disminución de viajeros
procedentes de tal o cual país. En esta incipiente evolución pandémica, los países
asiáticos habían sido los primeros afectados, por lo que el panorama no era
alentador por la gran movilidad que estos promueven alrededor del mundo. Pero claro
que, por entonces, nada hacía suponer la magnificación alcanzada hasta la
actualidad.<o:p></o:p></b></span></div>
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<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">Durante los primeros meses del año 2020 se comenzó a
expandir el virus a nivel global, por lo que se ha interrumpido de manera
diferencial el flujo de personas en la mayoría de los países. En ese contexto, la
repatriación de algunas de las personas que se encontraban fuera del lugar de
residencia, se fue subsanando de manera arbitraria, discontinua e incompleta en
cada nación. Para alcanzar dicho propósito, se trabajaron permisos entre las
cancillerías de los países, intentando de establecer un beneficio mutuo.<o:p></o:p></b></span></div>
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<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">En esta primera fase de la pandemia se puntualizaba
sobre las cuestiones sanitarias, prevaleciendo la concientización, cuidados y medidas
de prevención del virus, conforme a una visión principalmente global impartida
desde el Organismo Mundial de la Salud (OMS) organismo rector de Naciones
Unidas. Sobre los ejes sanitarios internacionales, cada país organizaba las
políticas públicas nacionales. Los presidentes junto a la máxima autoridad en
materia de salud de cada país, instaban a equipos especializados principalmente
en materia de salud, para alcanzar un diseño de cuarentena según la evolución
resultante de los contagios y su velocidad.<o:p></o:p></b></span></div>
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<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">Por entonces, también se promovía el cierre de la
mayoría de las actividades en las que su desarrollo implicara conglomeración de
personas. Esta determinación recaía principalmente en el sistema productivo que
tendría consecuencias también en el consumo. Sobre esta secuencia se comienza a
vislumbrar la caída pronunciada de la demanda de todo tipo de servicios
relacionados directa e indirectamente con el turismo. Transporte, hotelería,
restaurantes, cruceros, guías, artesanos, entre otros tantos servicios, han
tenido que negociar su cancelación. De acuerdo a la información especializada
en los diferentes medios de comunicación durante esta fase, se efectuaron anulaciones
masivas de los viajes próximos a concretarse. Pero que, al cabo de poco tiempo,
estas cancelaciones se extendieron a los viajes programados para un futuro apenas
más lejano. En esta etapa ha sido desigual el impacto de esas cancelaciones
como así también la forma de establecer un acuerdo entre el turista, agencias
de viajes, operador, cadena de hoteles, o compañías aéreas, entre otros. <o:p></o:p></b></span></div>
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<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">La resolución ha tenido alternativas y flexibilidad variada
según el tamaño de la empresa y los servicios que ofrecían.<span style="mso-spacerun: yes;"> </span>En algunos casos aún no han tenido
resolución, dado a que la compañía no se encontraría en situación económica favorable
para establecer una devolución del valor del servicio contratado, o alguna
alternativa satisfactoria para el consumidor. Esta situación probablemente se
convierta en un litigio que demorará el acuerdo entre las partes. <o:p></o:p></b></span></div>
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<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">En el caso de algunos hoteles de categoría 4 y 5
estrellas, han propuesto diferir su consumo para bajar el nivel de
conflictividad y asegurarse una demanda potencial. En este tipo de hotelería,
se trabaja mayoritariamente con huéspedes internacionales y en destinos
maduros. Su operatividad quedará sujeta a la apertura de fronteras y a la
regularidad de los viajes aéreos. <o:p></o:p></b></span></div>
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<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">Con respecto al transporte aéreo, tuvieron un
comportamiento diferencial dado a que se incrementaron los reclamos a la
mayoría de las aerolíneas de diferentes banderas nacionales, por sobreventas de
pasajes, sobreprecios, cobro de multas y demás cuestiones principalmente
monetarias o financieras, pero que nada tuvieron de relación humanitaria.<o:p></o:p></b></span></div>
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<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">La extensión en el tiempo de la circulación del virus,
ha provocado que toda la movilidad de personas que han podido regresar a sus países
en esta primera etapa, han favorecido a la propagación de los contagios. Esta
situación ha ido variando, dependiendo del lugar de residencia de ese flujo de
personas y la cuarentena aplicada. En la mayoría de los países, las
localizaciones de los principales aeropuertos son especialmente en las grandes
ciudades. Estos conglomerados urbanos son por excelencia los emisores del mayor
flujo turístico. Así mismo estas características demográficas han incidido en
el índice del número y velocidad de contagios. <o:p></o:p></b></span></div>
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<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">De acuerdo a los resultados de los casos mundiales, en
las áreas urbanas se visualiza la aceleración en el ritmo de contagios como así
también el número de contagiados, consecuencia de una mayor actividad
principalmente de sectores de servicios y por una masiva circulación de
personas. Hace suponer entonces, que serán variables a controlar, para alcanzar
la apertura continua en estos territorios. Tal vez también es de considerar,
que el número total de contagiados y el índice de mortalidad relacionadas con
el COVID-19 de cada país, será parte de una primera consideración al momento de
elegir un destino turístico para nuestro próximo viaje. Dado al fenómeno
novedoso, no podría estar segura si esta primera aproximación del proceso
decisorio de un viaje, terminaría siendo concluyente para la selección
definitiva, o cuáles otras variables se pondrían en ejercicio. <o:p></o:p></b></span></div>
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<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><span face="" lang="" style="line-height: 150%;">De acuerdo a la gran urbanización cumplimentada a
nivel mundial hasta la actualidad y en asociación al fenómeno sanitario
emergente, es inevitable pensar si este proceso continuaría. En la revolución
industrial la búsqueda de prosperidad motivada por la industrialización, nos
alejaba de lo rural para comenzar esa gran oleada de personas que, en sus
comienzos, tímidamente poblaban alrededor de las fábricas. Hoy se replantea en
las zonas urbanas, la imposibilidad de “conectarse con la naturaleza” como
consecuencia del aislamiento social. Si esta </span><span face="" lang="" style="line-height: 150%;">estructura demográfica variara,
sin duda la actividad turística también.<o:p></o:p></span></b></span></div>
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<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><span face="" lang="" style="line-height: 150%;">En la siguiente etapa del </span><span face="" lang="" style="line-height: 150%;">proceso epidemiológico,
pareció ser el momento en el que se intentó establecer un diagnóstico sobre la
realidad coyuntural, pero sin desconocer que en la Región de América Latina y
del Caribe ya existía una debilidad económica y vulnerabilidad macroeconómica,
que incidirá notablemente para su recuperación. CEPAL (2020). Tomar conocimiento
sobre la dimensión de la caída económica, <span>probablemente contribuya en el diseño
de los lineamientos necesarios y posibles para revertir o mitigar los efectos
de la crisis. <o:p></o:p></span></span></b></span></div>
<p style="line-height: 150%; text-align: justify;"><span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><span face="">L</span><span face="" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">a
Organización Mundial del Turismo (OMT) pronosticaban para el año 2020 un
incremento del 3% o 4% la llegada de turistas internacionales, pero en este
escenario si bien aún es difícil calcularse, se proyecta una reducción del
30% o 40%. Este porcentaje se traduce a unos 30.000 o 40.000 millones de
dólares de los EEUU provenientes de los gastos de los turistas internacionales.
Así mismo, el organismo ha trabajado algunas proyecciones considerando
escenarios ya conocidos como el Síndrome Respiratorio Agudo (SARS) en el año
2003; y la crisis bursátil de la bolsa de los EEUU y Europa que expandió una
crisis económica y financiera a lo largo del planeta.</span></b></span></p>
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<b style="mso-bidi-font-weight: normal;"><span lang="" style="background-attachment: initial; background-clip: initial; background-color: #666666; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: white; font-family: verdana; font-size: medium; line-height: 150%;">Previsión para el 2020:<span style="mso-spacerun: yes;"> </span>Llegada de turistas internacionales en el
mundo (millones)<o:p></o:p></span></b></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="" style="background-attachment: initial; background-clip: initial; background-color: #666666; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: white; font-family: verdana; font-size: medium; line-height: 150%;"><br /></span></b></div>
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" /></b></span></div>
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><br /></b></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<span lang="" style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">Fuente: OMT (2020), pp 4.<o:p></o:p></b></span></div>
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<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><br /></b></span></div>
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<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">Según la OMT: <o:p></o:p></b></span></div>
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<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><i style="mso-bidi-font-style: normal;"><span face="" lang="" style="line-height: 150%;">“Después
de la crisis económica mundial, el empleo en todos los sectores creció un 11%
entre 2010 y 2018, mientras que el empleo en servicios de alojamiento y
servicios de comidas aumentó un 35%”</span></i><br />
</b></span><div style="text-align: justify;">
<span style="color: white; font-family: verdana; font-size: medium; text-align: right;"><b style="background-color: #666666;"><i> </i>OMT (2020), pp15</b></span></div>
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<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">El ministerio de turismo y deporte de la nación
Argentina afirma que la actividad turística implica USD 5400 millones anuales
de exportaciones, comprendidos en $165.000 millones para el mercado interno.
Sobre estas cifras advierte que el sector emplea a 1,1 millones de personas.<o:p></o:p></b></span></div>
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<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">Sobre ese escenario, han interpretado a los inicios de
este fenómeno, el riesgo de más de 50 millones de puestos de trabajo con una
pérdida de 450.000millones de dólares. La situación de los restaurantes y bares
de las ciudades, es uno de los grandes problemas a resolver hacia el futuro. Se
estima unos 22 millones de restaurantes en el mundo. La imposibilidad de su
apertura, repercute en la vida social de los habitantes de las ciudades, pero
sin duda un desafío para que las empresas o pequeños emprendimientos
gastronómicos se sustenten hasta concluir el confinamiento. Según la consultora
Aaron Allen & Associates, en los primeros meses de la pandemia se estimaban
que el 10% de los restaurantes globales no podrían reabrir sus puertas luego
del aislamiento social, en tanto el 20% probablemente deberían transformarse
para alcanzar su sostenibilidad económica. <o:p></o:p></b></span></div>
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<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">En el caso de las aerolíneas, la Asociación
Internacional del Transporte Aéreo (IATA) estima que probablemente al final de
la pandemia alcancen una pérdida mundial de 113.000 millones de dólares de EEUU.
Las cancelaciones de los vuelos se establecen como consecuencia del cierre de
algunas fronteras, pero también por la falta de pasajeros. Se estima una
reducción en los valores de los boletos de un 15% a un 30%, en tanto no basta
para su reactivación. Así mismo, Mark Anderson, director ejecutivo de la firma
Flybe de nacionalidad británica, ha declarado la quiebra, dejando varados a
pasajeros en las rutas que volaban.<o:p></o:p></b></span></div>
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<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">En esta coyuntura, los países de América Latina han
comenzado a implementar a partir de la declaración de la pandemia por parte de
la OMS, una serie de medidas tendiente a regular la velocidad de la crisis
generalizada al interior de sus naciones. En la siguiente imagen se podrá
observar medido en porcentaje, la mayoría de las acciones que realizaran con
diferente nivel de desarrollo, los países de esta región. Las políticas
alcanzadas sobre la restricción a la movilidad social, el desarrollo de una
cuarentena obligatoria para el viajero del extranjero, protección del empleo y
suspensión de clases han sido coincidentes en la gran mayoría de los países.</b></span></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><span face=""><span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><br /></b></span></span></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><span face="" lang="" style="line-height: 150%;"><o:p></o:p></span><span class="fontstyle01"><span face="" lang="" style="line-height: 24px;">América Latina y el Caribe (31 países): proporción de países que han implementado tipos específicos de medidas para limitar el impacto de la pandemia, al 22 de abril de 2020</span></span><span face=""><span><br /></span></span>
<span face="" lang="" style="line-height: 150%;"><br /></span></b></span></div>
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" /></b></span></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><br /><span face="" style="text-align: center;"> Fuente: CEPAL (2020), pp. 20</span></b></span></div>
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<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><br /></b></span></div>
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<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;">En materia turística, se ha observado que inicialmente
se intenta cuantifica el impacto al menos en proyecciones económicas. Algunos
de sus indicadores podrían ser, las devoluciones de los servicios contratados, el
conocimiento de la desaceleración del flujo turístico y la proyección económica
para establecer una primera aproximación del costo de mantención sin la
actividad en funcionamiento.</b></span></div>
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<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">Otras de las acciones visualizadas, ha sido la
búsqueda del diálogo gubernamental sectorial, para viabilizar una contención que
mitigara los efectos no deseados en el sector privado y para el público
también. Así mismo las empresas turísticas han solicitado intervención a los
organismos gubernamentales y a las representaciones de los diferentes grupos
políticos y económicos del sector turístico, para manifestar su situación y la
necesidad de indagar sobre alternativas que viabilicen la actividad en el
momento que la gestión lo posibilite.<o:p></o:p></b></span></div>
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<a href="https://www.blogger.com/blogger.g?blogID=972252404076337327&useLegacyBlogger=true" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=972252404076337327&useLegacyBlogger=true" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=972252404076337327&useLegacyBlogger=true" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=972252404076337327&useLegacyBlogger=true" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=972252404076337327&useLegacyBlogger=true" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">En el siguiente gráfico se podrá observar, que la
región de América Latina y el Caribe el porcentaje sobre la tasa de crecimiento
del PBI en el periodo 2007-2013 aumentó en promedio el 0,4. En estos países se
concentra un importante déficit fiscal con un elevado endeudamiento y suba de
tasa de interés por el pago de la misma que dificulta su desarrollo. Esta
ecuación advierte una disponibilidad económica principalmente para enfrentar
los pagos de la deuda por sobre los recortes realizados a los gastos de
capital, en cuestiones esenciales como la salud, educación y protección social.
En el caso de Argentina se destina casi a un 90% para el pago de la deuda.</b></span></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><span face="" lang="" style="line-height: 150%;"><o:p></o:p></span><span face=""><span><br /></span></span>
<span face="" lang="" style="line-height: 150%;">Crecimiento de los <span face="">países</span> de <span face="">América</span> Latina</span><br />
<span face="" lang="" style="line-height: 150%;"><br /></span></b></span></div>
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" /></span><br />
<span face="" lang="" style="line-height: 150%;">Fuente: Comisión Económica para América Latina y el
Caribe (CEPAL), sobre la base de cifras oficiales.<o:p></o:p></span></b></span></div>
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<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><br /></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">Según el estudio realizado por la CEPAL (2020),
advierte que en la coyuntura actual se estima que los ingresos públicos para
estos países se verán más afectados con un aumento de la contracción de la
actividad económica y el descenso de los precios de la materia prima. Así mismo
la protección social estará condicionada:<o:p></o:p></b></span></div>
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<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><br /></b></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-left: 54pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -36pt;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><!--[if !supportLists]--><span face="" lang="" style="line-height: 150%;"><span style="mso-list: Ignore;">i)<span style="font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span></span></span><!--[endif]--><span face="" lang="" style="line-height: 150%;">Altas
tasas de informalidad, aumento del trabajo por cuenta propia y brechas en el
acceso a la protección social contributiva. <o:p></o:p></span></b></span></div>
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<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><!--[if !supportLists]--><span face="" lang="" style="line-height: 150%;"><span style="mso-list: Ignore;">ii)<span style="font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span></span></span><!--[endif]--><span face="" lang="" style="line-height: 150%;">Pocos
países cuentan con prestaciones de desempleo; en 2019, solo en ocho países de
América Latina y el Caribe los trabajadores del sector formal tenían seguro de
desempleo. <o:p></o:p></span></b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; margin-left: 54pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -36pt;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><!--[if !supportLists]--><span face="" lang="" style="line-height: 150%;"><span style="mso-list: Ignore;">iii)<span style="font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span></span></span><!--[endif]--><span face="" lang="" style="line-height: 150%;">Los
sistemas de protección social contributiva serán afectados financieramente por
la mayor demanda de prestaciones de licencia por enfermedad por parte de los
trabajadores del sector formal. <o:p></o:p></span></b></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-left: 54pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -36pt;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><!--[if !supportLists]--><span face="" lang="" style="line-height: 150%;"><span style="mso-list: Ignore;">iv)<span style="font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span></span></span><!--[endif]--><span face="" lang="" style="line-height: 150%;">Será
necesario ampliar los programas de protección social no contributiva que se
financian con impuestos y apoyan a los más pobres a otras familias de bajos
ingresos en riesgo de caer en la pobreza<o:p></o:p></span></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><br /></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">En este sentido se comprende con mayor imperativo, la
necesidad de fortalecer aquellas acciones institucionales que promuevan
lineamientos de sostenibilidad ambiental, sociocultural y económico; en cumplimiento
de los objetivos del Desarrollo Sostenible. Las inversiones internacionales sobre
regiones que carecen de una gran institucionalidad de sus tres poderes
nacionales, exacerban en estos contextos de crisis su vulnerabilidad y
vulneración.<o:p></o:p></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><br /></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">Continuando con la evolución, la tercera etapa estará
relacionada con la anterior dado a que de allí deviene la realidad del territorio
y todas aquellas cuestiones por las que tendremos que plantear nuestros
desafíos. Una de las grandes diferencias en estos tiempos, se centra en el
desconocimiento del virus y su tangibilidad. Solo se advierte en los
microscopios de los laboratorios. En razón a ello, el temor e incertidumbre
contribuye negativamente para poder restablecer confianza y seguridad al
momento de emprender un viaje. En aquellas localidades en la que se reanudó la
actividad ha sido de manera irregular entre territorios, priorizando el turismo
de cercanía, posibilitado por carreteras principalmente.<o:p></o:p></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">Algunos autores describen que el cambio brusco de
hábitos por parte de los consumidores en este contexto, se conjuga por la
imprevisibilidad y desconocimiento de los acontecimientos provocando lo que se
denominan como anomia<a href="file:///C:/Users/Claudia/Desktop/publicaciones/Como%20seguimos.docx#_ftn5" name="_ftnref5" style="mso-footnote-id: ftn5;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face="" lang="" style="line-height: 107%;">[5]</span></span><!--[endif]--></span></span></a>. La misma, ha sido
determinada por la falta de normas sociales o por su degradación. Este cambio
traerá asociado nuevas lógicas de consumo y comportamientos sociales. Surgirán
nuevas pautas comerciales y relacionales que también condicionarán al consumo.
Serán nuevas directrices que aún poco se conocen o se imaginan.<o:p></o:p></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">En tanto el doctor Dirk brockman, epidemiólogo del
instituto Robert Koch, entiende que el<span class="MsoHyperlink"><span color="windowtext" style="text-underline: none;"> viajar no
será peligroso el contagio porque el virus ya está en todos lados, por lo que
la infección no será igual que el comienzo de la pandemia. Así mismo se generan
algunas dudas respecto de cómo se cumplimentarán y controlarán los protocolos
sanitarios para la vuelta a la actividad. Dicha implementación ¿recaerá en la
responsabilidad del empresario, o existirían acciones gubernamentales para
conocer y acompañar las prácticas pospandemia?<o:p></o:p></span></span></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">Estos factores sanitarios, emocionales y
socioeconómicos como grandes pilares de la transformación, promueven un momento
de valoración de aquellos impactos que la pandemia y las acciones indirectas conjugan
en cada territorio. El tomar conocimiento o al menos su aproximación de la
cuantía de desorden o desajustes provocado por el fenómeno reciente,
contribuirán con la posibilidad de determinar una hoja de ruta para el cambio.
Es una oportunidad de trabajo participativo, colaborativo y cooperativo en el
que se postule bases de un nuevo paradigma entre actores comunitarios diferentes.
De acciones con transversalidad<a href="file:///C:/Users/Claudia/Desktop/publicaciones/Como%20seguimos.docx#_ftn6" name="_ftnref6" style="mso-footnote-id: ftn6;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face="" lang="" style="line-height: 107%;">[6]</span></span><!--[endif]--></span></span></a> en la estructura de los
gobiernos y sectores de interés que puedan conjugar herramienta democrática,
autóctonas, creativas <span style="mso-spacerun: yes;"> </span>e innovadoras. Sin
duda la planificación estratégica y el ordenamiento territorial podrían ser las
acciones más inmediatas que cada nación podría diseñar para proyectar su
horizonte. <o:p></o:p></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">Según la OMS, el Desarrollo Sostenible en el turismo
debe:<o:p></o:p></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><br /></b></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18pt;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><!--[if !supportLists]--><span lang="" style="line-height: 150%; mso-ansi-language: ES-AR; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span></span></span><!--[endif]--><span face="" lang="" style="line-height: 150%;">Dar un
uso óptimo a los recursos medioambientales, que son un elemento fundamental del
desarrollo turístico, manteniendo los procesos ecológicos esenciales y ayudando
a conservar los recursos naturales y la diversidad biológica.<o:p></o:p></span></b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18pt;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><!--[if !supportLists]--><span lang="" style="line-height: 150%; mso-ansi-language: ES-AR; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span></span></span><!--[endif]--><span face="" lang="" style="line-height: 150%;">Respetar
la autenticidad sociocultural de las comunidades anfitrionas, conservar sus
activos culturales y arquitectónicos y sus valores tradicionales, y contribuir
al entendimiento y la tolerancia intercultural.<o:p></o:p></span></b></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18pt;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><!--[if !supportLists]--><span lang="" style="line-height: 150%; mso-ansi-language: ES-AR; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">-<span style="font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span></span></span><!--[endif]--><span face="" lang="" style="line-height: 150%;">Asegurar
unas actividades económicas viables a largo plazo, que reporten a todos los
agentes unos beneficios socioeconómicos bien distribuidos, entre los que se
cuenten oportunidades de empleo estable y de obtención de ingresos y servicios
sociales para las comunidades anfitrionas, y que contribuyan a la reducción de
la pobreza.<o:p></o:p></span></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">Es inevitable interpelarnos sobre aquellas acciones
que se desarrollan en el territorio y la carrera desenfrenada que se postula en
nombre del consumo, sin establecer políticas públicas de mediano y largo plazo
en las que se respete el ciclo productivo y la integración de las dimensiones
sostenibles.<o:p></o:p></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><span face="" lang="" style="line-height: 150%;">Probablemente sea conveniente dejar de lado el
paradigma económico lineal<a href="file:///C:/Users/Claudia/Desktop/publicaciones/Como%20seguimos.docx#_ftn7" name="_ftnref7" style="mso-footnote-id: ftn7;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face="" lang="" style="line-height: 107%;">[7]</span></span><!--[endif]--></span></span></a> sustentado en la lógica de
la ganancia, para tender a la operatividad de un modelo de economía circular, en
la que se reduzca la indiscriminada actividad extractivista<a href="file:///C:/Users/Claudia/Desktop/publicaciones/Como%20seguimos.docx#_ftn8" name="_ftnref8" style="mso-footnote-id: ftn8;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face="" lang="" style="line-height: 107%;">[8]</span></span><!--[endif]--></span></span></a> y se alcance una
funcionalidad continua en la que se estimule la reutilización. Allí, la escala
productiva disminuye y promueve escenarios de oportunidad para los micro
emprendimientos o empleos verdes de gran diversidad territorial. Esta acción
estrategia tal vez sea la forma más igualitaria, inclusiva y diversa para
propiciar los valores locales. En la siguiente imagen de la ONU se sintetiza el
concepto de economía circular en el que todo, forma parte de un mismo fin</span><span face="" style="line-height: 150%;"><!--[if gte vml 1]><v:shape id="Imagen_x0020_3" o:spid="_x0000_i1025"
type="#_x0000_t75" alt="https://global.unitednations.entermediadb.net/assets/mediadb/services/module/asset/downloads/preset/assets/2018/10/circular-economy-unep.png/image1170x530cropped.jpg"
style='width:394.5pt;height:260.25pt;visibility:visible;mso-wrap-style:square'>
<v:imagedata src="file:///C:/Users/Claudia/AppData/Local/Temp/msohtmlclip1/01/clip_image006.jpg"
o:title="image1170x530cropped"/>
</v:shape><![endif]--><!--[if !vml]--><!--[endif]--></span><span face="" lang="" style="line-height: 150%;"><o:p></o:p></span></b></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><span face="" lang="" style="line-height: 150%;"><br /></span>
<span face="" lang="" style="line-height: 150%;"><img alt="" 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" /></span><br />
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<span face="" lang="" style="line-height: 150%;">ONU medio ambiente. Disponible en : </span><a href="https://news.un.org/es/interview/2018/12/1447801"><span face="" lang="" style="line-height: 150%;">https://news.un.org/es/interview/2018/12/1447801</span></a><span face="" lang="" style="line-height: 150%;"><o:p></o:p></span></b></span></div>
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<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">Zacarias Farah experta en la Organización de naciones
unidos (ONU) medio ambiente añade a este concepto:<o:p></o:p></b></span></div>
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<span style="mso-bidi-font-style: normal;"><span lang="" style="background-attachment: initial; background-clip: initial; background-color: white; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">“Lo que la economía circular nos dice es que es necesario cambiar la
forma en la que actualmente producimos y consumimos, que está basada en una economía
lineal de extracción-producción-consumo-desperdicio. Lo que queremos es pasar a
una economía circular en la que tenemos que cerrar los ciclos de producción y
mantener un flujo constante de recursos naturales”.<i><o:p></o:p></i></b></span></span></div>
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<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><span face="" lang="" style="line-height: 150%;">Disponible en: </span><a href="https://news.un.org/es/interview/2018/12/1447801"><span face="" lang="" style="line-height: 150%;">https://news.un.org/es/interview/2018/12/1447801</span></a><i style="mso-bidi-font-style: normal;"><span face="" lang="" style="line-height: 150%;"><o:p></o:p></span></i></b></span></div>
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<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">La pauta que el fenómeno pandémico nos ha dado a pesar
del enorme daño ocasionado, una esperanza para establecer nuevos patrones
integrales e inclusivos de establecer el bien común. Según CEPAL (2020), los poderes
ejercidos por la población de mayor recurso de los países más vulnerables y los
poderes ejercidos por los que constituyen la compra, son en la actualidad los
rectores de interés que ejercen el poder.<o:p></o:p></b></span></div>
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<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">De todos modos, creo que la territorialidad local se
exacerbará como consecuencia de la evolución de la pandemia en cada lugar.<span style="mso-spacerun: yes;"> </span>En la medida que desciendan los contagios y
cada municipio comience la apertura de sus actividades, restablecerá
inicialmente con una demanda de proximidad. En la medida que se liberen mayor
cantidad de municipios, incrementará la circulación hasta alcanzar la
provincial. Y sin duda con algo más de tiempo de recuperación se irán ampliando
las fronteras de proximidad entre países. Siempre sujeto a una valoración
evolutiva de los acontecimientos en sus países de origen como en los de
destino. Se entiende que el nivel de confianza será una variable a construir, y
que al momento es desconocida. Tal vez podríamos establecer un paralelismo muy
lejano, a los actos terroristas en alguna región o localidad turística. En el
caso del atentado de las torres gemelas en los Estados Unidos en el año 2001, en
sus primeras semanas posterior al atentado, la ciudad había perdido más de 300
mil millones de dólares. En ese contexto se trabajó desde el sector público y
privado, focalizándose en comunicar las medidas de seguridad que se
establecieron en los aeropuertos. Así mismo se realizaron diferentes
promociones de descuentos en los servicios turísticos, de recreación y
atractivos de la ciudad. Según el diario “El periódico”<a href="file:///C:/Users/Claudia/Desktop/publicaciones/Como%20seguimos.docx#_ftn9" name="_ftnref9" style="mso-footnote-id: ftn9;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face="" lang="" style="line-height: 107%;">[9]</span></span><!--[endif]--></span></span></a> el flujo turístico
internacional de la ciudad alcanzó sus parámetros de aquellos tiempos, recién
en el año 2004. <o:p></o:p></b></span></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;"><br /></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">En esta etapa, se intenta indagar sobre estrategias
que viabilicen la reinvención del turismo, tomando como cierto que el escenario
continuará siendo dinámico, se establecerán nuevos hábitos de consumo que
probablemente estimulen cambios estructurales. El flujo turístico receptivo, es
plenamente sensible a las políticas monetarias de un país referidas al valor
del dólar estadounidense: como también a las acciones referidas a lo financiero.
<o:p></o:p></b></span></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;"><br /></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">Según CEPAL (2020), se observa una reprimarización de
las economías en América Latina. En el caso argentino, aún nos encontramos con
demasiadas cuestiones a resolver en materia económica, como la deuda externa,
la emisión monetaria y la posibilidad o no de anclar un valor del dólar. En el
hipotético caso que se determine como política de Estado, elevar el valor del
dólar, se estima tal ha sucedido en otros escenarios, que la variable cambiaria
estimulará la demanda potencial de turistas provenientes del extranjero. Ese
escenario contribuiría a equilibrar la balanza de pagos del país, alimentada
también, por un descenso de los viajes al extranjero.<o:p></o:p></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">Así mismo se entiende que lo manifestado anteriormente
es muy lineal en su análisis y que deberíamos contemplar otras dimensionas ya
enunciadas, y que son sensiblemente observables en mediano y largo plazo. Por
ello la mayoría de los gobiernos en las últimas décadas no han sido proactivos
en materia de sostenibilidad.<o:p></o:p></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;"><span class="MsoHyperlink"><b style="mso-bidi-font-weight: normal;"><span lang="" style="background-color: #666666; color: white; font-family: verdana; font-size: medium; line-height: 150%;"><br /></span></b></span></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span class="MsoHyperlink"><b style="mso-bidi-font-weight: normal;"><span lang="" style="background-color: #666666; color: white; font-family: verdana; font-size: medium; line-height: 150%;">Conclusión<o:p></o:p></span></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span class="MsoHyperlink"><span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">El turismo es una actividad
socioeconómica que se constituye en un sistema, de acuerdo a la interacción de
diferentes componentes propios e indirectos al turismo. Al desacelerarse, romperse
o prohibirse algunos de estos eslabones intervinientes, se fragmenta la inercia
del circuito monetario y de consumo. Y con ello los efectos en la economía de
ese destino turístico, sus regalías redistributivas municipal, provincial; en
tanto dependiendo del origen del turista o viajero, también se condiciona el
equilibrio fiscal de esa nación.<o:p></o:p></b></span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span class="MsoHyperlink"><span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">Dado a la rápida recuperación que ha
evidenciado en otros momentos el sector en comparativa con otros; se observa al
menos con preocupación, cómo se continuaría desarrollando la actividad en los
destinos maduros; y cómo se propondrían los lineamientos estratégicos para
territorios con potencialidad turística, que vislumbran en el turismo la salida
de la crisis pandémica. La ausencia de estrategias ambientales y sociales,
podrían ocasionar en mediano y largo plazo un agravamiento de la situación
territorial, en el que se observe una afectación generalizada del recurso.<o:p></o:p></b></span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><span class="MsoHyperlink"><span face="" lang="" style="line-height: 150%;">Probablemente el desafío de la
gestión gubernamental y de las empresas, será la de buscar una recuperación a
partir de diferentes estrategias de incentivos entre sectores, las que deberían
implementarse sin descuidar los parámetros de sostenibilidad como garantía de
continuidad productiva del futuro. Para lo propio, un equilibrio fiscal,
regulación de la cuenta Capital, un sistema bancario en el que se aliente el
desarrollo futuro, dinero endógeno, inversiones nacionales, el control de los
flujos de capital, el sector empresarial privado y los sectores comunitarios en
asociación, podrían contribuir y alentar al desarrollo sostenible. La crisis
multidisciplinar no debería desestimar otras cuestiones de largo plazo, debemos
comprender que la pobreza, desigualdad y degradación ambiental son consecuente
del modelo económico que quisimos o pudimos alcanzar.</span></span><span face="" lang="" style="line-height: 150%;"> Insisto, l<span class="MsoHyperlink"><span color="windowtext" style="text-underline: none;">os gobiernos
(poderes legislativos, jurídico y ejecutivo) impulsan los lineamientos y la
velocidad de esas políticas y en su defecto ese cambio.<o:p></o:p></span></span></span></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span class="MsoHyperlink"><span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">La variable miedo e inestabilidad se
incorpora a la toma de decisión para crear inversiones en el turismo y el ocio,
como así también, el viajar. <span style="mso-spacerun: yes;"> </span>Cada
potencial turista llevará consigo la relación directa con su vivencia sobre la
pandemia. Él o un familiar que haya transitado la enfermedad y sus
consecuencias, o la repatriación entre otras tantas vivencias infrecuentes al
momento reconocidas en su memoria, probablemente sea la llave fundamental para
la toma decisión. Pero si esa posibilidad de viajar emerge, la información
referida a la seguridad turística en referencia a la pandemia, sin duda deberá
representarse de manera concreta y real para percibir la garantía de
cumplimiento. <o:p></o:p></b></span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span class="MsoHyperlink"><span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">Es necesario considerar también que
para el 2050 se estima una población de 9.000 millones, con países que
alcanzaron en su mayoría la transición demográfica, y que vivirán al suponer en
zonas urbanas. Salvo que el fenómeno sanitario revierta la tendencia, esa
enorme cantidad de habitantes mundiales, alcanzan producto del sistema
económico global actual, un flujo extraordinario de migraciones. Estos
indicadores son sin duda los condicionantes para establecer los patrones de
consumo, y los estimulantes para la configuración de los mercados. La localización
de cada habitante y el modelo de desarrollo que se configure, será la evidencia
situacional de los recursos principalmente naturales del futuro, que obtendrá
cada nación o región. Así mismo, esta será la medida para las pautas de consumo
y el grado de responsabilidad. <o:p></o:p></b></span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><span class="MsoHyperlink"><span face="" lang="" style="line-height: 150%;">En materia de turismo es necesario
asociar el buen uso de los recursos turísticos para la perdurabilidad del ciclo
de vida del destino turístico. El crecimiento de la actividad y la sostenibilidad
de los recursos turísticos, no deberían estar estrechamente vinculados al
capital financiero y la especulación inmobiliaria para la perdurabilidad de los
mismos; como así tampoco al cierre de una sola economía. La cadena de valor
global debería ser diversamente productiva para configurar su equilibrio.</span></span><span face="" lang="" style="line-height: 150%;"> (CEPAL, 2014; WTO, 2019).<span class="MsoHyperlink"><span color="windowtext" style="text-underline: none;"> Entendiendo que
dichos recursos, son parte de un territorio nacional-provincial o local que
debería ser “defendido” con una mayor institucionalidad, a partir de la utilización
de herramientas democráticas y participativas</span></span> para alcanzarlo. En
definitiva, la política macroeconómica debería focalizarse sobre las
prioridades sociales y ambientales de cada territorio.<span class="MsoHyperlink"><span color="windowtext" style="text-underline: none;"><o:p></o:p></span></span></span></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="" style="background-color: #666666; color: white; font-family: verdana; font-size: medium; line-height: 150%;"><br /></span></b></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="" style="background-color: #666666; color: white; font-family: verdana; font-size: medium; line-height: 150%;">Bibliografía<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><span face="" lang="" style="line-height: 150%;">A. Nadal y F. Aguayo. (2020) “Los motores de la
degradación ambiental: el modelo macroeconómico y la explotación de los
recursos naturales en América Latina”, serie Estudios y Perspectivas-Sede
Subregional de la CEPAL en México, N° 185 (LC/TS.2020/69; LC/MEX/TS.2020/14),
Ciudad de México, Comisión Económica para América Latina y el Caribe (CEPAL),
2020. Disponible en: </span><a href="https://repositorio.cepal.org/bitstream/handle/11362/45766/1/S2000443_es.pdf"><span face="" lang="" style="line-height: 150%;">https://repositorio.cepal.org/bitstream/handle/11362/45766/1/S2000443_es.pdf</span></a><span style="mso-bidi-font-weight: normal;"><span face="" lang="" style="line-height: 150%;"><o:p></o:p></span></span></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">Bollón Reimp.(2004). Planificación de los
espacios turísticos. Ed. Trilla. Mexico<o:p></o:p></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><span face="" lang="" style="line-height: 150%;">Comisión Económica para América Latina y
el Caribe (CEPAL</span><span face="" lang="" style="line-height: 150%;">)(2014), Cadenas
globales de valor y diversificación de exportaciones: el caso de Costa Rica,
División de Comercio Internacional e Integración, Santiago de Chile. Disponible
en: </span><a href="https://www.cepal.org/es/publicaciones/36719-cadenas-globales-valor-diversificacion-exportaciones-caso-costa-rica-asistencia"><span face="" lang="" style="line-height: 150%;">https://www.cepal.org/es/publicaciones/36719-cadenas-globales-valor-diversificacion-exportaciones-caso-costa-rica-asistencia</span></a><span face="" lang="" style="line-height: 150%;"><o:p></o:p></span></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><span face="" lang="" style="line-height: 150%;">Comisión Económica para América Latina y
el Caribe (CEPAL)(2020), <i>Informe sobre el impacto económico en América
Latina y<br />
el Caribe de la enfermedad por coronavirus (COVID-19): estudio elaborado por la
Comisión Económica para América Latina y el Caribe (CEPAL) en respuesta a la<br />
solicitud realizada por el Gobierno de México en el ejercicio de la Presidencia
Pro Témpore de la Comunidad de Estados Latinoamericanos y Caribeños (CELAC)<br />
durante la Reunión Ministerial Virtual sobre Asuntos de Salud para la Atención
y el Seguimiento de la Pandemia COVID-19 en América Latina y el Caribe<br />
celebrada el 26 de marzo de 2020 </i>(LC/TS.2020/45), Santiago.</span><span face="" lang="" style="line-height: 150%;"> Disponible en:<o:p></o:p></span></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><a href="https://repositorio.cepal.org/bitstream/handle/11362/45602/1/S2000313_es.pdf"><span face="" lang="" style="line-height: 150%;">https://repositorio.cepal.org/bitstream/handle/11362/45602/1/S2000313_es.pdf</span></a><span class="MsoHyperlink"><span face="" lang="" style="line-height: 150%;"><o:p></o:p></span></span></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><span face="" lang="" style="line-height: 150%;">López-Bonilla, J. y López-Bonilla L. (2008a). La
capacidad de carga turística: revisión crítica de un instrumento de medida de
sostenibilidad. Revista El Periplo Sustentable, 15, 123-150. Disponible en: </span><a href="http://www.redalyc.org/articulo.oa?id=193415512006"><span face="" lang="" style="line-height: 150%;">http://www.redalyc.org/articulo.oa?id=193415512006</span></a><span face="" lang="" style="line-height: 150%;"><o:p></o:p></span></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><span face="" lang="" style="line-height: 150%;">Opaschowski, H. (2015). Turismo de masas o turismo a
medida. Límites económicos, ecológicos y psicológicos. Papers de Turisme, 4,
68-80. Disponible en: </span><a href="file:///C:/Users/Claudia/Downloads/318-1421-1-PB.pdf"><span face="" lang="" style="line-height: 150%;">file:///C:/Users/Claudia/Downloads/318-1421-1-PB.pdf</span></a><span face="" lang="" style="line-height: 150%;"><o:p></o:p></span></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><span face="" lang="" style="line-height: 150%;">Organización Mundial del turismo (OMT) (2020)
Evaluación del impacto del brote de COVID-19 en el turismo internacional.
Disponible en: </span><a href="https://webunwto.s3.eu-west-1.amazonaws.com/s3fs-public/2020-04/14314_Coronavirus_PPT%20DH_Sp.pdf"><span face="" lang="" style="line-height: 150%;">https://webunwto.s3.eu-west-1.amazonaws.com/s3fs-public/2020-04/14314_Coronavirus_PPT%20DH_Sp.pdf</span></a><span face="" lang="" style="line-height: 150%;"><o:p></o:p></span></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">Pérez, S. (2017). La planificación y prevención de los
impactos ambientales del turismo como herramienta para el desarrollo
sostenible: caso de estudio Timotes, Venezuela. Revista Interamericana de
Ambiente y Turismo (riat), 13(2), 164-183. Disponible en:
http://riat.utalca.cl/index.php/test/article/view/401<o:p></o:p></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">World
Trade Organization (WTO) (2019), Global Value Chain Development Report 2019,
Ginebra.<o:p></o:p></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span lang="" style="background-color: #666666; color: white; font-family: verdana; font-size: medium; line-height: 150%;"><br /></span></b></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="" style="background-color: #666666; color: white; font-family: verdana; font-size: medium; line-height: 150%;">Sitios
webs de consulta<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><a href="https://www.imf.org/es/Topics/imf-and-covid19"><span face="" lang="" style="line-height: 150%;">https://www.imf.org/es/Topics/imf-and-covid19</span></a><span face="" lang="" style="line-height: 150%;"><o:p></o:p></span></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="" style="color: white; font-family: verdana; font-size: medium; line-height: 150%;"><b style="background-color: #666666;">https://www.bbc.com/mundo/noticias-51757957<o:p></o:p></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><a href="https://www.unwto.org/es/acerca-de-la-omt"><span face="" style="line-height: 150%;">https://www.unwto.org/es/acerca-de-la-omt</span></a><span face="" style="line-height: 150%;"><o:p></o:p></span></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><a href="https://www.who.int/es"><span face="" lang="" style="line-height: 150%;">https://www.who.int/es</span></a><span face="" lang="" style="line-height: 150%;"><o:p></o:p></span></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><a href="http://www.fao.org/about/es/"><span face="" lang="" style="line-height: 150%;">http://www.fao.org/about/es/</span></a><span class="MsoHyperlink"><span face="" lang="" style="line-height: 150%;"><o:p></o:p></span></span></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><a href="https://www.eleconomista.com.mx/opinion/La-industria-restaurantera-frente-al-Covid-19-20200421-0020.html"><span face="" lang="" style="line-height: 150%;">https://www.eleconomista.com.mx/opinion/La-industria-restaurantera-frente-al-Covid-19-20200421-0020.html</span></a><span face="" lang="" style="line-height: 150%;"><o:p></o:p></span></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><br /></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><br /></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><br /></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><br /></b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><br /></b></span></div>
<div style="mso-element: footnote-list;">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><!--[if !supportFootnotes]--><br clear="all" />
</b></span><hr align="left" size="1" width="33%" />
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><!--[endif]-->
<br />
</b></span><div id="ftn1" style="mso-element: footnote;">
<div class="MsoFootnoteText">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><a href="file:///C:/Users/Claudia/Desktop/publicaciones/Como%20seguimos.docx#_ftnref1" name="_ftn1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face="" style="line-height: 107%;">[1]</span></span><!--[endif]--></span></span></a><span style="mso-ansi-language: ES-AR;"> <span lang="">Los modelos macroeconómicos.
Estudia la relación del crecimiento económico y los ciclos económicos. Con su
análisis se interpreta las consecuencias de las políticas económicas para el
bienestar de las personas<o:p></o:p></span></span></b></span></div>
</div>
<div id="ftn2" style="mso-element: footnote;">
<div class="MsoFootnoteText">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><a href="file:///C:/Users/Claudia/Desktop/publicaciones/Como%20seguimos.docx#_ftnref2" name="_ftn2" style="mso-footnote-id: ftn2;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face="" style="line-height: 107%;">[2]</span></span><!--[endif]--></span></span></a><span style="mso-ansi-language: ES-AR;"> </span><span lang="ES" style="mso-ansi-language: ES;">Espacio Turístico: El espacio turístico es la consecuencia de la presencia
y distribución territorial de los atractivos turísticos que, no debemos
olvidar, son la materia prima del turismo. Este elemento del patrimonio turístico,
más la planta y la infraestructura turísticas, es suficiente para definir el
espacio turístico de cualquier país. Boullon (1999)<o:p></o:p></span></b></span></div>
</div>
<div id="ftn3" style="mso-element: footnote;">
<div class="MsoFootnoteText">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><a href="file:///C:/Users/Claudia/Desktop/publicaciones/Como%20seguimos.docx#_ftnref3" name="_ftn3" style="mso-footnote-id: ftn3;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face="" style="line-height: 107%;">[3]</span></span><!--[endif]--></span></span></a><span style="mso-ansi-language: ES-AR;"> <span lang="">Ricardo Dosso y ot. ().
Centro de investigaciones turísticas. Universidad Nacional de Mar del Plata.
Disponible en: http://nulan.mdp.edu.ar/1725/1/01417.pdf<o:p></o:p></span></span></b></span></div>
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<div id="ftn4" style="mso-element: footnote;">
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<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><a href="file:///C:/Users/Claudia/Desktop/publicaciones/Como%20seguimos.docx#_ftnref4" name="_ftn4" style="mso-footnote-id: ftn4;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face="" style="line-height: 107%;">[4]</span></span><!--[endif]--></span></span></a><span lang="" style="mso-ansi-language: ES-AR;"> Peña-Candia, Luz Z., Baca-Zans,
Yeny R., & Costa, Juan F.. (2019). Efecto de las actividades antrópicas en
la red de caminos Inka, santuario histórico de Machupicchu, Cusco, Perú.
Revista interamericana de ambiente y turismo, 15(1), 60-71. https://dx.doi.org/10.4067/S0718-235X2019000100060<o:p></o:p></span></b></span></div>
</div>
<div id="ftn5" style="mso-element: footnote;">
<div class="MsoFootnoteText">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><a href="file:///C:/Users/Claudia/Desktop/publicaciones/Como%20seguimos.docx#_ftnref5" name="_ftn5" style="mso-footnote-id: ftn5;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face="" style="line-height: 107%;">[5]</span></span><!--[endif]--></span></span></a><span style="mso-ansi-language: ES-AR;"> </span><span lang="ES" style="mso-ansi-language: ES;">Anomia </span><a href="https://www.youtube.com/watch?v=H9tiyMXZbPY"><span lang="" style="mso-ansi-language: ES-AR;">https://www.youtube.com/watch?v=H9tiyMXZbPY</span></a><span lang="ES" style="mso-ansi-language: ES;"><o:p></o:p></span></b></span></div>
</div>
<div id="ftn6" style="mso-element: footnote;">
<div class="MsoFootnoteText">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><a href="file:///C:/Users/Claudia/Desktop/publicaciones/Como%20seguimos.docx#_ftnref6" name="_ftn6" style="mso-footnote-id: ftn6;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face="" style="line-height: 107%;">[6]</span></span><!--[endif]--></span></span></a><span style="mso-ansi-language: ES;"> <span lang="ES">Acciones con trasversalidad: Ha
sido considerada como la transversalidad de la política pública de un gobierno que
se asocia a la posibilidad de un trabajo entre diferentes dimensiones
gubernamentales. La política turística debe ser co -construida con diferentes
áreas de gobierno de manera integral.<o:p></o:p></span></span></b></span></div>
</div>
<div id="ftn7" style="mso-element: footnote;">
<div class="MsoFootnoteText">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><a href="file:///C:/Users/Claudia/Desktop/publicaciones/Como%20seguimos.docx#_ftnref7" name="_ftn7" style="mso-footnote-id: ftn7;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face="" style="line-height: 107%;">[7]</span></span><!--[endif]--></span></span></a><span style="mso-ansi-language: ES-AR;"> <span lang="">Paradigma económico lineal: podría
tener su primera aproximación en la época de la revolución industrial, basado
en que tanto la demanda como la producción son constantes y los recursos son
infinitos. Así mismo se presentan bajo una alta tasa de desechos.<o:p></o:p></span></span></b></span></div>
</div>
<div id="ftn8" style="mso-element: footnote;">
<div class="MsoFootnoteText">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><a href="file:///C:/Users/Claudia/Desktop/publicaciones/Como%20seguimos.docx#_ftnref8" name="_ftn8" style="mso-footnote-id: ftn8;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face="" style="line-height: 107%;">[8]</span></span><!--[endif]--></span></span></a><span style="mso-ansi-language: ES;"> <span lang="ES">La actividad extractivista en
materia turística la podríamos interpretar en la escala productiva desarrollada
en los destinos turísticos que se ponen al servicio de un aumento
indiscriminado del parcelamiento de tierras, en el que se observan por ejemplo
la tala incesante de laderas de sierras y montañas. O las inversiones
extranjeras que no promueven el desarrollo en los destinos en los que se
ubican, alcanzando fuga de divisas inconmensurables, viabilizadas por una baja
o escasa regulación del Estado.<o:p></o:p></span></span></b></span></div>
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<div id="ftn9" style="mso-element: footnote;">
<div class="MsoFootnoteText">
<span style="color: white; font-family: verdana; font-size: medium;"><b style="background-color: #666666;"><a href="file:///C:/Users/Claudia/Desktop/publicaciones/Como%20seguimos.docx#_ftnref9" name="_ftn9" style="mso-footnote-id: ftn9;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face="" style="line-height: 107%;">[9]</span></span><!--[endif]--></span></span></a><span style="mso-ansi-language: ES;"> <span lang="ES">Diario el Periódico. Disponible en:https://www.elperiodico.com/es/economia/20170827/nueva-york-del-caos-a-la-recuperacion-6240134<o:p></o:p></span></span></b></span></div>
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-972252404076337327.post-64540869406879301062009-09-27T06:47:00.001-07:002009-09-27T06:47:58.116-07:00Acerca de este blogEs un blog que ha sido creado para facilitar el intercambio, trabajando y aportando a la construcción del conocimiento entre aquellos que compartan la misma motivación, sobre el aprendizaje continuo que plantea esta actividad.<br />
<br />
Este es un espacio público de construcción colaborativa que tiene como objetivo trabajar, indagar, e intentar aportar conocimiento sobre aquellas cuestiones que presentan como eje temático al turismo. Dado a la extrema complejidad que presenta este fenómeno turístico es menester el aporte analítico y reflexivo de diferentes disciplinas para las que también ofrecemos este espacio.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-972252404076337327.post-35299074799015473912009-09-27T06:03:00.000-07:002016-12-01T11:14:21.364-08:00Turismo y tecnologíaCada vez más destinos para ofrecer, y cada vez más novedades tecnológicas. A medida que el acceso a Internet se populariza, y la posibilidad de ofrecer nuevos tipos de productos crece, lo que encontramos es que <b>los profesionales del mercado turístico están sobrepasados de información</b>. Y ya no pueden seguir, por ejemplo, la evolución de las herramientas de marketing y promoción en Internet. Simplemente, no tienen tiempo. <o:p></o:p><br />
Y aquí llega una pregunta: <b>¿realmente los profesionales del sector del turismo, como los agentes de viajes o los funcionarios públicos dedicados al tema, deberían estar al tanto de las tendencias en Internet?</b> ¿Deberías conocer sobre formas de marketing, herramientas de publicación y estrategias de posicionamiento en Internet, tanto en Google como en redes sociales?<o:p></o:p><br />
Se me ocurren dos posibles respuestas. <o:p></o:p><br />
1) <b>El mercado de viajes necesita “tecnológos”</b>. Uso esta palabra porque no se me ocurre otra mejor, y la pienso con un sentido bastante específico: <b>ayudar al mercado a seguir las tendencias en tecnología e Internet, y a elegir las herramientas necesarias para la compañía</b> -”consultor en tecnología” también podria funcionar, pero siempre y cuando también conozcan el mercado de viajes. Por ejemplo, hoy muchas agencias y empresas están pensando si deberían implementar blogs, o cómo entrar en las redes sociales, y no tienen mucha idea de cómo hacerlo -y los ejemplos se pueden extender hacia otros lugares, como facturación, gestión, teletrabajo, y muchos otros. Sin ayuda, rápidamente estas empresas podrían perder el foco. Por las dudas: no hablo de implementadores, o vendedores de hardware o software. Me refiero más que nada a seguir tendencias más generales. <o:p></o:p><br />
2) Pero a la vez, <b>las compañías necesitan que quienes las guíen en ese proceso de decisiones sobre su incorporación de tecnología les dejen las herramientas en sus manos</b>. Digo: tras dar cuenta de las tendencias del mercado, y seleccionar las herramientas, hay que capacitar a los empleados de la empresa en su uso. Pienso, por ejemplo, en todas esas empresas que dejan que terceros le desarrollen su sistema de facturación, o su página Web, y que después no pueden tocar una coma sin que les cobren por cada actualización. Con la cantidad de herramientas disponibles, eso ya no tiene sentido, en particular a la hora de modificar el contenido. <o:p></o:p><br />
Entonces: tecnólogos que ayuden a los profesionales del mercado de turismo a estar al tanto de las tendencias relevantes en Internet y tecnología, pero que a la vez sean flexibles para ayudar a las compañías a usar las herramientas seleccionadas. <o:p></o:p><br />
<b>¿Realmente creen que hay un mercado profesional para los “tecnólogos”?</b> Noto tanta desorientación en buena parte del mercado turístico que no sé si ya no es hora de comenzar a plantear algunas alternativas para este tema. Y como siempre, pueden dejar sus impresiones en los comentarios. <o:p></o:p><br />
<div class="MsoNormal">
<o:p> </o:p></div>
Fuente: http://www.blogdeviajes.com.ar/articulos/turismo-tecnologia-y-sobreinformacionUnknownnoreply@blogger.com0tag:blogger.com,1999:blog-972252404076337327.post-75745526698098990862009-09-25T13:10:00.001-07:002009-09-25T13:10:46.607-07:00Turismo y ecologíaCrece el número de ecoturistas en el planeta. Una opción que beneficia no sólo a la naturaleza, sino también a las comunidades locales.<br />
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Según cálculos de la Organización Mundial del Turismo (OMT), se espera que en el año 2010 unos mil millones de personas se desplacen por todo el globo realizando viajes de placer, es decir, actividades turísticas.<br />
Un gran parte de estos turistas la conformarán los "ecoturistas", personas que según la Sociedad Internacional de Ecoturismo "viajan de forma responsable hacia áreas naturales, conservando el ambiente y mejorando el bienestar de las comunidades locales".<br />
El año 2002 fue declarado por la Organización de Naciones Unidas como el Año Internacional del Ecoturismo, incluyendo todo tipo de turismo basado en la naturaleza, en el que la principal motivación de los turistas es la observación y apreciación de ésta, teniendo muy presente el respeto hacia las culturas tradicionales prevalecientes en las zonas naturales.<br />
Los expertos coinciden aseguran también que el turismo ecológico es un turismo alternativo que puede subdividirse en:<br />
• Ecoturismo.<br />
• Turismo sustentable.<br />
• Turismo ambientalmente amistoso.<br />
• Turismo de la naturaleza.<br />
• Turismo rural.<br />
• Turismo verde.<br />
• Turismo científico.<br />
• Turismo de "cabañas" ("cottage").<br />
• Turismo de vida silvestre.<br />
• Turismo de áreas prístinas ("wilderness").<br />
• Turismo "safari".<br />
• Turismo especializado ("designer").<br />
• Turismo "duro".<br />
• Turismo de riesgo.<br />
• Turismo de aventura.<br />
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El turismo ecológico en cifras<br />
<br />
Aunque no existen datos fidedignos para gastos a nivel mundial dedicados al ecoturismo, se estima que representa entre entre 10% y el 15%, aunque algunas predicciones optimistas llegan hasta 30%. Algunos estudios en los Estados Unidos de América revelan que por lo menos 30 millones de norteamericanos pertenecen a alguna organización ambiental o tienen un interés en protección ambiental, cosa que puede repercutir en planificar giras en otros países con atractivos naturales muy diferentes de lo que pueden encontrar en su país de origen.<br />
En cuanto a la situación europea, luego de la feria española de turismo FITUR que se llevó a cabo en 1999, se llegó a la conclusión de que "el medio ambiente es la principal motivación turística para más de 20 millones de europeos". Se consideró asimismo que "las empresas medianas y pequeñas ayudan a preservar la autenticidad y a evitar la masificación".<br />
Así el turismo hacia el Amazonas aumentó en 300% entre 1988 y 1989 y algo parecido ocurrió en Costa Rica entre 1992 y 2000, donde se estima que el 70% de los turistas realizan actividades ecoturísticas. Tendencias similares se visualizan en los últimos años en Venezuela, Panamá, Nicaragua y en general a nivel mundial.<br />
Aunque los intereses varían, las actividades más populares son recorrer áreas prístinas y observar la naturaleza, las aves y otros animales, fotografiar la naturaleza, escalar, o visitar cuando hay buen acceso, zonas montañosas, incluyendo volcanes relativamente inactivos, recorridos en los ríos con balsas/kayak, explorar arrecifes coralinos, entre otras modalidades con toda clase de combinaciones.<br />
Siempre hay también y lógicamente cierto turismo ecológico local con sus inherentes problemas, por ejemplo las tarifas relativamente altas. Cómo evitar que muchos de los atractivos turísticos sean accesibles sólo para personas pudientes y cómo favorecer personas de escasos recursos económicos, incluyendo estudiantes locales, constituye un reto continuo. En algunos países el número de ecoturistas locales es mayor que los turistas extranjeros, mientras que en otros como en Belice, la proporción es inversa.<br />
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Aspectos fundamentales del ecoturismo<br />
Para que el turismo ecológico sea considerado como tal, debe cumplir con las siguientes premisas básicas.<br />
El bajo impacto ambiental: Implica un turismo cuidadosamente regulado, practicado por personas genuinamente interesadas en la naturaleza, dispuestas a causar el menor disturbio posible y respetuosas de las costumbres locales. Una técnica para reducir tal impacto es la "zonificación" de áreas protegidas, delimitando las áreas más frágiles con acceso restringido mientras que en otras áreas se permita sólo la visita manteniéndose en el sendero todo el tiempo.<br />
La conservación de la biodiversidad: El ecoturismo ha contribuido en atraer la atención sobre especies en peligro de extinción y fomentar su conservación como el caso del quetzal, ave mística en las regiones altas de los países centroamericanos, especialmente en los bosques nubosos donde se encuentra. Igual sucede con varias playas donde desovan tortugas marinas y que ahora son protegidas y visitadas por ecoturistas en giras nocturnas con el concurso de guías bien entrenados que vigilan que la observación por parte de visitantes no entorpezca las deposiciones de huevos de las tortugas hembras. Al igual que en Kenya donde se ha calculado cuanto más vale un animal silvestre vivo que muerto.<br />
Desarrollo de actividades educativas y científicas: La habilitación para el ecoturismo de áreas protegidas ha aumentado considerablemente el interés hacia la flora y fauna y sus múltiples interacciones.<br />
Beneficio económico: Los ingresos del ecoturismo tanto directos como indirectos son considerables y tienden a aumentar año tras año. Incluyen no sólo los gastos en hoteles, comidas, transportes, pago de guías, compra de artesanía, artículos fotográficos, sino también el pago de entradas a los parques nacionales y otras categorías de áreas protegidas. Cabe subrayar que lo pagado en el país por ecoturistas extranjeros y locales en general circula por bastante tiempo antes de inmovilizarse, lo que se considera favorable desde el punto de vista económico.<br />
Mejoramiento de las áreas protegidas: Los ingresos económico obtenidos mediante el turismo económico, en gran parte gracias al ingreso de divisas extranjeras, deben reinvertirse en parte para la conservación y uso sostenible de las áreas protegidas y parques naturales que son visitados por los ecoturistas.<br />
Combinaciones del ecoturismo con otras formas de turismo: La combinación de aspectos ecoturísticos con otros usos de la tierra, y otras actividades -como la arqueología- ha demostrado atraer un número cada vez mayor de ecoturistas.<br />
Beneficios para las comunidades locales: El ecoturismo presupone interés y mejor comprensión de parte de los visitantes hacia las poblaciones locales, incluyendo pueblos indígenas y su modo de vivir. Estas comunidades nativas deben verse económicamente beneficias por la actividad del turismo.<br />
Sin embargo en la actualidad también se han detectado problemas alrededor del turismo ecológico, los cuales deben irse resolviendo a corto y mediano plazo. Algunos de estos aspectos negativos son: Poca reinversión del aporte económico del ecoturismo en mejorar los recursos naturales, pérdida de derechos tradicionales de pobladores aledaños al recurso natural, excesiva influencia extranjera para cosechar los beneficios económicos del ecoturismo, construcción de infraestructuras hoteleras que casan impacto en el medio ambiente, efectos culturales adversos sobre poblaciones locales, y problemas de seguridad.<br />
A manera de conclusión se puede afirmar que con el aumento de tiempo libre destinado al ocio en los países desarrollados, una proporción cada vez mayor de personas jubiladas "adultos mayores" y el interés creciente de poblaciones urbanas deseosas de reencontrarse con la naturaleza -a menudo estimulados por programas de televisión y otros que destacan los atractivos de vida silvestre- el futuro del turismo ecológico se presenta alentador.<br />
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Principios Generales de Ecoturismo<br />
- Usar los recursos sosteniblemente.<br />
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- Reducir el consumismo y los residuos.<br />
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- Mantener la biodiversidad<br />
<br />
- Mantener la diversidad natural, social y cultural de los destinos.<br />
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- Asegurar un ritmo, escala y tipo de desarrollo que protejan, en lugar de destruir la diversidad, la cultura local y las comunidades.<br />
<br />
- Prevenir la destrucción de la diversidad natural respetando la capacidad de carga y adoptando el principio de precaución.<br />
<br />
- Realizar seguimiento al impacto de las actividades turísticas en la flora y fauna de un área de destino.<br />
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- Favorecer la diversidad social y económica mediante la integración del turismo dentro de las actividades de una comunidad local y con su plena participación.<br />
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- Promover los aspectos singulares de la región, evitando la homogenización.<br />
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- Asegurar que el ritmo, escala y tipo de turismo favorecen la hospitalidad genuina y un mutuo entendimientoü Promover el turismo de acuerdo con la cultura local, el bienestar y las aspiraciones de desarrollo.<br />
<br />
- Integrar el turismo en la planificación.<br />
<br />
- Apoyar las economías locales.<br />
<br />
- Involucrar a las economías locales.<br />
<br />
- Consultar a la comunidad.<br />
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- Entrenar al personal en temas ambientales.<br />
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- Comercializar el turismo responsable.<br />
<br />
- Realizar investigación.<br />
Fuente: http://www.ecoestrategia.com/articulos/turismo/articulos/turismo01.htmlUnknownnoreply@blogger.com0